diff --git "a/pt/pt_petrogold-ud-train_phonemized.txt" "b/pt/pt_petrogold-ud-train_phonemized.txt"
--- "a/pt/pt_petrogold-ud-train_phonemized.txt"
+++ "b/pt/pt_petrogold-ud-train_phonemized.txt"
@@ -1,13497 +1,13483 @@
-1. - intɾodusɐ̃w̃ ɐ bɐziɐ dɛ pɛlotɐs e ɐ majs mɛɾidionɐl nɐ koʃtɐ bɾɐzilɛjɾɐ
-(fiɡʁɐ 1) ɛ ɐpʁɛzɛntɐ powukos tɾɐbɐlos publikɐdos ɐ sew ɾɛʃpɛjto sɛ kompɐɾɐdɐ
-as owutʁɐs bɐziɐs dɛ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐs. ɐ kɐɾɐktɛɾizɐsɐ̃w̃ ɛʃtɾutuɾɐl
-pɐɾɐ ɐ poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ dɛ pɛlotɐs fowi ɾɛɐlizɐdɐ ɐtʁɐves dɛ 17 sɛsõj̃ʃ
-siʃmikɐs, ondɛ foɾɐm kɐɾɐktɛɾizɐdɐs fɐlɐs noɾmajs, ɛm pɐdʁɐ̃w̃ dominɔ, fɐlɐʃ
-sintetikɐs ɛ ɐntitetikɐs ɛ liʃtɾikɐs, ɐlem dɐ idɛntifikɐsɐ̃w̃ dɛ ɛʃtɾutuɾɐs komo o
-ɐɾko dɛ toʁɛs (fonsɛkɐ 2006), (ɐlvɛs 1981) ɐ plɐtɐfoɾmɐ dɛ floɾiɐnɔpoliʃ
-individuɐlizɐdɐ poɾ ɡonsɐlvɛs ɛt ɐl. (1979), zonɐ dɛ fɐlɐ do ɾio ɡɾɐndɛ
-(miɾɐndɐ 1970), (kowsmɐnn 1974). kɐɾdozo (2011) ɐboɾdɐ fɛjsõj̃s komo o bajkso dɛ
-moʃtɐɾdɐs pɾɛzɛntɛ nɐ poɾsɐ̃w̃ sul dɐ bɐziɐ dɛ pɛlotɐs. pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃
-ɛʃtɾutuɾɐl dɐ aɾɛɐ kontinɛntɐl foɾɐm utilizɐdɐs imɐʒɛns dɛ sɐtelitɛ sɾtm 90
-sɛndo idɛntifikɐdos o linɛɐmɛnto tibɐʒi dɛʃkɾito poɾ ɐzuj ɛt ɐl. (2012) ɛ
-“sinklinɐl” dɛ toʁɛs kɐɾɐktɛɾizɐdo poɾ vitoɾɛllo ɛ pɐdilɐ (2000), ɐlem dɛ mɐpɐ
-ɡɾɐvimetʁiko ɛ ɐɛɾomɐɡnɛtometʁiko. fiɡʁɐ 1: lokɐlizɐsɐ̃w̃ dɐ bɐziɐ dɛ pɛlotɐs 2.
-- obʒɛtivos o obʒɛtivo dɛʃtɛ tɾɐbɐlo e kɐɾɐktɛɾizɐɾ ɐs pɾinsipajs ɛʃtɾutuɾɐs do
-ɐɾkɐbowuso ʒɛolɔʒiko do ɛmbɐzɐmɛnto ɐfloɾɐntɛ dɐ bɐziɐ dɛ pɛlotɐs ɛ suɐ
-koʁɛlɐsɐ̃w̃ kom ɐ poɾsɐ̃w̃ offsoɾɛ dɐ mɛʃmɐ. ɐ kɐɾɐktɛɾizɐsɐ̃w̃ e ɾɛɐlizɐdɐ ɐ pɐɾtiɾ
-dɐ intɛɡʁɐsɐ̃w̃ dɛ dɐdos dɛ supɛɾfiziɛ do kontinɛntɛ kom dɐdos dɛ subsupɛɾfiziɛ
-(offsoɾɛ) dɐ bɐziɐ ɐdʒɐzɛntɛ, utilizɐndo teknikɐs dɛ sɛnsoɾiɐmɛnto ɾɛmoto ɛ
-intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ. 3. - lokɐlizɐsɐ̃w̃ dɐ aɾɛɐ dɛ ɛʃtudo ɐ aɾɛɐ dɛ ɛʃtudo sɛ
-ɛʃtɛndɛ do sul do ɛʃtɐdo dɛ sɐ̃w̃ pawlo ɐo noɾtɛ do ɾio ɡɾɐndɛ do sul nɐ poɾsɐ̃w̃
-ɛmɛɾsɐ ɛ ɐ bɐziɐ dɛ pɛlotɐs nɐ ɾɛʒiɐ̃w̃ offsoɾɛ, pɛɾfɐzɛndo um totɐl dɛ 440 530
-km², dɛʃtɛs 278 048 km² ɛʃtɐ̃w̃ lokɐlizɐdos nɐ poɾsɐ̃w̃ kontinɛntɐl ɛ 162 482 km² nɐ
-pɐɾtɛ offsoɾɛ (fiɡʁɐ 2). 4. - metodos ɛ ɛtɐpɐs dɛ tɾɐbɐlo pɐɾɐ ɐlkɐnsɐɾ o
-obʒɛtivo, o tɾɐbɐlo ɾɛɐlizɐdo kontowu kom bɐnko dɛ dɐdos poʃsujndo 9 imɐʒɛnʃ
-sɾtm 90 m pɐɾɐ ɐ ɾɛʒiɐ̃w̃ ɛʃtudɐdɐ, 17 sɛsõj̃s siʃmikɐs ɾɛfɛɾɛntɛ ɐ bɐziɐ dɛ
-pɛlotɐs, ɾɛʒiʃtɾo soniko, pɐʃtɐ dɛ poso, pɛɾfil kompoʃto, mɐpɐ ɡɾɐvimetʁiko ɛ
-mɐɡnɛtometʁiko dɐ poɾsɐ̃w̃ sudɛʃtɛ a poɾsɐ̃w̃ sul do tɛʁitɔɾio bɾɐzilɛjɾo, mɐpɐ
-ʒɛolɔʒiko ɛ ʒɛomoɾfolɔʒiko dɛ todo o tɛʁitɔɾio bɾɐzilɛjɾo. ɐ sɛɡʷiɾ, sɐ̃w̃
-ɐpʁɛzɛntɐdɐs ɐs ɛtɐpɐs ɛ ɐ mɛtodoloʒiɐ kʷɛ fowi ɐdotɐdɐ no tɾɐbɐlo. 4.1
-lɛvɐntɐmɛnto biblioɡʁafiko nɛʃtɐ ɛtɐpɐ fowi ɾɛɐlizɐdo o lɛvɐntɐmɛnto ɛ ɐ
-kompilɐsɐ̃w̃ dɛ dɐdos biblioɡʁafikos dɐs bɐziɐs dɛ pɛlotɐs ɛ pɐɾɐna, ɛm tɛɾmos dɛ
-ɐʃsoziɐsõj̃s dɛ ɾokɐs sɛdimɛntɐɾɛs ɛ mɐɡmatikɐs, dɐdos ʒɛofizikos, sɛsõj̃ʃ
-ʒɛolɔʒikɐs ɛ dɐdos ɛʃtɾutuɾajs do ɛmbɐzɐmɛnto dɐs bɐziɐs. ɛntɾɛ ɐs pɾinsipajʃ
-biblioɡʁɐfiɐs konsultɐdɐs, dɛvɛm sɛɾ sitɐdɐs fonsɛkɐ (2006 tɛzɛ dɛ dowutoɾɐdo)
-villwokk ɛ tomɐzɛlli (1995), buɛno ɛt ɐl. (2007), diɐs ɛt ɐl. (1994), fontɐnɐ
-(1990) ɛ kɐɾdozo (2011) pɐɾɐ ɐ bɐziɐ dɛ pɛlotɐs ɛ milɐni ɛt ɐl (1994) ɛ zɐlɐn ɛt
-ɐl. (1986), pɐɾɐ ɐ bɐziɐ do pɐɾɐna. 4.2 pɾozɛʃsɐmɛnto diʒitɐl dɛ imɐʒɛns ɛ
-ɐnalizɛ moɾfowɛʃtɾutuɾɐl do kontinɛntɛ o pɾoɡʁɐmɐ utilizɐdo nɛʃtɐ ɛtɐpɐ fowi o
-ɛɾmɐppɛɾ pɐɾɐ mozajkɐɾ ɐs 9 imɐʒɛns sɾtm 90m kʷɛ komplɛtɐvɐm todɐ ɐ poɾsɐ̃w̃ sul
-dɐ ɾɛʒiɐ̃w̃ sudɛʃtɛ do bɾɐzil, ɛm sɛɡʷidɐ foɾɐm sɛlɛzionɐdɐs ɐpɛnɐs ɐs imɐʒɛns dɐ
-aɾɛɐ ɛʃtudɐdɐ. ɐtʁɐves dɛʃtɐs imɐʒɛns, foɾɐm lokɐlizɐdɐs fɛjsõj̃ʃ
-moɾfowɛʃtɾutuɾajs ɛ ʒɛomoɾfolɔʒikɐs tajs komo vɐlɛs ɛʃtɾutuɾajs, ɐnomɐliɐs dɛ
-dɾɛnɐʒɛm, ɛʃkɐɾpɐs dɛ sɛʁɐs ɛ owutʁɐs; lɛvɐndo ɐo ɾɛkonɛzimɛnto dos pɾinsipajʃ
-linɛɐmɛntos ɛʃtɾutuɾajs ɐo lonɡo do linɛɐmɛnto dɛ tibɐʒi ɛ “sinklinɐl” dɛ toʁɛʃ
-(fiɡʁɐ 3). ɐpɔs ɛʃtɐ ɛtɐpɐ os sɛɡmɛntos ɾɛtilinɛos intɛɾpɾɛtɐdos foɾɐ̃
-ɛspoɾtɐdos ɛm foɾmɐto sɐpɛfilɛ pɐɾɐ o ɐɾkʒis 9.3 ondɛ fowi sɛpɐɾɐdo ɐs diɾɛsõj̃ʃ
-pɾɛfɛɾɛnsiajs pɐɾɐ ɐ ɛlɐboɾɐsɐ̃w̃ do diɐɡʁɐmɐ dɛ ɾozɛtɐs dɛ fɾɛkʷensiɐ ɛ
-kompɾimɛnto ɐbsoluto kom intɛɾvɐlo dɛ 10º no pɾoɡʁɐmɐ spɾinɡ kʷɛ pɾopoɾsionowu ɐ
-kɐntifikɐsɐ̃w̃ ɡɾafikɐ dɐ diʃpozisɐ̃w̃ ɛʃpɐziɐl dɐs fɾɐtuɾɐs pɾɛzɛntɛs nɐ aɾɛɐ
-ɛʃtudɐdɐ. 4.3 intɛɾpɾɛtɐsɐ̃w̃ dɛ dɐdos dɛ metodos potɛnsiajs 4.3.1 ʒɛɾɐsɐ̃w̃ ɛ
-intɛɡʁɐsɐ̃w̃ dɛ mɐpɐ ɐɛɾomɐɡnɛtometʁiko ɛʃtɛ ɛʃtudo sɛ bɐzɛjɐ nɐs pɾopʁiɛdɐdɛʃ
-mɐɡnetikɐs dos minɛɾajs kʷɛ sɛ konsɛntɾɐm nɐs ɾokɐs dɐ kɾoʃtɐ tɛʁɛʃtɾɛ. ɛʃtɛʃ
-pɾoduzɛm diʃtoɾsõj̃s lokajs ɛ nos ɛlɛmɛntos do kɐmpo mɐɡnetiko dɐ tɛʁɐ. ɛʃtɐʃ
-ɐnomɐliɐs podɛm sɛɾ dɛtɛktɐdɐs dɛ modo ɐ foɾnɛzɛɾ infoɾmɐsõj̃s sobʁɛ ɐ
-subsupɛɾfiziɛ. ɐtʁɐves dɛʃtɐs diʃtoɾsõj̃s e poʃsivɛl ɐɡʁupɐɾ ɾokɐs kõ
-pɾopʁiɛdɐdɛs mɐɡnetikɐs sɛmɛlɐntɛs, idɛntifikɐɾ kontɐtos ʒɛolɔʒikos, limitɛs dɛ
-koɾpos subtɛʁanɛos, ɐlinɐmɛntos ɛʃtɾutuɾajs ɛ vaɾiɐs owutʁɐs pɾopʁiɛdɐdɛs do
-koɾpo ɾokozo ɛm ɛʃtudo, komo dimɛnsõj̃s, mɛɾɡlo ɛ pɾofundidɐdɛ. dɛ ɐkoɾdo kõ
-lujz & silvɐ (1995), fɾɛkʷɛntɛmɛntɛ os linɛɐmɛntos obsɛɾvɐdos nos mɐpɐʃ
-mɐɡnetikos sɐ̃w̃ pɐɾɐlɛlos as diɾɛsõj̃s ɛʃtɾutuɾajs komo zonɐs dɛ sizɐlɐmɛnto,
-fɐlɐs, fɾɐtuɾɐs ɛ dobʁɐs. o mɐpɐ fowi obtido ɐtʁɐves do bɐnko dɛ dɐdos ɾɛfɛɾɛntɛ
-ɐo pɾoʒɛto ɾiftɛ (2011) ʒɛɾɐdo ɐtʁɐves dɐ intɛɾpolɐsɐ̃w̃ dos dɐdos ɛm mɐlɐʃ
-ʁɛɡlɐɾɛs dɛ 3ks3 km ɐtʁɐves dɐ teknikɐ dɛ minimɐ kuɾvɐtuɾɐ ɛ ɐbʁɐnʒɛ aɾɛɐs do
-sul do ɛʃtɐdo dɛ sɐ̃w̃ pawlo ɐte o ɛʃtɐdo dɛ sɐntɐ kɐtɐɾinɐ. o pɾoɡʁɐmɐ ɐɾkmɐp 9.3
-awksiliowu nɐ intɛɾpɾɛtɐsɐ̃w̃ do mɐpɐ, ɐs pɾinsipajs ɛʃtɾutuɾɐs foɾɐm idɛntifikɐdɐʃ
-kom bɐzɛ ɛm fɛjsõj̃s komo vɐɾiɐsɐ̃w̃ nɐ intɛnsidɐdɛ do kɐmpo, pɐdʁɐ̃w̃ linɛɐɾ dɛ
-kontoɾno, tɛɾminɐsɐ̃w̃ dɛ ɐltos ɛ bajksos ɛ ɐlinɐmɛnto dɛ ɐltos ɛ/owu bajksos.
-sɛɡndo lujz & silvɐ (1995) ɛʃtɐs fɛjsõj̃s dɛfinɛm ɐ mɐjoɾiɐ dos linɛɐmɛntos ɛ̃
-mɐpɐs mɐɡnetikos. 4.3.2 ʒɛɾɐsɐ̃w̃ ɛ intɛɡʁɐsɐ̃w̃ dɛ mɐpɐ ɡɾɐvimetʁiko o mɐpɐ
-ɡɾɐvimetʁiko foɾnɛzɛ dɐdos sobʁɛ ɐs difɛɾɛntɛs diʃtɾibujsõj̃s dɛ dɛnsidɐdɛ ɛ̃
-subsupɛɾfiziɛ tɛʁɛʃtɾɛ, sɛndo kʷɛ ɛʃtɐs pɾovokɐm pɛkʷɛnɐs ɐnomɐliɐs no kɐmpo
-ɡɾɐvitɐzionɐl tɛʁɛʃtɾɛ. ɛʃtɛ fowi konfɛksionɐdo ɐtʁɐves dɛ dɐdos kɐʁɛɡɐdos no
-softwɐɾɛ owɐzis montɐʒ, sɛndo obtido ɐtʁɐves do bɐnko dɛ dɐdos do pɾoʒɛto ɾiftɛ
-(2011). o mɐpɐ ɡɾɐvimetʁiko intɛɾpɾɛtɐdo kompɾɛɛndɛ o sul do ɛʃtɐdo dɛ sɐ̃w̃ pawlo
-ɐte sɐntɐ kɐtɐɾinɐ. ɐs ɛʃtɾutuɾɐs pɾɛzɛntɛs no mɐpɐ foɾɐm intɛɾpɾɛtɐdɐs kom o
-uzo do pɾoɡʁɐmɐ ɐɾkmɐp 9.3. ɛʃtɐs fɛjsõj̃s foɾɐm mɐɾkɐdɐs dɛ ɐkoɾdo kom o
-ɐdɛnsɐmɛnto dɐs kuɾvɐs dɛ izovɐloɾɛs ɛ poɾ sɛɡmɛntos ɾɛtilinɛos ɾɛpʁɛzɛntɐtivoʃ
-nɐ aɾɛɐ. ɛʃtɐs podɛm ɾɛpʁɛzɛntɐɾ fɐlɐs pɾofundɐs. 4.4 intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ
-ɛʃtɐs sɛsõj̃s siʃmikɐs, ʒuntɐmɛntɛ kom os dɐdos dɛ posos (kontɛndo ɾɛʒiʃtɾoʃ
-sonikos, ɾɐjos ɡɐmɐ ɛ dɛnsidɐdɛ), dɐ poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ dɛ pɛlotɐs, foɾɐ̃
-ɐdkʷiɾidɐs ɐtʁɐves do bɐnko dɛ dɐdos dɛ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃ (bdɛp),
-ɐdminiʃtɾɐdɐ pɛlɐ ɐʒensiɐ nɐzionɐl do pɛtʁɔlɛo (ɐnp). ɛʃsɛs dɐdos foɾɐ̃
-intɛɾpɾɛtɐdos no liʃɡ (lɐboɾɐtɔɾio dɛ intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ ɛ ʒɛolɔʒikɐ),
-utilizɐndo-sɛ o pɾoɡʁɐmɐ ʒɛoɡʁɐpiks-lɐndmɐɾk. ɐpɔs kɐʁɛɡɐɾ os dɐdos no softwɐɾɛ
-ʒɛoɡʁɐpiks-lɐndmɐɾk, fowi ɾɛɐlizɐdɐ ɐ kɐlibʁɐsɐ̃w̃ dos posos kom o oɾizontɛ
-siʃmiko ɐtʁɐves do pɛɾfil soniko. iniziɐlmɛntɛ fowi fɛjtɐ umɐ mediɐ dɐ vɛlozidɐdɛ
-intɛɾvɐlɐɾ pɐɾɐ kɐdɐ tɾɛko kʷɛ ɐpʁɛzɛntɐvɐ mudɐnsɐs nɐ vɛlozidɐdɛ; ɛm sɛɡʷidɐ
-fowi dɛfinidɐ ɐ ɛʃpɛʃsuɾɐ dɛ kɐdɐ intɛɾvɐlo ɛʃtɾɐtiɡʁafiko. ɐ vɛlozidɐdɛ
-intɛɾvɐlɐɾ ɛ o vɐloɾ dɐ ɛʃpɛʃsuɾɐ dɐs kɐmɐdɐs foɾɐm substituj́dos nɐ fɔɾmulɐ:
-v=∆s/∆t ɐtʁɐves dɛ dɐdos do pɛɾfil kompoʃto fowi obtidɐ ɐ ɛʃpɛʃsuɾɐ dɐ laminɐ
-d’aɡɐ dɛ 1755m, ɐ vɛlozidɐdɛ ɐdotɐdɐ pɐɾɐ ɛʃtɐ laminɐ fowi 1500 m/s, ɐpɔs ɐ
-substitujsɐ̃w̃ dɛʃtɛs dɐdos nɐ fɔɾmulɐ ɐzimɐ, fowi obtido o tɛmpo simplɛs kʷɛ ɛ̃
-sɛɡʷidɐ fowi konvɛɾtido pɐɾɐ tɛmpo duplo ɛm miliʃsɛɡndos. o kalkulo foɾnɛzew ɐ
-ɛʃpɛʃsuɾɐ dɐ kɐmɐdɐ sɛdimɛntɐɾ ɛ o tɛmpo simplɛs dɛ ʒoɾnɐdɐ dɐ ondɐ noʃ
-sɛdimɛntos, ɛʃtɛ fowi tɾɐnsfoɾmɐdo pɐɾɐ o tɛmpo duplo pɐɾɐ kɐlibʁɐɾ os oɾizontɛʃ
-ɛʃtɾɐtiɡʁafikos (poso) kom ɐ sɛsɐ̃w̃ siʃmikɐ. ɐo todo fowi kɐlkulɐdo o tɛmpo duplo
-dɛ 6 kɐmɐdɐs sɛdimɛntɐɾɛs majs o tɛmpo duplo dɐ laminɐ d’aɡɐ. ɐpɔs ɐ obtɛnsɐ̃w̃
-dos vɐloɾɛs dɛ tɛmpo dɛ kɐdɐ intɛɾvɐlo, ɛʃtɛs foɾɐm tɾɐnsfɛɾidos pɐɾɐ ɐ sɛsɐ̃w̃
-siʃmikɐ ɛ, kom ɐ ɐʃsoziɐsɐ̃w̃ dos dɐdos ɾɛfɛɾɛntɛs ɐo poso 1 bps 0007, fowi
-poʃsivɛl dɛfiniɾ, kom pɾɛzisɐ̃w̃, os oɾizontɛs ɛʃtɾɐtiɡʁafikos mɐpɛɐdos (topo do
-ɛmbɐzɐmɛnto, topo do ɾiftɛ, topo do ɐlbiɐno, topo do kɾɛtazɛo supɛɾioɾ, topo do
-ɛozɛno ɛ topo do miozɛno). o poso 1 bps 0007 okoʁɛ lokɐlizɐdo pɾɔksimo a sɛsɐ̃w̃
-siʃmikɐ 0231-1355 kʷɛ fowi kɐlibʁɐdɐ ɛ poʃtɛɾioɾmɛntɛ intɛɾpɾɛtɐdɐ. o
-pɾozɛdimɛnto dɛʃkɾito ɐ simɐ tɐmbem fowi ɾɛɐlizɐdo pɐɾɐ os owutʁos dowis posoʃ
-pɾɛzɛntɛs nɐ aɾɛɐ. ɐs owutʁɐs sɛsõj̃s kʷɛ nɐ̃w̃ poʃsuj́ɐm posos pɐɾɐ ɐ kɐlibʁɐsɐ̃w̃,
-foɾɐm kɐlibʁɐdɐs pɛlɐ intɛɾsɛksɐ̃w̃ kom ɐ sɛsɐ̃w̃ siʃmikɐ 0231-1355. ɐs sɛsõj̃ʃ
-siʃmikɐs foɾɐm intɛɾpɾɛtɐdɐs kom o pɾoɡʁɐmɐ sɛjʃvizion (ʒɛoɡʁɐpiks), kʷɛ
-pɛɾmitiw o mɐpɛɐmɛnto dos oɾizontɛs ɛʃtɾɐtiɡʁafikos ɛ ɐs ɛʃtɾutuɾɐs ʒɛolɔʒikɐs.
-foɾɐm tɾɐsɐdos sɛjs oɾizontɛs pɾinsipajs: ɛmbɐzɐmɛnto, topo do ɾiftɛ, topo do
-ɐlbiɐno, topo do kɾɛtazɛo supɛɾioɾ, topo do ɛozɛno ɛ topo do miozɛno ɛ, ɐ pɐɾtiɾ
-dɛ sews tɾɐsos, os pɾinsipajs tɾɐsos dɛfoɾmɐzionajs kʷɛ poʃsɐm ɛʃtɐɾ ɐʃsoziɐdoʃ
-ɐos linɛɐmɛntos dɛ intɛɾɛʃsɛ dɐ pɛʃkʷizɐ. 4.5 dɐdos ɾɛfɛɾɛntɛs ɐo tɾɐbɐlo dɛ
-kɐmpo o linɛɐmɛnto tibɐʒi nɐ̃w̃ ɐpʁɛzɛntɐ publikɐsõj̃s ɐo sew ɾɛʃpɛjto. ɛm pɛʃkʷizɐ
-ʁɛɐlizɐdɐ ɛm owutʁo pɾoʒɛto, foɾɐm ɾɛɐlizɐdɐs ɐtividɐdɛs dɛ kɐmpo kowoɾdɛnɐdɐʃ
-pɛlo pɾof. dɾ. noɾbɛɾto moɾɐlɛs, kom o obʒɛtivo dɛ kolɛtɐɾ dɐdos ɾɛfɛɾɛntɛs aʃ
-ɐtitudɛs dɛ fɾɐtuɾɐs ɛ fɐlɐs. os dɐdos obtidos foɾɐm utilizɐdos nɐ dɛʃkɾisɐ̃w̃ ɛ̃
-ɛʃkɐlɐ ɾɛʒionɐl do linɛɐmɛnto tibɐʒi, ɛ foɾɐm ɐkʷi utilizɐdɐs pɐɾɐ komplɛtɐɾ ɐ
-dɛʃkɾisɐ̃w̃ dɛʃtɛ linɛɐmɛnto. 4.6 intɛɡʁɐsɐ̃w̃ ɛm ɐmbiɛntɛ siɡ o uzo dɛ siʃtɛmɐs dɛ
-infoɾmɐsõj̃s ʒɛoɡʁafikɐs (siɡs) pɛɾmitiw dɛ modo fazil, ɐ intɛɡʁɐsɐ̃w̃ dɛ
-difɛɾɛntɛs tipos dɛ dɐdos (mɐpɐs, imɐʒɛns, ɛtk), dɛʃtɛ modo poʃsujndo kɐdɐ vɛʒ
-majs impoɾtansiɐ ɛm ɛʃtudos ʒɛolɔʒikos. o uzo dɛʃtɐs teknikɐs awksiliɐ ɛ dinɐmizɐ
-ɐ intɛɾpɾɛtɐsɐ̃w̃ dos dɐdos pɛlo ʒɛɔloɡo, ʒa kʷɛ pɾopoɾsionɐ ɐ vizɐ̃w̃ ɡlobɐl doʃ
-mɛʃmos, ɐtʁɐves dɐ intɛɡʁɐsɐ̃w̃ dɛ difɛɾɛntɛs mɐpɐs tɛmatikos ɛ bɐnkos dɛ dɐdos.
-um ɛksɛmplo dɛʃtɐ ɛtɐpɐ e moʃtɾɐdo nɐ fiɡʁɐ 4, kom intɛɡʁɐsɐ̃w̃ dɛ mɐpɐ ʒɛolɔʒiko
-ɛ ɡɾɐvimetʁiko ɛm umɐ unikɐ bɐzɛ ʒɛoʁɛfɛɾɛnsiɐdɐ. 5. - ʒɛoloʒiɐ ɾɛʒionɐl 5.1
-fajksɐ ɾibɛjɾɐ ɛ ɛʃkudo sul-ɾio-ɡɾɐndɛnsɛ ɐ fajksɐ ɾibɛjɾɐ (ɐlmɛjdɐ ɛt ɐl. 1973,
-koɾdɐni ɛt ɐl. 1973, ɐzuj & olivɛjɾɐ 1984) e ɐ unidɐdɛ majs impoɾtɐntɛ dɐ
-pɾovinsiɐ mɐntikʷɛjɾɐ ɛ um dos vaɾios sintuɾõj̃s oɾoʒenikos nɛopʁotɛɾozõj̃koʃ
-ɛnvolvɛndo o kɾaton sɐ̃w̃ fɾɐnsiʃko (fiɡʁɐ 5). ɛlɐ ɐbʁɐnʒɛ um komplɛkso sintuɾɐ̃w̃
-dɛ dobʁɐmɛntos ɛ ɛmpuʁõj̃s ʒɛɾɐdo ɛntɾɛ 450 ɛ 700 mɐ (mɐkɐdo ɛt ɐl. 1996), nɐ
-boɾdɐ sul/sudɛʃtɛ do kɾaton do sɐ̃w̃ fɾɐnsiʃko (bɐɾbozɐ 1966, ɐlmɛjdɐ 1969, 1977),
-ʁɛpʁɛzɛntɐndo ɐ ɾajz do oɾɔʒɛno kolizionɐl nɛopʁotɛɾozõj̃ko bɐʃtɐmɛntɛ ɛɾodido. ɐ
-diɾɛsɐ̃w̃ dɛʃtɛ sintuɾɐ̃w̃ e nɛ-sw kom ɐpʁoksimɐdɐmɛntɛ 1400 km nɐs aɾɛɐs koʃtɛjɾɐʃ
-do sudɛʃtɛ bɾɐzilɛjɾo, ɐ noɾdɛʃtɛ mudɐndo pɐɾɐ ɐ fajksɐ ɐɾɐsuaj́. ɐ suɐ ɛvolusɐ̃w̃
-ɛʃta ɾɛlɐzionɐdɐ a subduksɐ̃w̃ pɐɾɐ sɛ dɐ pɐlɛoplɐkɐ sɐnfɾɐnsiʃkɐnɐ, kʷɛ ɐpɔʃ
-pɾozɛʃso dɛ subduksɐ̃w̃, kolidiw kom ɐ mikʁoplɐkɐ dɐ sɛʁɐ do mɐɾ ɛ o
-pɐlɛokontinɛntɛ do konɡo duɾɐntɛ ɐ oɾoʒenɛzɛ bɾɐziliɐnɐ (ɛjlbɾon ɛt ɐl. 2000).
-o sɛɡmɛnto sɛntɾɐl dɐ fajksɐ ɾibɛjɾɐ pɾɛzɛɾvɐ o ɾɛʒiʃtɾo dɛʃtɐ oɾoʒenɛzɛ ɐtʁɐveʃ
-dos ɛfɛjtos mɛtɐmɔɾfikos ɛ dɛ mɐɡmɐtiʃmo kʷɛ ɐtinʒɛ ɐs kobɛɾtuɾɐʃ
-mɛtɐʃsɛdimɛntɐɾɛs mɛzo-ɐ nɛopʁotɛɾozõj̃kɐs, ɾɛtʁɐbɐlɐndo o ɛmbɐzɐmɛnto
-ɐntɛɾioɾmɛntɛ konsolidɐdo no ɛvɛnto tɾɐnsɐmɐzoniko. bowɐ pɐɾtɛ dɐs ɐʃsoziɐsõj̃ʃ
-mɛtɐʃsɛdimɛntɐɾɛs nɛopʁotɛɾozõj̃kɐs do oɾɔʒɛno ɾibɛjɾɐ sɐ̃w̃ dɛ dɛpɔzitos dɛ mɐɾʒɛ̃
-pɐʃsivɐ. pɐɾɐ o intɛɾioɾ dɐ fajksɐ, okoʁɛ mɐɾkɐntɛ ɐloktoniɐ ɛ ɛlɛvɐdo ɡɾaw
-mɛtɐmɔɾfiko (ɛjlbɾon ɛt ɐl. 2004). o ɛʃkudo sul-ɾio-ɡɾɐndɛnsɛ lokɐlizɐ-sɛ nɐ
-poɾsɐ̃w̃ mɛɾidionɐl dɐ pɾovinsiɐ mɐntikʷɛjɾɐ (ɐlmɛjdɐ ɛt ɐl. 1981, ɐzuj ɛt ɐl.
-1985), ɛnɡlobɐndo o oɾɔʒɛno dom fɛliziɐno, koʁɛʃpondɛ a aɾɛɐ do ɛʃtɐdo do ɾio
-ɡɾɐndɛ do sul kʷɛ e mɐɾkɐdɐ pɛlɐ okoʁensiɐ dɛ ɾokɐs iɡnɛɐs, mɛtɐmɔɾfikɐs ɛ
-sɛdimɛntɐɾɛs pɾe-pɐlɛozõj̃kɐs, kuʒɐ oɾiʒɛm e ɾɛlɐzionɐdɐ ɐos sikloʃ
-tɾɐnsɐmɐzonikos (pɐlɛopʁotɛɾozõj̃ko) ɛ bɾɐziliɐno/pɐn-ɐfʁikɐno (nɛopʁotɛɾozõj̃ko).
-o oɾɔʒɛno dom fɛliziɐno (fiɡʁɐ 5) e foɾmɐdo poɾ sɛkʷensiɐs dɛ mɐɾʒɛns pɐʃsivɐʃ
-nɛopʁotɛɾozõj̃kɐs ɛ poɾ ɛstɛnsos sɛɡmɛntos dɛ ɐɾkos mɐɡmatikos dɛ mɛʃmɐ idɐdɛ,
-ɐlem dɛ ɾɛʃtos do ɛmbɐzɐmɛnto ɐɾkʷɛɐno. poʃsuj ɛʃtɾutuɾɐsɐ̃w̃ ɐlonɡɐdɐ nɐ diɾɛsɐ̃w̃
-nɛ-sw, dɛvido a kolizɐ̃w̃ kontinɛntɐl oblikɐ komo ɾɛzultɐdo dɐ kolizɐ̃w̃ doʃ
-kɾatons ɾio dɛ lɐ plɐtɐ, pɐɾɐnɐpɐnɛmɐ ɛ kɐlɐɐɾi (ɛjlbɾon ɛt ɐl. 2004). 5.2
-bɐziɐ do pɐɾɐna ɐ bɐziɐ sɛdimɛntɐɾ do pɐɾɐna (fiɡʁɐ 6) sɛ lokɐlizɐ no
-kontinɛntɛ sul-ɐmɛɾikɐno nɐs poɾsõj̃s tɛʁitoɾiajs do bɾɐzil mɛɾidionɐl, pɐɾɐɡaj
-oɾiɛntɐl, noɾdɛʃtɛ dɐ ɐɾʒɛntinɐ ɛ noɾtɛ do uɾuɡaj, totɐlizɐndo umɐ aɾɛɐ pɾɔksimɐ
-dɛ 1,5 milɐ̃w̃ dɛ kʷilomɛtʁos kɐdʁɐdos. oɾdovizio-siluɾiɐnɐ (supɛɾsɛkʷensiɐ ɾio
-ivaj́): ɾɛpʁɛzɛntɐdɐ pɛlo ɡɾupo ɾio ivaj́, poʃsuj ɐs foɾmɐsõj̃s ɐlto ɡɐɾsɐʃ
-(konɡlomɛɾɐdos ɛ ɐɾɛnitos konɡlomɛɾatikos), iɐpɔ (diɐmiktitos) ɛ vilɐ mɐɾiɐ
-(folɛlos ɛ siltitos). ɛʃtɐ sɛkʷensiɐ ɾɛpʁɛzɛntɐ o pɾimɛjɾo siklo
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo dɐ sɛdimɛntɐsɐ̃w̃ kɾɐtonikɐ dɐ bɐziɐ do pɐɾɐna. dɛvoniɐnɐ
-(supɛɾsɛkʷensiɐ pɐɾɐna): foɾmɐdɐ pɛlo ɡɾupo pɐɾɐna, ɐpʁɛzɛntɐndo ɐs foɾmɐsõj̃ʃ
-fuɾnɐs (ɐɾɛnitos bɾɐnko-ɐmɐɾɛlɐdos, kawlinitikos kom ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs) ɛ
-pontɐ ɡɾoʃsɐ (folɛlos siltikos, siltitos ɛ ɐɾɛnitos). owuvɛ um intɛɾvɐlo dɛ
-sɛdimɛntɐsɐ̃w̃ ɾɛɡʁɛʃsivo-tɾɐnsɡɾɛʃsivo. kɐɾbonifɛɾo-ɛotʁiaʃsikɐ (supɛɾsɛkʷensiɐ
-ɡondwɐnɐ i): konstituj́dɐ pɛlos ɡɾupos itɐɾɐɾe, ɡɐta ɛ pɐʃsɐ dowis, ɾɛpʁɛzɛntɐndo
-ɐs sɛkʷensiɐs majs ɛʃpɛʃsɐs dɐ bɐziɐ do pɐɾɐna, dɛ kɐɾatɛɾ
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo. o ɡɾupo itɐɾɐɾe ɛ ɐ foɾmɐsɐ̃w̃ ɐkʷidawɐnɐ
-intɛɾdiʒitɐm-sɛ. nɛʃsɐs unidɐdɛs e komum ɛnkontɾɐɾ ɾokɐs siliziklaʃtikɐs finɐʃ
-ɐ ɡɾoʃsɐs, ɡlazio-mɐɾinɐs ɛ kontinɛntajs. o ɡɾupo ɡɐta e konstituj́do pɛlɐʃ
-foɾmɐsõj̃s ɾio bonito ɛ pɐlɛɾmo (no ɛʃtɐdo dɛ sɐ̃w̃ pawlo ɛʃtɐs foɾmɐsõj̃s sɛ
-ɛkʷivɐlɛm a foɾmɐsɐ̃w̃ tɐtuj́). o ɡɾupo pɐʃsɐ dowis e konstituj́do pɛlɐs foɾmɐsõj̃ʃ
-iɾɐti, sɛʁɐ ɐltɐ, tɛɾɛzinɐ ɛ ɾio do ɾɐʃto (no ɛʃtɐdo dɛ sɐ̃w̃ pawlo, ɐ foɾmɐsɐ̃w̃
-koɾumbɐtaj́ sɛ ɛkʷivɐlɛ as foɾmɐsõj̃s sɛʁɐ ɐltɐ, tɛɾɛzinɐ ɛ pɐɾtɛ dɐ foɾmɐsɐ̃w̃ ɾio
-do ɾɐʃto, intɛɾdiʒitɐndo-sɛ kom ɛʃtɐs). nɛotʁiaʃsikɐ (supɛɾsɛkʷensiɐ ɡondwɐnɐ
-ii): poʃsujdoɾɐ dɐs foɾmɐsõj̃s piɾɐmbɔjɐ ɛ ɾozaɾio do sul (ɐɾɛnitos ɐvɛɾmɛlɐdoʃ
-ɛ ɛʃbɾɐnkʷisɐdos, medios ɐ finos, kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ).
-ʒuɾaʃsikɐ-ɛokʁɛtazikɐ (supɛɾsɛkʷensiɐ ɡondwɐnɐ iji): konstituj́dɐ pɛlɐs foɾmɐsõj̃ʃ
-botukɐtu (ɐɾɛnitos ɛɔlikos) ɛ sɛʁɐ ʒɛɾɐl (dɛʁɐmɛs bɐzaltikos ɐʃsoziɐdos kõ
-intɾuzivɐs). nɛokʁɛtazikɐ (supɛɾsɛkʷensiɐ bawɾu): ɐpʁɛzɛntɐ os ɡɾupos kɐjua ɛ
-bawɾu. sɐ̃w̃ ɾɛpʁɛzɛntɐdos poɾ dɛpɔzitos kontinɛntajs ɐɾɛno-konɡlomɛɾatikos, kõ
-sɛjksos dɛ divɛɾsɐs litoloʒiɐs, mɐzisos owu kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ, okoʁɛndo
-tɐmbem dɛpɔzitos siltiko-ɐɾʒilozos ɛ kɐɾbonɐtos dɛ kɐlikɛ. 5.3 bɐziɐ dɛ pɛlotɐʃ
-ɐ bɐziɐ dɛ pɛlotɐs, ɐʃsim komo ɐs dɛmajs bɐziɐs dɐ mɐɾʒɛm kontinɛntɐl
-bɾɐzilɛjɾɐ, tɛm suɐ oɾiʒɛm ɐtʁɛlɐdɐ ɐo ɾompimɛnto do supɛɾkontinɛntɛ ɡondwɐnɐ ɛ
-foɾmɐsɐ̃w̃ do ozɛɐno ɐtlantiko sul. sɛɡndo silvɛjɾɐ ɛ mɐkɐdo (2004) ɛlɐ podɛ sɛɾ
-divididɐ ɛm pɐɾtɛ noɾtɛ ɛ sul. ɐ pɾimɛjɾɐ ɐ pɐɾtiɾ do tɛʁɐso dɛ ɾio ɡɾɐndɛ ɐte
-o ɐlto dɛ floɾiɐnɔpolis ɛ ɐ sɛɡndɐ do tɛʁɐso ɛm diɾɛsɐ̃w̃ ɐo ɐlto dɛ polonio. o
-ʁɛʒiʃtɾo dɐ sɛkʷensiɐ ɛvɐpoɾitikɐ nɐ bɐziɐ dɛ pɛlotɐs ɾɛʃtɾinʒɛ-sɛ ɐpɛnɐs nɐ
-poɾsɐ̃w̃ noɾtɛ, kʷɛ ɐpʁɛzɛntɐ o ɾɛʒiʃtɾo dɐs mɛnoɾɛs ɛʃpɛʃsuɾɐs no dɛpozɛntɾo. ɐ
-poɾsɐ̃w̃ sul dɐ bɐziɐ ɐpʁɛzɛntɐ um ɛʃpɛʃso pɐkotɛ sɛdimɛntɐɾ kʷɛ ɛm ɐlɡmɐs aɾɛɐʃ
-kɛɡɐ ɐ ultɾɐpɐʃsɐɾ 10.000 m (fontɐnɐ 1989), poɾem ɐ awzensiɐ dɛ pɐkotɛ
-ɛvɐpoɾitiko foɾnɛzew um ɐʃpɛkto monɔtono ɛ powuko dɛfoɾmɐdo, kɐndo kompɐɾɐdo aʃ
-owutʁɐs bɐziɐs bɾɐzilɛjɾɐs (fiɡʁɐ 8). o ɛmbɐzɐmɛnto dɐ bɐziɐ dɛ pɛlotɐs e
-kɐɾɐktɛɾizɐdo poɾ ɾokɐs do sintuɾɐ̃w̃ dom fɛliziɐno, fajksɐ mɔvɛl dɛ oɾiʒɛm no
-siklo bɾɐziliɐno (villwokk ɛ tomɐzɛlli 1995) ɛ pɛlɐs sɛkʷensiɐʃ
-vulkɐno-sɛdimɛntɐɾɛs dɐ bɐziɐ do pɐɾɐna. ɛʃtɛ fɐto e konfiɾmɐdo pɛlɐ pɾɛzɛnsɐ dɛ
-sɛkʷensiɐ sɛdimɛntɐɾ pɛɾmo-tɾia��sikɐ (ɡɾupos ɡɐta ɛ pɐʃsɐ dowis) ɛ owutʁɐʃ
-vulkɐnozɛdimɛntɐɾɛs ʒuɾo-kɾɛtazɛɐ (foɾmɐsõj̃s sɛʁɐ ʒɛɾɐl ɛ botukɐtu) ɛm dɐdos dɛ
-poso pɛɾfuɾɐdo pɛlɐ pɛtʁobʁɐs nɐ sidɐdɛ dɛ toʁɛs (ɾs) (buɛno ɛt ɐl., 2007).
-sɛɡndo ɛʃtɛ awtoɾ ɐ bɐziɐ dɛ pɛlotɐs poʃsuj ɐɾkɐbowuso ɛʃtɾɐtiɡʁafiko
-konstituj́do pɛlɐs supɛɾsɛkʷensiɐs dɛʃkɾitɐs ɐ sɛɡʷiɾ, kʷɛ podɛm sɛɾ vizuɐlizɐdɐʃ
-nɐ kɐɾtɐ ɛʃtɾɐtiɡʁafikɐ ɾɛʒionɐl (fiɡʁɐ 9). 5.3.1 supɛɾsɛkʷensiɐ
-pɐlɛozõj̃kɐ-mɛzozõj̃kɐ sɛkʷensiɐ pɛɾmo-tɾiaʃsikɐ: poʃsuj ɐ bɐzɛ dɐ sɛkʷensiɐ
-konstituj́dɐ pɛlɐs foɾmɐsõj̃s ɾio bonito, pɐlɛɾmo ɛ iɾɐti, dɛzɛnvolvidos ɛ̃
-ɐmbiɛntɛ mɐɾino (milɐni ɛt ɐl. 1994). sɛkʷensiɐ ʒuɾo-kɾɛtazɛo: konstituj́dɐ
-pɛlos ɐɾɛnitos dɐ foɾmɐsɐ̃w̃ botukɐtu (milɐni ɛt ɐl. 1994). 5.3.2 supɛɾsɛkʷensiɐ
-pɾe-ɾiftɛ ɐ nɐtuɾɛzɐ dos ɛʃtɾɐtos pɾe-ɾiftɛ ɾɛlɐzionɐ-sɛ ɐo kompoɾtɐmɛnto dɛ
-ɐʃsɛnsɐ̃w̃ dɐ ɐʃtɛnoʃfɛɾɐ. e mɐɾkɐdɐ pɛlɐ sɛkʷensiɐ do ɛokʁɛtazɛo kompoʃtɐ pɛloʃ
-ɛʃpɛʃsos dɛʁɐmɛs bɐzaltikos dɐ foɾmɐsɐ̃w̃ sɛʁɐ ʒɛɾɐl, kʷɛ sɐ̃w̃ ɾɛkobɛɾtos pɛlɐ
-foɾmɐsɐ̃w̃ imbitubɐ nɐ poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ dɛ pɛlotɐs. 5.3.3 supɛɾsɛkʷensiɐ
-ʁiftɛ dɛ ɐkoɾdo kom buɛno ɛt ɐl. (2007), e divididɐ ɛm dowis ɛʃtaʒios, ɾiftɛ i –
-ʁɛlɐzionɐdo a sɛkʷensiɐ dɛ idɐdɛ kʷɛ vaj dɛʃdɛ o bɐʁɛmiɐno ɐo ɐptiɐno,
-bɐzikɐmɛntɛ ɾɛpʁɛzɛntɐdɐ pɛlos bɐzɐltos dɐ foɾmɐsɐ̃w̃ imbitubɐ, ɛ o ɾiftɛ ii –
-kompoʃto pɛlɐs faziɛs siliziklaʃtikɐs dɐ foɾmɐsɐ̃w̃ kɐʃsino, konstitujndo ɐs fɐzɛʃ
-dɐ sɛkʷensiɐ dɐtɐndo no ɐptiɐno. ɛʃtɐs sɛkʷensiɐs pɾɛɛnkɛɾɐm umɐ ɐʃsoziɐsɐ̃w̃ dɛ
-mɛjo-ɡɾabɛns ɐntitetikos, sɛɾvindo komo moldɛ kʷɛ ɐ bɐziɐ dɛ pɛlotɐs ɛɾdowu dɐ
-boɾdɐ flɛksuɾɐl do ɾiftɛ pɾɛkuɾsoɾ, ɾɛʃtɐndo a boɾdɐ fɐlɐdɐ ɐ bɐziɐ konʒuɡɐdɐ dɐ
-nɐmibiɐ, nɐ afʁikɐ. 5.3.4 supɛɾsɛkʷensiɐ pɔs-ɾiftɛ e kompoʃtɐ pɛlɐ sɛkʷensiɐ do
-ɐptiɐno kʷɛ ɛkʷivɐlɛ a suj́tɛ vulkanikɐ (bɐzɐltos, ɐndɛzitos ɛ tɾɐkʷiɐndɛzitos)
-dɐ foɾmɐsɐ̃w̃ kuɾumim, kuʒɐ dɐtɐsɐ̃w̃ viɐ metodo ɐɾ-ɐɾ ɛfɛtuɐdɐ ɛm ɐmoʃtɾɐ do poso
-1-sks-1 ɾɛzultowu nɐ idɐdɛ dɛ 113 ± 0,1 mɐ (diɐs ɛt ɐl. 1994), kʷɛ e ɾɛkobɛɾtɐ ɛ̃
-diʃkoɾdansiɐ tɐnto pɛlos ɛvɐpoɾitos dɐ foɾmɐsɐ̃w̃ ɐɾiɾi kɐnto pɛlɐ sɛsɐ̃w̃
-kɐɾbonatikɐ dɐ foɾmɐsɐ̃w̃ poɾto bɛlo. dɛ ɐkoɾdo kom mɐɾtins-nɛto ɛt ɐl. (2006) e
-poʃsivɛl dizɛɾ kʷɛ ɐ sub-bɐziɐ dɛ toʁɛs (noɾtɛ dɐ bɐziɐ dɛ pɛlotɐs) ajndɐ
-sofʁiɐ o pɾozɛʃso dɛ ɾiftɛɐmɛnto, ɛnkɐnto ɐ sub-bɐziɐ dɛ pɛlotɐs (sul) ʒa
-ɛspɛɾimɛntɐvɐ o ɛʃtaʒio dɛ subsidensiɐ flɛksuɾɐl pɾoduzido pɛlo ɾɛʃfɾiɐmɛnto ɛ
-kontɾɐsɐ̃w̃ tɛɾmɐl dɐ kɾoʃtɐ ozɛanikɐ. 5.3.5 supɛɾsɛkʷensiɐ dɾiftɛ podɛ sɛɾ
-divididɐ ɛm tɾes fɐzɛs; ɐ iniziɐl, ɾɛpʁɛzɛntɐdɐ poɾ dɛpɔzitos dɛ plɐtɐfoɾmɐ ɾɐzɐ
-do ɐlbiɐno, ɾɛpʁɛzɛntɐdo pɛlos dɛpɔzitos siliziklaʃtikos ɛ kɐɾbonatikos dɐ
-foɾmɐsɐ̃w̃ poɾto bɛlo; ɐ intɛɾmɛdiaɾiɐ, sɛndo um pɛɾiodo tɾɐnsɡɾɛʃsivo kʷɛ sɛ
-ɛʃtɛndɛ do ɐlbiɐno ɐo oliɡozɛno ɾɛpʁɛzɛntɐdo pɛlos pɛlitos dɐ foɾmɐsɐ̃w̃ ɐtlantidɐ
-kʷɛ ɾɛkobʁɛm ɛm diʃkoɾdansiɐ os kɐɾbonɐtos dɐ foɾmɐsɐ̃w̃ poɾto bɛlo ɛ, ɐ finɐl,
-konstitujndo-sɛ dɛ umɐ kunɐ klaʃtikɐ ɾɛɡʁɛʃsivɐ no nɛɔʒɛno ondɛ os siltitos ɛ
-ɐɾɛnitos finos dɐ foɾmɐsɐ̃w̃ sidʁɛjɾɐ pɾoɡʁɐdɐm sobʁɛ os pɛlitos dɐ foɾmɐsɐ̃w̃ imbe
-(buɛno ɛt ɐl., 2007). 5.4 ɐɾkɐbowuso ɛʃtɾutuɾɐl dɐ bɐziɐ ɛʃtɐs fɛjsõj̃s sɐ̃w̃ ɐʃ
-majs ɐntiɡɐs nɐ bɐziɐ dɛ pɛlotɐs. os mɛkɐniʃmos dɛ bɐʃkulɐmɛnto nɐ mɐɾʒɛ̃
-kontinɛntɐl, poʃtɛɾioɾɛs a fɐzɛ tɐfʁoʒenikɐ do ɛokʁɛtazɛo, sɐ̃w̃ ɾɛʃponsavɛjʃ
-pɛlɐs fɐlɐs dɛ ɛmbɐzɐmɛnto kʷɛ okoʁɛm nɐ plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis ɛ bɐziɐ
-dɛ pɛlotɐs (ɡonsɐlvɛs ɛt ɐl. 1979). ɐ bɐziɐ dɛ pɛlotɐs ɐpʁɛzɛntɐ ɛmbɐzɐmɛnto
-ɐplajnɐdo, koɾtɐdo poɾ fɐlɐs ɐntitetikɐs ɛ ɾɛkobɛɾto poɾ ɛʃtɾɐtos kʷɛ mɛɾɡlɐ̃
-suɐvɛmɛntɛ ɛm diɾɛsɐ̃w̃ ɐo mɐɾ foɾmɐndo kunɐs (ɡonsɐlvɛs ɛt ɐl. 1979). ɐ fɐzɛ
-ʁiftɛ ɐpʁɛzɛntɐ mɛjo-ɡɾabɛns kontɾolɐdos poɾ fɐlɐs ɐntitetikɐs dɛ ɐlto anɡlo,
-kom sɛdimɛntos pɾɛdominɐntɛs dɛ aɡɐs ɾɐzɐs (milɐni ɛt ɐl. 2000). ɐ sɛsɐ̃w̃
-pɔs-ɾiftɛ ɐpʁɛzɛntɐ ɛʃtɾutuɾɐsɐ̃w̃ insipiɛntɛ, fɐto ɛʃtɛ kʷɛ podɛ tɛɾ influɛnsiɐdo
-ɐ awzensiɐ dɛ ɛvɐpoɾitos ɐlbiɐnos (kɐnɡ ɛt ɐl. 1992). e poʃsivɛl dizɛɾ kʷɛ o
-kɐdʁo ɛʃtɾutuɾɐl dɐ bɐziɐ e ɾɛlɐtivɐmɛntɛ monɔtono, ʒa kʷɛ os bɐʃkulɐmɛntos sɐ̃w̃
-os pɾinsipajs ɐʒɛntɛs modɛlɐdo��ɛs. kom iʃso, ɐs fɛjsõj̃s ɛʃtɾutuɾajs majʃ
-impoɾtɐntɛs sɐ̃w̃ ɐs kɐlɐs dɛ ɾuptuɾɐ dɐ kɾoʃtɐ, o ɐlto ɛstɛɾno, ɐ kɐɾnɛjɾɐ ɛ ɐʃ
-fɐlɐs dɐ aɾɛɐ limitʁofɛ kom ɐ plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis (ɡonsɐlvɛs ɛt ɐl.
-1979). ɐs ɛsɛsõj̃s a monotoniɐ ɛʃtɾutuɾɐl dɐ bɐziɐ sɐ̃w̃ ɐs ɡɾɐndɛs ɛʃtɾutuɾɐs dɛ
-ɛʃkoʁɛɡɐmɛnto kʷɛ sɛ ɐʃsoziɐm as fɐlɐs liʃtɾikɐs, ɐfɛtɐndo ɐ sɛsɐ̃w̃
-pɔs-oliɡozenikɐ nɐ ɾɛʒiɐ̃w̃ do konɛ do ɾio ɡɾɐndɛ (fontɐnɐ 1990ɐ). ɛʃsɐ ɾɛʒiɐ̃w̃
-tɐmbem podɛ ɐpʁɛzɛntɐɾ supɛɾfiziɛs inklinɐdɐs (klinofoɾmɐs) dɛ ɐlto anɡlo,
-ɡɾɐndɛs fɐlɐs dɛ ɛmpuʁɐ̃w̃ imbɾikɐdɐs do tipo pɐtɐmɐɾ ɛ lɐnso, owu duplɛks, ɐlẽ
-dɐ ɛksiʃtensiɐ dɛ umɐ supɛɾfiziɛ dɛ dɛʃkolɐmɛnto ɛm suɐ bɐzɛ. ɐ plɐtɐfoɾmɐ dɛ
-floɾiɐnɔpolis lokɐlizɐ-sɛ nɐ poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ ɛ fowi individuɐlizɐdɐ poɾ
-ɡonsɐlvɛs ɛt ɐl. (1979). ɛʃtɐ plɐtɐfoɾmɐ sɛ oɾiʒinowu sobʁɛ umɐ ɐntiɡɐ zonɐ dɛ
-fɾɐkʷɛzɐ, poʃsivɛlmɛntɛ umɐ ɾɐmifikɐsɐ̃w̃ dɐ zonɐ dɛ fɾɐtuɾɐ do ɾio ɡɾɐndɛ owu
-(linɛɐmɛnto dɛ floɾiɐnɔpolis fiɡʁɐ 10, ɡɐmbowɐ & ɾɐbinovitk 1981). ɛʃtɐ zonɐ e
-ʁɛʃponsavɛl poɾ sɛpɐɾɐɾ ɐs bɐziɐs dɛ pɛlotɐs ɛ sɐntos, sɛndo kɐɾɐktɛɾizɐdɐ komo
-um pɐlɛowɐlto do ɛmbɐzɐmɛnto dɛ diɾɛsɐ̃w̃ ɛ-w, sotɛʁɐdo sob ɐ mɐɾʒɛm kontinɛntɐl
-(ɡɐmbowɐ & ɾɐbinowitk 1981). ɛʃtɐ fɛjsɐ̃w̃ ɛʃta ɛnkobɛɾtɐ poɾ um ɡɾɐndɛ volumɛ dɛ
-ʁokɐs bazikɐs dɛ kɐɾatɛɾ ɛstɾuzivo kʷɛ sɛ ɛʃtɛndɛm pɐɾɐ o intɛɾioɾ do
-kontinɛntɛ, ɐpɔs ɐ fajksɐ dɛ ɾokɐs pɾe-kɐmbɾiɐnɐs ɛ pɐlɛozõj̃kɐs. ɛʃsɐs ɾokɐʃ
-bazikɐs foɾɐm ɐtʁɐvɛʃsɐdɐs poɾ pɛɾfuɾɐsõj̃s nɐ plɐtɐfoɾmɐ kontinɛntɐl, podɛndo
-sɛɾ koʁɛlɐzionɐdɐs kom ɐ foɾmɐsɐ̃w̃ sɛʁɐ ʒɛɾɐl dɛvido a suɐ pɛtʁoɡʁɐfiɐ ɛ
-pɾovavɛl idɐdɛ kɾɛtazɛo infɛɾioɾ (fonsɛkɐ 2006). o ɐlto dɛ floɾiɐnɔpoliʃ
-ɐpʁɛzɛntowu um kompoɾtɐmɛnto komo um ɐlto ɐte o ɐptiɐno, dɛ modo ɐ ɾɛzɛbɛɾ powukoʃ
-sɛdimɛntos ɛ ɛʃtɐ kɐɾɐktɛɾiʃtikɐ pɾopoɾsionowu a bɐziɐ dɛ pɛlotɐs sɛɾto kontɾɐʃtɛ
-ɛm ɾɛlɐsɐ̃w̃ as dɛmajs bɐziɐs ɛvɐpoɾitikɐs situɐdɐs ɐo noɾtɛ. ɐ komunikɐsɐ̃w̃ ɛntɾɛ
-ɐs bɐziɐs dɛ pɛlotɐs ɛ sɐntos okoʁew ɐ pɐɾtiɾ do ɛowɐlbiɐno, fɐzɛndo kom kʷɛ o
-ʁɛʒiʃtɾo sɛdimɛntɐɾ dɐ bɐziɐ sɛ toɾnɛ majs ɛspɾɛʃsivo (ɡonsɐlvɛs ɛt ɐl. 1979) ɐ
-pɐɾtiɾ dɛ ɛntɐ̃w̃. ɐ subsidensiɐ dɐ bɐziɐ dɛ pɛlotɐs ɐo sul e kontɾolɐdɐ poɾ
-linɐs dɛ kɐɾnɛjɾɐs, ɾɛpʁɛzɛntɐdɐs poɾ konʒuntos dɛ fɐlɐs ɐntitetikɐs kʷɛ
-okoʁɛm nɐ plɐtɐfoɾmɐ ɐʃsoziɐdɐs a zonɐ dɛ fɐlɐ do ɾio ɡɾɐndɛ. ɐ idɐdɛ dɛʃtɐ
-zonɐ e poʃsivɛlmɛntɛ pɾe-nɛɔʒɛno owu nɛɔʒɛno infɛɾioɾ, sɛpɐɾɐndo ɐ bɐziɐ dɛ
-pɛlotɐs ɾɐzɐ (ɛm ɡɾɐndɛ pɐɾtɛ ɛmɛɾsɐ), dɐ pɾofundɐ, kʷɛ sɛ iniziɐ no sɛntɾo dɐ
-plɐtɐfoɾmɐ kontinɛntɐl (miɾɐndɐ 1970; kowsmɐnn 1974). o linɛɐmɛnto dɛ poɾto
-ɐlɛɡʁɛ, tɐmbem konɛzido komo zonɐ dɛ fɾɐtuɾɐ dɛ poɾto ɐlɛɡʁɛ (fiɡʁɐ 10),
-poʃsuj diɾɛsɐ̃w̃ ɛ-w. ɐ plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis e kɐɾɐktɛɾizɐdɐ poɾ ɐpʁɛzɛntɐɾ
-ɐltos no ɛmbɐzɐmɛnto, komo o ɐɾko dɛ toʁɛs (ɐlvɛs 1981). ɛʃtɛ ɐlto ɛʃtɾutuɾɐl
-poʃsuj diɾɛsɐ̃w̃ ʒɛɾɐl nw-sɛ ɛ suɐ oɾiʒɛm podɛ sɛɾ ɐʃsoziɐdɐ ɐ ɛʃfoɾsos dɛ
-sizɐlɐmɛnto ɛntɾɛ o linɛɐmɛnto dɛ poɾto ɐlɛɡʁɛ ɛ ɐ zonɐ dɛ fɾɐtuɾɐ do ɾio
-ɡɾɐndɛ (bɐʃsɛto ɛt ɐl. 2000). nɐ poɾsɐ̃w̃ onsoɾɛ o linɛɐmɛnto dɛ ʒɐkuj́ – poɾto
-ɐlɛɡʁɛ (linɛɐmɛnto bɛnto ɡonsɐlvɛs) e ɐ kontinujdɐdɛ dɛʃtɛ (fonsɛkɐ 2006). dɛ
-ɐkoɾdo kom fonsɛkɐ (2006), o ɐɾko dɛ toʁɛs e umɐ ɛʃtɾutuɾɐ ɐntifoɾmɐl okoʁɛndo
-nɐ plɐtɐfoɾmɐ tɾɐnsvɛɾsɐlmɛntɛ a bɐziɐ dɛ pɛlotɐs ɛ sɛ kompoɾtɐ komo ũ
-subdivizoɾ dɛʃtɐ. 5.4.1 ɛʃtɾutuɾɐs ɾɛlɐzionɐdɐs a bɐziɐ do pɐɾɐna ɐ liɡɐsɐ̃w̃
-ɛntɾɛ os ɐɾkos dɛ pontɐ ɡɾoʃsɐ ɛ do ɾio ɡɾɐndɛ e ɾɛpʁɛzɛntɐdo pɛlo “sinklinɐl”
-dɛ toʁɛs (fiɡʁɐ 10), kom oɾiɛntɐsɐ̃w̃ nw-sɛ ɛ kajmɛnto suɐvɛ pɐɾɐ nw. ɛ̃
-supɛɾfiziɛ, e fɾɛkʷɛntɛ ɐ pɾɛzɛnsɐ dɛ fɐlɐs kʷɛ movimɛntɐɾɐm vɛɾtikɐlmɛntɛ ɐʃ
-unidɐdɛs dɐ bɐziɐ do pɐɾɐna (vitoɾɛllo ɛ pɐdilɐ 2000) ɛ ɐ pɾɛzɛnsɐ dɛ dikʷɛs dɛ
-diɐbazio, ɛo-kɾɛtazɛos. o linɛɐmɛnto dɛ tibɐʒi okoʁɛ ɐ pɐɾtiɾ dɛ itɐʒaj́,
-sɛɡndo ɐ diɾɛsɐ̃w̃ nw ɛ e mɐɾkɐdo pɛlɐ dɾɛnɐʒɛm ɛ ɾɛlɛvo, okoʁɛ ɐ sudowɛʃtɛ do
-ɐɾko dɛ pontɐ ɡɾoʃsɐ, ɐpʁɛzɛntɐndo fɐlɐs noɾmajs, kom ɾɛʒɛjto pɛkʷɛno kʷɛ
-ɐfɛtɐm ɾokɐs dɐ bɐziɐ do pɐɾɐna (ɐzuj ɛt ɐl. 2012). o pɐdʁɐ̃w̃ dɛ fɾɐtuɾɐmɛnto e
-mɐɾkɐdo poɾ fɐmiliɐs nw-sɛ (n50w/70nɛ) ɐ pɾinsipɐl ɛ majs duɐs fɐmiliɐʃ
-sɛkundaɾiɐs n30ɛ/65sw ɛ n5w/50nɛ. ɐ diɾɛsɐ̃w̃ dɐs fɐlɐs sɛ da ɛntɾɛ ɐs diɾɛsõj̃ʃ
-nw-sɛ ɛ nnɛ-sw, sɛmpɾɛ kom medio ɐ ɐlto anɡlo dɛ mɛɾɡlo (ɐzuj ɛt ɐl. 2012).
-sɛɡndo ɐzuj ɛt ɐl. (2012), o linɛɐmɛnto tibɐʒi ɐpɐɾɛntɐ ɛʃtɐɾ ɾɛlɐzionɐdo ɐo
-pɾozɛʃso dɛ ɾuptuɾɐ pɐɾɐ ɐ ɛntɾɐdɐ dos dikʷɛs dɛ diɐbazio do ɐɾko dɛ pontɐ
-ɡɾoʃsɐ ɛ do linɛɐmɛnto ɡɐpiɐɾɐ. os tɾɐsos nw-sɛ pɐɾɛzɛm bɐlizɐɾ o flɐnko noɾtɛ
-do “sinklinɐl” dɛ toʁɛs. fiɡʁɐ 10: mɐpɐ ɛʃkʷɛmatiko iluʃtɾɐndo ɐs pɾinsipajʃ
-fɛjsõj̃s dɐ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐ, (modifikɐdo dɛ ɡɐmbowɐ ɛt ɐl. 1981).
-5.5 ɛvolusɐ̃w̃ tɛktonikɐ ɐ ɛvolusɐ̃w̃ tɛktonikɐ dɐ bɐziɐ dɛ pɛlotɐs podɛ sɛɾ
-divididɐ ɛm fɐzɛ ɾiftɛ ɛ pɔs-ɾiftɛ. o ɾiftɛɐmɛnto fowi iniziɐdo no nɛoʒuɾaʃsiko
-owu ɛokʁɛtazɛo, kom ɐ instɐlɐsɐ̃w̃ dɛ pɾozɛʃso dɛ ɛʃtiɾɐmɛnto kɾuʃtɐl no ɡondwɐnɐ,
-ʁɛzultɐndo nɐ sɛpɐɾɐsɐ̃w̃ dos kontinɛntɛs sul-ɐmɛɾikɐno ɛ ɐfʁikɐno, ɐtʁɐves dɛ ũ
-ʁiftɛ intɾɐkontinɛntɐl kʷɛ fɾɐɡmɛntowu ɾokɐs kɾuʃtajs ɛ supʁɐkʁuʃtajʃ
-pɾe-kɐmbɾiɐnɐs ɛ pɐlɛozõj̃kɐs (fontɐnɐ 1990b). ɛʃtɛ ɾiftɛ ɐtuowu ɛm aɾɛɐs ondɛ
-ɛʃtɐ̃w̃ lokɐlizɐdɐs ɐs ɾɛʒiõj̃s koʃtɛjɾɐs dos ɛʃtɐdos dɛ sɐntɐ kɐtɐɾinɐ ɛ ɾio
-ɡɾɐndɛ do sul (fontɐnɐ 1990b). nɛʃsɐ fɐzɛ foɾɐm ʒɛɾɐdos ɡɾabɛns ɛ mɛjo-ɡɾabɛnʃ
-kʷɛ foɾɐm pɾɛɛnkidos poɾ ɾokɐs vulkanikɐs ɛ klaʃtikos finos ɐ ɡɾoʃsos,
-foɾmɐsõj̃s imbitubɐ ɛ kɐʃsino ɾɛʃpɛktivɐmɛntɛ, ɐlem dɛ fɐlɐs ɐntitetikɐʃ
-pɾɛdominɐntɛs nɐ bɐziɐ (fontɐnɐ 1996). ɐ ɛstɾuzɐ̃w̃ dɛ ɾokɐs bɐzaltikɐs dɛ
-kompozisɐ̃w̃ modɛɾɐdɐmɛntɛ ɐlkɐlinɐ, sobʁɛ kɾoʃtɐ kontinɛntɐl, okoʁew nɛʃtɐ fɐzɛ.
-ɐs ɛʃtɾutuɾɐs dɛʃtɐs ɾokɐs foɾɐm dɛnominɐdɐs dɛ sɛɐwɐɾd dippinɡ ɾɛflɛktoɾʃ
-(sdɾs), powis ɐpʁɛzɛntɐm ɛspɾɛʃsɐ̃w̃ siʃmikɐ komo ɾɛflɛtoɾɛs supɛɾpoʃtos, konvɛksoʃ
-pɐɾɐ simɐ, ɐkunɐdos, mɛɾɡlɐndo ɛm diɾɛsɐ̃w̃ ɐo mɐɾ (fiɡʁɐ 11). lokɐlmɛntɛ,
-ɛʃsɐ kunɐ dɛ ɾokɐs bɐzaltikɐs ɐpʁɛzɛntɐ-sɛ fɐlɐdɐ, indikɐndo kʷɛ owuvɛ
-ɐtividɐdɛ do ɾiftɛ ɐpɔs ɐ pɾinsipɐl fɐzɛ tɛktonikɐ ɾɛʃponsavɛl pɛlo ɐpɐɾɛzimɛnto
-dos bɐzɐltos (fontɐnɐ 1990b). sɛɡndo mizuzɐki (1986), o konʒunto dɛ ɾokɐʃ
-bɐzaltikɐs ɛvidɛnsiɐ um dɛʁɐmɛ subɐeɾɛo owu no maksimo ɐ pɛkʷɛnɐs ɛʃpɛʃsuɾɐs dɛ
-laminɐ d’aɡɐ. ɛʃtɐs pɾovɐvɛlmɛntɛ sɐ̃w̃ ɐʃsoziɐdɐs ɐos instɐntɛs iniziajs do
-ʁiftɛ, sɛndo dɛpozitɐdɐs dɛ modo subɐeɾɛo sobʁɛ kɾoʃtɐ kontinɛntɐl
-ʁɛzem-fɾɐɡmɛntɐdɐ (fontɐnɐ 1990b). ɐ fɐzɛ ɾiftɛ dɐ bɐziɐ dɛ pɛlotɐs ɛ dɐ
-plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis kɐɾɐktɛɾizɐ-sɛ poɾ ɐpʁɛzɛntɐɾ bɐzɐltos kom 120 mɐ,
-siltitos ɛ konɡlomɛɾɐdos kom sɛjksos dɛ vulkanikɐs bazikɐs sotopoʃtɐs. ɛʃsɐʃ
-ʁokɐs foɾɐm dɛpozitɐdɐs nos ɛmi-ɡɾabɛns foɾmɐdos poɾ fɐlɐs ɐntitetikɐs ɛ todo
-ɛʃtɛ konʒunto fowi kobɛɾto poɾ umɐ diʃkoɾdansiɐ tɾɐnsɡɾɛʃsivɐ dɛ idɐdɛ
-ɐlbo-ɐptiɐnɐ (fontɐnɐ 1990b). ɐ fɐzɛ pɔs-ɾiftɛ iniziowu-sɛ kom o pɾozɛʃso dɛ
-subsidensiɐ teɾmikɐ kʷɛ sɛ ɐmplifikowu kom ɐ kɐɾɡɐ dɛ bɐzɐltos ɛstɾudidos sobʁɛ ɐ
-kɾoʃtɐ kontinɛntɐl. o sotɛʁɐmɛnto dɐ sɛkʷensiɐ ɾiftɛ okoʁew sob ɛʃpɛʃso pɾiʃmɐ
-sɛdimɛntɐɾ dɛvido ɐo ɐvɐnso dɐ subsidensiɐ teɾmikɐ ɛ ɛʃpɐlɐmɛnto do ɐʃsowɐlo
-ozɛaniko kom inizio no ɐptiɐno. no ɐlbo-ɐptiɐno, sɛɾkɐ dɛ 108 ɛntɾɛ o
-ɐlbo-ɐptiɐno ɛ o miozɛno owuvɛ ɐ mɐjoɾ pɐɾtɛ do kɐʁɛɡɐmɛnto sɛdimɛntɐɾ ɛ dɐ
-subsidensiɐ tɛɾmɐl nɐ bɐziɐ. okoʁew tɐmbem o dɛʃlokɐmɛnto dɐ linɐ dɛ kɐɾnɛjɾɐ
-pɐɾɐ owɛʃtɛ okɐzionɐdo poɾ fɐlɐs dɛzɛnvolvidɐs duɾɐntɛ ɐ fɐzɛ ɾiftɛ, ɛʃtɐs sɛ
-ɐpʁɛzɛntɐvɐm pɾoɡʁɛʃsivɐmɛntɛ majs ɐtivɐs ɛm diɾɛsɐ̃w̃ ɐo kontinɛntɛ (fontɐnɐ
-1990b). ɐ ɐtuɐsɐ̃w̃ dɐ flɛksuɾɐ no pɾozɛʃso dɛ subsidensiɐ dɐ bɐziɐ dɛ pɛlotɐs ɛ
-plɐtɐfoɾmɐ floɾiɐnɔpolis, pɐʃsowu ɐ sɛɾ majs ɛfɛtivɐ ɐ pɐɾtiɾ do miozɛno. nɛʃtɐ
-epokɐ os onlɐps koʃtɛjɾos toɾnɐɾɐm-sɛ majs fɾɛkʷɛntɛs, sɛndo kʷɛ sɐ̃w̃ notɐdoʃ
-dɛʃdɛ o pɐlɛozɛno. no plɛjʃtozɛno, okoʁew ɐ miɡʁɐsɐ̃w̃ do dɛpozɛntɾo do bajkso dɛ
-moʃtɐɾdɐs pɐɾɐ o sul (ɐʃmus & pajm 1986) ɛ, komo konsɛkʷensiɐ, mɐjoɾ ɛʃpɛʃsuɾɐ
-sɛdimɛntɐɾ fowi dɛpozitɐdɐ pɾɔksimo ɐo lokɐl dɐ ɐtuɐl konɛksɐ̃w̃ dɐ lɐɡnɐ dos pɐtoʃ
-kom o ozɛɐno ɐtlantiko (fontɐnɐ 1990b). nɐ fiɡʁɐ 12 e poʃsivɛl vizuɐlizɐɾ ũ
-ɛʃkʷɛmɐ ʒɛɾɐl do pɾozɛʃso dɛ ɛvolusɐ̃w̃ dɛ umɐ mɐɾʒɛm kontinɛntɐl ɐtlantikɐ.
-fiɡʁɐ 12: ɛʃkʷɛmɐ dɐ sɛkʷensiɐ dɐs ɛtɐpɐs ɛvolutivɐs dɛ umɐ mɐɾʒɛm kontinɛntɐl
-ɐtlantikɐ, 6. - ɾɛzultɐdos 6.1 sɛnsoɾiɐmɛnto ɾɛmoto ɐ pɐɾtiɾ dɛ imɐʒɛns sɾtm,
-foɾɐm tɾɐsɐdɐs 2628 fɛjsõj̃s linɛɐɾɛs dɐ aɾɛɐ dɛ ɛʃtudo ɐdʒɐzɛntɛ a bɐziɐ dɛ
-pɛlotɐs (fiɡʁɐ 13). ɛʃtɐs fɛjsõj̃s foɾɐm ɛspoɾtɐdɐs pɐɾɐ o foɾmɐto sɐpɛfilɛ ɛ
-foɾɐm uzɐdɐs ɛm ɐmbiɛntɛ ɐɾkʒis, ondɛ foɾɐm idɛntifikɐdɐs 4 diɾɛsõj̃s pɾinsipajs;
-n-s; ɛ-w; nɛ-sw ɛ nw-sɛ. nɐ fiɡʁɐ 13, ɛʃta ɾɛpʁɛzɛntɐdo o tɾɐso pɾinsipɐl do
-linɛɐmɛnto tibɐʒi dɛ ɐkoɾdo kom ɐ dɾɛnɐʒɛm, poɾem o linɛɐmɛnto e konstituj́do poɾ
-um fɛjksɛ dɛ linɛɐmɛntos kʷɛ ɐpʁɛzɛntɐ um foɾtɛ kontɾolɛ ʒɛomoɾfolɔʒiko komo e
-poʃsivɛl vizuɐlizɐɾ nɐ fiɡʁɐ 13. ɐtʁɐves dos diɐɡʁɐmɐs dɛ ɾozɛtɐs e poʃsivɛl
-ɛʃtɐbɛlɛzɛɾ ɐ oɾdɛm dɛ mɐjoɾ ɾɛpʁɛzɛntɐtividɐdɛ dos linɛɐmɛntos, kʷɛ e nnw-sɛ;
-nnɛ-sw; nɛ-sw, ɛ-w ɛ nw-sɛ (fiɡʁɐ 14) ɐlem dɛ diɾɛsõj̃s ɛnɛ, nnɛ, wnw ɛ nnw kʷɛ
-ɐpɐɾɛzɛm kom mɛnoɾ fɾɛkʷensiɐ. ɛʃtɐs diɾɛsõj̃s kontɾolɐm ɐs dɾɛnɐʒɛns pɾɛzɛntɛʃ
-nɐ ɾɛʒiɐ̃w̃. kɐdɐ diɾɛsɐ̃w̃ pɾinsipɐl fowi sobʁɛpoʃtɐ ɐo mɐpɐ ʒɛolɔʒiko dɐ ɾɛʒiɐ̃w̃ dɛ
-modo ɐ awksiliɐɾ nɐs intɛɾpɾɛtɐsõj̃s (fiɡʁɐs 15 ɐ 18), ʒuntɐmɛntɛ kom o
-ʁɛʃpɛktivo diɐɡʁɐmɐ dɛ ɾozɛtɐs. os linɛɐmɛntos dɛ diɾɛsɐ̃w̃ nɛ-sw podɛm ɛʃtɐɾ
-koʁɛlɐzionɐdos kom ɐs zonɐs dɛ sizɐlɐmɛnto, foliɐsõj̃s ɛ kontɐtos litolɔʒikoʃ
-dɐs ɾokɐs pɾe-kɐmbɾiɐnɐs. ɛʃtɐ diɾɛsɐ̃w̃ tɐmbem e bɛm mɐɾkɐntɛ nɐs ɾokɐʃ
-pɛɾtɛnsɛntɛs a bɐziɐ do pɐɾɐna (fiɡʁɐ 15). dɐ ɾɛʒiɐ̃w̃ dɛ floɾiɐnɔpolis pɐɾɐ o
-sul os tɾɐsos dɛ diɾɛsɐ̃w̃ nnɛ-sw ɛʃtɐ̃w̃ ɐʃsoziɐdos kom ɛnksɐmɛs dɛ dikʷɛs. owutʁɐʃ
-ɛʃtɾutuɾɐs kʷɛ ɛʃtɐ̃w̃ ɐʃsoziɐdɐs ɐ ɛʃtɐs diɾɛsõj̃s sɐ̃w̃ os dikʷɛs dɛ diɐbazio kõ
-ɛlɛvɐdɐ fɾɛkʷensiɐ pɾɔksimo ɐo ɐɾko dɛ pontɐ ɡɾoʃsɐ. ɛʃtɐ diɾɛsɐ̃w̃ tɐmbem e mujto
-pɾɛdominɐntɛ nɐ bɐziɐ do pɐɾɐna (fiɡʁɐ 16). komo e poʃsivɛl vizuɐlizɐɾ no
-diɐɡʁɐmɐ dɛ ɾozɛtɐs dɛ fɾɛkʷɛntɛs ɐbsolutɐ pɐɾɐ todos os linɛɐmɛntos tɾɐsɐdos, ɐ
-diɾɛsɐ̃w̃ nnw-sɛ ɛ nnɛ-sw sɐ̃w̃ majs fɾɛkʷɛntɛs kʷɛ ɐs diɾɛsõj̃s ɛ-w, ɐs diɾɛsõj̃ʃ
-ɐntɛɾioɾmɛntɛ sitɐdɐs ɐpʁɛzɛntɐm kontinujdɐdɛ bɛm mɐɾkɐntɛ (fiɡʁɐs 17 ɛ 18). dɛ
-modo ʒɛɾɐl, ɛm todɐs ɐs fiɡʁɐs intɛɾpɾɛtɐdɐs e poʃsivɛl pɛɾsɛbɛɾ o foɾtɛ
-kontɾolɛ ɛʃtɾutuɾɐl nnw-sɛ ɛ ɛnɛ-wsw do kontɐto dɐs ɾokɐs sɛdimɛntɐɾɛs dɐ
-bɐziɐ do pɐɾɐna (mɛzozõj̃kɐs ɛ pɐlɛozõj̃kɐs) ɛ dɛʃtɐs kom os tɛʁɛnoʃ
-pɾe-kɐmbɾiɐnos. 6.2 intɛɡʁɐsɐ̃w̃ dɛ mɐpɐ ɐɛɾomɐɡnɛtometʁiko no mɐpɐ
-ɐɛɾomɐɡnɛtometʁiko (fiɡʁɐ 19) os linɛɐmɛntos ɛnkontɾɐdos nɐ poɾsɐ̃w̃ onsoɾɛ
-poʃsuɛm diɾɛsõj̃s nɛ-sw, nnɛ-sw, nw-sɛ, wnw-ɛzɛ ɛ ɛnɛ-wsw. nɐ poɾsɐ̃w̃ offsoɾɛ ɐ
-diɾɛsɐ̃w̃ pɾɛfɛɾɛnsiɐl dos linɛɐmɛntos e nɛ-sw, podɛndo ɛʃtɐɾ ɾɛlɐzionɐdɐ kõ
-intɾuzɐ̃w̃ dɛ dikʷɛs, ɐ zonɐ dɛ fɐlɐ do ɾio ɡɾɐndɛ ɛ/owu linɐs dɛ kɐɾnɛjɾɐ
-(fiɡʁɐ 19); diɾɛsõj̃s nw-sɛ tɐmbem sɐ̃w̃ ɛnkontɾɐdɐs, ɾɛlɐzionɐdɐs kom o fɛjksɛ dɛ
-linɛɐmɛntos ɡɐpiɐɾɐ ɛ don ʒɛɾonimo-kuɾiẃvɐ. no kontinɛntɛ os linɛɐmɛntoʃ
-poʃsuɛm diɾɛsɐ̃w̃ pɾɛfɛɾɛnsiɐl nɛ-sw ɛ lokɐlmɛntɛ nw-sɛ. ɐ ultimɐ diɾɛsɐ̃w̃
-ʁɛlɐzionɐ-sɛ kom o ɛnksɐmɛ dɛ dikʷɛs, konstitujndo o fɛjksɛ dɛ linɛɐmɛntoʃ
-ɡɐpiɐɾɐ ɛ don ʒɛɾonimo-kuɾiẃvɐ, (fiɡʁɐ 19). nɐ poɾsɐ̃w̃ nɛ, os linɛɐmɛntos dɐʃ
-diɾɛsõj̃s nɛ-sw ɛʃtɐ̃w̃ ɾɛlɐzionɐdos kom fɐlɐs, zonɐs dɛ sizɐlɐmɛnto ɛ/owu
-kontɐtos ʒɛolɔʒikos dɛ ɾokɐs pɾe-kɐmbɾiɐnɐs. nɐ poɾsɐ̃w̃ sɛntɾo sul, pɾɔksimo a
-sidɐdɛ dɛ floɾiɐnɔpolis, os linɛɐmɛntos dɛ diɾɛsɐ̃w̃ nɛ-sw dɛvɛm ɛʃtɐɾ ɐzɛntuɐdoʃ
-pɛlɐ pɾɛzɛnsɐ dɛ dikʷɛs. komo e poʃsivɛl vizuɐlizɐɾ nɐ fiɡʁɐ 19. 6.3 intɛɡʁɐsɐ̃w̃
-dɛ mɐpɐ ɡɾɐvimetʁiko ɐtʁɐves dɐ ɐnalizɛ do mɐpɐ dɛ ɐnomɐliɐs bowuɡʷɛɾ foɾɐ̃
-obsɛɾvɐdɐs ɛʃtɾutuɾɐs kom diɾɛsõj̃s dominɐntɛs nw-sɛ ɛ nɛ-sw ɐlem dɛ diɾɛsõj̃ʃ
-wnw-ɛzɛ dɛ mɛnoɾ fɾɛk̈ensiɐ. ɐs diɾɛsõj̃s nw-sɛ ɛʃtɐ̃w̃ ɐʃsoziɐdɐs ɐo ɛnksɐmɛ dɛ
-dikʷɛs pɛɾtɛnsɛntɛs ɐo fɛjksɛ dɛ linɛɐmɛntos ɡɐpiɐɾɐ ɛ don ʒɛɾonimo-kuɾiẃvɐ
-(fiɡʁɐ 20, linɛɐmɛntos 1 ɛ 2). ɐlem dɛʃtɛs dowis fɛjksɛs ɐ diɾɛsɐ̃w̃ nw-sɛ ɛʃta
-koʁɛlɐzionɐdɐ ɐo linɛɐmɛnto tibɐʒi. o linɛɐmɛnto tibɐʒi koʁɛʃpondɛ ɐ um fɛjksɛ
-kʷɛ ɐpʁɛzɛntɐ kontinujdɐdɛ ɛm pɾofundidɐdɛ (fiɡʁɐ 20 linɛɐmɛnto 4), sɛpɐɾɐndo
-ɐltos ɛ bajksos ɡɾɐvimetʁikos ɐlinɐdos. nɐ ɾɛʒiɐ̃w̃ pɾɔksimɐ ɐo ɐɾko dɛ pontɐ
-ɡɾoʃsɐ ɛ linɛɐmɛnto tibɐʒi a umɐ ɛlɛvɐdɐ ɐnomɐliɐ ɡɾɐvimetʁikɐ (fiɡʁɐ 20,
-ʁɛʒiɐ̃w̃ dos linɛɐmɛntos 1 ɛ 2), ɐʃsoziɐdɐ kom ɐ intɾuzɐ̃w̃ dos dikʷɛs bɐzaltikos ɛ
-intɾuzivɐs dɛ difɛɾɛntɛs idɐdɛs. ɐs ɾɛʒiõj̃s kom mɛnoɾɛs vɐloɾɛs ɡɾɐvimetʁikoʃ
-ɛʃtɐ̃w̃ ɐʃsoziɐdɐs kom ɐs ɾokɐs sɛdimɛntɐɾɛs dɐ aɾɛɐ, koʁɛʃpondɛndo a ɾɛʒiɐ̃w̃ do
-linɛɐmɛnto tibɐʒi. o sinklinɐl dɛ toʁɛs nɐ̃w̃ fowi idɛntifikɐdo no mɐpɐ. oʃ
-linɛɐmɛntos dɛ diɾɛsɐ̃w̃ nɛ-sw pɾɛzɛntɛs pɾɔksimos a bɐziɐ offsoɾɛ sɐ̃w̃
-koʁɛlɐzionɐdos kom o fɛjksɛ dɛ linɛɐmɛntos dɛ floɾiɐnɔpolis, pɾɔksimo ɐ ɛʃtɛʃ
-fɛjksɛs tɐmbem okoʁɛm ɛlɛvɐdɐs ɐnomɐliɐs ɡɾɐvimetʁikɐs kʷɛ tɐmbem ɛʃtɐ̃w̃
-pɾovɐvɛlmɛntɛ ɐʃsoziɐdɐs ɐ intɾuzõj̃s dɛ dikʷɛs bɐzaltikos ɛ/owu intɾuzivɐʃ
-azidɐs. ɐ ɾɛʒiɐ̃w̃ pɾɔksimɐ ɐo “sinklinɐl” dɛ toʁɛs ɐpʁɛzɛntɐ linɛɐmɛntos kõ
-vɐɾiɐdɐs diɾɛsõj̃s, sɛndo ɛlɐs nnw-sɛ, wnw-wsɛ, nw-sɛ ɛ nɛ-sw. 6.4 dɐdoʃ
-ɛʃtɾutuɾajs dɛ kɐmpo ɐ aɾɛɐ ɛm kʷɛ fowi ɾɛɐlizɐdɐ ɐ ɛtɐpɐ dɛ kɐmpo vaj dɛʃdɛ ɐ
-sidɐdɛ dɛ itɐʒaj́ ɛ sɛɡʷɛ pɐɾɐ ɐ diɾɛsɐ̃w̃ nw. no mɐpɐ, koʁɛʃpondɛm ɐoʃ
-ɐfloɾɐmɛntos 194 ɐ 206 (fiɡʁɐ 21). ɐ fɛjsɐ̃w̃ e kɐɾɐktɛɾizɐdɐ poɾ ɛstɛnso
-sɛɡmɛnto ɾɛtilinɛo dɛ dɾɛnɐʒɛm sɛɡndo dɐdos dɛ kɐmpo, o linɛɐmɛnto sɛ ɐʃsoziɐ ɐ
-fɐlɐs noɾmajs, dɛ pɛkʷɛno ɾɛʒɛjto, mɐɾkɐdɐs poɾ konʒuntos dɛ plɐnos pɐɾɐlɛloʃ
-ɛntɾɛ si, ɐnɐʃtomozɐdos, kom plɐnos ɛʃtɾiɐdos bɛm kɐɾɐktɛɾizɐdos. ɐs fɐlɐs sɐ̃w̃
-ʁɛkonɛzidɐs pɛlo tɾunkɐmɛnto dɐs kɐmɐdɐs sɛdimɛntɐɾɛs. no ɐfloɾɐmɛnto 206 fowi
-ʁɛkonɛzidɐ ɛʃpɛʃsɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃. ɐ zonɐ dɛ fɐlɐ ɐpʁɛzɛntɐ pɐdʁɐ̃w̃
-ɐnɐʃtomozɐdo dɐs zonɐs dɛ mɐjoɾ dɛfoɾmɐsɐ̃w̃, intɛɾliɡɐdɐs, kom dɛfoɾmɐsɐ̃w̃
-pɾinsipɐl dɛ movimɛntɐsɐ̃w̃ ɛm fɐlɐ noɾmɐl (fiɡʁɐ 22). dɛ mɐnɛjɾɐ ʒɛɾɐl, ɐʃ
-fɐlɐs foɾɐm idɛntifikɐdɐs koɾtɐndo ɾokɐs do ɡɾupo bɾuʃkʷɛ, siltitos dɐ
-foɾmɐsɐ̃w̃ ɾio do sul, ɛ folɛlos ɛ diɐmiktitos do ɡɾupo itɐɾɐɾe. foɾɐ̃
-idɛntifikɐdɐs fɐlɐs tɾɐnskoʁɛntɛs, poɾem kom powukɐ ɾɛpʁɛzɛntɐtividɐdɛ. mɛʃmo
-kom powukɐ okoʁensiɐ, ɛʃtɐs sɛ ɐʒuʃtɐm kom o pɐdʁɐ̃w̃ ɾɛʒionɐl. o pɐdʁɐ̃w̃ dɛ
-fɾɐtuɾɐmɛnto ɛnkontɾɐdo e mɐɾkɐdo poɾ tɾes fɐmiliɐs, ɐ pɾinsipɐl nw-sw
-(n50w/70sw), kom majs duɐs fɐmiliɐs sɛkundaɾiɐs kʷɛ poʃsuɛm oɾiɛntɐsɐ̃w̃ dɛ ɐkoɾdo
-kom ɐ diɾɛsɐ̃w̃ n30ɛ/65sɛ ɛ n5w/50nɛ (fiɡʁɐ 23). ɐs fɐlɐs ɛnkontɾɐdɐs sɐ̃w̃
-pɾinsipɐlmɛntɛ fɐlɐs noɾmajs, diʃtɾibuj́dɐs ɛntɾɛ ɐs diɾɛsõj̃s nw-sɛ ɛ nnɛ-sw
-(fiɡʁɐ 24), kom medio ɐ ɐlto anɡlo dɛ mɛɾɡlo. fowi ɛnkontɾɐdo ɐpɛnɐs um dikʷɛ
-kom majs dɛ 100 m dɛ ɛʃpɛʃsuɾɐ, indo do ɐfloɾɐmɛnto 204 ɐo 206. ɐs fɐlɐʃ
-noɾmajs nw-sɛ sɐ̃w̃ ɐs pɾɛdominɐntɛs (fiɡʁɐ 24), ɛ sɛ ɐʒuʃtɐm ɐo linɛɐmɛnto
-tibɐʒi ɛ dikʷɛ, pɛɾmitindo intɛɾpɾɛtɐɾ kʷɛ owuvɛ impoɾtɐntɛ ɐtividɐdɛ komo zonɐ
-dɛ fɐlɐ noɾmɐl pɐɾɐ ɛʃtɛ linɛɐmɛnto. nɐ̃w̃ fowi poʃsivɛl idɛntifikɐɾ sɛ o konʒunto
-e majs ʒovɛm owu nɐ̃w̃ kʷɛ ɐs ɾokɐs bazikɐs. lɛvɐndo ɛm konsidɛɾɐsɐ̃w̃ ɐ diʃpozisɐ̃w̃
-dɐs fɐlɐs fowi poʃsivɛl dizɛɾ kʷɛ o dikʷɛ ɐpʁovɛjtowu plɐnos pɾe-ɛksiʃtɛntɛʃ
-pɾɛɛnkɛndo-os. um sɛɡndo konʒunto dɛ fɐlɐs noɾmajs tɐmbem fowi ɾɛkonɛzido,
-kom diɾɛsɐ̃w̃ nɛ-sw, kom mɛnoɾ ɾɛpʁɛzɛntɐtividɐdɛ. nɐ̃w̃ fowi poʃsivɛl ɛʃtɐbɛlɛzɛɾ ɐ
-oɾdɛm kɾonolɔʒikɐ dɐs ɛʃtɾutuɾɐs. 6.5 intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ pɐɾɐ ɛʃtɛ tɾɐbɐlo,
-foɾɐm intɛɾpɾɛtɐdɐs 17 sɛsõj̃s siʃmikɐs, pɐɾɐlɛlɐs ɛ pɛɾpɛndikulɐɾɛs a koʃtɐ
-bɾɐzilɛjɾɐ, obtidɐs ʒunto ɐo bdɛp/ɐnp. ɐtʁɐves dɐ intɛɾpɾɛtɐsɐ̃w̃ dɐs sɛsõj̃ʃ
-siʃmikɐs fowi obsɛɾvɐdo kʷɛ ɐ ɛʃtɾutuɾɐsɐ̃w̃ dɐ bɐziɐ e kɐɾɐktɛɾizɐdɐ
-mɐʒoɾitɐɾiɐmɛntɛ poɾ fɐlɐs noɾmajs kʷɛ dɛɾɐm oɾiʒɛm ɐ oɾstɛs ɛ ɡɾabɛns, sɛndo
-ʁɛkonɛzidɐs fɐlɐs ɐntitetikɐs ɛ sintetikɐs, konfoɾmɛ ɐpʁɛzɛntɐdo ɐ sɛɡʷiɾ ɛ
-nos ɐnɛksos. ɐs sɛsõj̃s siʃmikɐs dɛ diɾɛsɐ̃w̃ nw-sɛ sɐ̃w̃ pɛɾpɛndikulɐɾɛs a linɐ dɛ
-koʃtɐ, dɛ modo ɐ moʃtɾɐɾ o ɐpoɾtɛ sɛdimɛntɐɾ dɐ bɐziɐ dɛ pɛlotɐs, ɐʃsim komo ɐ
-kʷɛbʁɐ dɐ plɐtɐfoɾmɐ ɛ o mɛɾɡlo dɐs kɐmɐdɐs. ɐs sɛsõj̃s koɾtɐm ɛʃtɾutuɾɐs komo
-ɐ zonɐ dɛ fɐlɐ do ɾio ɡɾɐndɛ, plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis ɛ zonɐ dɛ fɾɐtuɾɐ dɛ
-poɾto ɐlɛɡʁɛ (ɐɾko dɛ toʁɛs), ɛvidɛnsiɐndo ɐ influensiɐ dɛʃtɐs nɐ sɛdimɛntɐsɐ̃w̃
-dɐ bɐziɐ. ɐs sɛsõj̃s siʃmikɐs ɐpʁɛzɛntɐm fɐlɐs noɾmajs, mɐpɛɐdɐs no ɛmbɐzɐmɛnto
-konstituj́do pɛlo sintuɾɐ̃w̃ dom fɛliziɐno ɛ topo do ɾiftɛ konstituj́do poɾ ɾokɐʃ
-dɐ foɾmɐsɐ̃w̃ kɐʃsino, ɛʃtɐs fɐlɐs ʒɛɾɐm ɡɾabɛns, komo moʃtɾɐdo nɐ fiɡʁɐ 25. nɐʃ
-sɛsõj̃s 228-317 (ɐnɛkso 01), 228-0327 (ɐnɛkso 03) ɛ 231-1355 (ɐnɛkso 06), e poʃsivɛl
-obsɛɾvɐɾ ɐ okoʁensiɐ dɛ sdɾ’s (sɛɐwɐɾd dippinɡ ɾɛflɛktoɾs) kʷɛ sɐ̃w̃ fɛjsõj̃ʃ
-ɛʃtɾɐtiɡʁafikɐs, ɐlem dɛ fɛjsõj̃s vulkanikɐs (konɛs vulkanikos) pɛɾtɛnsɛntɛs a
-foɾmɐsɐ̃w̃ kuɾumim kʷɛ ɐfɛtɐm os oɾizontɛs do topo do ɾiftɛ ɛ do ɐlbiɐno ɛ̃
-ɐlɡmɐs sɛsõj̃s siʃmikɐs, (fiɡʁɐ 26), sɛsõj̃s, 228-0326 (ɐnɛkso 02), 228-0327
-(ɐnɛkso 03) ɛ 231-1355 (ɐnɛkso 06), ɛʃtɐs intɾuzõj̃s okoʁɛɾɐm pɾinsipɐlmɛntɛ nɐ
-poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ, kom ɐ ɾɛɐtivɐsɐ̃w̃ dɛ linɛɐmɛntos ɐ noɾowɛʃtɛ, no miozɛno
-infɛɾioɾ (buɛno ɛt ɐl., 2007). o topo do ɾiftɛ ɐpʁɛzɛntɐ ɡɾɐndɛ kɐntidɐdɛ dɛ
-fɐlɐs, poɾem, ɛm mɛnoɾ kɐntidɐdɛ kɐndo kompɐɾɐdo kom o topo do ɛmbɐzɐmɛnto.
-ɐs fɐlɐs intɛɾpɾɛtɐdɐs nɛʃtɛs dowis oɾizontɛs ɾɐɾɐmɛntɛ ɛnkontɾɐm-sɛ
-ʁɛɐtivɐdɐs. o oɾizontɛ ɾɛfɛɾɛntɛ ɐo ɐlbiɐno ɐpʁɛzɛntɐ vɐɾiɐsɐ̃w̃ nɐ ɛʃpɛʃsuɾɐ,
-sofʁɛndo ɛɾozɐ̃w̃ ɛm mujtos kɐzos komo e poʃsivɛl obsɛɾvɐɾ ɛm todos os ɐnɛksos.
-ɛʃtɐ ɛɾozɐ̃w̃ e mɐɾkɐdɐ tɐmbem pɛlo tɾunkɐmɛnto dɛ kɐmɐdɐs do oɾizontɛ ɾɛfɛɾɛntɛ
-ɐo ɐlbiɐno ɛm toplɐp kom o topo do oɾizontɛ ɛ downlɐp dɐs kɐmɐdɐs sɛdimɛntɐɾɛʃ
-do oɾizontɛ kɾɛtazɛo supɛɾioɾ kom o topo do ɐlbiɐno. o oɾizontɛ ɾɛfɛɾɛntɛ ɐo
-ɐlbiɐno e mɐɾkɐdo pɛlɐs ɾokɐs dɐs foɾmɐsõj̃s kuɾumin, ɐɾiɾi ɛ poɾto bɛlo (ɐpɛnɐʃ
-poɾsɐ̃w̃ noɾtɛ), tɾɐmɐndaj́ ɛ ɐtlantidɐ. o topo do kɾɛtazɛo supɛɾioɾ e mɐɾkɐdo poɾ
-ʁokɐs dɐs foɾmɐsõj̃s ɐtlantidɐ, imbe, tɾɐmɐndaj́ ɛ sidʁɛjɾɐ, ɐpʁɛzɛntɐndo fɐlɐʃ
-liʃtɾikɐs. o oɾizontɛ ɾɛfɛɾɛntɛ ɐo ɛozɛno e konstituj́do pɛlɐs foɾmɐsõj̃s imbe ɛ
-sidʁɛjɾɐ, o topo do ɛozɛno poʃsuj fɐlɐs liʃtɾikɐs (ɐnɛkso 02 ɛ fiɡʁɐ 26),
-fɐlɐs ɛm pɐdʁɐ̃w̃ dominɔ tɐmbem foɾɐm idɛntifikɐdɐs no topo do ɛozɛno sɛ
-pɾolonɡɐndo pɐɾɐ o oɾizontɛ ɾɛfɛɾɛntɛ ɐo miozɛno (ɐnɛkso 05 ɛ fiɡʁɐ 27). ɛʃtɐʃ
-fɐlɐs ɐʃsoziɐm-sɛ ɐ ɐkomodɐsɐ̃w̃ dɛ pɐkotɛ sɛdimɛntɐɾ supɛɾioɾ ɐ ɛʃtɛʃ
-oɾizontɛs. o oɾizontɛ ɾɛfɛɾɛntɛ ɐo miozɛno e konstituj́do poɾ ɾokɐs dɐʃ
-foɾmɐsõj̃s imbe ɛ sidʁɛjɾɐ, ɛnkontɾɐ-sɛ mujto pɛɾtuɾbɐdo (fiɡʁɐ 28 ɛ ɐnɛksos 5 ɛ
-2), ɐpʁɛzɛntɐndo fɐlɐs do tipo liʃtɾikɐs, sintetikɐs ɛ ɐntitetikɐʃ
-pɾovɐvɛlmɛntɛ ɐʃsoziɐdɐs a nɛotɛktonikɐ. dɛ modo ʒɛɾɐl foɾɐm idɛntifikɐdɐʃ
-fɐlɐs sintetikɐs ɛ ɐntitetikɐs ɛm todɐs ɐs sɛsõj̃s siʃmikɐs do tipo dip. ɐ
-pɐɾtiɾ do topo do ɛozɛno e poʃsivɛl idɛntifikɐɾ kom mɐjoɾ fɐzilidɐdɛ kunɐʃ
-klaʃtikɐs pɾoɡʁɐdɐntɛs kʷɛ pɐʃsɐɾɐm poɾ pɛɾiodos ɾɛtʁoɡʁɐdɐzionajs. os topos doʃ
-oɾizontɛs ɾɛfɛɾɛntɛs ɐo kɾɛtazɛo supɛɾioɾ ɛ ɛozɛno ɾɛpʁɛzɛntɐm ɛvɛntos dɛ
-ɛɾozɐ̃w̃ ɾɛʒionɐl, ʒa kʷɛ nɛʃtɛ pɛɾiodo owuvɛ ɐ fɾɐɡmɛntɐsɐ̃w̃ dos kontinɛntɛs. ɐ
-ɛʃpɛʃsuɾɐ dɛʃtɛs oɾizontɛs vɐɾiɐ bɐʃtɐntɛ komo podɛ sɛɾ viʃto nɐs sɛsõj̃ʃ
-siʃmikɐs dɛ diɾɛsɐ̃w̃ dip intɛɾpɾɛtɐdɐs. ɛʃtɛs ɛvɛntos sɐ̃w̃ fɐzilmɛntɛ
-idɛntifikavɛjs nɐ kɐɾtɐ ɛʃtɾɐtiɡʁafikɐ dɐ bɐziɐ dɛ pɛlotɐs. fɐlɐs sintetikɐs ɛ
-ɐntitetikɐs tɐmbem ɛʃtɐ̃w̃ pɾɛzɛntɛs indo do topo do ɛmbɐzɐmɛnto ɐo topo do ɾiftɛ
-komo podɛ sɛɾ viʃto dɛntɾo do ɾɛtanɡlo vɛɾmɛlo, fɐlɐ ɾozɐ ɾɛpʁɛzɛntɐ fɐlɐ
-sintetikɐ, ɐs fɐlɐs pɾɛtɐs sɐ̃w̃ ɐs fɐlɐs ɐntitetikɐs. 6.5.2-sɛsõj̃s siʃmikɐs dɛ
-diɾɛsɐ̃w̃ stɾikɛ (ɐnɛksos 9 ɐ 14) nɛʃtɐ diɾɛsɐ̃w̃ fɛjsõj̃s do ɛmbɐzɐmɛnto komo o ɐɾko
-dɛ toʁɛs ɛ owutʁɐs, sɐ̃w̃ majs ɛvidɛntɛs. o ɐɾko dɛ toʁɛs ɐtuɐ komo um ɐlto ɐte o
-ɐlbiɐno, sɛpɐɾɐndo ɐ poɾsɐ̃w̃ noɾtɛ dɐ poɾsɐ̃w̃ sul, komo e poʃsivɛl vizuɐlizɐɾ nɐ
-sɛsɐ̃w̃ siʃmikɐ 231-0498 (fiɡʁɐ 29 ɛ ɐnɛkso 13). ɐ kɐmɐdɐ sɛdimɛntɐɾ dɛ idɐdɛ
-ɐlbiɐnɐ e majs ɛʃpɛʃsɐ nɐ poɾsɐ̃w̃ sul, poɾem sofʁɛ um lɛvɛ pɾozɛʃso dɛ ɛɾozɐ̃w̃. nɐ
-poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ ɐ ɛɾozɐ̃w̃ e fɐzilmɛntɛ idɛntifikɐdɐ. o pɾozɛʃso ɛɾozivo
-okoʁew ɐtʁɐves dɛ ɛvɛntos tɾɐnsɡɾɛʃsivos kʷɛ tivɛɾɐm inizio no koniɐziɐno
-(buɛno ɛt ɐl. 2007). ɐs ɛʃpɛʃsuɾɐs dos oɾizontɛs ɾɛfɛɾɛntɛs ɐo kɾɛtazɛo
-supɛɾioɾ ɛ ɐo ɛozɛno vɐɾiɐm dɛ 100 ɐ 1000 miliʃsɛɡndos ɛ 50 ɐ 1700
-miliʃsɛɡndos ɛm todɐs ɐs sɛsõj̃s siʃmikɐs intɛɾpɾɛtɐdɐs, poɾem, ɐs kɐmɐdɐs ɐo
-sul dɐ bɐziɐ d�� pɛlotɐs ɐpʁɛzɛntɐm mɐjoɾ ɛʃpɛʃsuɾɐ ɛm ɾɛlɐsɐ̃w̃ as kɐmɐdɐs dɐ
-poɾsɐ̃w̃ noɾtɛ. o topo do miozɛno ɛnkontɾɐ-sɛ bɐʃtɐntɛ fɐlɐdo ɛm diɾɛsɐ̃w̃ ɐo
-sɛntɾo dɐ bɐziɐ. pɾɔksimo ɐo kontinɛntɛ, ɐs fɐlɐs nɛʃtɛ oɾizontɛ sɐ̃w̃
-pɾɐtikɐmɛntɛ awzɛntɛs, ɐs fɐlɐs mɐpɛɐdɐs sɐ̃w̃ ɾɛflɛkso dɛ pɾozɛʃsos dɛ ɐkomodɐsɐ̃w̃
-dɛ sɛdimɛntos nɐ poɾsɐ̃w̃ do tɐludɛ kontinɛntɐl. os konɛs vulkanikos ɐpɐɾɛzɛm kõ
-mɛnoɾ fɾɛkʷensiɐ nɛʃtɐs sɛsõj̃s, poɾem foɾɐm ɾɛʒiʃtɾɐdɐs nɐs sɛsõj̃s siʃmikɐʃ
-231-0486 (ɐnɛkso 12), 239-369 (ɐnɛkso 07) ɛ 231-498 (ɐnɛkso 13). fɐlɐs noɾmajʃ
-foɾɐm ɛnkontɾɐdɐs ɛm todɐs ɐs sɛsõj̃s siʃmikɐs pɾinsipɐlmɛntɛ no topo do
-ɛmbɐzɐmɛnto ɛ topo do ɾiftɛ, ɐlɡmɐs dɛʃtɐs fɐlɐs kɐɾɐktɛɾizɐm ɡɾɐbɛns (fiɡʁɐ
-29 ɛ ɐnɛkso 13). nɐ poɾsɐ̃w̃ noɾtɛ dɐ bɐziɐ fowi idɛntifikɐdo umɐ sɛkʷensiɐ dɛ
-ɡɾɐbɛns kʷɛ ɛʃtɐ̃w̃ pozisionɐdos nɐ mɛʃmɐ diɾɛsɐ̃w̃ dɐ pɾoʒɛsɐ̃w̃ do linɛɐmɛnto tibɐʒi
-pɐɾɐ ɐ bɐziɐ offsoɾɛ (fiɡʁɐ 30, ɐnɛkso 15). ɛʃtɐs ɛʃtɾutuɾɐs foɾɐ̃
-idɛntifikɐdɐs nɐs sɛsõj̃s siʃmikɐs 228-0322, 231-0486 (ɐnɛkso 12), 231-0498 (ɐnɛkso
-13), 231-1356 ɛ 239-0368 (ɐnɛkso 08). 6.6 mɐpɐs dɛ kontoɾno ɛʃtɾutuɾɐl os mɐpɐʃ
-dɛ kontoɾno ɛʃtɾutuɾajs foɾɐm ʒɛɾɐdos pɐɾɐ o ɾɛkonɛzimɛnto dɐ influensiɐ doʃ
-linɛɐmɛntos kontinɛntajs pɐɾɐ dɛntɾo dɐ bɐziɐ dɛ pɛlotɐs. foɾɐm ʒɛɾɐdos mɐpɐʃ
-ʁɛfɛɾɛntɛs ɐos sɛjs oɾizontɛs intɛɾpɾɛtɐdos (topo do ɛmbɐzɐmɛnto ɛ topo do
-ʁiftɛ, fiɡʁɐs 31ɐ ɛ 31b; topo do ɐlbiɐno ɛ topo do kɾɛtazɛo supɛɾioɾ, fiɡʁɐʃ
-32ɐ ɛ 32b; topo do ɛozɛno ɛ topo do miozɛno, fiɡʁɐs 33ɐ ɛ 33b) nɐs sɛsõj̃ʃ
-siʃmikɐs. ɐtʁɐves dɐ ɐnalizɛ dɛ todos os mɐpɐs e poʃsivɛl vizuɐlizɐɾ kʷɛ ɐʃ
-ɛʃtɾutuɾɐs mɐpɛɐdɐs nos oɾizontɛs ɛʃtɐ̃w̃ ɐlonɡɐdɐs nɐ diɾɛsɐ̃w̃ nɛ-sw ɛ poʃsuɛ̃
-mɛɾɡlo pɛɾpɛndikulɐɾ ɐ ɛʃtɐ diɾɛsɐ̃w̃ pɐɾɐ sɛ. no mɐpɐ dɛ kontoɾno ɛʃtɾutuɾɐl
-ʁɛfɛɾɛntɛ ɐo topo dɛ ɛmbɐzɐmɛnto (fiɡʁɐ 31ɐ) ɛ topo do ɾiftɛ (fiɡʁɐ 31b) e
-poʃsivɛl ɾɛkonɛzɛɾ ɐ influensiɐ do fɛjksɛ dɛ linɛɐmɛntos tibɐʒi nɐ bɐziɐ dɛ
-pɛlotɐs, ɛvidɛnsiɐdo pɛlɐ pɾoʒɛsɐ̃w̃ do linɛɐmɛnto pɾinsipɐl ɛ dɛ suɐ boɾdɐ
-noɾdɛʃtɛ kʷɛ dɛlimitɐ o ɐɾko dɛ pontɐ ɡɾoʃsɐ komo dɛʃkɾito poɾ ɐzuj ɛt ɐl.
-(2012) pɐɾɐ dɛntɾo dɐ bɐziɐ. ɐ pɾoʒɛsɐ̃w̃ ɛʃta ɐlinɐdɐ kom o ɐdɛnsɐmɛnto dɐʃ
-linɐs do mɐpɐ dɛ kontoɾno ɛʃtɾutuɾɐl, nɐs koɾɛs vɛɾdɛs pɐɾɐ o mɐpɐ do
-ɛmbɐzɐmɛnto ɛ ɛm ɐzul no mɐpɐ do topo do ɾiftɛ. pɐɾɐ o oɾizontɛ ɾɛfɛɾɛntɛ ɐo
-topo do ɾiftɛ e poʃsivɛl vɛɾifikɐɾ ɐ ɾɛʒiɐ̃w̃ dɛ bajkso ɛʃtɾutuɾɐl ɛntɾɛ ɐʃ
-pɾoʒɛsõj̃s dos linɛɐmɛntos. o ɐɾko dɛ toʁɛs tɐmbem influɛnsiɐ nɐ sɛdimɛntɐsɐ̃w̃ ɛ
-podɛ sɛɾ fɐzilmɛntɛ ɾɛkonɛzido nos mɐpɐs dɛ kontoɾno ɛʃtɾutuɾɐl pɐɾɐ todos oʃ
-nivɛjs ɛʃtɾɐtiɡʁafikos intɛɾpɾɛtɐdos, sɛndo idɛntifikɐdo pɐɾɐ ɐs idɐdɛʃ
-ʁɛfɛɾɛntɛs ɐo topo do ɾiftɛ (fiɡʁɐ 31), topo do kɾɛtazɛo supɛɾioɾ (fiɡʁɐ 32) ɛ
-topo do ɛozɛno (fiɡʁɐ 33). o inizio dɐ ɛʃtɾutuɾɐsɐ̃w̃ do ɐɾko dɛ toʁɛs okoʁew
-ɐpɔs ɐ sɛpɐɾɐsɐ̃w̃ dos kontinɛntɛs ɛ sɛ konsolidowu nɐ fɐzɛ ɾiftɛ, ɐ ɛʃtɾutuɾɐ
-pɛɾmɐnɛzɛ ɛʃtatikɐ ɐte o ɛozɛno, ondɛ sofʁew um dɛʃlokɐmɛnto pɐɾɐ sw ɐ pɐɾtiɾ
-dɛʃtɐ idɐdɛ, dɛʃtɐ foɾmɐ, moʃtɾɐ-sɛ ɐʃsimetʁiko ɛm ɾɛlɐsɐ̃w̃ ɐo ɐlto pɾinsipɐl
-idɛntifikɐdo no ɛmbɐzɐmɛnto. 7. - konkluzɐ̃w̃ ɛ konsidɛɾɐsõj̃s finajs komo fowi
-konstɐtɐdo poɾ ɛʃtɛ tɾɐbɐlo, o linɛɐmɛnto tibɐʒi e umɐ ɛʃtɾutuɾɐ bɛm mɐɾkɐntɛ
-nɐ ɾɛʒiɐ̃w̃ kontinɛntɐl, ʒa kʷɛ sews limitɛs sɐ̃w̃ bɛm dɛfinidos poɾ dɾɛnɐʒɛns ɛ
-ʁɛlɛvo dɛ ɐkoɾdo kom o kʷɛ fowi viʃto nɐ imɐʒɛm sɾtm. ɐtʁɐves dɛ dɐdos dɛ kɐmpo
-konstɐtowu-sɛ kʷɛ nɐ poɾsɐ̃w̃ kontinɛntɐl ɐ ɛʃtɾutuɾɐ e dɛlimitɐdɐ poɾ fɐlɐʃ
-noɾmajs ɛ konstituj umɐ ɾɛʒiɐ̃w̃ kom ɛʃtɾutuɾɐs do tipo ɡɾabɛn. ɐtʁɐves dɐ ɐnalizɛ
-dɐs sɛsõj̃s siʃmikɐs dɛ oɾiɛntɐsɐ̃w̃ pɐɾɐlɛlɐ ɐ linɐ dɛ koʃtɐ fowi vizuɐlizɐdɐ umɐ
-sɛkʷensiɐ dɛ ɡɾabɛns kʷɛ sɛ dɛʃtɐkɐ no oɾizontɛ do topo do ɛmbɐzɐmɛnto ɛ kʷɛ
-ɐfɛtowu o oɾizontɛ do topo do ɾiftɛ sɛndo kʷɛ ɛm ɐlɡns kɐzos izolɐdos o topo do
-ɐlbiɐno. kom o ɐlinɐmɛnto dɐs sɛsõj̃s siʃmikɐs (228-0322, 231-0498 ɛ 231-0486
-ɐnɛkso 15) pɛlo ɐɾko dɛ toʁɛs fowi vizuɐlizɐdɐ umɐ sɛkʷensiɐ dɛ ɡɾabɛnʃ
-ɐpʁɛzɛntɐndo oɾiɛntɐsɐ̃w̃ nw-sɛ ɐlinɐdos. ɐ pɾoʒɛsɐ̃w̃ do linɛɐmɛnto tibɐʒi pɐɾɐ ɐ
-bɐziɐ dɛ pɛlotɐs koʁɛʃpondɛ ɐ ɛʃtɐ sɛkʷensiɐ dɛ ��ɾabɛns. ɐtʁɐves dos mɐpɐs dɛ
-kontoɾno ɛʃtɾutuɾɐl do topo do ɛmbɐzɐmɛnto ɛ topo do ɾiftɛ obsɛɾvowu-sɛ ɐ
-pɾɛzɛnsɐ dɛ um ɐdɛnsɐmɛnto dɐs izolinɐs nɐ diɾɛsɐ̃w̃ nw-sɛ ɐdʒɐzɛntɛ ɐo
-linɛɐmɛnto tibɐʒi intɛɾpɾɛtɐdo nɐ poɾsɐ̃w̃ kontinɛntɐl. o linɛɐmɛnto nɐ̃w̃ fowi
-lokɐlizɐdo ɛm mɐpɐ ɐɛɾomɐɡnɛtometʁiko, poɾem ɛm mɐpɐ ɡɾɐvimetʁiko ɛlɛ ɛʃta
-pɾɛzɛntɛ, indikɐndo kʷɛ poʃsuj pɾoʒɛsɐ̃w̃ ɛm pɾofundidɐdɛ. o “sinklinɐl” dɛ toʁɛʃ
-e umɐ ɛʃtɾutuɾɐ kʷɛ nɐ̃w̃ fowi idɛntifikɐdɐ no mɐpɐ ɡɾɐvimetʁiko ɛ ɛʃta awzɛntɛ no
-mɐpɐ ɐɛɾomɐɡnɛtometʁiko, ɐlem diʃso, ɐ suɐ idɛntifikɐsɐ̃w̃ nɐ imɐʒɛm sɾtm fowi
-difizil dɛ sɛɾ ɾɛɐlizɐdɐ. nɐ poɾsɐ̃w̃ offsoɾɛ fowi idɛntifikɐdo um ɐlto ɛʃtɾutuɾɐl
-konɛzido komo ɐɾko dɛ toʁɛs, ɐdʒɐzɛntɛ ɐo “sinklinɐl” dɛ toʁɛs. o ɐɾko dɛ
-toʁɛs tɛvɛ suɐ ɛʃtɾutuɾɐsɐ̃w̃ komplɛtɐ ɐte ɐ fɐzɛ ɾiftɛ, kondizionɐndo ɐ
-sɛdimɛntɐsɐ̃w̃ dɐs kɐmɐdɐs sɛdimɛntɐɾɛs supɛɾioɾɛs. dɛ ɐkoɾdo kom infoɾmɐsõj̃ʃ
-vɛɾbajs dɛ sowuzɐ (2012) ɛʃtɐ ɛʃtɾutuɾɐ e idɛntifikɐdɐ ɛm mɐpɐ dɛ izɔpɐkɐs do
-topo dos dɛʁɐmɛs dɛ bɐzɐltos mɛzozõj̃ko, komo podɛ sɛɾ viʃto nɐ fiɡʁɐ 34, ɛʃtɛ
-fɐto ɛsplikɐ ɐ awzensiɐ dɐ ɛʃtɾutuɾɐ ɛm mɐpɐ ɐɛɾoɡʁɐvimetʁiko. ɐ fiɡʁɐ 35
-ʁɛpʁɛzɛntɐ umɐ sɛsɐ̃w̃ ʒɛolɔʒikɐ dɐ aɾɛɐ do sinklinɐl. ɐtʁɐves dɐ intɛɡʁɐsɐ̃w̃ dɛ
-imɐʒɛm sɾtm, mɐpɐs dɛ kontoɾno ɛʃtɾutuɾɐl, mɐpɐ ɡɾɐvimetʁiko, mɐpɐ ʒɛolɔʒiko ɛ
-intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ fowi poʃsivɛl pɾovɐɾ kʷɛ o linɛɐmɛnto tibɐʒi ɐpʁɛzɛntɐ
-kontinujdɐdɛ ɛm pɾofundidɐdɛ nɐ poɾsɐ̃w̃ kontinɛntɐl ɛ kʷɛ ɛʃtɐ ɛʃtɾutuɾɐ poʃsuj
-pɾoʒɛsɐ̃w̃ pɐɾɐ ɐ poɾsɐ̃w̃ offsoɾɛ ɐdʒɐzɛntɛ ɐo kontinɛntɛ, komo fowi konstɐtɐdo poɾ
-sɛsõj̃s siʃmikɐs ɛ mɐpɐ dɛ kontoɾno ɛʃtɾutuɾɐl. ɐlem dɐ pɾoʒɛsɐ̃w̃ do linɛɐmɛnto
-tibɐʒi, fowi konstɐtɐdɐ ɐ pɾɛzɛnsɐ dɛ fɛjsõj̃s vulkanikɐs pɾɔksimo a plɐtɐfoɾmɐ dɛ
-floɾiɐnɔpolis, ɛʃtɐs fɛjsõj̃s ɐfɛtɐm os oɾizontɛs do ɾiftɛ, ɐlbiɐno ɛ kom mɛnoɾ
-fɾɛkʷensiɐ os oɾizontɛs do kɾɛtazɛo supɛɾioɾ. ɛʃtɐs fɛjsõj̃s podɛm sɛɾ
-ʁɛpʁɛzɛntɐɾ ɐ foɾmɐsɐ̃w̃ kuɾumim owu intɾuzõj̃s kʷɛ okoʁɛɾɐm kom ɐ ɾɛɐtivɐsɐ̃w̃ dɛ
-linɛɐmɛntos ɐ noɾowɛʃtɛ, no miozɛno infɛɾioɾ ɐʃsim komo dɛʃkɾito poɾ buɛno
-(2007). os oɾizontɛs ɾɛfɛɾɛntɛs ɐo topo do miozɛno, topo do kɾɛtazɛo ɛ topo do
-ɛozɛno ɛnkontɾɐm-sɛ fɐlɐdos dɛvido a ɐsɐ̃w̃ dɐ nɛotɛktonikɐ, ɾɛlɐzionɐdɐ ɐo
-ɡɾɐndɛ ɐpoɾtɛ dɛ sɛdimɛntos ɛm um kuɾto intɛɾvɐlo dɛ tɛmpo. ɛʃtɛ ɐpoɾtɛ
-sɛdimɛntɐɾ ʒɛɾowu fɐlɐs liʃtɾikɐs, sintetikɐs ɛ ɐntitetikɐs, ɐlem dɛ fɐlɐʃ
-noɾmajs ɛ ɛm pɐdʁɐ̃w̃ dominɔ. fiɡʁɐ 35: sɛsɐ̃w̃ ʒɛolɔʒikɐ pɐɾɐ ɐ ɾɛʒiɐ̃w̃ do
-“sinklinɐl” dɛ toʁɛs (sowɐɾɛs ɛt ɐl. 2012)
-
-kɐpitulo 1 intɾodusɐ̃w̃ intɾodusɐ̃w̃ ɛmulsõj̃s ɐʃfaltikɐs, tɐmbem konɛzidɐs komo
-idʁɐʃfɐltos, sɐ̃w̃ miʃtuɾɐs dɛ simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo (kɐp) diʃpɛɾsos ɛ̃
-umɐ fɐzɛ ɐkozɐ. ɐs ɛmulsõj̃s ɐʃfaltikɐs suɾʒiɾɐm komo ɐltɛɾnɐtivɐ pɐɾɐ kʷɛ o
-ɐʃfɐlto foʃsɛ ɐplikɐdo ɐ fɾio, powis, nɐ pɾodusɐ̃w̃ dɛ miʃtuɾɐs ɐʃfaltikɐs ɐ
-kʷɛntɛ, e nɛzɛʃsaɾio kʷɛ os komponɛntɛs a sɛɾɛm miʃtuɾɐdos ɐo kɐp ɛʃtɛʒɐ̃
-kʷɛntɛs, ɐkɐʁɛtɐndo ɛm mɐjoɾɛs kuʃtos kom ɛkʷipɐmɛntos ɛ ofɛɾɛzɛndo ɾiʃkos ɐoʃ
-opɛɾaɾios, duɾɐntɛ o mɐnuzɛjo. ɛʃtɐs ɛmulsõj̃s, ɐpɔs ɐ ɐplikɐsɐ̃w̃, pɛɾdɛm ɐ aɡɐ,
-ʁɛzultɐndo nɐ solidifikɐsɐ̃w̃ do ɐʃfɐlto (bawɛɾ, 1999; ɐbɛdɐ, 2001). kom o ɐvɐnso
-dɐ tɛknoloʒiɐ, pɾokuɾɐ-sɛ, kɐdɐ vɛz majs, dɛzɛnvolvɛɾ novɐs tɛknoloʒiɐs pɐɾɐ
-mɛloɾɐɾ o dɛzɛmpɛno ɛ ɐ duɾɐbilidɐdɛ dɐs miʃtuɾɐs ɐʃfaltikɐs ɛ/owu do liɡɐntɛ
-ɐʃfaltiko. iʃto e fɛjto ɐtʁɐves dɛ modifikɐsõj̃s kʷimikɐs owu fizikɐs, kɐdɐ umɐ
-dɛlɐs ofɛɾɛzɛndo vɐntɐʒɛns nɐ mitiɡɐsɐ̃w̃ dos ɛfɛjtos dɐs pɐtoloʒiɐs ɐpʁɛzɛntɐdɐʃ
-pɛlos pɐvimɛntos ɐʃfaltikos duɾɐntɛ suɐ vidɐ util. ɐ nɐnotɛknoloʒiɐ vizɐ a
-kɾiɐsɐ̃w̃ dɛ novos mɐtɛɾiajs, diʃpozitivos ɛ siʃtɛmɐs ɐtʁɐves do kontɾolɛ dɐ
-mɐteɾiɐ ɛm ɛʃkɐlɐ nɐnometʁikɐ, komo fɛnomɛno ɐʃsoziɐdo kom ɐs intɛɾɐsõj̃ʃ
-ɐtomikɐs ɛ molɛkulɐɾɛs kʷɛ foɾtɛmɛntɛ influɛnsiɐm ɐs pɾopʁiɛdɐdɛs mɐkʁoʃkɔpikɐʃ
-do mɐtɛɾiɐl (ɡɾɐʒɐlɛs, 2011; jowu ɛt ɐl., 2011). o pɾɛzɛntɛ tɾɐbɐlo vizɐ o
-dɛzɛnvolvimɛnto dɛ ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs kom vɛɾmikulitɐ, ɐʒɛntɛ
-modifikɐdoɾ ɛʃkolido pɐɾɐ dɛzɛnvolvɛɾ ɛʃsɐ pɛʃkʷizɐ. ɐ vɛɾmikulitɐ fowi
-ɐdizionɐdɐ diɾɛtɐmɛntɛ nɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ konvɛnsionɐl. kɐpitulo 2 obʒɛtivoʃ
-2obʒɛtivos ɛʃtɛ tɾɐbɐlo tɛm komo obʒɛtivo o dɛzɛnvolvimɛnto dɛ ɛmulsõj̃ʃ
-ɐʃfaltikɐs modifikɐdɐs kom vɛɾmikulitɐ ɛ ɛʃtudɐɾ suɐs pɾopʁiɛdɐdɛs. oʃ
-pɾinsipajs obʒɛtivos ɛʃpɛzifikos do pɾɛzɛntɛ tɾɐbɐlo sɐ̃w̃: 1. foɾmɐsɐ̃w̃ do ɐluno
-nɐ aɾɛɐ dɛ ɐʃfɐltos ; 2. - ɾɛɐlizɐɾ ɾɛvizɐ̃w̃ biblioɡʁafikɐ sobʁɛ ɐʃfɐltos ɛ
-ɛmulsõj̃s ; 3. - pɾɛpɐɾɐɾ ɐʃfɐltos modifikɐdos poɾ vɛɾmikulitɐ ɛ ɐvɐliɐɾ oʃ
-pɾodutos obtidos fɐzɛndo uzo dos sɛɡʷintɛs ɛnsɐjos : pɛnɛtʁɐsɐ̃w̃ , ponto dɛ
-fulɡoɾ , ponto dɛ ɐmolɛzimɛnto , duktilidɐdɛ ɛ viʃkozidɐdɛ sɐjbolt-fuɾol . 3»
-kɐpitulo 3 ɾɛvizɐ̃w̃ biblioɡʁafikɐ 3-1-simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo (kɐp) o
-simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo e konsidɛɾɐdo o pɾinsipɐl konstitujntɛ dɐ ɛmulsɐ̃w̃
-ɐʃfaltikɐ, podɛndo vɐɾiɐɾ dɛ 40 ɐte 75% ɛm volumɛ. e um mɐtɛɾiɐl foɾmɐdo poɾ
-ɐʃfɐltɛnos ɛ mɐltɛnos, ɛ ɛʃtɛs, poɾ suɐ vɛz, dividɛm-sɛ ɛm idʁokɐɾbonɛtoʃ
-sɐtuɾɐdos, idʁokɐɾbonɛtos ɐɾomatikos ɛ ɾɛzinɐs (sɛlmo, 2002). ɐ obtɛnsɐ̃w̃ dɛ
-ɐʃfɐlto e ɾɛɐlizɐdɐ ɐtʁɐves dɐ dɛʃtilɐsɐ̃w̃ dɛ tipos ɛʃpɛzifikos dɛ pɛtʁɔlɛo, nɐ
-kɐl ɐs fɾɐsõj̃s lɛvɛs (ɡɐzolinɐ, diɛzɛl ɛ kʷɛɾozɛnɛ) sɐ̃w̃ ɾɛtiɾɐdɐs no ɾɛfino. o
-pɾoduto ɾɛzultɐntɛ dɛʃtɛ pɾozɛʃso, ɛntɐ̃w̃, pɐʃsɐ ɐ sɛɾ kɐmɐdo dɛ simɛnto
-ɐʃfaltiko dɛ pɛtʁɔlɛo (kɐp). os simɛntos ɐʃfaltikos sɐ̃w̃ mɐtɛɾiajʃ
-tɛɾmoplaʃtikos, vɐɾiɐndo ɐ konsiʃtensiɐ dɛ fiɾmɛ ɐ duɾo, ɛm tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ
-(25 °k) ɛ dɛvɛm sɛɾ ɐkʷɛzidos ɐte ɐ kondisɐ̃w̃ dɛ flujdos, konvɛniɛntɛ ɐo sew
-ɛmpɾɛɡo. sɐ̃w̃ klɐʃsifikɐdos dɛ ɐkoɾdo kom o ɡɾaw dɛ pɛnɛtʁɐsɐ̃w̃ ɛ viʃkozidɐdɛ.
-owutʁos ɛnsɐjos podɛm sɛɾ ɾɛɐlizɐdos kom o kɐp, komo o ponto dɛ ɐmolɛzimɛnto, ɐ
-duktilidɐdɛ ɛ ponto dɛ fulɡoɾ (bawɛɾ, 1999). 3-2-tɛnsowɐtivos os tɛnsowɐtivos sɐ̃w̃
-molekulɐs kuʒɐ ɛʃtɾutuɾɐ kʷimikɐ kontem ɡɾupos kom ɐfinidɐdɛs diʃtintɐs ɛ
-intɛɾliɡɐdɐs, owu sɛʒɐ, umɐ kɐbɛsɐ polɐɾ owu idʁofilikɐ liɡɐdɐ ɐ umɐ kawdɐ ɐpolɐɾ
-owu idʁofɔbikɐ. ɐ pɾɛzɛnsɐ, nɐ mɛʃmɐ molekulɐ, dɛ duɐs ɾɛʒiõj̃s kom ɐfinidɐdɛʃ
-difɛɾɛntɛs kɐɾɐktɛɾizɐ o tɛɾmo ɐnfifiliko (mittɐl, 1979). dɛntɾɛ suɐʃ
-pɾopʁiɛdɐdɛs, dɛʃtɐkɐm-sɛ ɐ foɾmɐsɐ̃w̃ dɛ bolɐs ɛ ɛʃpumɐs nɐ supɛɾfiziɛ dɛ ũ
-likʷido ɛ ɐ ɐdsoɾsɐ̃w̃ nɐs supɛɾfiziɛs owu intɛɾfɐzɛs likʷido-likʷido, likʷido-ɡaʃ
-ɛ sɔlido-likʷido, pɾomovɛndo ɾɛdusɐ̃w̃ siɡnifikɐtivɐ dɐ tɛnsɐ̃w̃ supɛɾfiziɐl owu
-intɛɾfɐziɐl. 3-2-1-klɐʃsifikɐsɐ̃w̃ dos tɛnsowɐtivos os tɛnsowɐtivos podɛm sɛɾ
-klɐʃsifikɐdos dɛ ɐkoɾdo kom ɐ ɾɛʒiɐ̃w̃ polɐɾ, owu idʁofilikɐ, ɛm tɛnsowɐtivoʃ
-ionikos (kɐtionikos, ɐnionikos ɛ ɐnfɔtɛɾos) ɛ tɛnsowɐtivos nɐ̃w̃-ionikos.
-tɛnsowɐtivos kɐtionikos poʃsuɛm, ɛm solusɐ̃w̃ ɐkozɐ, um owu vaɾios ɡɾupoʃ
-ionizavɛjs kʷɛ pɾoduzɛm ions kɐʁɛɡɐdos pozitivɐmɛntɛ nɐ supɛɾfiziɛ ɐtivɐ. ɛʃtɛʃ
-tɛnsowɐtivos sɐ̃w̃ noɾmɐlmɛntɛ utilizɐdos pɐɾɐ tɾɐtɐmɛnto dɛ aɡɐ, foɾmulɐsɐ̃w̃ dɛ
-dɛzinfɛtɐntɛs ɛ koʃmetikos, dɛvido ɐ suɐ ɛfɛtivɐ ɐsɐ̃w̃ mikʁobiolɔʒikɐ.
-tɛnsowɐtivos ɐnionikos poʃsuɛm, ɛm solusɐ̃w̃ ɐkozɐ, um owu vaɾios ɡɾupos ionizavɛjʃ
-kʷɛ pɾoduzɛm ions kɐʁɛɡɐdos nɛɡɐtivɐmɛntɛ nɐ supɛɾfiziɛ ɐtivɐ. os tɛnsowɐtivoʃ
-majs difundidos dɛʃtɛ ɡɾupo sɐ̃w̃ os sɐbõj̃s, ɐminɐs, kompoʃtos sulfonɐdos, dɛntɾɛ
-owutʁos. tɛnsowɐtivos ɐnfɔtɛɾos poʃsuɛm ɛm suɐ ɛʃtɾutuɾɐ ɐmbos ɾɐdikajs azido ɛ
-baziko. tajs tɛnsowɐtivos ɐpʁɛzɛntɐm kɐɾɐktɛɾiʃtikɐs ɛʃpɛzifikɐs dɛ ɐkoɾdo kom o
-p do mɛjo. tɛnsowɐtivos nɐ̃w̃-ionikos sɐ̃w̃ konstituj́dos poɾ substansiɐs kuʒɐʃ
-molekulɐs, ɛm solusɐ̃w̃ ɐkozɐ, nɐ̃w̃ sɛ ionizɐm. o sew podɛɾ idʁofiliko sɛ oɾiʒinɐ
-dɛ ɡɾupos polɐɾɛs do tipo etɛɾ (ɾ-o-ɾ), alkowol (ɾ-o), kɐɾbonilɐ (ɾ-ko-ɾ) owu
-mɛʃmo ɐminɐ (ɾ-n-ɾ). ɐ mɐjoɾiɐ dɛʃsɛs tɛnsowɐtivos e obtidɐ ɐtʁɐves dɐ
-polikondɛnsɐsɐ̃w̃ dɛ molekulɐs dɛ ɔksido dɛ ɛtilɛno sobʁɛ um kompoʃto lipɔfilo kõ
-idʁoʒenio mɔvɛl (viɐnɐ, 1994). 3-3-ɛmulsõj̃s ɐʃfaltikɐs ɐs ɛmulsõj̃s ɐʃfaltikɐʃ
-podɛm sɛɾ dɛfinidɐs komo miʃtuɾɐs dɛ simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo diʃpɛɾsos nɐ
-fɐzɛ ɐkozɐ, pɾoduzidɐs, noɾmɐlmɛntɛ, ɐtʁɐves dɛ um pɾozɛʃso mɛkaniko ɛ̃
-ɛkʷipɐmɛntos dɛ ɐltɐ kɐpɐzidɐdɛ dɛ sizɐlɐmɛnto, dɛnominɐdos mowinos kolowidajs.
-ɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ ɐpʁɛzɛntɐ koloɾɐsɐ̃w̃ mɐʁom ɛ suɐ konsiʃtensiɐ podɛ vɐɾiɐɾ
-ɛntɾɛ um likʷido dɛ bajksɐ konsiʃtensiɐ komo, poɾ ɛksɛmplo, o lɛjtɛ, ɐte ɐ
-konsiʃtensiɐ kɾɛmozɐ, komo o mɛl (ɐbɛdɐ, 2001). ɐlem dos komponɛntɛs bazikos kʷɛ
-konstituɛm ɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ (ɐʃfɐlto, aɡɐ ɛ ɐʒɛntɛ ɛmulsifikɐntɛ), ɛ̃
-ɐlɡmɐs situɐsõj̃s ɐ ɛmulsɐ̃w̃ podɛ kontɛɾ ɐditivos, tajs komo: ɛʃtɐbilizɐntɛs,
-ɐʒɛntɛs mɛloɾɐdoɾɛs dɛ ɐdɛzɐ̃w̃ ɛ kontɾolɐdoɾɛs dɛ kʷɛbʁɐ (ɐɛmɐ, 2007). sɛɡndo
-sɐntɐnɐ (1993) pɐɾɐ ɛmulsifikɐɾ o simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo dɛvɛ-sɛ
-dividi-lo ɛm pɐɾtikulɐs mujto pɛkʷɛnɐs ɛ ɛnvolve-lɐs kom um ɐʒɛntɛ
-ɛmulsifikɐntɛ, dɛ modo ɐ impɛdiɾ ɐ uniɐ̃w̃ dɛʃsɐs pɐɾtikulɐs diʃpɛɾsɐs nɐ fɐzɛ
-ɐkozɐ, owu sɛʒɐ, ɐ ɾuptuɾɐ pɾɛmɐtuɾɐ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ. o ɛkʷipɐmɛnto majʃ
-ɐdɛkɐdo pɐɾɐ ɐ pɾodusɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ e o mowino kolowidɐl. sɛɡndo
-ɐɾlɐn (2002) o mowino kolowidɐl dividɛ o ɐʃfɐlto ɛm ɡlɔbulos kom tɐmɐno dɛ
-ɐpʁoksimɐdɐmɛntɛ 0,025 ɐ 0,125 mm (25 ɐ 125 mikʁons). 3-3-1-ɛmulsõj̃s ɐʃfaltikɐʃ
-konvɛnsionajs ɐs ɛmulsõj̃s ɐʃfaltikɐs suɾʒiɾɐm no mɛɾkɐdo no inizio do sekulo ksks,
-ɛm vaɾios luɡɐɾɛs ɛ kom divɛɾsos uzos. no inizio dɛ 1900 sɛ ɛmpɾɛɡowu, pɛlɐ
-pɾimɛjɾɐ vɛz, umɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ do tipo ɐnionikɐ nɐ konstɾusɐ̃w̃ dɛ ɛʃtɾɐdɐʃ
-nɐ sidɐdɛ dɛ novɐ joɾk. ɛm 1914, o ɛʃtɐdo dɛ indiɐnɐ komɛsowu ɐ ɾɛɐlizɐɾ
-tɾɐbɐlos dɛ ɾɛpɐɾɐsɐ̃w̃ dɛ ɛʃtɾɐdɐs ɛmpɾɛɡɐndo tɐmbem ɐs ɛmulsõj̃s ɐʃfaltikɐʃ
-ɐnionikɐs (tɐlɐvɛɾɐ ɛt ɐl., 2001). ɐs ɛmulsõj̃s ɐʃfaltikɐs suɾʒiɾɐm komo ũ
-metodo ɐltɛɾnɐtivo pɐɾɐ kʷɛ o ɐʃfɐlto foʃsɛ ɐplikɐdo ɐ fɾio, powis, pɐɾɐ ɐ
-pɾodusɐ̃w̃ dɛ miʃtuɾɐs ɐʃfaltikɐs ɐ kʷɛntɛ, ɛɾɐ nɛzɛʃsaɾio kʷɛ os komponɛntɛs kʷɛ
-sɐ̃w̃ miʃtuɾɐdos ɐo kɐp ɛʃtivɛʃsɛm kʷɛntɛs, ɐkɐʁɛtɐndo ɛm mɐjoɾɛs kuʃtos kõ
-ɛkʷipɐmɛntos ɛ ofɛɾɛzɛndo ɾiʃkos ɐos opɛɾaɾios, duɾɐntɛ o mɐnuzɛjo (ɐbɛdɐ,
-2001). ɛmulsõj̃s ɐʃfaltikɐs, tɐmbem konɛzidɐs komo idʁɐʃfɐltos, sɐ̃w̃ miʃtuɾɐs dɛ
-simɛnto ɐʃfaltiko dɛ pɛtʁɔlɛo (kɐp) diʃpɛɾsos nɐ fɐzɛ ɐkozɐ. ɐ ɛmulsɐ̃w̃
-ɐʃfaltikɐ ɾɛpʁɛzɛntɐ umɐ klɐʃsɛ pɐɾtikulɐɾ dɛ ɛmulsɐ̃w̃ ɔlɛo-ɛm-aɡɐ, nɐ kɐl ɐ
-fɐzɛ ɔlɛo tɛm umɐ viʃkozidɐdɛ ɛlɛvɐdɐ. o ɐʃfɐlto ɛ ɐ aɡɐ nɐ̃w̃ foɾmɐm umɐ ɛmulsɐ̃w̃
-poɾ simplɛs miʃtuɾɐ dos dowis komponɛntɛs, sɛndo nɛzɛʃsaɾiɐ ɐ utilizɐsɐ̃w̃ dɛ ũ
-ɐʒɛntɛ ɛmulsifikɐntɛ pɐɾɐ mɐntɛɾ ɐ ɛmulsɐ̃w̃ ɛʃtavɛl. ɐlem diʃso, o ɐʃfɐlto
-pɾɛzisɐ sɛɾ diʃpɛɾso poɾ ɐsɐ̃w̃ mɛkanikɐ kʷɛ o tɾɐnsfoɾmɛ ɛm pɛkʷɛnɐs pɐɾtikulɐʃ
-owu ɡlɔbulos (ibp, 1999; untɛɾ, 2000; ɐbɛdɐ, 2001; sɛll, 2003). ɐ utilizɐsɐ̃w̃ dɛ
-ɛmulsõj̃s ɐʃfaltikɐs ɾɛpʁɛzɛntɐ ɛkonomiɐ dɛ ɛnɛɾʒiɐ, sɛndo, tɐmbem um mɐtɛɾiɐl
-ɛkoloʒikɐmɛntɛ sɛɡʁo poɾ nɐ̃w̃ nɛzɛʃsitɐɾ ɐkʷɛzimɛnto, o kʷɛ ɾɛduz ɐ ɛmiʃsɐ̃w̃
-ɡɐzɛs poluɛntɛs ɛ ɾiʃko dɛ insendio. ɛʃtɐs ɛmulsõj̃s sɐ̃w̃ dɛ fazil uzo, podɛndo
-inkluzivɛ sɛɾ ɐplikɐdɐs ɛm supɛɾfiziɛs umidɐs. kɐndo kompɐɾɐdɐs ɐo ɐʃfɐlto,
-ɐpʁɛzɛntɐm, tɐmbem, ɐ vɐntɐʒɛm dɛ ɐpʁɛzɛntɐɾ mɐjoɾ plɐʃtizidɐdɛ iniziɐl ɛ mɐjoɾ
-ɐdɛɾensiɐ. ɐs pɾinsipajs dɛʃvɐntɐʒɛns sɐ̃w̃: ɐ mɛnoɾ ɾɛziʃtensiɐ mɛkanikɐ ɛ ɐ
-pɾɛzɛnsɐ dɛ ɾɛziduos dɛ sodɐ, pɾovɛniɛntɛs do ɛmulsifikɐntɛ. sɛɡndo bawɛɾ
-(1999), ɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ e umɐ diʃpɛɾsɐ̃w̃ kompoʃtɐ dɛ 50 ɐ 70% dɛ simɛnto
-ɐʃfaltiko, pɛkʷɛnɐs fɾɐsõj̃s dɛ ɛmulsifikɐntɛ (1 ɐ 2%) ɛ o ɾɛʃtɐntɛ dɛ aɡɐ. ɐ
-ɛmulsɐ̃w̃, a tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ, e likʷidɐ ɛ kom o tɛmpo pɛɾdɛ ɐ aɡɐ,
-ʁɛzultɐndo nɐ solidifikɐsɐ̃w̃ do ɐʃfɐlto. ɛʃtɐs diʃpɛɾsõj̃s sɐ̃w̃ pɾɛpɐɾɐdɐs ɛ̃
-miʃtuɾɐdoɾɛs (bajksɐ vɛlozidɐdɛ) ɛ omoʒɛnɛjzɐdoɾɛs (ɐltɐ vɛlozidɐdɛ). o
-ɛkʷipɐmɛnto uzɐdo nɛʃtɛ pɾozɛʃso e o mowino kolowidɐl, kʷɛ pɾoduz ɡlɔbuloʃ
-ɛstɾɛmɐmɛntɛ pɛkʷɛnos, kɐzɛ todos nɐ ɡɐmɐ do tɐmɐno kolowidɐl (5 ɐ 10 mikʁɐ owu
-mɛnoɾ) (sonɡ ɛt ɐl., 2006). o ɛnduɾɛzimɛnto dɐs ɛmulsõj̃s ɐʃfaltikɐs da-sɛ dɛvido
-a pɛɾdɐ dɛ aɡɐ ɐpɔs ɐ ɐplikɐsɐ̃w̃, ɾɛzultɐndo nɐ dɛpozisɐ̃w̃ do ɐʃfɐlto. ɐʃ
-ɛmulsõj̃s, duɾɐntɛ ɐ konstɾusɐ̃w̃, dɛvɛm pɛɾmɐnɛzɛɾ flujdɐs pɐɾɐ ɐ ɐdɛkɐdɐ
-ɐplikɐsɐ̃w̃. os ɡlɔbulos dɛ ɐʃfɐlto sɐ̃w̃ mɐntidos sɛpɐɾɐdos pɛlo ɐʒɛntɛ
-ɛmulsifikɐntɛ ɐte kʷɛ ɐ ɛmulsɐ̃w̃ sɛ dɛpozitɛ nɐ supɛɾfiziɛ do tɛʁɛno, do
-pɐvimɛnto ɛksiʃtɛntɛ owu ɛnvolvɛndo ɐs pɐɾtikulɐs dɛ ɐɡʁɛɡɐdo. pɐɾɐ kʷɛ o ɐʃfɐlto
-dɛzɛmpɛnɛ suɐ funsɐ̃w̃ finɐl dɛ simɛntɐɾ ɛ impɛɾmɛɐbilizɐɾ, ɐ fɐzɛ ɐkozɐ dɛvɛ
-sɛpɐɾɐɾ-sɛ do ɐʃfɐlto (kʷɛbʁɐ dɐ ɛmulsɐ̃w̃), o kʷɛ okoʁɛ dɛvido a newtʁɐlizɐsɐ̃w̃
-dɐs kɐɾɡɐs ɛlɛtʁoʃtatikɐs ɛ ɐ ɛvɐpoɾɐsɐ̃w̃ dɐ aɡɐ, fɐzɛndo kom kʷɛ okoʁɐ ɐ
-kowɐlɛʃsensiɐ dɐs ɡotikulɐs dɛ ɐʃfɐlto, foɾmɐndo umɐ pɛlikulɐ kontinuɐ sobʁɛ o
-ɐɡʁɛɡɐdo owu pɐvimɛnto (instituto dɛ ɐʃfɐlto, 2002). ɐs ɛmulsõj̃s kɐtionikɐs, kʷɛ
-sɛɾɐ̃w̃ obʒɛto dɛ ɛʃtudo dɛʃtɐ pɛʃkʷizɐ, tem komo ɛmulsifikɐntɛ sajs dɛ ɐminɐs owu
-poliɐminɐs ɡɾɐksɐs, konfɛɾindo-lɛs pɾopʁiɛdɐdɛs azidɐs (p < 7). os ɡlɔbuloʃ
-ɐpʁɛzɛntɐm kɐɾɡɐ pozitivɐ ɛ ɐ fɐzɛ ɐkozɐ kontinuɐ tɛm kɐɾɡɐ nɛɡɐtivɐ. ɛʃtɐʃ
-ɛmulsõj̃s ɐpʁɛzɛntɐm mɐjoɾ fɐzilidɐdɛ dɛ ɐplikɐsɐ̃w̃, flɛksibilidɐdɛ ɛ ɾɛziʃtensiɐ,
-sɛndo ɾɛkomɛndɐdɐs pɐɾɐ uzo ɛm konsɛɾtos dɛ mɐkɐdɐmɛ, impɛɾmɛɐbilizɐsõj̃s, ɛtk.
-umɐ owutʁɐ foɾmɐ dɛ klɐʃsifikɐɾ ɐs ɛmulsõj̃s, dɛ ɐkoɾdo kom ɐs noɾmɐs teknikɐʃ
-bɾɐzilɛjɾɐs, lɛvɐ ɛm kontɐ o tɛmpo kʷɛ ɛʃtɐ lɛvɐ pɐɾɐ ɾompɛɾ. dɛnominɐ-sɛ
-ʁuptuɾɐ owu kʷɛbʁɐ dɛ umɐ ɛmulsɐ̃w̃ o fɛnomɛno dɛ sɛpɐɾɐsɐ̃w̃ dɐs fɐzɛs konstitujntɛʃ
-dɐ ɛmulsɐ̃w̃. ɐ ɾuptuɾɐ podɛ okoʁɛɾ poɾ ɛvɐpoɾɐsɐ̃w̃ dɐ aɡɐ, poɾ um dɛzɛkʷilibʁio
-ɛlɛtʁokʷimiko (pɾovokɐdo poɾ awmɛnto dɐ ɐzidɛz owu ɐlkɐlinidɐdɛ) owu pɛlɐ ɐsɐ̃w̃ do
-ɐɡʁɛɡɐdo, o kɐl ɐtʁaj pɐɾɐ si os ɡlɔbulos dɛ ɐʃfɐlto (ɐdsoɾsɐ̃w̃). o tɛmpo dɛ
-ʁuptuɾɐ dɛpɛndɛ, dɛntɾɛ owutʁos fɐtoɾɛs, dɐ kɐntidɐdɛ ɛ do tipo do ɐʒɛntɛ
-ɛmulsifikɐntɛ. ɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ podɛ sɛɾ do tipo kʷɛbʁɐ ɾapidɐ, dɛziɡnɐdɐ
-komo ʁ, kɐndo suɐ ɾuptuɾɐ okoʁɛ ɛm no maksimo 40 minutos; ɾuptuɾɐ mediɐ,
-dɛziɡnɐdɐ komo ɾm, kɐndo ɛʃsɛ tɛmpo e mɛnoɾ kʷɛ 2 oɾɐs ɛ ɐs ɛmulsõj̃s dɛ
-ʁuptuɾɐ lɛntɐ, dɛziɡnɐdɐs komo ɾl, kɐndo ɐ ɾuptuɾɐ okoʁɛ ɛntɾɛ 2 ɛ 4 oɾɐs. ɐ
-dɛtɛɾminɐsɐ̃w̃ dɐ ɾuptuɾɐ nɐs ʁ e ɾɛɡlɐdɐ pɛlo mb – 590 (ɐbnt - nbɾ 6569/2000) ɛ
-dɐ ɾl pɛlɐ mb – 496 (ɐbnt - nbɾ 6297/2003). dɛpɛndɛndo dɐ kɐntidɐdɛ dɛ simɛnto
-ɐʃfaltiko ɛnvolvidɐ nɐ fɐbʁikɐsɐ̃w̃ dɐs ɛmulsõj̃s, ɛlɐs podɛm sɛɾ klɐʃsifikɐdɐs ɛ̃
-1k ɛ 2k. ɐ tɛɾminoloʒiɐ k indikɐ ɛmulsɐ̃w̃ do tipo kɐtionikɐ ɛ os numɛɾos 1 ɛ 2
-ɛʃtɐ̃w̃ ɐʃsoziɐdos a viʃkozidɐdɛ ɾɛlɐtivɐ ɛ ɐ kɐntidɐdɛ dɛ simɛnto ɐʃfaltiko
-ɛmpɾɛɡɐdɐ nɐ obtɛnsɐ̃w̃ dɐ ɛmulsɐ̃w̃. 3-3-2-ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs ɐ
-fɐbʁikɐsɐ̃w̃ dɛ ɛmulsõj̃s ɐʃfaltikɐs vivɛnsiɐ ɐvɐnsos tɛknolɔʒikos kʷɛ pɛɾmitɛ̃
-ɐɡʁɛɡɐɾ ajndɐ majs kɐlidɐdɛ nɐ ɛksɛkusɐ̃w̃ dɛ sɛɾvisos dɛ pɐvimɛntɐsɐ̃w̃. kom o
-suɾʒimɛnto dos ɐʃfɐltos modifikɐdos poɾ polimɛɾos ɛ, poɾ konsɛk̈ensiɐ, dɐʃ
-ɛmulsõj̃s ɐʃfaltikɐs tɐmbem modifikɐdɐs poɾ polimɛɾos, sɛɾvisos dɛ pɐvimɛntɐsɐ̃w̃
-kʷɛ ɛɾɐm ɛksɛkutɐdos kom ɛmulsõj̃s konvɛnsionajs pɐʃsɐɾɐm ɐ sɛɾ ɛksɛkutɐdos kõ
-ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs, pɛɾmitindo kʷɛ ɛʃtɐs ɛmulsõj̃s foʃsɛm utilizɐdɐʃ
-ɛm situɐsõj̃s dɛ tɾafɛɡo majs intɛnsɐs. dɛʃtɛ modo ɐ ɐplikɐsɐ̃w̃ dɛ ɛmulsõj̃ʃ
-ɐʃfaltikɐs fikowu ajndɐ majs ɐbʁɐnʒɛntɛ, ɐtuɐndo ɛm kondisõj̃s kʷɛ ɛɾɐm ɾɛʃtɾitɐʃ
-ɐpɛnɐs as miʃtuɾɐs ɐʃfaltikɐs ɐ kʷɛntɛ (ɡɾɛkɐ ɐʃfɐltos, 2006). ɐ ɛmulsɐ̃w̃
-ɐʃfaltikɐ obtidɐ kom o ɐʃfɐlto modifikɐdo poʃsuj ɛlɛvɐdɐ ɾɛkupɛɾɐsɐ̃w̃ ɛlaʃtikɐ ɛ
-ɛlɛvɐdo ponto dɛ ɐmolɛzimɛnto, kʷɛ ɐfɛtɐm o dɛzɛmpɛno dos pɐvimɛntos. ɐ
-ʁɛkupɛɾɐsɐ̃w̃ ɛlaʃtikɐ foɾnɛzɛ ɐo liɡɐntɛ ɐ kɐpɐzidɐdɛ dɛ ɾɛtoɾnɐɾ ɐo sew ɛʃtɐdo
-iniziɐl, umɐ vɛz sɛʃsɐdɐ ɐ solizitɐsɐ̃w̃ pɾovokɐdɐ pɛlo tɾafɛɡo. ɛʃtɐ pɾopʁiɛdɐdɛ
-intɛɾfɛɾɛ nɐ ɾɛziʃtensiɐ a fɐdiɡɐ dɐs miʃtuɾɐs bɛtuminozɐs ɛ nɐ mɐjoɾ
-flɛksibilidɐdɛ nos tɾɐtɐmɛntos supɛɾfiziajs. um ponto dɛ ɐmolɛzimɛnto mɐjoɾ
-pɾopoɾsionɐ ɐo ɐʃfɐlto modifikɐdo umɐ mɐjoɾ konsiʃtensiɐ ɛm tɛmpɛɾɐtuɾɐs majʃ
-ɛlɛvɐdɐs, ɐʃsim, o tɾɐtɐmɛnto supɛɾfiziɐl ɛʃta mɛnos suʒɛjto ɐ ɛsudɐsɐ̃w̃
-(bɛtunɛl, 2011). ɐ ɐdisɐ̃w̃ do polimɛɾo ɐo liɡɐntɛ ɾɛduz ɐ oksidɐsɐ̃w̃ do ɐʃfɐlto,
-ɛvitɐndo o suɾʒimɛnto dɛ dɛfɛjtos no pɐvimɛnto, komo ɐ foɾmɐsɐ̃w̃ dɛ fiʃsuɾɐs,
-tɾinkɐs ɛ pɐnɛlɐs. dɛpɛndɛndo do polimɛɾo ɐdizionɐdo, sɛ ɛʃtɛ ɐpʁɛzɛntɐɾ
-pɾopʁiɛdɐdɛs ɛlaʃtikɐs, suɐ ɐdisɐ̃w̃ tɐmbem mɛloɾɐ ɐ ɐdɛzividɐdɛ do liɡɐntɛ ɐo
-ɐɡʁɛɡɐdo, pɛɾmitindo kʷɛ ɛʃtɛ sɛʒɐ submɛtido ɐ mɐjoɾɛs ɛʃfoɾsos sɛm sɛɾ
-ɐʁɐnkɐdo dɐ piʃtɐ. ɐ mɐjoɾ viʃkozidɐdɛ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ, foɾnɛzidɐ pɛlo
-polimɛɾo, pɛɾmitɛ o ɛnvolvimɛnto do ɐɡʁɛ��ɐdo kom umɐ pɛlikulɐ majs ɛʃpɛʃsɐ dɛ
-ɐʃfɐlto. ɛʃtɛs fɐtoɾɛs ɐʃsoziɐdos ɡɐɾɐntɛm um dɛʃpɾɛndimɛnto minimo doʃ
-ɐɡʁɛɡɐdos, poʃsibilitɐndo umɐ ɐbɛɾtuɾɐ majs ɾapidɐ ɐo tɾafɛɡo (bɛtunɛl, 2011).
-os polimɛɾos majs komuns utilizɐdos ɛm ɛmulsõj̃s ɐʃfaltikɐs sɐ̃w̃: o latɛks nɐtuɾɐl
-ɛ sintetiko ɛ ko-polimɛɾos dɛ ɛʃtiɾɛno-b-butɐdiɛno (sbs) ɛ
-butɐdiɛno-b-ɐkʁilonitʁilɐ (sbɾ). ʒɛɾɐlmɛntɛ sɐ̃w̃ ɐdizionɐdos dɛ 2,5 ɐ 3% dɛ
-polimɛɾos sobʁɛ o pɛzo dɐ ɛmulsɐ̃w̃. ɐ pɾinsipɐl dɛʃvɐntɐʒɛm do uzo dɛ ɛmulsõj̃ʃ
-ɐʃfaltikɐs modifikɐdɐs poɾ polimɛɾos e o kuʃto ɐdizionɐl, powis ɛʃtɐs ʒɛɾɐlmɛntɛ
-kuʃtɐm 30% majs kʷɛ ɐs ɛmulsõj̃s ɐʃfaltikɐs konvɛnsionajs. kontudo, ɛm aɾɛɐs ondɛ
-a um tɾafɛɡo intɛnso, kawzɐndo dɐnos ɐo pɐvimɛnto, o uzo dɛ ɛmulsõj̃s ɐʃfaltikɐʃ
-modifikɐdɐs e ʒuʃtifikɐdo (wowod ɛt ɐl., 2006). 3-3-3-bɛnɛfizios dɐs ɛmulsõj̃ʃ
-ɐʃfaltikɐs 3-4-nɐnomɐtɛɾiajs mɐtɛɾiajs inoɾɡanikos, oɾɡanikos ɛ biolɔʒikoʃ
-nɐnowɛʃtɾutuɾɐdos ɛksiʃtɛm nɐ nɐtuɾɛzɐ dɛʃdɛ kʷɛ ɐ ɛvolusɐ̃w̃ dɐ vidɐ nɐ tɛʁɐ
-komɛsowu. ɐlɡns ɛksɛmplos ɛvidɛntɛs sɐ̃w̃ os mikʁowoɾɡɐniʃmos, minɛɾajs dɛ
-ɡɾɐnulomɛtʁiɐ finɐ nɐs ɾokɐs, ɛ pɐɾtikulɐs dɛ tɐmɐno nɐnometʁiko nɐs bɐkteɾiɐʃ
-ɛ fumɐsɐ (nɐlwɐ, 2000). duɐs kɐtɛɡoɾiɐs dɛ mɐtɛɾiajs podɛm sɛɾ dɛzɛnvolvidɐs kõ
-ɐ utilizɐsɐ̃w̃ dɐ nɐnotɛknoloʒiɐ: os nɐnomɐtɛɾiajs ɛ os mɐtɛɾiajʃ
-nɐnowɛʃtɾutuɾɐdos. dɛ ɐkoɾdo kom ɡɾɐʒɐlɛs (2011) os mɐtɛɾiajs nɐnowɛʃtɾutuɾɐdoʃ
-sɐ̃w̃ sɔlidos kʷɛ ɐpʁɛzɛntɐm mikʁowɛʃtɾutuɾɐs nɐnometʁikɐs, sɛʒɐm ɛlɐs oɾdɛnɐdɐs owu
-dɛzoɾdɛnɐdɐs. ʒa os nɐnomɐtɛɾiajs sɐ̃w̃ pɐɾtikulɐs kom tɐmɐno infɛɾioɾ ɐ 100 n
-ɛm pɛlo mɛnos umɐ dɛ suɐs dimɛnsõj̃s, kʷɛ konfɛɾɛm novɐs pɾopʁiɛdɐdɛs ɛ novoʃ
-kompoɾtɐmɛntos as ɛʃtɾutuɾɐs kom ɛlɐs konstɾuj́dɐs. ɐ vɛɾmikulitɐ owu vɛɾmikulitɛ
-e um minɛɾɐl foɾmɐdo poɾ idʁɐtɐsɐ̃w̃ dɛ sɛɾtos minɛɾajs bɐzaltikos. sofʁɛ
-ɛspɐnsɐ̃w̃ kɐndo lɛ e ɐplikɐdo kɐloɾ. poʃsuj ɐltɐ kɐpɐzidɐdɛ dɛ tɾokɐ kɐtionikɐ
-ɛ e utilizɐdɐ komɛɾsiɐlmɛntɛ, pɾinsipɐlmɛntɛ ɛm suɐ foɾmɐ ɛspɐndidɐ nɐ
-konstɾusɐ̃w̃ sivil ɛ nɐ ɐɡʁikultuɾɐ. ɐ vɛɾmikulitɐ e um minɛɾɐl sɛmɛlɐntɛ a mikɐ,
-foɾmɐdo ɛʃsɛnsiɐlmɛntɛ poɾ silikɐtos idʁɐtɐdos dɛ ɐluminio ɛ mɐɡnezio. kɐndo
-submɛtidɐ ɐ um ɐkʷɛzimɛnto ɐdɛkɐdo ɐ aɡɐ kontidɐ ɛntɾɛ ɐs suɐs milɐɾɛs dɛ
-laminɐs sɛ tɾɐnsfoɾmɐ ɛm vɐpoɾ fɐzɛndo kom kʷɛ ɐs pɐɾtikulɐs ɛsplodɐm ɛ sɛ
-tɾɐnsfoɾmɛm ɛm flokos sɐnfonɐdos. kɐdɐ floko ɛspɐndido ɐpʁizionɐ konsiɡo selulɐʃ
-dɛ ɐɾ inɛɾtɛ, o kʷɛ konfɛɾɛ ɐo mɐtɛɾiɐl ɛsɛpsionɐl kɐpɐzidɐdɛ dɛ izolɐsɐ̃w̃. o
-pɾoduto obtido e inifuɡo, inodoɾo, nɐ̃w̃ iʁitɐ ɐ pɛlɛ nɛm os pulmõj̃s, ɐpʁɛzɛntɐ
-bajksɐ kondutividɐdɛ ɛletʁikɐ, e izolɐntɛ teɾmiko ɛ ɐbsoɾvɛntɛ ɐkuʃtiko; nɐ̃w̃ sɛ
-dɛkompõj̃, dɛtɛɾioɾɐ owu ɐpodʁɛzɛ; nɐ̃w̃ ɐtʁaj kupins owu insɛtos; e somɛntɛ ɐtɐkɐdo
-pɛlo azido fluoɾidʁiko ɐ kʷɛntɛ; podɛ ɐbsoɾvɛɾ ɐte sinko vɛzɛs o sew pɛzo ɛ̃
-aɡɐ, e lubʁifikɐntɛ ɛ tɛm ɐs kɐɾɐktɛɾiʃtikɐs nɛzɛʃsaɾiɐs ɐos mɐtɛɾiajʃ
-filtɾɐntɛs. ɛʃsɐs pɾopʁiɛdɐdɛs toɾnɐm ɐ vɛɾmikulitɐ ɛspɐndidɐ um pɾoduto dɛ
-lɐɾɡɐ ɐplikɐsɐ̃w̃ nos sɛɡʷintɛs sɛtoɾɛs : • konstɾusɐ̃w̃ sivil • izolɐntɛ teɾmiko
-pɐɾɐ lɐʒɛs ɛ pɐɾɛdɛs ; ɐɡʁɛɡɐdo lɛvɛ pɐɾɐ konkɾɛto ɛʃtɾutuɾɐl ; pɾotɛsɐ̃w̃ dɛ
-impɛɾmɛɐbilizɐsɐ̃w̃ ɛm lɐʒɛs dɛ kobɛɾtuɾɐ ; miolo dɛ divizɔɾiɐs ɛ poɾtɐʃ
-"koɾtɐ-foɡo" ; kamɐɾɐs ɐ pɾovɐ dɛ foɡo ; foʁo dɛkoɾɐtivo ɛ ɐkuʃtiko , ɐ pɾovɐ
-dɛ foɡo . ɛspɛɾimɛntɐl nɛʃtɐ sɛsɐ̃w̃, sɛɾa dɛʃkɾitɐ ɐ mɛtodoloʒiɐ utilizɐdɐ pɐɾɐ ɐ
-obtɛnsɐ̃w̃ dɐs ɛmulsõj̃s ɐʃfaltikɐs konvɛnsionajs ɛ modifikɐdɐs kom nɐnomɐtɛɾiajs,
-konstitujntɛs dɛʃsɐs ɛmulsõj̃s, ɛkʷipɐmɛntos nɛzɛʃsaɾios pɐɾɐ obtɛnsɐ̃w̃ ɛ
-mɛtodoloʒiɐ dɛ kɐɾɐktɛɾizɐsɐ̃w̃ dɐs mɛʃmɐs. tɐmbem sɛɾɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐs teknikɐʃ
-utilizɐdɐs pɐɾɐ tɾɐtɐɾ ɐ vɛɾmikulitɐ utilizɐdɐ komo nɐnomɐtɛɾiɐl. pɐɾɐ ɐ ɛmulsɐ̃w̃
-ɐʃfaltikɐ modifikɐdɐ, inkluj-sɛ, nɛʃsɛ kɐzo, ɐ vɛɾmikulitɐ. ɐo ɛʃkolɛɾ ũ
-solvɛntɛ, e nɛzɛʃsaɾio obsɛɾvɐɾ suɐ kompɐtibilidɐdɛ kom o ɐʃfɐlto, pɐɾɐ kʷɛ sɛ
-pɾoduzɐ umɐ miʃtuɾɐ omoʒenɛɐ ɛ sɛm sinajs dɛ sɛpɐɾɐsɐ̃w̃ ɛ, tɐmbem, kʷɛ o mɛʃmo
-sɛʒɐ sufiziɛntɛmɛntɛ volatil pɐɾɐ nɐ̃w̃ dɛjksɐɾ ɾɛziduos no ɐʃfɐlto dɛpozitɐdo.
-ʒɛɾɐlmɛntɛ o solvɛntɛ utilizɐdo e o kʷɛɾozɛnɛ. pɐɾɐ ɛʃtɛ tɾɐbɐlo sɛɾa utilizɐdo
-o kʷɛɾozɛnɛ komɛɾsiɐl (pɛtʁobʁɐs). • aɡɐ: ɐ aɡɐ e konsidɛɾɐdɐ o sɛɡndo
-pɾinsipɐl konstitujntɛ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ. dɛvido ɐ suɐ ɛʃtɾutuɾɐ molɛkulɐɾ
-(pɐɾtɛ lipofilikɐ ɛ idʁofilikɐ), ɛlɛ ɾɛduz ɐ tɛnsɐ̃w̃ intɛɾfɐziɐl ɛntɾɛ ɐs fɐzɛʃ
-ɐkozɐ ɛ ɔlɛo. nɛʃtɐ pɛʃkʷizɐ sɛɾɐ̃w̃ utilizɐdos ɐpɛnɐs ɛmulsifikɐntɛs kɐtionikos.
-• azido: os azidos utilizɐdos nɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ tem ɐ funsɐ̃w̃ dɛ foɾmɐɾ sajʃ
-soluvɛjs kom o ɛmulsifikɐntɛ ɛ ɾɛduziɾ o potɛnsiɐl idʁoʒɛnioniko (p) ɐte o
-nivɛl dɛzɛʒɐdo. ɐ ɐdisɐ̃w̃ do azido e nɛzɛʃsaɾiɐ dɛvido ɐ ɐlɡns ɛmulsifikɐntɛʃ
-nɐ̃w̃ ɐpʁɛzɛntɐɾɛm bowɐ solubilidɐdɛ ɛm aɡɐ, sɛndo nɛzɛʃsaɾio konvɛɾte-los ɛm sajʃ
-pɐɾɐ diʃsolve-los nɐ fɐzɛ diʃpɛɾsɐntɛ. fɾɛk̈ɛntɛmɛntɛ, pɐɾɐ fɐbʁikɐsɐ̃w̃ dɛ
-ɛmulsõj̃s ɐʃfaltikɐs, e utilizɐdo o azido kloɾidʁiko (bawmɡɐɾdnɛɾ, 2006). •
-ɐditivo: os ɐditivos majs utilizɐdos nɐs ɛmulsõj̃s ɐʃfaltikɐs sɐ̃w̃ o kloɾɛto dɛ
-kalsio ɛ o kloɾɛto dɛ sɔdio. sɛɡndo ɛɾmɐdi ɛ stɛɾlinɡ (1998), o kloɾɛto dɛ
-kalsio e ɐdizionɐdo a fɐzɛ ɐkozɐ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ kom o obʒɛtivo dɛ
-awmɛntɐɾ ɐ ɡɾɐvidɐdɛ ɛʃpɛzifikɐ dɛʃtɐ fɐzɛ pɐɾɐ kʷɛ ɐ mɛʃmɐ ɐpʁɛzɛntɛ ɡɾɐvidɐdɛ
-ɛʃpɛzifikɐ pɾɔksimɐ ɐ dɐ fɐzɛ ɐʃfɐlto, ɾɛduzindo ɐ tɐksɐ dɛ sɛdimɛntɐsɐ̃w̃ dɐ
-ɛmulsɐ̃w̃, awmɛntɐndo suɐ ɛʃtɐbilidɐdɛ ɐo ɐɾmɐzɛnɐmɛnto. o kloɾɛto dɛ kalsio
-tɐmbem ɐtuɐ komo um ɛʃtɐbilizɐntɛ. • nɐnomɐtɛɾiɐl: o nɐnomɐtɛɾiɐl e um ɐʒɛntɛ
-modifikɐdoɾ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ, kʷɛ tɛm komo funsɐ̃w̃ ɐltɛɾɐɾ ɐlɡmɐs dɛ suɐʃ
-pɾopʁiɛdɐdɛs. ɐs pɾopʁiɛdɐdɛs ɐ sɛɾɛm modifikɐdɐs nɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ dɛpɛndɛ̃
-do tipo ɛ dɐ kɐntidɐdɛ dɛ nɐnomɐtɛɾiɐl utilizɐdo. nɛʃsɐ pɛʃkʷizɐ, ɐ vɛɾmikulitɐ
-fowi utilizɐdɐ komo ɐʒɛntɛ modifikɐdoɾ. 4-2-obtɛnsɐ̃w̃ dɐ vɛɾmikulitɐ modifikɐdɐ
-nɛʃsɐ pɛʃkʷizɐ, ɐ vɛɾmikulitɐ, nɐnomɐtɛɾiɐl ɛʃkolido, fowi utilizɐdɐ dɛ tɾeʃ
-foɾmɐs diʃtintɐs: ɛm suɐ foɾmɐ bɾutɐ, tɾɐtɐdɐ kom solusɐ̃w̃ dɛ ɛmulsifikɐntɛ
-kɐtioniko ɛ tɾɐtɐdɐ kom solusɐ̃w̃ dɛ ɛmulsifikɐntɛ kɐtioniko ɛm mɛjo azido. pɐɾɐ ɐ
-obtɛnsɐ̃w̃ dɐ vɛɾmikulitɐ modifikɐdɐ , utilizowu-sɛ ɐ sɛɡʷintɛ mɛtodoloʒiɐ : ll. 1.
-- pɾɛpɐɾowu-sɛ umɐ solusɐ̃w̃ ɐ 3 % dɛ ɛmulsifikɐntɛ kɐtioniko . tɐl solusɐ̃w̃ e
-pɾɛpɐɾɐdɐ pɛzɐndo-sɛ 30ɡ dɛ ɛmulsifikɐntɛ pɐɾɐ 1 litʁo dɛ aɡɐ ɛ intɾoduzindo
-ɛʃsɛs komponɛntɛs no mowino kolowidɐl ɛ dɛjksɐndo tɐl solusɐ̃w̃ pɛɾmɐnɛzɛɾ poɾ 30
-minutos. 2. - ɐo obtɛɾ ɐ solusɐ̃w̃ dɛ ɛmulsifikɐntɛ, pɛzɐ-sɛ 50ɡ dɛ vɛɾmikulitɐ ɛ
-kolokɐ-sɛ ɛʃsɛ nɐnomɐtɛɾiɐl ɛm kontɐto kom 0,5l dɛʃsɐ solusɐ̃w̃, dɛjksɐndo tɐl
-miʃtuɾɐ ɛm sob ɾotɐsɐ̃w̃ konstɐntɛ duɾɐntɛ 24ɾs. 3. - ɐpɔs ɐs 24ɾs, filtɾɐ-sɛ ɐ
-solusɐ̃w̃ dɐ vɛɾmikulitɐ ɛ kolokɐ-sɛ o nɐnomɐtɛɾiɐl pɐɾɐ sɛkɐɾ sob o sol duɾɐntɛ
-12ɾs. 4. - o pɾozɛdimɛnto dɛ obtɛnsɐ̃w̃ dɐ vɛɾmikulitɐ tɾɐtɐdɐ kom solusɐ̃w̃ dɛ
-ɛmulsifikɐntɛ ɛm mɛjo azido e o mɛʃmo, no ɛntɐnto, ɐo obtɛɾ-sɛ ɐ solusɐ̃w̃ dɛ
-tɛnsowɐtivo, ɐdizionɐ-sɛ o ɛkʷivɐlɛntɛ ɐ 0,3% ɛm pɛzo dɛ azido kloɾidʁiko nɐ
-solusɐ̃w̃. somɛntɛ ɐpɔs ɐdizionɐɾ tɐl azido, pɛzɐ-sɛ ɐ vɛɾmikulitɐ ɛ ɐ dɛjksɐ ɛ̃
-kontɐto kom ɐ solusɐ̃w̃ poɾ 24ɾs. 4-3-obtɛnsɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ modifikɐdɐ
-pɐɾɐ ɐ obtɛnsɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ kɐtionikɐ konvɛnsionɐl fɐz-sɛ nɛzɛʃsaɾio
-pɾɛpɐɾɐɾ ɐ fɐzɛ ɔlɛo ɛ ɐ fɐzɛ ɐkozɐ sɛpɐɾɐdɐmɛntɛ. somɛntɛ ɐo miʃtuɾɐɾ ɐs duɐʃ
-fɐzɛs e kʷɛ sɛ ɐdizionɐ o ɐʒɛntɛ modifikɐdoɾ. ɐ mɛtodoloʒiɐ dɛzɛnvolvidɐ pɐɾɐ ɐ
-obtɛnsɐ̃w̃ dɛʃtɐs fɐzɛs ɛ ɐ obtɛnsɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ sɛɾa dɛʃkɾitɐ ɐ sɛɡʷiɾ.
-4-3-1-obtɛnsɐ̃w̃ dɐ fɐzɛ ɔlɛo ɐ fɐzɛ ɐʃfɐlto e kompoʃtɐ do ɐʃfɐlto (kɐp 50-70) ɛ
-do solvɛntɛ. pɐɾɐ pɾɛpɐɾɐɾ ɐ fɐzɛ ɐʃfɐlto, e nɛzɛʃsaɾio ɐkʷɛzɛɾ o ɐʃfɐlto ɐ umɐ
-tɛmpɛɾɐtuɾɐ dɛ 120 °k ɛ mɐnte-lo no ɛʃtɐdo likʷido pɐɾɐ fɐzilitɐɾ o pɾozɛʃso dɛ
-ɛmulsifikɐsɐ̃w̃, ʒa kʷɛ o mɛʃmo, nɐ tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ, ɐpʁɛzɛntɐ konsiʃtensiɐ
-sɛmiʃsɔlidɐ. o kɐp 50-70 sɛɾa utilizɐdo nɛʃtɛ tɾɐbɐlo nɐ pɾopoɾsɐ̃w̃ maʃsikɐ dɛ
-50%. ɛm sɛɡʷidɐ, sɛɾa ɐdizionɐdo o solvɛntɛ ɐo ɐʃfɐlto (kʷɛɾozɛnɛ – 20%), ɛ ɐ
-miʃtuɾɐ sɛɾa ɐʒitɐdɐ ɐte kʷɛ okoʁɐ ɐ omoʒɛnɛjzɐsɐ̃w̃. 4-3-2-obtɛnsɐ̃w̃ dɐ fɐzɛ
-ɐkozɐ ɐ fɐzɛ ɐkozɐ e kompoʃtɐ dɛ aɡɐ, ɛmulsifikɐntɛ (tɛnsowɐtivo), azido ɛ
-ɐditivo. pɐɾɐ pɾɛpɐɾɐɾ ɛʃtɐ fɐzɛ , sɛɾɐ̃w̃ ɐdizionɐdos a aɡɐ ( 26,4 % ) o
-ɛmulsifikɐntɛ ( 3 % ) , o azido ( 0,3 % ) ɛ o ɐditivo ( 0,3 % ) ɛ , ɛm sɛɡʷidɐ ɐ
-solusɐ̃w̃ ɐkozɐ sɛɾa ɐkʷɛzidɐ ɛm umɐ kɐpɐ ɐkʷɛzɛdoɾɐ ( 60 °k). 4-3-3-obtɛnsɐ̃w̃ dɐ
-ɛmulsɐ̃w̃ ɐʃfaltikɐ modifikɐdɐ sɛɡndo sɐntɐnɐ (1993), pɐɾɐ ɛmulsifikɐɾ o simɛnto
-ɐʃfaltiko dɛ pɛtʁɔlɛo dɛvɛ-sɛ dividi-lo ɛm pɐɾtikulɐs mujto pɛkʷɛnɐs ɛ
-ɛnvolve-lɐs kom um ɐʒɛntɛ ɛmulsifikɐntɛ, dɛ modo ɐ impɛdiɾ ɐ uniɐ̃w̃ dɛʃsɐʃ
-pɐɾtikulɐs diʃpɛɾsɐs nɐ fɐzɛ ɐkozɐ, owu sɛʒɐ, ɐ ɾuptuɾɐ pɾɛmɐtuɾɐ dɐ ɛmulsɐ̃w̃
-ɐʃfaltikɐ. o ɛkʷipɐmɛnto majs ɐdɛkɐdo pɐɾɐ ɐ pɾodusɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ e o
-mowino kolowidɐl. sɛɡndo ɐɾlɐn (2002) o mowino kolowidɐl dividɛ o ɐʃfɐlto ɛ̃
-ɡlɔbulos kom tɐmɐno dɛ ɐpʁoksimɐdɐmɛntɛ 0,025 ɐ 0,125 mm. nɛʃtɐ ɛtɐpɐ, ɐs fɐzɛʃ
-ɐntɛɾioɾmɛntɛ dɛzɛnvolvidɐs sɛɾɐ̃w̃ ɐdizionɐdɐs ɐo mowino kolowidɐl, kõ
-tɛmpɛɾɐtuɾɐ dɛ 95ok ɛ, ɐpɔs 5 minutos dɛ ɛmulsifikɐsɐ̃w̃, ɐdizionɐ-sɛ o ɐʒɛntɛ
-modifikɐdoɾ, ɛm pɾopoɾsõj̃s maʃsikɐs dɛ 1% ɛ 4% ɛm ɾɛlɐsɐ̃w̃ ɐ kɐntidɐdɛ dɛ kɐp nɐ
-ɛmulsɐ̃w̃. ɐs pɾopoɾsõj̃s maʃsikɐs difɛɾɛntɛs ɛ os difɛɾɛntɛs tipos dɛ tɾɐtɐmɛnto
-do ɐʒɛntɛ modifikɐdoɾ sɐ̃w̃ ɐplikɐdos pɐɾɐ ɐvɐliɐɾ ɐs pɾopʁiɛdɐdɛs fizikɐs dɐʃ
-ɛmulsõj̃s. 4-4-kɐɾɐktɛɾizɐsɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ modifikɐdɐ pɐɾɐ kɐɾɐktɛɾizɐɾ
-ɐs ɛmulsõj̃s ɐʃfaltikɐs, podɛ-sɛ ɾɛɐlizɐɾ ɛnsɐjos kom ɐ ɛmulsɐ̃w̃ ɛ, tɐmbem, kom o
-ʁɛziduo ɾɛzultɐntɛ dɐ ɛvɐpoɾɐsɐ̃w̃ dɐ aɡɐ owu aɡɐ ɛ solvɛntɛ. sɛɡndo ʒɐmɛʃ
-(2006), ɐs ɐnalizɛs kom ɛmulsõj̃s podɛm sɛɾ divididɐs ɛm tɾes ɡɾupos: (1) os kʷɛ
-ɐnɐlizɐm ɐs pɾopʁiɛdɐdɛs dɐ ɛmulsɐ̃w̃ (komo, poɾ ɛksɛmplo: tɛoɾ dɛ ɾɛziduo,
-viʃkozidɐdɛ, ɛʃtɐbilidɐdɛ ɐo ɐɾmɐzɛnɐmɛnto, ɾɛziduo dɛ pɛnɛjɾɐmɛnto); (2) ɐʃ
-ɐnalizɛs kʷɛ klɐʃsifikɐm ɐ ɛmulsɐ̃w̃ ɛm kʷɛbʁɐ ɾapidɐ, mediɐ owu lɛntɐ (komo, poɾ
-ɛzɛmplo: dɛzɛmulsibilidɐdɛ, tɛʃtɛs dɛ miʃtuɾɐ kom simɛnto ɛ tɛʃtɛs dɛ ɐdɛzɐ̃w̃); ɛ
-(3) ɐs ɐnalizɛs sobʁɛ o ɾɛziduo ɾɛkupɛɾɐdo pɛlɐ ɛvɐpoɾɐsɐ̃w̃ (tajs komo
-pɛnɛtʁɐsɐ̃w̃, duktilidɐdɛ ɛ ponto dɛ ɐmolɛzimɛnto). os ɛnsɐjos pɐɾɐ kɐɾɐktɛɾizɐsɐ̃w̃
-dɐs ɛmulsõj̃s ɐʃfaltikɐs konvɛnsionajs ɛ modifikɐdɐs ɾɛɐlizɐdos nɛʃtɐ pɛʃkʷizɐ
-kompɾɛɛndɛɾɐm: pɛnɛjɾɐmɛnto; viʃkozidɐdɛ sɐjbolt fuɾol; potɛnsiɐl idʁoʒɛnioniko
-(p); ɐdɛzividɐdɛ; sɛdimɛntɐsɐ̃w̃ ɛ ɾɛziduo ɐʃfaltiko poɾ ɛvɐpoɾɐsɐ̃w̃. o ɛnsɐjo dɛ
-pɛnɛjɾɐmɛnto sɛɾa ɾɛɐlizɐdo dɛ ɐkoɾdo kom ɐ ɐbnt 14393 (2006). ɛʃtɛ ɛnsɐjo tɛ̃
-komo obʒɛtivo dɛtɛɾminɐɾ ɐ poɾsɛntɐʒɛm, ɛm mɐʃsɐ, dɛ ɾɛziduo ɐʃfaltiko kʷɛ fikɐ
-ʁɛtido nɐ pɛnɛjɾɐ dɛ ɐbɛɾtuɾɐ 841µm, kɐndo umɐ ɐlikotɐ dɛ 1000 ɡ dɛ ɛmulsɐ̃w̃
-ɐʃfaltikɐ e vɛɾtidɐ nɛʃtɐ pɛnɛjɾɐ. ɛʃtɛ ɛnsɐjo tɛm komo obʒɛtivo dɛtɛɾminɐɾ ɐ
-konsiʃtensiɐ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ, ɐtʁɐves do tɛmpo, ɛm sɛɡndos, nɛzɛʃsaɾio
-pɐɾɐ ɛʃkowɐɾ 60 ɐ viʃkozidɐdɛ sɐjbolt-fuɾol e um metodo ɛmpiɾiko ondɛ ɐ unidɐdɛ e
-ɛspɾɛʃsɐ ɛm sɛɡndo sɐjbolt-fuɾol (sf) ɛ ɐs tɛmpɛɾɐtuɾɐs indikɐdɐs, pɛlɐ noɾmɐ
-sitɐdɐ, pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛʃtɛ ɛnsɐjo, kom ɛmulsɐ̃w̃ ɐʃfaltikɐ, sɐ̃w̃ ɐ 25 ɛ 50 °k.
-ɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ e ɐʒitɐdɐ ɛ tɾɐnsfɛɾidɐ pɐɾɐ um bekʷɛɾ, dɛvɛndo fikɐɾ ɛ̃
-bɐno-mɐɾiɐ ɐte ɐtinʒiɾ ɐ tɛmpɛɾɐtuɾɐ dɛ 52 °k. ɐpɔs iʃso, ɐ ɛmulsɐ̃w̃ e
-tɾɐnsfɛɾidɐ pɐɾɐ o viʃkozimɛtʁo, vɛɾifikɐndo-sɛ ɐ ɛʃtɐbilidɐdɛ dɐ tɛmpɛɾɐtuɾɐ no
-ɐpɐɾɛlo. ɛm sɛkʷɛnsiɐ, ɾɛtiɾɐ-sɛ ɐ ɾolɐ do oɾifizio fuɾol, ɐzionɐndo-sɛ ɐo
-mɛʃmo tɛmpo o kɾonomɛtʁo, sɛndo ɐ viʃkozidɐdɛ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ dɐdɐ pɛlo
-tɛmpo dɛ ɛʃkowɐmɛnto ɛm flukso kontinuo, ɾɛʒiʃtɾɐdo ɛm sɛɡndos. nɛʃtɐ pɛʃkʷizɐ,
-os ɛnsɐjos foɾɐm ɾɛɐlizɐdos ɐ 50°k ɛ o ɛkʷipɐmɛnto utilizɐdo fowi um viʃkozimɛtʁo
-sɐjbolt-fuɾol pɐvitɛʃt novus n480d. o ɛnsɐjo dɛ p sɛɾa ɾɛɐlizɐdo dɛ ɐkoɾdo kõ
-ɐ ɐbnt nbɾ 6299 (2005). ɛʃtɛ ɛnsɐjo tɛm poɾ obʒɛtivo dɛtɛɾminɐɾ o p dɐʃ
-ɛmulsõj̃s ɐʃfaltikɐs. konfoɾmɛ ɐ noɾmɐ, ɛʃtɛ ɛnsɐjo podɛ sɛɾ ɾɛɐlizɐdo ɛntɾɛ 20 ɛ
-30 °k. o ɛkʷipɐmɛnto indikɐdo pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛʃtɛ ɛnsɐjo e um potɛnsiomɛtʁo
-kom ɛlɛtʁodos dɛ ɾɛfɛɾensiɐ, dɛ vidʁo, do tipo plɐtinɐ/kɐlomɛlɐno/solusɐ̃w̃ ɐkozɐ
-sɐtuɾɐdɐ dɛ kkl, poʃsibilitɐndo lɛjtuɾɐ dɛ p dɛ 1 ɐ 14. o potɛnsiomɛtʁo
-utilizɐdo nɐ pɛʃkʷizɐ fowi o tɛk -3mp-tɛknɐl. 4-4-4-ɐdɛzividɐdɛ o ɛnsɐjo dɛ
-ɐdɛzividɐdɛ fowi ɾɛɐlizɐdo dɛ ɐkoɾdo kom ɐ ɐbnt nbɾ 6300 (2009). ɛʃtɛ ɛnsɐjo tɛ̃
-komo obʒɛtivo dɛtɛɾminɐɾ ɐ ɾɛziʃtensiɐ a aɡɐ (ɐdɛzividɐdɛ) do ɐʃfɐlto ɾɛziduɐl,
-pɾovɛniɛntɛ dɐ ɾuptuɾɐ dɐs ɛmulsõj̃s ɐʃfaltikɐs kɐtionikɐs ɐplikɐdɐs sobʁɛ
-ɐɡʁɛɡɐdos ɡɾaẃdos. o ɾɛzultɐdo e obtido ɐtʁɐves dɐ ɐnalizɛ vizuɐl do ɐɡʁɛɡɐdo,
-ɛʃtimɐndo-sɛ ɐ poɾsɛntɐʒɛm dɐ aɾɛɐ kʷɛ sɛ mɐntɛvɛ ɾɛkobɛɾtɐ kom ɐ pɛlikulɐ
-ɐʃfaltikɐ ɐpɔs o ɛnsɐjo. o ɛnsɐjo dɛ sɛdimɛntɐsɐ̃w̃ sɛɾa ɾɛɐlizɐdo dɛ ɐkoɾdo kom ɐ
-ɐbnt nbɾ 6570 (2000). ɛʃtɛ ɛnsɐjo tɛm komo obʒɛtivo vɛɾifikɐɾ ɐ suʃsɛptibilidɐdɛ
-dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ kɐnto ɐ sɛdimɛntɐsɐ̃w̃, vɛɾifikɐndo sɛ ɐ ɛmulsɐ̃w̃ ɐpʁɛzɛntɐ
-ɛʃtɐbilidɐdɛ kɐnto ɐ ɛʃtokɐʒɛm (nɐ̃w̃ ɐvɛɾ sɛpɐɾɐsɐ̃w̃ dɐs fɐzɛs konstitujntɛs).
-umɐ ɐmoʃtɾɐ dɛ ɛmulsɐ̃w̃ ɐʃfaltikɐ e kolokɐdɐ ɛm umɐ pɾovɛtɐ ɛʃpɛziɐl (kõ
-ɐbɛɾtuɾɐ lɐtɛɾɐl no fundo ɛ no topo) ɛ, ɐpɔs sinko diɐs, sɐ̃w̃ dɛtɛɾminɐdos oʃ
-ʁɛziduos ɐʃfaltikos dɛ poɾsõj̃s dɐ ɐmoʃtɾɐ ɾɛtiɾɐdɐs do topo ɛ do fundo dɐ
-pɾovɛtɐ. 4-4-6-ɾɛziduo poɾ ɛvɐpoɾɐsɐ̃w̃ o ɛnsɐjo dɛ ɾɛziduo poɾ ɛvɐpoɾɐsɐ̃w̃ sɛɾa
-ʁɛɐlizɐdo dɛ ɐkoɾdo kom ɐ ɐbnt nbɾ 14376 (2007). ɛʃtɛ ɛnsɐjo tɛm poɾ obʒɛtivo
-dɛtɛɾminɐɾ ɐ kɐntidɐdɛ dɛ liɡɐntɛ ɐʃfaltiko kontido ɛm ɛmulsõj̃s ɐʃfaltikɐs. ɐ
-ɛmulsɐ̃w̃ e ɐkʷɛzidɐ, dɛ foɾmɐ bɾɐndɐ ɛ kom ɐʒitɐsɐ̃w̃ kontinuɐ ɐ fim dɛ ɛvitɐɾ ɐ
-okoʁensiɐ dɛ ɾɛʃpinɡos, ɐte ɐ totɐl ɛvɐpoɾɐsɐ̃w̃ dɐ aɡɐ owu dɐ aɡɐ ɛ solvɛntɛ. o
-ɛnsɐjo dɛvɛ sɛɾ intɛʁompido no momɛnto ɛm kʷɛ ɛʃtɐ fɐzɛ pɐʃtozɐ sɛ tɾɐnsfoɾmɐ
-ɛm um flujdo dɛ supɛɾfiziɛ ɛʃpɛlɐdɐ, konstituj́do pɛlo ɾɛziduo ɐʃfaltiko, ɛ, ɛ̃
-sɛɡʷidɐ, ɐ ɐmoʃtɾɐ dɛvɛ sɛɾ pɛzɐdɐ. diʃkuʃsɐ̃w̃ 5-ɾɛzultɐdos ɛ diʃkuʃsɐ̃w̃ nɛʃtɐ
-sɛsɐ̃w̃, sɐ̃w̃ ɐpʁɛzɛntɐdos ɛ diʃkutidos os ɾɛzultɐdos ɾɛfɛɾɛntɛs a kɐɾɐktɛɾizɐsɐ̃w̃
-dɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs kom vɛɾmikulitɐ, nɐnomɐtɛɾiɐl utilizɐdo komo
-ɐʒɛntɛ modifikɐdoɾ. foɾɐm dɛzɛnvolvidos sɛjs ɛmulsõj̃s, vɐɾiɐndo-sɛ o tipo ɛ
-kɐntidɐdɛ dɛ vɛɾmikulitɐ utilizɐdɐ nɐ kompozisɐ̃w̃ dɐ ɛmulsɐ̃w̃, kom o intujto dɛ
-ɛnkontɾɐɾ, ɐtʁɐves dɐ ɐnalizɛ dɛ ɾɛzultɐdos dɐ kɐɾɐktɛɾizɐsɐ̃w̃, ɐ ɛmulsɐ̃w̃ majʃ
-pɐdʁɐ̃w̃ dɛ ɐkoɾdo kom os ɾɛkʷizitos ɛksiʒidos pɛlɐ noɾmɐ (dnɛɾ-ɛm-369/97). ɐpɔs ɐ
-obtɛnsɐ̃w̃ dɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs, foɾɐm fɛjtos os ɛnsɐjos dɛ
-kɐɾɐktɛɾizɐsɐ̃w̃. dɛvido a fɐltɐ dɛ umɐ ɛʃpɛzifikɐsɐ̃w̃ teknikɐ pɐɾɐ ɛmulsõj̃ʃ
-modifikɐdɐs kom os ɾɛziduos utilizɐdos nɛʃtɛ tɾɐbɐlo, ɐs pɾopʁiɛdɐdɛs fizikɐʃ
-dɐs ɛmulsõj̃s modifikɐdɐs foɾɐm ɐnɐlizɐdɐs tɛndo komo pɐɾamɛtʁo ɐ ɛʃpɛzifikɐsɐ̃w̃
-pɐɾɐ ɛmulsõj̃s ɐʃfaltikɐs kɐtionikɐs (dnɛɾ-ɛm 369/97). 5-1-kɐɾɐktɛɾizɐsɐ̃w̃ dɐ
-ɛmulsɐ̃w̃ ɐʃfaltikɐ modifikɐdɐ nɛʃtɐ ɛtɐpɐ, foɾɐm ɾɛɐlizɐdos os ɛnsɐjos dɛ
-kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs. ɐ tɐbɛlɐ 01 ɐpʁɛzɛntɐ ɐ
-kompozisɐ̃w̃ dɛtɐlɐdɐ dɐs ɛmulsõj̃s ɛ ɐ tɐbɛlɐ 02 ɐpʁɛzɛntɐ os ɾɛzultɐdos obtidoʃ
-kom os ɛnsɐjos dɛ kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɛmulsõj̃s. tɐbɛlɐ 01-kompozisɐ̃w̃ dɐs ɛmulsõj̃ʃ
-ɐs pɾopʁiɛdɐdɛs fizikɐs dɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs kom ɐ vɛɾmikulitɐ,
-konfoɾmɛ ɐ tɐbɛlɐ 02, sɛɾɐ̃w̃ ɐnɐlizɐdɐs ɐ sɛɡʷiɾ. 5-2-pɛnɛjɾɐmɛnto obsɛɾvɐ-sɛ kʷɛ
-ɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs kom vɛɾmikulitɐ nɐ̃w̃ ɐpʁɛzɛntɐɾɐm pɐɾtikulɐʃ
-ʁɛtidɐs nɐ pɛnɛjɾɐ ɐʃtm 20, moʃtɾɐndo ɐ ɛfiziensiɐ do pɾozɛʃso dɛ mowɐʒɛ̃
-ʁɛɐlizɐdo no mowino kolowidɐl duɾɐntɛ ɐ obtɛnsɐ̃w̃ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ. ɛʃsɛ
-pɐɾamɛtʁo e impoɾtɐntɛ pɐɾɐ foɾnɛzɛɾ indikɐsõj̃s kɐnto ɐ ɛʃtɐbilidɐdɛ ɛ
-kɐlidɐdɛ dɐ ɛmulsɐ̃w̃, tɛndo ɛm viʃtɐ kʷɛ pɐɾtikulɐs mɛnoɾɛs ɐpʁɛzɛntɐm mɐjoɾɛʃ
-ʁɛziʃtensiɐs ɐ flokulɐsɐ̃w̃, kowɐlɛʃsensiɐ ɛ, konsɛkʷɛntɛmɛntɛ, sɛdimɛntɐsɐ̃w̃.
-owutʁos ɛnsɐjos sɐ̃w̃ ɾɛɐlizɐdos pɐɾɐ kɐɾɐktɛɾizɐɾ ɐ ɾuptuɾɐ dɐ ɛmulsɐ̃w̃. dɛ ɐkoɾdo
-kom ɐ tɐbɛlɐ 02, obsɛɾvɐ-sɛ kʷɛ ɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs kõ
-vɛɾmikulitɐ ɐpʁɛzɛntɐm p no intɛɾvɐlo dɛ 1,98 ɐ 2,38, kom vɐloɾɛs pɾɔksimos ɐo
-p dɐs ɛmulsõj̃s ɐʃfaltikɐs konvɛnsionajs. dɛ ɐkoɾdo kom bawnɡɐɾdnɛɾ (2006), ɐʃ
-ɛmulsõj̃s ɐʃfaltikɐs kɐtionikɐs dɛvɛm ɐpʁɛzɛntɐɾ p nɐ fajksɐ dɛ 1 ɐ 7, majʃ
-ɛʃpɛzifikɐmɛntɛ ɛntɾɛ 2 ɐ 4. dɛ ɐkoɾdo kom ɛʃtɛ mɛʃmo awtoɾ, ɐ dozɐʒɛm dɛ azido
-ɐdizionɐdo ɐ ɛmulsɐ̃w̃ e o fɐtoɾ dɛtɛɾminɐntɛ no vɐloɾ finɐl do p dɐ ɛmulsɐ̃w̃.
-5-4-ɾɛziduo ɐʃfaltiko poɾ ɛvɐpoɾɐsɐ̃w̃ ɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐʃ
-ɐpʁɛzɛntɐɾɐm kompoɾtɐmɛnto sɛmɛlɐntɛ ɐo dɐs ɛmulsõj̃s ɐʃfaltikɐs konvɛnsionajs,
-owu sɛʒɐ, os vɐloɾɛs dos ɾɛziduos ɐʃfaltikos obtidos foɾɐm supɛɾioɾɛs ɐo tɛoɾ dɛ
-ɐʃfɐlto ɐdizionɐdo. ɐtʁibuj-sɛ ɛʃtɛ awmɛnto no pɛɾsɛntuɐl dɛ ɾɛziduo poɾ
-ɛvɐpoɾɐsɐ̃w̃, kɐndo kompɐɾɐdo a mɐʃsɐ iniziɐl dɛ ɐʃfɐlto utilizɐdo, ɐ tɾɐsos do
-nɐnomɐtɛɾiɐl, do solvɛntɛ, do ɛmulsifikɐntɛ owu do ɐditivo kʷɛ podɛm tɛɾ
-pɛɾmɐnɛzido nɐ ɐmoʃtɾɐ. dɛ ɐkoɾdo kom sɐfii ɛt ɐl. (2011), kom bɐzɛ no
-“tɾɐnspoɾtɐtion ɾɛzɛɐɾk bowɐɾd”, o pɾinsipɐl pɾopɔzito do pɾozɛʃso dɛ
-ʁɛkupɛɾɐsɐ̃w̃ do ɾɛziduo ɐʃfaltiko e dɛtɛɾminɐɾ ɐ kɐntidɐdɛ dɛ fɐzɛ nɐ̃w̃ ɐkozɐ nɐ
-ɛmulsɐ̃w̃ ɛ obtɛɾ o ɾɛziduo ɐʃfaltiko pɐɾɐ owutʁos tɛʃtɛs. ɛm ʒɛɾɐl, ɐs teknikɐs dɛ
-ʁɛkupɛɾɐsɐ̃w̃ do ɾɛziduo sɐ̃w̃ bɐzɛɐdɐs nɐ dɛʃtilɐsɐ̃w̃ owu ɛvɐpoɾɐsɐ̃w̃. ɛʃtɛs awtoɾɛʃ
-vɛɾifikɐɾɐm os pɾotokolos utilizɐdos pɛlos ɛʃtɐdos unidos ɛ divɛɾsos paj́zɛs dɐ
-ewɾopɐ pɐɾɐ ɾɛɐlizɐsɐ̃w̃ dɛʃtɛ ɛnsɐjo. ɐ awzensiɐ dɛ um uniko pɾotokolo tɛm lɛvɐdo
-ɐ ɐplikɐsɐ̃w̃ dɛ vaɾiɐs teknikɐs, ɛ ɛʃtɐs teknikɐs podɛm ɐltɛɾɐɾ ɐs pɾopʁiɛdɐdɛʃ
-ʁɛolɔʒikɐs do ɐʃfɐlto ɾɛkupɛɾɐdo, tɛndo ɛm viʃtɐ vɐɾiɐsõj̃s nɐ tɛmpɛɾɐtuɾɐ do
-ɛnsɐjo, kʷɛ podɛ modifikɐɾ ɐ moɾfoloʒiɐ do polimɛɾo ɐdizionɐdo ɛ,
-konsɛkʷɛntɛmɛntɛ, dɐ ɾɛdɛ polimeɾikɐ ɛksiʃtɛntɛ nɐ ɛmulsɐ̃w̃. dɛ ɐkoɾdo kom ɛʃtɛʃ
-awtoɾɛs ɐs ɐltɐs tɛmpɛɾɐtuɾɐs utilizɐdɐs pɐɾɐ obtɛɾ o ɾɛziduo nɐ̃w̃ ɾɛpʁɛzɛntɐm ɐʃ
-ʁɛajs tɛmpɛɾɐtuɾɐs kɐndo ɐ ɛmulsɐ̃w̃ e ɐplikɐdɐ no kɐmpo. 5-5-viʃkozidɐdɛ sɐjbolt
-fuɾol nɐ litɛɾɐtuɾɐ, notɐ-sɛ kʷɛ ɐ viʃkozidɐdɛ dɐ ɛmulsɐ̃w̃ ɐʃfaltikɐ tɛndɛ ɐ
-awmɛntɐɾ dɛ ɐkoɾdo kom o awmɛnto dɐ intɛɾɐsɐ̃w̃ do nɐnomɐtɛɾiɐl owu polimɛɾo kom o
-ɐʃfɐlto ɛ dɛ ɐkoɾdo kom o awmɛnto dɐ kɐntidɐdɛ dɛ nɐnomɐtɛɾiɐl owu polimɛɾo
-insɛɾidɐ nɐ ɛmulsɐ̃w̃. ɛm ɾɛlɐsɐ̃w̃ ɐ kɐntidɐdɛ dɛ vɛɾmikulitɐ insɛɾidɐ nɐ ɛmulsɐ̃w̃,
-kɐnto mɐjoɾ ɐ kɐntidɐdɛ, mɐjoɾ sɛɾa ɐ omoʒɛnɛjdɐdɛ dɛʃsɐ ɛmulsɐ̃w̃. ɐ
-vɛɾmikulitɐ fikɐɾa, ɛntɐ̃w̃, majs bɛm diʃtɾibuj́dɐ nɐ mɐtʁiz dɐ ɛmulsɐ̃w̃. ɐvɛndo
-mɐjoɾ intɛɾɐsɐ̃w̃ poɾ sɐtuɾɐsɐ̃w̃, ɐ viʃkozidɐdɛ dɐ ɛmulsɐ̃w̃ tɛndɛ ɐ awmɛntɐɾ. no
-ɛntɐnto, ɛʃpɛɾɐvɐ-sɛ, dɛvido ɐos dɐdos ɛ infoɾmɐsõj̃s ɛnkontɾɐdos nɐ litɛɾɐtuɾɐ,
-kʷɛ o tɾɐtɐmɛnto dɐ vɛɾmikulitɐ kom ɐ solusɐ̃w̃ dɛ ɛmulsifikɐntɛ ɛ solusɐ̃w̃ dɛ
-ɛmulsifikɐntɛ ɛm mɛjo azido viɛʃsɛm ɐ awmɛntɐɾ ɐ intɛɾɐsɐ̃w̃ do nɐnomɐtɛɾiɐl kom o
-ɐʃfɐlto, mɐs, o obsɛɾvɐdo fowi umɐ diminujsɐ̃w̃ nɐ viʃkozidɐdɛ dɐs ɛmulsõj̃s kõ
-vɛɾmikulitɐ modifikɐdɐ. ɐkʁɛditɐ-sɛ kʷɛ, ɐo tɾɐtɐɾ ɐ vɛɾmikulitɐ kom solusɐ̃w̃ dɛ
-ɛmulsifikɐntɛ ɛ solusɐ̃w̃ dɛ ɛmulsifikɐntɛ ɛm mɛjo azido, nɐ̃w̃ sɔ owuvɛ ɐ ɛspɐnsɐ̃w̃
-do nɐnomɐtɛɾiɐl, mɐs tɐmbem ɐ dɛtɛɾioɾɐsɐ̃w̃ do mɛʃmo, impɛdindo ɐ foɾmɐsɐ̃w̃ dɛ umɐ
-ʁɛdɛ omoʒenɛɐ, diminujndo ɐ intɛɾɐsɐ̃w̃ nɐnomɐtɛɾiɐl-ɐʃfɐlto ɛ, konsɛk̈ɛntɛmɛntɛ,
-ɐ viʃkozidɐdɛ dɐs ɛmulsõj̃s. pɐɾɐ kompɾovɐɾ tɐl ipɔtɛzɛ, sɛɾiɐm nɛzɛʃsaɾioʃ
-ɛnsɐjos dɛ mɛv (mikʁoʃkopiɐ ɛlɛtʁonikɐ poɾ vɐʁɛduɾɐ), pɐɾɐ ɐvɛɾiɡɐɾ ɐ mudɐnsɐ
-nɐ ɛʃtɾutuɾɐ dɐ vɛɾmikulitɐ ɐpɔs ɐ suɐ modifikɐsɐ̃w̃. 5-6-sɛdimɛntɐsɐ̃w̃ pɐɾɐ ɐʃ
-ɛmulsõj̃s modifikɐdɐs kom vɛɾmikulitɐ, nɐ̃w̃ fowi poʃsivɛl dɛtɛɾminɐɾ ɐ
-sɛdimɛntɐsɐ̃w̃, powis os ɾɛziduos kɐlkulɐdos koʁɛʃpondɛntɛs ɐo fundo dɐ pɾovɛtɐ
-foɾɐm infɛɾioɾɛs ɐos ɾɛziduos kɐlkulɐdos no topo dɐ pɾovɛtɐ. ɐkʁɛditɐ-sɛ kʷɛ o
-tɛmpo dɛ ɛmulsifikɐsɐ̃w̃ nɐ̃w̃ tɛnɐ sido o bɐʃtɐntɛ pɐɾɐ omoʒɛnɛjzɐɾ ɐ miʃtuɾɐ
-100%, fɐzɛndo kom kʷɛ ɐ sɛdimɛntɐsɐ̃w̃ tɛnɐ sido foɾɐ do pɐdʁɐ̃w̃. ɐo ɾɛɐlizɐɾ
-ɛnsɐjos kom tɛmpo dɛ ɛmulsifikɐsɐ̃w̃ mɐjoɾ, o tɛʃtɛ fikowu ɛntɾɛ os pɐdʁõj̃ʃ
-ɛʃtɐbɛlɛzidos pɛlɐ noɾmɐ. ɐpɛzɐɾ dɛ tɛɾ okoʁido tɐl kompoɾtɐmɛnto, nɐ̃w̃ owuvɛ
-ɛfɛtivɐmɛntɛ sɛpɐɾɐsɐ̃w̃ ɛntɾɛ ɐs fɐzɛs ɔlɛo ɛ ɐkozɐ, ɛ sim ɐpɛnɐs ɐ konsɛntɾɐsɐ̃w̃
-dɛ tajs ɾɛziduos no topo dɐ pɾovɛtɐ. nɛʃtɛ tɾɐbɐlo, ɐ vɛɾmikulitɐ fowi
-ɐdizionɐdɐ duɾɐntɛ o pɾozɛʃso dɛ mowɐʒɛm dɐ ɛmulsɐ̃w̃. tɐl dɛzisɐ̃w̃ fowi bɐzɛɐdɐ nɐ
-nɐtuɾɛzɐ do nɐnomɐtɛɾiɐl. os ɾɛzultɐdos ɛspɛɾimɛntajs moʃt��ɐɾɐm kʷɛ ɐ
-vɛɾmikulitɐ, poɾ sɛɾ um nɐnomɐtɛɾiɐl tɛɾmoʁiʒido, kɐndo submɛtido ɐo
-ɐkʷɛzimɛnto nɐ̃w̃ ɾɛɐʒɛ kom o ɐʃfɐlto pɐɾɐ pɾoduziɾ umɐ mɐtʁiz omoʒenɛɐ.
-5-7-pɛnɛtʁɐsɐ̃w̃ dɛ ɐkoɾdo kom odɐ (2000), o kompoɾtɐmɛnto ɛʃpɛɾɐdo e kʷɛ ɐ ɐdisɐ̃w̃
-dɛ nɐnomɐtɛɾiajs toɾnɛ o liɡɐntɛ majs konsiʃtɛntɛ, ɾɛzultɐndo ɛm vɐloɾɛs majʃ
-bajksos dɛ pɛnɛtʁɐsɐ̃w̃, pɾopoɾsionɐlmɛntɛ ɐo tɛoɾ dɛ nɐnomɐtɛɾiɐl insɛɾido. dɛ
-ɐkoɾdo kom ɐ ɛʃpɛzifikɐsɐ̃w̃ teknikɐ (dnɛɾ-ɛm 369/97) ɐs ɛmulsõj̃s ɐʃfaltikɐʃ
-kɐtionikɐs dɛ ɾuptuɾɐ ɾapidɐ, mediɐ ɛ lɛntɐ dɛvɛm ɐpʁɛzɛntɐɾ pɛnɛtʁɐsɐ̃w̃ no
-intɛɾvɐlo dɛ 50 - 250 (1/10 mm). dɛ ɐkoɾdo kom os ɾɛzultɐdos ɐpʁɛzɛntɐdos nɐ
-tɐbɛlɐ 02, todos os vɐloɾɛs obtidos ɛnkontɾɐm-sɛ dɛntɾo dɐ fajksɐ ɛʃpɛzifikɐdɐ. o
-ɐʃfɐlto modifikɐdo, kɐndo utilizɐdo ɛm pɐvimɛntɐsɐ̃w̃, dɛvɛ foɾnɛzɛɾ ɐo pɐvimɛnto
-mɐjoɾ ɾiʒidɛz ɛ/owu ɛlɐʃtizidɐdɛ. ɐ diminujsɐ̃w̃ dɐ pɛnɛtʁɐsɐ̃w̃ e umɐ indikɐsɐ̃w̃ do
-awmɛnto dɐ ɾiʒidɛz. dɛvɛ-sɛ ɾɛʃsɐltɐɾ kʷɛ ɐ mɛtodoloʒiɐ utilizɐdɐ pɐɾɐ ɐ
-obtɛnsɐ̃w̃ dos ɾɛziduos ɐʃfaltikos obɛdɛzew ɾiɡoɾozɐmɛntɛ a noɾmɐ ɐbnt nbɾ 14376
-(2007), ɛnsɐjo ɛʃtɛ utilizɐdo ɛm kɐmpo pɐɾɐ dɛtɛɾminɐsɐ̃w̃ do ɾɛziduo ɐʃfaltiko.
-kɐpitulo 6 konkluzɐ̃w̃ 6-konkluzõj̃s nɛʃtɐ sɛsɐ̃w̃, sɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐs konkluzõj̃ʃ
-ʁɛlɐzionɐdɐs ɐo dɛzɛnvolvimɛnto dɐ pɛʃkʷizɐ. • o nɐnomɐtɛɾiɐl utilizɐdo pɐɾɐ
-obtɛnsɐ̃w̃ dɐs ɛmulsõj̃s ɐʃfaltikɐs modifikɐdɐs, ɐ vɛɾmikulitɐ, podɛ sɛɾ
-ɐdizionɐdo/inkoɾpoɾɐdo a ɛmulsɐ̃w̃. ɐkʁɛditɐ-sɛ, ɛntɐ̃w̃, kʷɛ o nɐnomɐtɛɾiɐl, ɐo sɛɾ
-tɾɐtɐdo, tɛnɐ sɛ dɛtɛɾioɾɐdo, okɐzionɐndo umɐ mɛnoɾ intɛɾɐsɐ̃w̃ kom o ɐʃfɐlto ɛ
-konsɛk̈ɛntɛ mɛnoɾ viʃkozidɐdɛ. biblioɡʁafikɐʃ
-
-1. - intɾodusɐ̃w̃ ɐ bɐziɐ do ɐɾɐɾipɛ e umɐ bɐziɐ intɛɾioɾ poli-iʃtɔɾikɐ do
-noɾdɛʃtɛ do bɾɐzil (fiɡʁɐ 1). o ɐɾkɐbowuso ɛʃtɾɐtiɡʁafiko dɛʃtɐ bɐziɐ e
-konstituj́do poɾ difɛɾɛntɛs sɛkʷensiɐs ɛʃtɾɐtiɡʁafikɐs, kʷɛ ɾɛʒiʃtɾɐm o
-pɾɛɛnkimɛnto dɛ bɐziɐs ʒɛɾɐdɐs ɛm ɐmbiɛntɛs tɛktonikos diʃtintos, tɾɐtɐndo-sɛ
-dɛ umɐ bɐziɐ kom ɛvolusɐ̃w̃ poliʒɛnetikɐ (ɐʃsinɛ 1992). o ɾɛʒiʃtɾo mɛzozowiko do
-ɐɾkɐbowuso ɛʃtɾɐtiɡʁafiko dɐ bɐziɐ do ɐɾɐɾipɛ mɐntem ɾɛlɐsɐ̃w̃ kom os ɛvɛntoʃ
-tɛktonikos ɛokʁɛtazɛos ɾɛlɐzionɐdos a fɾɐɡmɛntɐsɐ̃w̃ do ɡondwɐnɐ ɛ ɐbɛɾtuɾɐ do
-ɐtlantiko sul, no ʒuɾaʃsiko supɛɾioɾ / kɾɛtazɛo infɛɾioɾ (bɾito nɛvɛs 1990). o
-konʒunto mɛzozowiko ɛspõj̃ o ɾɛʒiʃtɾo do ɐptiɐno, kɐɾɐktɛɾizɐdo poɾ sɛdimɛntɐsɐ̃w̃
-pɾɛdominɐntɛmɛntɛ kontinɛntɐl, kom inkuɾsõj̃s mɐɾinɐs kʷɛ okoʁɛɾɐm duɾɐntɛ o
-finɐl dɐ fɐzɛ ɾiftɛ (diɐs 2005). tɐl ɐndɐɾ konsiʃtɛ num intɛɾvɐlo ɛʃtɾɐtiɡʁafiko
-kʷɛ kompɾɛɛndɛ um siklo tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo ɐʃsimetʁiko, ɛʃpɛzifikɐdo komo
-sɛkʷensiɐ pɔs-ɾiftɛ i poɾ ɐʃsinɛ (2007). ɐ unidɐdɛ ɾɛfɛɾɛntɛ ɐo ɐndɐɾ ɐlɐɡowɐʃ
-nɛʃtɐ bɐziɐ koʁɛʃpondɛ a foɾmɐsɐ̃w̃ sɐntɐnɐ, kʷɛ kontem os mɛmbɾos bɐɾbɐlɐ,
-kɾɐto, ipubi ɛ ɾomuɐldo. o mɛmbɾo ɾomuɐldo konsiʃtɛ no ultimo ɾɛʒiʃtɾo
-litowɛʃtɾɐtiɡʁafiko dɐ sɛkʷensiɐ pɔs-ɾiftɛ i ɛ mɐɾkɐ ɐs inkuɾsõj̃s mɐɾinɐs nɐ
-bɐziɐ do ɐɾɐɾipɛ (ɐʃsinɛ 2007). dɛntɾɛ ɐs ipɔtɛzɛs ɐte ɛntɐ̃w̃ poʃtulɐdɐs ɐzɛɾkɐ
-do ɐmbiɛntɛ dɛ sɛdimɛntɐsɐ̃w̃ pɐɾɐ ɛʃtɛ mɛmbɾo, a divɛɾʒɛntɛs opiniõj̃s ɛ duvidɐʃ
-kom ɾɛlɐsɐ̃w̃ a suɐ litowɛʃtɾɐtiɡʁɐfiɐ. iʃto sɛ dɛvɛ ɐo fɐto dɛ kʷɛ, dɛntɾɛ oʃ
-pɾinsipajs ɛʃtudos ɐte ɛntɐ̃w̃ ɾɛɐlizɐdos, a dɛʃtɐkʷɛ pɐɾɐ os ɐʃpɛktoʃ
-pɐlɛontolɔʒikos ɛm viɾtudɛ dɐs ɐmplɐs okoʁensiɐs dɛ fɔʃsɛjs do mɛmbɾo ɾomuɐldo.
-ɛm dɛkoʁensiɐ diʃto, a umɐ kɐɾensiɐ dɛ ɛʃtudos sɛdimɛntolɔʒikos ɛ
-ɛʃtɾɐtiɡʁafikos pɐɾɐ ɛʃtɐ unidɐdɛ. 2. - obʒɛtivos ɛʃtɛ tɾɐbɐlo dɛ konkluzɐ̃w̃ dɛ
-kuɾso – tkk obʒɛtivɐ kontɾibujɾ pɐɾɐ o ɛntɛndimɛnto ɐzɛɾkɐ dos pɾozɛʃsoʃ
-sɛdimɛntɐɾɛs ʒɛɾɐdoɾɛs dɐs faziɛs siliziklaʃtikɐs, kontɛmpoɾanɛos a dɛpozisɐ̃w̃ do
-mɛmbɾo ɾomuɐldo, vizɐndo ɐpʁimoɾɐɾ o konɛzimɛnto ɛ intɛɾpɾɛtɐsɐ̃w̃ dɐ
-ɛʃtɾɐtiɡʁɐfiɐ sɛkʷɛnsiɐl dɐ unidɐdɛ, ɛnfokɐndo ɐs supɛɾfiziɛs limitʁofɛs,
-sɛkʷensiɐs dɛpozisionajs ɛ os tɾɐtos dɛ siʃtɛmɐs kʷɛ ɐ kompõj̃m. 3. - lokɐlizɐsɐ̃w̃
-o ɛʃtudo fowi ɾɛɐlizɐdo no sɛtoɾ lɛʃtɛ dɐ bɐziɐ do ɐɾɐɾipɛ (fiɡʁɐ 2), noɾdɛʃtɛ
-do bɾɐzil, no ɛʃtɐdo do sɛɐɾa. ɐ aɾɛɐ ɛnɡlobɐ os munizipios dɛ ʒuɐzɛjɾo do
-noɾtɛ, kɾɐto, novɐ olindɐ, sɐntɐnɐ do kɐɾiɾi ɛ ʒɐɾdim. tɾes sɛsõj̃s kolunɐɾɛʃ
-foɾɐm lɛvɐntɐdɐs nɐ aɾɛɐ dɛ ɛʃtudo, dɛnominɐdɐs pɛdʁɐ bɾɐnkɐ, sitio ɾomuɐldo ɛ
-sobʁɐdino. ɐs sɛsõj̃s lokɐlizɐm-sɛ nɐs pɾoksimidɐdɛs dɐs sidɐdɛs sɛdɛ doʃ
-ʁɛfɛɾidos munizipios. ɐ sɛsɐ̃w̃ pɛdʁɐ bɾɐnkɐ ɛʃta lokɐlizɐdɐ nɐ minɐ pɛdʁɐ bɾɐnkɐ
-(minɛɾɐsɐ̃w̃ kɐvɛs s.ɐ.), ɐ sudowɛʃtɛ dɐ sidɐdɛ dɛ novɐ olindɐ (sɛ) (fiɡʁɐ 3), o
-ɐzɛʃso a sɛsɐ̃w̃ okoʁɛ pɛlɐ ɛʃtɾɐdɐ fɐɾiɐs bɾito, ɐ sudowɛʃtɛ dɛ novɐ olindɐ. ɐ
-sɛsɐ̃w̃ sitio ɾomuɐldo lokɐlizɐ-sɛ ɐ sudɛʃtɛ dɐ sidɐdɛ dɛ kɾɐto (sɛ), sɛndo kʷɛ o
-ɐzɛʃso sɛ da pɛlɐ ɾodoviɐ ɛʃtɐduɐl sɛ-386, ɛntɾɛ kɾɐto ɛ bɐɾbɐlɐ, nɐ lokɐlidɐdɛ
-sitio ɾomuɐldo (fiɡʁɐ 4). fiɡʁɐ 3. lokɐlizɐsɐ̃w̃ dɐ sɛsɐ̃w̃ pɛdʁɐ bɾɐnkɐ.
-kowoɾdɛnɐdɐs – ks: 420.598, j: 9.211.802, z: 572 m fiɡʁɐ 4. lokɐlizɐsɐ̃w̃ dɐ sɛsɐ̃w̃
-sitio ɾomuɐldo. ɐ sɛsɐ̃w̃ sobʁɐdino situɐ-sɛ ɐ lɛʃtɛ dɐ sidɐdɛ dɛ ʒɐɾdim (sɛ) ɛ o
-sew ɐzɛʃso sɛ da pɛlɐ ɾodoviɐ ɛʃtɐduɐl sɛ-390, kom sɛntido pɐɾɐ ɐ ɾodoviɐ pɐdʁɛ
-sizɛɾo - sɛ-153 (fiɡʁɐ 5). ɐ sɛsɐ̃w̃ fowi lɛvɐntɐdɐ ɐo lonɡo dɛ dɾɛnɐʒɛm nɐʃ
-pɾoksimidɐdɛs dɐ ɛnkoʃtɐ dɐ kɐpɐdɐ do ɐɾɐɾipɛ. fiɡʁɐ 5. lokɐlizɐsɐ̃w̃ dɐ sɛsɐ̃w̃
-sobʁɐdino. kowoɾdɛnɐdɐs – ks: 481.867, j: 9.163.174 4. - metodos ɛ mɛjos sɐ̃w̃
-ɐplikɐdos nɛʃtɛ tɾɐbɐlo teknikɐs ɛ metodos dɛ dɛʃkɾisɐ̃w̃ dɛ faziɛs ɛ ɐnalizɛ dɐ
-ɛʃtɾɐtiɡʁɐfiɐ dɛ sɛkʷensiɐs. pɐɾɐ iʃto foɾɐm ɾɛɐlizɐdɐs ɐ ɐnalizɛ
-ɛʃtɾɐtiɡʁafikɐ, dɛʃkɾisõj̃s dɛ faziɛs sɛdimɛntɐɾɛs ɛ lɛvɐntɐmɛnto dɛ
-sɛsõj̃s-kolunɐɾɛs vɛɾtikajs. 4.1. pɛʃkʷizɐ biblioɡʁafikɐ ɐs pɾimɛjɾɐs ɐtividɐdɛʃ
-dɛʃtɐ pɛʃkʷizɐ konsiʃtiɾɐm nɐ ɾɛvizɐ̃w̃ biblioɡʁafikɐ dɛtɐlɐdɐ dɛ todos oʃ
-tɾɐbɐlos siɛntifikos diʃponivɛjs ɐzɛɾkɐ dɐ kɐɾɐktɛɾizɐsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ,
-pɐlɛontolɔʒikɐ ɛ pɐlɛowɐmbiɛntɐl do mɛmbɾo ɾomuɐldo ɛ dɐ bɐziɐ do ɐɾɐɾipɛ. ɐʃ
-sitɐsõj̃s ɛ ɾɛfɛɾensiɐs ɐdotɐdɐs sɛɡʷɛm ɐs noɾmɐs dɛ ɾɛfɛɾensiɐs dɐ bɾɐziliɐ̃
-ʒowuɾnɐl of ʒɛoloʒj. 4.2. tɾɐbɐlos dɛ kɐmpo ɛʃtɐ ɛtɐpɐ konsiʃtiw no tɾɐtɐmɛnto ɛ
-ɐnalizɛ dɛ dɐdos dɛ supɛɾfiziɛ dɐ bɐziɐ do ɐɾɐɾipɛ ɛ ɐ dɛlimitɐsɐ̃w̃ dɐs aɾɛɐs ɐ
-sɛɾɛm invɛʃtiɡɐdɐs. umɐ kɐmpɐnɐ dɛ tɾɐbɐlo dɛ kɐmpo dɛ 10 diɐs fowi ɾɛɐlizɐdɐ
-no pɛɾiodo dɛ 04 ɐ 13 dɛ ʒulo dɛ 2013, vizɐndo ɛʃtudɐɾ ɛ lɛvɐntɐɾ dɐdos dɛ
-ɐfloɾɐmɛntos. ɐs sɛɡʷintɛs ɐtividɐdɛs foɾɐm dɛzɛnvolvidɐs no tɾɐbɐlo dɛ kɐmpo:
-ɐnalizɛ dɛ faziɛs sɛdimɛntɐɾɛs, lɛvɐntɐmɛnto dɛ pɐlɛokoʁɛntɛs ɛ dɛ
-sɛsõj̃s-kolunɐɾɛs. 4.2.1. ɐnalizɛ dɛ faziɛs sɛdimɛntɐɾɛs ɐ ɐnalizɛ dɛ faziɛs e ũ
-metodo fundɐmɛntɐl dɛ kɐɾɐktɛɾizɐsɐ̃w̃ dɛ ɾokɐ kom ɐtʁibutos litolɔʒikos, fizikoʃ
-ɛ biolɔʒikos sinɡlɐɾɛs ɛ diʃtintos dɐs dɛmajs. ɛʃtɛ metodo e komumɛntɛ ɐplikɐdo
-pɐɾɐ dɛʃkɾɛvɛɾ ɾokɐs sɛdimɛntɐɾɛs owu sɛdimɛntos obsɛɾvɐdos ɛm ɐfloɾɐmɛntos ɛ
-tɛʃtɛmunos dɛ sondɐʒɛm (kɐtunɛɐnu 2006). umɐ faziɛs sɛdimɛntɐɾ e um konʒunto dɛ
-ʁokɐs ʒɛnɛtikɐmɛntɛ ɾɛlɐzionɐdɐs, sɛndo kɐɾɐktɛɾizɐdɐ ɛ diʃtinɡʷidɐ dɐs dɛmajʃ
-pɛlɐ litoloʒiɐ, ɡɾɐnulomɛtʁiɐ, ɐʁɛdondɐmɛnto dos ɡɾɐ̃w̃s, ɡɾaw dɛ sɛlɛsɐ̃w̃,
-ɛʃtɾutuɾɐs sɛdimɛntɐɾɛs, ʒɛomɛtʁiɐ dos ɛʃtɾɐtos, fɔʃsɛjs ɛ koɾ ɛ, koʁɛʃpondɛ ɐo
-ʁɛʒiʃtɾo ʒɛolɔʒiko dos pɾozɛʃsos sɛdimɛntɐɾɛs (wɐlkɛɾ 1992). no ambito dɐ
-ɛʃtɾɐtiɡʁɐfiɐ dɛ sɛkʷensiɐs, o ɛʃtudo dɛ faziɛs sɛdimɛntɐɾɛs e pɐɾtikulɐɾmɛntɛ
-ʁɛlɛvɐntɛ pɐɾɐ o ɛntɛndimɛnto dɐs vɐɾiɐsõj̃s dos pɾozɛʃsos sɛdimɛntɐɾɛs ɐo lonɡo
-do tɛmpo, sobʁɛtudo ɛm ɾɛʃpoʃtɐ as flutuɐsõj̃s siklikɐs do nivɛl dɛ bɐzɛ doʃ
-ɐmbiɛntɛs dɛ sɛdimɛntɐsɐ̃w̃ (kɐtunɛɐnu 2006). ɛm viɾtudɛ diʃto, ɐ ɐnalizɛ
-fɐziolɔʒikɐ e umɐ fɛʁɐmɛntɐ indiʃpɛnsavɛl pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃ ɛ intɛɾpɾɛtɐsɐ̃w̃
-dos pɾozɛʃsos sɛdimɛntɐɾɛs dɐ unidɐdɛ ɛʃtudɐdɐ, foɾnɛzɛndo infoɾmɐsõj̃ʃ
-fundɐmɛntajs pɐɾɐ ɐ ɾɛkonstɾusɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ. pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃
-litolɔʒikɐ dɐs faziɛs sɛdimɛntɐɾɛs fowi utilizɐdɐ ɐ klɐʃsifikɐsɐ̃w̃ pɾopoʃtɐ poɾ
-miɐll (1978), kʷɛ koʁɛʃpondɛ ɐo kɔdiɡo dɛ idɛntifikɐsɐ̃w̃ dɛ faziɛs. ɐ
-dɛnominɐsɐ̃w̃ ɐdotɐdɐ nɛʃtɛ kɔdiɡo utilizɐ lɛtʁɐs ɛ inkluj duɐs pɐɾtɛs: ɐ pɾimɛjɾɐ
-lɛtʁɐ e ɛʃkɾitɐ ɛm mɐjuʃkulo ɛ koʁɛʃpondɛ a litoloʒiɐ ɛ, umɐ owu majs lɛtʁɐʃ
-sɛkundaɾiɐs sɐ̃w̃ ɛʃkɾitɐs ɛm minuʃkulo ɛ ɾɛfɛɾɛm-sɛ as ɛʃtɾutuɾɐ �� tɛstuɾɐ dɐʃ
-faziɛs. ɐ klɐʃsifikɐsɐ̃w̃ dos tɐmɐnos dɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs fowi ɐdotɐdɐ
-sɛɡndo o ɛʃkʷɛmɐ dɛ klɐʃsifikɐsɐ̃w̃ pɾopoʃto pɛlɐ sɛpm (soziɛtj foɾ sɛdimɛntɐɾj
-ʒɛoloʒj) - bɛdfoɾms ɐnd bɛddinɡ stɾuktuɾɛs ɾɛzɛɐɾk simpoziwm (modifikɐdo dɛ
-ɐʃlɛj 1990). ɛntɾɛtɐnto, novɐs faziɛs foɾɐm ɐdizionɐdɐs as ɾɛfɛɾidɐʃ
-klɐʃsifikɐsõj̃s, difɛɾɛntɛs dɐs ɛʃtɐbɛlɛzidɐs poɾ miɐll (1978). ɐ klɐʃsifikɐsɐ̃w̃
-ɐdotɐdɐ pɐɾɐ ɐs dɛmajs faziɛs sɛɡʷiw o kɾiteɾio ɐdotɐdo pɛlɐ univɛɾsidɐdɛ
-pɛtʁobʁɐs pɐɾɐ konvɛnsõj̃s dɛ dɛʃkɾisõj̃s sɛdimɛntolɔʒikɐs: ʒip= ʒipsitɐ ɛ kk=
-kokʷinɐ, kʷɛ ɐdmitɛ pɐɾɐ ɐs tɾes pɾimɛjɾɐs lɛtʁɐs koʁɛʃpondensiɐ kom ɐ
-litoloʒiɐ. ɐs mɛdidɐs dɛ pɐlɛokoʁɛntɛs foɾɐm ɐdkʷiɾidɐs duɾɐntɛ os tɾɐbɐlos dɛ
-kɐmpo poɾ konstituj́ɾɛm ɛlɛmɛnto impoɾtɐntɛ nɐ ɐnalizɛ dɛ faziɛs ɛ nɐ ɛvolusɐ̃w̃
-pɐlɛoʒɛoɡʁafikɐ dɛ bɐziɐs. ɛʃtɛ e um metodo ɛfikɐz ɛ fɾɛkʷɛntɛmɛntɛ utilizɐdo,
-powis foɾnɛzɛ dɐdos do ɾumo do supʁimɛnto sɛdimɛntɐɾ ɛ dɐ tɛndensiɐ dɛpozisionɐl
-dɐs unidɐdɛs litolɔʒikɐs. os lɛvɐntɐmɛntos dɛ pɐlɛokoʁɛntɛs foɾɐm ɾɛɐlizɐdos,
-sobʁɛtudo ɛm ɛʃtɾɐtos kɾuzɐdos, poɾ konstitujɾɛm ɐs pɾinsipajs ɛʃtɾutuɾɐʃ
-sɛdimɛntɐɾɛs indikɐtivɐs dɛ flukso. os dɐdos obtidos foɾɐm insɛɾidos no softwɐɾɛ
-ʁokkwoɾks® ɛ ɐnɐlizɐdos ɛʃtɐtiʃtikɐmɛntɛ, sɛndo ɐpʁɛzɛntɐdos ɛm sɛsõj̃s-kolunɐɾɛʃ
-sob ɐ foɾmɐ dɛ ɾozɛtɐs dɛ fɾɛkʷensiɐ, nɐs kajs sɐ̃w̃ indikɐdos o numɛɾo dɛ
-mɛdidɐs (n), ɐ mediɐ vɛtoɾiɐl (ks) ɛ o fɐtoɾ dɛ konsiʃtensiɐ (f.k), kʷɛ ɾɛflɛtɛ ɐ
-diʃpɛɾsɐ̃w̃ dɐs mɛdidɐs. ɐ diʃpɛɾsɐ̃w̃ dɐs mɛdidɐs ɾɛflɛtɛ nɐ̃w̃ somɛntɛ ɐ
-konfiɐbilidɐdɛ do vɛtoɾ ɾɛzultɐntɛ, komo tɐmbem ɐ diʃpɛɾsɐ̃w̃ oɾiʒinɐl inɛɾɛntɛ ɐo
-siʃtɛmɐ dɛpozisionɐl. os dɐdos dɛ kɐdɐ ɛʃtɐsɐ̃w̃ (ponto dɛ mɛdidɐs) foɾɐ̃
-ʁɛpʁɛzɛntɐdos ɡɾɐfikɐmɛntɛ ɛm klɐʃsɛs dɛ tɾintɐ ɡɾaws (30º) ɐ pɐɾtiɾ do ɾumo
-noɾtɛ, sɛndo ɐ somɐ dɛʃsɛs dɐdos konvɛɾtidɐ ɛm poɾsɛntɐʒɛm ɛ insɛɾidɐ ɛ̃
-iʃtoɡʁɐmɐs siɾkulɐɾɛs dɛ fɾɛkʷensiɐ (ɾozɛtɐs), kʷɛ ɛspɾɛʃsɐm ɐ diʃpɛɾsɐ̃w̃ doʃ
-vɐloɾɛs. ɐ dokumɛntɐsɐ̃w̃ fotoɡʁafikɐ fowi obtidɐ konkomitɐntɛ ɐo lɛvɐntɐmɛnto dɐʃ
-sɛsõj̃s kolunɐɾɛs. ɐ foto dokumɛntɐsɐ̃w̃ ɐbʁɐnʒew o ɾɛʒiʃtɾo dɐs faziɛʃ
-sɛdimɛntɐɾɛs ɛm difɛɾɛntɛs nivɛjs dɛ dɛtɐlɛ. ɐlem diʃso, pajnɛjs fotoɡʁafikoʃ
-foɾɐm montɐdos dɛ modo ɐ obtɛɾ imɐʒɛns majs ɐbʁɐnʒɛntɛs, iluʃtɾɐndo ɾɛlɐsõj̃ʃ
-lɐtɛɾajs ɛ vɛɾtikajs. 4.2.2. lɛvɐntɐmɛnto dɛ sɛsõj̃s ɛʃtɾɐtiɡʁafikɐs vɛɾtikajʃ
-tɾes sɛsõj̃s kolunɐɾɛs foɾɐm lɛvɐntɐdɐs nɐ ɛʃkɐlɐ dɛ dɛtɐlɛ 1:100. os pontoʃ
-sɛlɛzionɐdos nɛʃtɛ ɛʃtudo foɾɐm dɛfinidos kom bɐzɛ ɛm kɐtʁo pɾinsipajʃ
-kɾiteɾios: ɛspozisɐ̃w̃ dɐ unidɐdɛ dɛ ɛʃtudo, ɛʃtɐdo dɛ konsɛɾvɐsɐ̃w̃, ɐbʁɐnʒensiɐ ɛ̃
-aɾɛɐ ɛ ɐzɛʃsibilidɐdɛ. o kontɾolɛ ɛʃpɐziɐl ɛ dimɛnsionɐl dɐs sɛsõj̃s kolunɐɾɛʃ
-fowi fɛjto kom awksilio do ɡps (ɡlobɐl pozition sjʃtɛm). 4.3. tɾɐbɐlos dɛ
-lɐboɾɐtɔɾio os tɾɐbɐlos lɐboɾɐtoɾiajs foɾɐm dɛzɛnvolvidos no lɐboɾɐtɔɾio dɛ
-ɛʃtudos ɛʃtɾɐtiɡʁafikos do unɛʃpɛtʁo (sɛntɾo dɛ ʒɛoziensiɐs ɐplikɐdɐs ɐo
-pɛtʁɔlɛo) – dɐ unɛʃp, kampus ɾio klɐɾo. ɛʃtɛs tɾɐbɐlos konsiʃtiɾɐm no
-tɾɐtɐmɛnto dos dɐdos obtidos nɐ fɐzɛ dɛ ɐkʷizisɐ̃w̃ (tɾɐbɐlo dɛ kɐmpo). ɐs sɛsõj̃ʃ
-kolunɐɾɛs lɛvɐntɐdɐs ɛm kɐmpo foɾɐm ɛʃkɐnɛɐdɐs ɛ insɛɾidɐs no pɾoɡʁɐmɐ
-koɾɛldɾɐw® vɛɾsɐ̃w̃ 16, softwɐɾɛ utilizɐdo komo awksilio nɐ ɛditoɾɐsɐ̃w̃ ɛ dɛzɛno dɛ
-imɐʒɛns. o pɾozɛʃsɐmɛnto dos dɐdos konsiʃtiw nɐ ɾɛpʁɛzɛntɐsɐ̃w̃ diʒitɐl
-bidimɛnsionɐl dɐ suzɛʃsɐ̃w̃ vɛɾtikɐl dɛ faziɛs. ɐs kolunɐs diʒitɐlizɐdɐs sɛɡʷiɾɐ̃
-um lɐjowut kom pɐdʁɐ̃w̃ pɾe-dɛfinido ɛ foɾɐm konstɾuj́dɐs konfoɾmɛ os ɛlɛmɛntoʃ
-ɡɾafikos do pɾoɡʁɐmɐ. ɐpɔs iʃso, os vɐloɾɛs medios ɛ o numɛɾo dɛ mɛdidɐs do
-diɐɡʁɐmɐ obtido sɐ̃w̃ sɛlɛzionɐdos ɛ insɛɾidos ʒunto a ɾozɛtɐ. 4.4. ɐnalizɛ ɛ
-konsɛjtos dɐ ɛʃtɾɐtiɡʁɐfiɐ dɛ sɛkʷensiɐ os dɐdos ɛ infoɾmɐsõj̃s obtidos no
-dɛkoʁɛɾ do ɛʃtudo foɾɐm intɛɡʁɐdos ɛ intɛɾpɾɛtɐdos vizɐndo a konstɾusɐ̃w̃ ɛ
-ɛntɛndimɛnto dɐ sɛkʷensiɐ dɛpozisionɐl, kontidɐ nɐ supɛɾsɛkʷensiɐ pɔs-ɾiftɛ i,
-poɾ mɛjo dɐ ɐnalizɛ dɐ ɛʃtɾɐtiɡʁɐfiɐ dɛ sɛkʷensiɐs. sɛkʷensiɐ dɛpozisionɐl e
-dɛfinidɐ komo umɐ unidɐdɛ ɛʃtɾɐtiɡʁafikɐ kompoʃtɐ poɾ umɐ suzɛʃsɐ̃w̃ ɾɛlɐtivɐmɛntɛ
-konkoɾdɐntɛ dɛ ɛʃtɾɐtos ʒɛn��tikɐmɛntɛ ɾɛlɐzionɐdos, limitɐdɐ no topo ɛ nɐ bɐzɛ
-poɾ diʃkoɾdansiɐs ɛ konfoɾmidɐdɛs koʁɛlɐtɐs, sɛɡndo mitkum ʒɾ. ɛt ɐl. (1977).
-kɐndo komplɛtɐ, umɐ sɛkʷensiɐ dɛpozisionɐl konstituj um siklo
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo, mɐtɛɾiɐlizɐdo poɾ umɐ kunɐ dɛ faziɛs ɛm kuʒo apizɛ a
-umɐ supɛɾfiziɛ dɛ inundɐsɐ̃w̃ (owu tɾɐnsɡɾɛʃsɐ̃w̃ mɐɾinɐ) maksimɐ (sim) dɐ linɐ dɛ
-koʃtɐ ɛm diɾɛsɐ̃w̃ ɐo kontinɛntɛ (vɐn wɐɡonɛɾ ɛt ɐl. 1987). os limitɛs dɛ
-sɛkʷensiɐ dɛpozisionɐl sɐ̃w̃ dɐdos poɾ: 1) diʃkoɾdansiɐ nɐ boɾdɐ dɐ bɐziɐ, kõ
-ɛvidensiɐs dɛ ɛɾozɐ̃w̃ ɛ tɾunkɐmɛnto dɛ ɛʃtɾɐtos; 2) konfoɾmidɐdɛ koʁɛlɐtɐ no
-intɛɾioɾ dɐ bɐziɐ, sɛm ɛvidensiɐ dɛ iɐto dɛpozisionɐl; 3) iɐto
-nɐ̃w̃-dɛpozisionɐl no sɛntɾo dɐ bɐziɐ, kʷɛ podɛ okoʁɛɾ tɐnto ɛntɾɛ ɛʃtɾɐtoʃ
-lɛvɛmɛntɛ inklinɐdos dɐs klinofoɾmɐs ɛ ɐ supɛɾfiziɛ dɛpozisionɐl (downlɐp),
-kɐnto ɛntɾɛ ɛʃtɾɐtos konkoɾdɐntɛs nɐs poɾsõj̃s majs diʃtajs (pɐɾɐkonfoɾmidɐdɛ)
-(ɐʃsinɛ & pɛɾinotto 2001). ɐs supɛɾfiziɛs ɛʃtɾɐtiɡʁafikɐs mɐɾkɐm mudɐnsɐʃ
-siɡnifikɐtivɐs nos ɾɛʒimɛs dɛ sɛdimɛntɐsɐ̃w̃ ɛ sɐ̃w̃ impoɾtɐntɛs pɐɾɐ ɐ koʁɛlɐsɐ̃w̃
-ʁɛʒionɐl, bɛm komo pɐɾɐ ɐ kompɾɛɛnsɐ̃w̃ dɐ ɛvolusɐ̃w̃ dɛpozisionɐl do intɛɾvɐlo dɛ
-intɛɾɛʃsɛ. o ɛʃtudo dɛʃtɛs intɛɾvɐlos ɛʃtɾɐtiɡʁafikos nɐ̃w̃ podɛ, kontudo, sɛɾ
-izolɐdo dɐ ɐnalizɛ dɐs faziɛs, ʒa kʷɛ ɛʃtɐ ɐnalizɛ, mujtɐs vɛzɛs, foɾnɛzɛ oʃ
-kɾiteɾios diɐɡnɔʃtikos pɐɾɐ o ɾɛkonɛzimɛnto dɐkʷɛlɐs supɛɾfiziɛs limitɐntɛʃ
-(kɐtunɛɐnu 2006). umɐ sɛkʷensiɐ dɛpozisionɐl konstituj um siklo
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo dɛ 3ª oɾdɛm, kompoʃto dɛ divɛɾsos tɾɐtos dɛ siʃtɛmɐʃ
-dɛpozisionajs. um tɾɐto dɛ siʃtɛmɐs dɛpozisionajs fowi dɛfinido iniziɐlmɛntɛ komo
-um konʒunto nɐtuɾɐl dɛ siʃtɛmɐs dɛpozisionajs kontɛmpoɾanɛos ɛ intɛɾliɡɐdos,
-sɛɡndo bɾown & fiʃɛɾ (1977). o tɾɐto dɛ siʃtɛmɐs tɾɐnsɡɾɛʃsivo tɛm komo limitɛ
-infɛɾioɾ, supɛɾfiziɛs dɛ ɾɐvinɐmɛnto poɾ ondɐ, kʷɛ konstituɛm supɛɾfiziɛʃ
-tɾɐnsɡɾɛʃsivɐs. supɛɾfiziɛs dɛ ɾɐvinɐmɛnto sɐ̃w̃ supɛɾfiziɛs dɛ ɛɾozɐ̃w̃ mɐɾinɐ,
-foɾmɐdɐs pɛlɐ ɐsɐ̃w̃ dɛ ondɐs duɾɐntɛ tɾɐnsɡɾɛʃsõj̃s (vɐn wɐɡonɛɾ ɛt ɐl. 1987). no
-pɾozɛʃso dɛ ɾɐvinɐmɛnto okoʁɛ ʒowɛjɾɐmɛnto dos sɛdimɛntos do fundo dɛvido ɐ ɐsɐ̃w̃
-dɐs ondɐs, ɛʃpɛziɐlmɛntɛ ɐs dɛ tɛmpɛʃtɐdɛ. ɐ fɾɐsɐ̃w̃ ɡɾoʃsɐ dos sɛdimɛntoʃ
-ʁɛtʁɐbɐlɐdos e ɾɛdɛpozitɐdɐ sobʁɛ ɐ supɛɾfiziɛ dɛ ɾɐvinɐmɛnto, pɛɾmɐnɛzɛndo
-komo dɛpɔzitos ɾɛziduajs tɾɐnsɡɾɛʃsivos (tɾɐnsɡɾɛʃsivɛ lɐɡs). o tɾɐto dɛ
-siʃtɛmɐs tɾɐnsɡɾɛʃsivo e um intɛɾvɐlo dɛ ɡɾɐndɛs mudɐnsɐs fawniʃtikɐs ɛ dɛ
-ɛvɛntos dɛ ɛstinsɐ̃w̃. sew limitɛ supɛɾioɾ e dɛfinido pɛlɐ supɛɾfiziɛ dɛ inundɐsɐ̃w̃
-maksimɐ (vɐn wɐɡonɛɾ ɛt ɐl. 1987). os konsɛjtos ɛʃtɾɐtiɡʁafikos ɐpʁɛzɛntɐdoʃ
-awksiliɐɾɐm nɐ intɛɾpɾɛtɐsɐ̃w̃ dos dɐdos obtidos ɛ pɛɾmitiɾɐm ɐnɐlizɐɾ majʃ
-dɛtɐlɐdɐmɛntɛ o pɐdʁɐ̃w̃ dɛ ɛmpilɐmɛnto, ɐs supɛɾfiziɛs kɐvɛ ɛ os tɾɐtos dɛ
-siʃtɛmɐs kʷɛ kompõj̃m ɐ sɛkʷensiɐ dɛpozisionɐl do pɾɛzɛntɛ ɛʃtudo. 5. - ʒɛoloʒiɐ
-ʁɛʒionɐl 5.1. bɐziɐ do ɐɾɐɾipɛ ɐ bɐziɐ do ɐɾɐɾipɛ e umɐ bɐziɐ intɛɾioɾ,
-poliʒɛnetikɐ, dɛ foɾmɐ ɐlonɡɐdɐ, kom o mɐjoɾ ɛjkso nɐ diɾɛsɐ̃w̃ ɛ-w, kompɾɛɛndɛndo
-umɐ aɾɛɐ ɐpʁoksimɐdɐ dɛ 9.000 km² (ɐʃsinɛ 1992), sɛndo umɐ dɐs mɐjoɾɛs bɐziɐs do
-intɛɾioɾ do noɾdɛʃtɛ. duɾɐntɛ o ʒuɾaʃsiko supɛɾioɾ (uppɛɾ ʒuɾɐʃsik) ɛ o kɾɛtɐzɛo
-infɛɾioɾ (lowɛɾ kɾɛtɐzɛowus) iniziowu-sɛ ɐ foɾmɐsɐ̃w̃ dɐs bɐziɐs intɛɾioɾɛs do
-noɾdɛʃtɛ bɾɐzilɛjɾo, komo ɾɛzultɐdo dɐ sɛpɐɾɐsɐ̃w̃ dɐ ɐmeɾikɐ do sul ɛ afʁikɐ
-(mɐtos 1992). ɐ bɐziɐ do ɐɾɐɾipɛ e ɐ majs ɛstɛnsɐ dɐs bɐziɐs intɛɾioɾɛs do
-noɾdɛʃtɛ ɛ ɐ kʷɛ ɐpʁɛzɛntɐ, dɛntɾɛ todɐs, iʃtɔɾiɐ ʒɛolɔʒikɐ majs komplɛksɐ ɛ
-ɛmpilɐmɛnto ɛʃtɾɐtiɡʁafiko majs komplɛto (ɐʃsinɛ 2007), ɛʃtɐndo implɐntɐdɐ ɛ̃
-tɛʁɛnos pɾe-kɐmbɾiɐnos dɐ zonɐ tɾɐnsvɛɾsɐl dɐ pɾovinsiɐ boɾboɾɛmɐ (bɾito nɛvɛʃ
-ɛt ɐl. 2000), ɐ sul do linɛɐmɛnto dɛ pɐtos. sɛɡndo mɐtos (1992), ɐ zonɐ dɛ
-sizɐlɐmɛnto owu linɛɐmɛnto dɛ pɐtos tɛɾiɐ suɐ ɛstɾɛmidɐdɛ owɛʃtɛ tɛɾminɐdɐ ɛm umɐ
-seɾiɛ dɛ fɐlɐs kuɾvɐdɐs foɾmɐndo umɐ ʒɛomɛtʁiɐ siɡmowidɛ, ɛ kʷɛ duɾɐntɛ o
-kɾɛtazɛo infɛɾioɾ, umɐ diʃtɛnsɐ̃w̃ ʒɛɾɐl dɛ diɾɛsɐ̃w̃ nw-sɛ invɛɾtew ɐs fɐlɐʃ
-oɾiʒinɐlmɛntɛ tɾɐnspɾɛʃsionajs pɐɾɐ fɐlɐs noɾmajs, o kʷɛ ɾɛɐtivowu pɛkʷɛnoʃ
-sɛɡmɛntos d�� ɐntɛɾioɾ zonɐ dɛ sizɐlɐmɛnto, dɐndo komo oɾiʒɛm ɐs bɐziɐʃ
-intɛɾioɾɛs do noɾdɛʃtɛ bɾɐzilɛjɾo. nɐ iʃtɔɾiɐ ɛvolutivɐ dɐs bɐziɐs intɛɾioɾɛʃ
-do noɾdɛʃtɛ bɾɐzilɛjɾo, foɾɐm idɛntifikɐdos tɾes pɾinsipajs ɛʃtaʒios dɛ
-subsidensiɐ: o pɾimɛjɾo dɛlɛs, ɛʃtaʒio pɾe-ɾiftɛ, kɐɾɐktɛɾizɐ-sɛ poɾ subsidensiɐ
-ʁɛʒionɐl; o sɛɡndo, ɛʃtaʒio ɾiftɛ, ɾɛlɐzionɐdo ɐ fɾɐɡmɛntɐsɐ̃w̃; ɛ, finɐlmɛntɛ, o
-ɛʃtaʒio pɔs-ɾiftɛ kʷɛ ɾɛpʁɛzɛntowu o ɾɛtoɾno dɐs kondisõj̃s dɛ suɐvɛ subsidensiɐ
-ʁɛʒionɐl (mɐtos 1992). ɐ konsɛpsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ ɐtuɐl dɐ bɐziɐ fowi dɛlinɛɐdɐ
-nɐ dekɐdɐ dɛ 1980 ɛ konsolidɐdɐ nos tɾɐbɐlos dɛ pontɛ & ɐppi (1990), ɐʃsinɛ
-(1990) ɛ ɐɾaj (2006). ɐ konsɛpsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ utilizɐdɐ nɐ pɾɛzɛntɛ
-monoɡʁɐfiɐ ɛʃta ɛmbɐzɐdɐ nɐs ɐʃsɛɾsõj̃s fɛjtɐs nɐs ɾɛfɛɾidɐs obʁɐs, difɛɾindo
-ɐpɛnɐs nɐ tɛɾminoloʒiɐ ɛʃtɾɐtiɡʁafikɐ. sɛɡndo ɐʃsinɛ (2007), o ɐɾkɐbowuso
-ɛʃtɾɐtiɡʁafiko dɐ bɐziɐ do ɐɾɐɾipɛ konstituj-sɛ pɛlɐ supɛɾsɛkʷensiɐ pɾe-ɾiftɛ,
-supɛɾsɛkʷensiɐ ɾiftɛ ɛ supɛɾsɛkʷensiɐ pɔs-ɾiftɛ, sɛndo ɐ ultimɐ, subdivididɐ ɛ̃
-sɛkʷensiɐs pɔs-ɾiftɛ tajs sɛkʷensiɐs ɛʃtɾɐtiɡʁafikɐs sɐ̃w̃ limitɐdɐs poɾ
-diʃkoɾdansiɐs ɾɛʒionajs, kʷɛ ɾɛpʁɛzɛntɐm o ɾɛʒiʃtɾo fɾɐɡmɛntaɾio dɛ
-ɛmbɐziɐmɛntos ʒɛɾɐdos ɛm ɐmbiɛntɛs tɛktonikos diʃtintos (ɐʃsinɛ 2007). kɐdɐ
-sɛkʷensiɐ fowi foɾmɐdɐ num kontɛsto pɐlɛoʒɛoɡʁafiko difɛɾɛntɛ, intɛɡʁɐdo ɐ owutʁɐʃ
-bɐziɐs ɐdʒɐzɛntɛs. ɐ diʃtɾibujsɐ̃w̃ ʒɛoɡʁafikɐ oɾiʒinɐl dɛ kɐdɐ umɐ dɐs difɛɾɛntɛʃ
-sɛkʷensiɐs ɛɾɐ majs ɐmplɐ, sɛndo tɛʃtɛmunɐdo poɾ ɾɛmɐnɛʃsɛntɛs izolɐdos ɛ̃
-vaɾiɐs pɛkʷɛnɐs bɐziɐs situɐdɐs ɛntɾɛ os linɛɐmɛntos dɛ pɛɾnɐmbuko ɛ dɐ pɐɾaj́bɐ,
-ɛ nɐ bɐziɐ do ʒɐtoba (sɛʁɐ nɛɡʁɐ), ɐ sul do linɛɐmɛnto dɛ pɛɾnɐmbuko (ɐʃsinɛ
-2007). ɐ sɛkʷensiɐ pɐlɛozowikɐ ɐfloɾɐ nɐ poɾsɐ̃w̃ lɛʃtɛ dɐ bɐziɐ, dɛfinindo oʃ
-kontoɾnos do vɐlɛ do kɐɾiɾi, sɛndo mɐtɛɾiɐlizɐdɐ pɛlɐ foɾmɐsɐ̃w̃ kɐɾiɾi. nɐ pɐɾtɛ
-owɛʃtɛ dɐ bɐziɐ, ɛʃtɐ unidɐdɛ nɐ̃w̃ ɐfloɾɐ, okoʁɛndo ɐpɛnɐs ɛm subsupɛɾfiziɛ, komo
-nɐ sub-bɐziɐ dɛ fɛjɾɐ novɐ. e konstituj́dɐ poɾ ɐɾɛnitos imɐtuɾos, dɛ ɡɾɐnulɐsɐ̃w̃
-mediɐ ɐ mujto ɡɾoʃsɐ, kom ɡɾɐ̃w̃s ɐnɡlozos ɐ subɐnɡlozos, intɛɾpɾɛtɐdos komo
-faziɛs ʒɛɾɐdɐs ɛm siʃtɛmɐs fluviajs ɛntɾɛlɐsɐdos. ɛʃtɐ sɛkʷensiɐ e
-koʁɛlɐzionɐdɐ kom ɐ foɾmɐsɐ̃w̃ tɐkɐɾɐtu dɐ bɐziɐ do ʒɐtoba, dɛ idɐdɛ pɐlɛozowikɐ,
-ɛm viɾtudɛ dɐ similɐɾidɐdɛ litolɔʒikɐ (ɐʃsinɛ 2007). ɐ supɛɾsɛkʷensiɐ pɾe-ɾiftɛ
-fowi foɾmɐdɐ num pɛɾiodo dɛ subsidensiɐ mɛkanikɐ pɾoduzidɐ poɾ ɛʃtiɾɐmɛnto
-litoʃfeɾiko viʃko-ɛlaʃtiko, sɛndo kompoʃtɐ pɛlɐs foɾmɐsõj̃s bɾɛʒo sɐnto ɛ miʃsɐ̃w̃
-vɛlɐ (ɐʃsinɛ 2007). sɛɡndo bɾawn (1966), ɐ foɾmɐsɐ̃w̃ bɾɛʒo sɐnto e konstituj́dɐ
-poɾ folɛlos ɛ lɐmitos vɛɾmɛlos, nos kajs sɛ ɛnkontɾɐm oʃtɾɐkodɛs tipikos do
-ɐndɐɾ dom ʒowɐ̃w̃. ɐ pɾɛzɛnsɐ dɛ foɾmɐs ɛskluzivɐmɛntɛ nɐ̃w̃-mɐɾinɐs indikɐ
-sɛdimɛntɐsɐ̃w̃ lɐkuʃtɾɛ ɛm ɐmbiɛntɛs pɾopizios a foɾmɐsɐ̃w̃ dɛ ɾɛd bɛds. ɐ foɾmɐsɐ̃w̃
-miʃsɐ̃w̃ vɛlɐ, kʷɛ sobʁɛpõj̃ konkoɾdɐntɛmɛntɛ ɐ foɾmɐsɐ̃w̃ bɾɛʒo sɐnto,
-kɐɾɐktɛɾizɐ-sɛ poɾ ɐɾɛnitos kɐɾtzozos, poɾ vɛzɛs fɛldspatikos ɛ/owu kɐolinikos,
-lokɐlmɛntɛ konɡlomɛɾatikos, poɾtɐdoɾɛs dɛ ɐbundɐntɛs tɾonkos ɛ fɾɐɡmɛntos dɛ
-mɐdɛjɾɐ silizifikɐdɐ. ɐ ɐʃsoziɐsɐ̃w̃ fɐziolɔʒikɐ ɾɛmɛtɛ a intɛɾpɾɛtɐsɐ̃w̃ dɛ
-plɐniziɛs fluviajs dɛ siʃtɛmɐs ɛntɾɛlɐsɐdos kɐɾɐktɛɾizɐdos poɾ kɐnajs ɾɐzos ɛ dɛ
-ɐltɐ ɛnɛɾʒiɐ (ɐʃsinɛ 2007). ɐ supɛɾsɛkʷensiɐ ɾiftɛ tɛvɛ inizio no kɾɛtɐzɛo
-infɛɾioɾ, kom o ɛʃtaʒio ɾiftɛ nɐ bɐziɐ do ɐɾɐɾipɛ, ondɛ sɛ dɛpozitowu ɐ foɾmɐsɐ̃w̃
-ɐbɐjɐɾɐ. sɛɡndo ɐʃsinɛ (1992) ɛʃtɛ intɛɾvɐlo e kompoʃto poɾ folɛlos ɛ
-siltitos vɛɾmɛlos nɐ bɐzɛ ɛ poɾ intɛɾkɐlɐsõj̃s dɛ kɐmɐdɐs dɛzimetʁikɐs dɛ
-ɐɾɛnitos finos kom laminɐs dɛ kɐɾbonɐtos ɐɾʒilozos. ɛʃtɐ unidɐdɛ poʃsuj
-oʃtɾɐkodɛs tipikos do ɐndɐɾ ɾio dɐ sɛʁɐ/ɐɾɐtu (pontɛ & ɐppi 1990). ɐtʁibuj-sɛ ɐ
-ɛʃtɛ intɛɾvɐlo oɾiʒɛm kontinɛntɐl ɛm siʃtɛmɐs dɛ lɐɡos ɾɐzos ɐʃsoziɐdos ɐ
-siʃtɛmɐs fluviajs (ɐʃsinɛ 1992). ɐ supɛɾsɛkʷensiɐ pɔs-ɾiftɛ, dɛ idɐdɛ
-nɛowɐptiɐnɐ-ɛowɐlbiɐnɐ, ɾɛzultɐ dɛ subsidensiɐ flɛksuɾɐl teɾmikɐ okoʁidɐ nɐ bɐziɐ
-do ɐɾɐɾipɛ ɛ subdividɛ-sɛ ɛm pɔs-ɾiftɛ i ɛ ii. diʃtinɡʷɛ-sɛ ɛʃtɾutuɾɐl ɛ
-ɛʃtɾɐtiɡʁɐfikɐmɛntɛ dɐs duɐs sɛkʷensiɐs sotopoʃtɐs, sobʁɛ ɐs kajs sɛ ɐʃsɛntɐ ɛ̃
-diʃkoɾdansiɐ ɐnɡlɐɾ. tɾɐtɐ-sɛ ɛʃtɐ dɐ diʃkoɾdansiɐ pɾe-ɐlɐɡowɐs, umɐ
-dɛʃkontinujdɐdɛ ɾɛʒionɐl ɾɛkonɛzidɐ ɛm todɐs ɐs bɐziɐs dɐ mɐɾʒɛm lɛʃtɛ
-bɾɐzilɛjɾɐ. nɐ bɐziɐ do ɐɾɐɾipɛ ɛnvolvɛ umɐ lɐkunɐ no ɾɛʒiʃtɾo sɛdimɛntɐɾ kuʒɐ
-duɾɐsɐ̃w̃ sɛ ɛʃtɛndɛ do ɐndɐɾ buɾɐzikɐ ɐo ɐlɐɡowɐs infɛɾioɾ (ɐʃsinɛ 2007). o ɐndɐɾ
-ɐlɐɡowɐs nɐ bɐziɐ do ɐɾɐɾipɛ ɾɛʒiʃtɾɐ ɐ sɛdimɛntɐsɐ̃w̃ dɐ sɛkʷensiɐ pɔs-ɾiftɛ i,
-ʁɛpʁɛzɛntɐdɐ pɛlɐs foɾmɐsõj̃s bɐɾbɐlɐ ɛ sɐntɐnɐ (ɡɾupo ɐɾɐɾipɛ). ɛʃtɐ sɛkʷensiɐ
-e kɐɾɐktɛɾizɐdɐ pɛlo awmɛnto do ɛʃpɐso dɛ ɐkomodɐsɐ̃w̃ poɾ kuɾvɐ ɡlobɐl pozitivɐ ɛ
-pɐlɛomɛɾɡlo dɛpozisionɐl kom pɐdʁɐ̃w̃ pɐɾɐ sɛ, diʃtinɡʷindo-sɛ dɐs fɐzɛʃ
-ɐntɛɾioɾɛs (ɐʃsinɛ 2007). ɐ foɾmɐsɐ̃w̃ bɐɾbɐlɐ kompɾɛɛndɛ dowis siklos fluviajʃ
-kom ɡɾɐnodɛkʁɛʃsensiɐ ɐʃsɛndɛntɛ, kʷɛ vɐɾiɐm dɛ ɐɾɛnitos ɡɾoʃsos ɐ folɛloʃ
-ɛʃkuɾos, poɾ vɛzɛs bɛtuminozos. o nivɛl dɛ folɛlo bɛtuminozo e pɐpiɾazɛo ɛ
-foʃsilifɛɾo, bɐʃtɐntɛ ɾiko ɛm oʃtɾɐkodɛs, konkoʃtɾazɛos ɛ pɐlinomoɾfos, dɐtɐdoʃ
-dɛ idɐdɛ ɐlɐɡowɐs pɛlɐ okoʁensiɐ dɛ oʃtɾɐkodɛs pɛɾtɛnsɛntɛs a biozonɐ ɾt-011
-(ɐʃsinɛ 1992). o pɐlɛowɐmbiɛntɛ dɛ dɛpozisɐ̃w̃ e intɛɾpɾɛtɐdo komo sɛndo
-fluvio-lɐkuʃtɾɛ (pontɛ & ɐppi 1990). ɐ foɾmɐsɐ̃w̃ sɐntɐnɐ (fiɡʁɐ 8) ɐfloɾɐ ɛ̃
-toɾno dɛ kɐzɛ todo o sope dɐ kɐpɐdɐ do ɐɾɐɾipɛ, tɐnto nɐ poɾsɐ̃w̃ noɾtɛ ɛ lɛʃtɛ,
-koʁɛʃpondɛntɛ ɐo ɛʃtɐdo do sɛɐɾa, kɐnto nɐ poɾsɐ̃w̃ sul, koʁɛʃpondɛntɛ ɐo
-ɛʃtɐdo dɛ pɛɾnɐmbuko (kɐɡɐs 2006). e ɐ unidɐdɛ majs ɛʃtudɐdɐ dɐ bɐziɐ do
-ɐɾɐɾipɛ dɛvido ɐo sew ɾiko ɛ ɐbundɐntɛ konteẃdo foʃsilifɛɾo, bɛm komo poɾ suɐ
-komplɛksidɐdɛ litolɔʒikɐ. ɛʃtɐ komplɛksidɐdɛ dɛ faziɛs sɛdimɛntɐɾɛs lɛvowu ɐ umɐ
-subdivizɐ̃w̃ dɐ unidɐdɛ, kom bɐzɛ tɐnto ɛm difɛɾɛnsɐs litolɔʒikɐs kɐnto ɐo
-konteẃdo pɐlɛontolɔʒiko. dowis mɛmbɾos diʃtintos sɐ̃w̃ ɾɛkonɛzidos ɛ dɛnominɐdoʃ
-dɛ mɛmbɾo kɾɐto / kɐmɐdɐs ipubi (poɾsɐ̃w̃ infɛɾioɾ) ɛ mɛmbɾo ɾomuɐldo (poɾsɐ̃w̃
-supɛɾioɾ) (ɐʃsinɛ, 2007). o mɛmbɾo kɾɐto e konstituj́do poɾ kɐlkaɾios mikʁitikoʃ
-lɐminɐdos, kom ɾɛʒiʃtɾo foʃsilifɛɾo ɐbundɐntɛ, intɛɾdiʒitɐdos lɐtɛɾɐlmɛntɛ kõ
-folɛlos vɛɾdɛs. ɐ ɾikɐ ɐʃsoziɐsɐ̃w̃ foʃsilifɛɾɐ nos kɐlkaɾios lɐminɐdos ɛ
-folɛlos ɐʃsoziɐdos, kɐɾɐktɛɾizɐdɐ pɛlɐ awzensiɐ dɛ foɾmɐs mɐɾinɐs, indikɐ
-ɐmbiɛntɛ dɛ sɛdimɛntɐsɐ̃w̃ lɐkuʃtɾɛ (newmɐnn 1999). ɐ kɐmɐdɐs ipubi pɛɾtɛnsɛntɛ ɐo
-mɛmbɾo kɾɐto, e kompoʃtɐ poɾ ʒipsitɐ intɛɾkɐlɐdɐ kom folɛlos ɛʃvɛɾdɛɐdoʃ
-kɐlsifɛɾos, poɾtɐdoɾɛs dɛ konkoʃtɾazɛos (ɐʃsinɛ 1990). ɐ unidɐdɛ sobʁɛpoʃtɐ ɐo
-mɛmbɾo kɾɐto e dɛnominɐdɐ dɛ mɛmbɾo ɾomuɐldo, unidɐdɛ foko dɛʃtɛ ɛʃtudo kʷɛ sɛɾa
-dɛtɐlɐdɐ no tɔpiko sɛɡʷintɛ. ɐ sɛkʷensiɐ pɔs-ɾiftɛ ii e kompoʃtɐ pɛlɐʃ
-foɾmɐsõj̃s ɐɾɐɾipinɐ ɛ ɛksu. ɛʃtɐ sɛkʷensiɐ e kɐɾɐktɛɾizɐdɐ poɾ sowɛɾɡʷimɛnto
-ɛpiɾoʒeniko difɛɾɛnsiɐdo ɛ bɐʃkulɐmɛnto dɐs kɐmɐdɐs pɐɾɐ w. difɛɾɛ-sɛ dɐ
-ɐntɛɾioɾ pɛlo pɐdʁɐ̃w̃ tɛktoniko ɛ mɛɾɡlo dɛpozisionɐl wsw. ɐ sɛdimɛntɐsɐ̃w̃
-pɾɛdominɐntɛ nɛʃtɐ epokɐ ʒɛɾowu siltitos ɛ ɐɾɛnitos, kom pɾɛdominansiɐ dɛ
-ɐɾɛnitos finos ɐ ɡɾoʃsos kom ɛvidensiɐs dɛ tɛktoniʃmo sindɛpozisionɐl, komo ɐ
-pɾɛzɛnsɐ dɛ tɾunkɐmɛntos nɐ ɛʃtɾɐtifikɐsɐ̃w̃, bɛm komo dɛ fɾɐtuɾɐmɛntos majʃ
-ʒovɛns. os ɐɾɛnitos fluviajs dɐ foɾmɐsɐ̃w̃ ɛksu ɐpɐɾɛzɛm ɾɛkobʁindo, ɛ̃
-diʃkoɾdansiɐ ɛɾozivɐ, ɐ foɾmɐsɐ̃w̃ ɐɾɐɾipinɐ (ɐʃsinɛ 2007). 5.2. mɛmbɾo ɾomuɐldo -
-foɾmɐsɐ̃w̃ sɐntɐnɐ o mɛmbɾo ɾomuɐldo fowi diʃtinɡʷido pɾimɛjɾɐmɛntɛ poɾ bewɾlɛ̃
-(1971) komo mɛmbɾo ɾomuɐldo supɛɾioɾ, pɛɾtɛnsɛntɛ a foɾmɐsɐ̃w̃ sɐntɐnɐ, ʒuntɐmɛntɛ
-kom os mɛmbɾos sotopoʃtos ipubi (intɛɾmɛdiaɾio) ɛ kɾɐto (infɛɾioɾ). os tɾɐbɐloʃ
-subsɛkʷɛntɛs ɐdotɐɾɐm, dɛ mɐnɛjɾɐ ʒɛɾɐl, ɛʃtɐ subdivizɐ̃w̃ ajndɐ kʷɛ ɐʒɐ
-divɛɾʒensiɐ dos divɛɾsos awtoɾɛs no kʷɛ konsɛɾnɛ a divizɐ̃w̃, nomɛnklɐtuɾɐ ɛ
-ʁɛlɐsõj̃s dɛ kontɐto ɛntɾɛ ɐs unidɐdɛs litowɛʃtɾɐtiɡʁafikɐs (ɐʃsinɛ 1990). ɐ
-foɾmɐsɐ̃w̃ sɐntɐnɐ dɛfinidɐ poɾ bewɾlɛn (1962) fowi ɛlɛvɐdɐ dɛ kɐtɛɡoɾiɐ poɾ
-newmɐnn (1999) pɐɾɐ ɡɾupo sɐntɐnɐ, ɛnɡlobɐndo ɐs foɾmɐsõj̃s kɾɐto, ipubi ɛ
-ʁomuɐldo. poɾem, ɐ kɐɾtɐ ɛʃtɾɐtiɡʁafikɐ majs ɾɛzɛntɛ dɐ bɐziɐ do ɐɾɐɾipɛ,
-bɐzɛɐdɐ no kɔdiɡo dɛ nomɛnklɐtuɾɐ ɛʃtɾɐtiɡʁafikɐ, pɾopoʃtɐ poɾ ɐʃsinɛ (2007),
-ɐdmitɛ ɐ kɐtɛɡoɾiɐ dɛ foɾmɐsɐ̃w̃ sɐntɐnɐ ɛ konsɛkʷɛntɛmɛntɛ, mɛmbɾo ɾomuɐldo. kõ
-bɐzɛ nɛʃtɛ tɾɐbɐlo (ɐʃsinɛ 2007), ɐ pɾɛzɛntɛ monoɡʁɐfiɐ konsidɛɾɐ, nɐ kɐtɛɡoɾiɐ
-ɛʃtɾɐtiɡʁafikɐ, komo mɛmbɾo ɾomuɐldo pɛɾtɛnsɛntɛ a foɾmɐsɐ̃w̃ sɐntɐnɐ dɐ bɐziɐ do
-ɐɾɐɾipɛ. o mɛmbɾo ɾomuɐldo tɛm sido ɛʃtudɐdo dɛʃdɛ o inizio do sekulo ksiks ɛ̃
-viɾtudɛ do vɐʃto konteẃdo foʃsilifɛɾo pɾɛzɛntɛ nɐ unidɐdɛ, kʷɛ ɾɛpʁɛzɛntɐ
-impoɾtɐntɛ ɾɛʒiʃtɾo pɐlɛontolɔʒiko do kɾɛtɐzɛo bɾɐzilɛjɾo. poɾem, ɐ pɐɾtiɾ dɐ
-dekɐdɐ dɛ 1960, intɛnsifikɐɾɐm-sɛ ɐs pɛʃkʷizɐs dɛ kuno ʒɛolɔʒiko. tajs ɛʃtudos,
-no ɛntɐnto, divɛɾʒɛm kɐnto a intɛɾpɾɛtɐsɐ̃w̃ do pɐlɛowɐmbiɛntɛ dɛpozisionɐl ɛ
-kɐnto ɐo sɛntido dɐs inɡɾɛʃsõj̃s mɐɾinɐs okoʁidɐs nɐ bɐziɐ do ɐɾɐɾipɛ, powis,
-ɛnkɐnto ɐlɡns awtoɾɛs ɐfiɾmɐm, kom bɐzɛ nɐ pɐlɛontoloʒiɐ ɛ nɐ ɛʃtɾɐtiɡʁɐfiɐ,
-kʷɛ ɛʃtɛ ɐmbiɛntɛ sɛ ɾɛlɐzionɐ ɐ kondisõj̃s mɐɾinɐs ɾɐzɐs (sɐntos 1982), dɛmajʃ
-awtoɾɛs kontɛʃtɐm ɐfiɾmɐndo tɾɐtɐɾ-sɛ dɛ ɐmbiɛntɛ lɐkuʃtɾɛ (mowuɾɐ 2007). ɐlẽ
-diʃto, divɛɾsos awtoɾɛs ɐfiɾmɐm kʷɛ ɐ inɡɾɛʃsɐ̃w̃ mɐɾinɐ nɐ bɐziɐ do ɐɾɐɾipɛ
-pɾovem dɛ noɾdɛʃtɛ pɛlɐ bɐziɐ do pɐɾnaj́bɐ (ɐɾaj 2014) ɛnkɐnto kʷɛ owutʁoʃ
-kontɛʃtɐm, ɐfiɾmɐndo inɡɾɛʃsɐ̃w̃ poɾ sudɛʃtɛ (bewɾlɛn 1971). dɛntɾɛ os tɾɐbɐloʃ
-kʷɛ konsidɛɾɐm o ɐmbiɛntɛ dɛpozisionɐl do mɛmbɾo ɾomuɐldo komo mɐɾino, tɛm-sɛ o
-dɛ bewɾlɛn (1966) kʷɛ dɛʃkɾɛvɛ os pɾimɛjɾos oɾɡɐniʃmos indubitɐvɛlmɛntɛ mɐɾinoʃ
-dɛʃtɐ unidɐdɛ, dɛʃkɾɛvɛndo ɛkʷinõj̃dɛs (fawʒɐziɐ ɐɾɐɾipɛnsis ɛ pjɡʁus tinokowi),
-kʷɛ sɛ ɐʃsɛmɛlɐm as ɐʃsoziɐsõj̃s kɾɛtazɛɐs dɐ ɐmeɾikɐ sɛntɾɐl ɛ do noɾtɛ,
-suʒɛɾindo umɐ inɡɾɛʃsɐ̃w̃ mɐɾinɐ nɐ ɾɛʒiɐ̃w̃ do ɐɾɐɾipɛ pɛlo noɾtɛ, ɐtʁɐves dɐ
-bɐziɐ do pɐɾnaj́bɐ (foɾmɐsɐ̃w̃ kodɔ). ɛm tɾɐbɐlo subsɛkʷɛntɛ, bewɾlɛn (1971)
-ʁɛfɛɾɛ-sɛ ɐo mɛmbɾo ɾomuɐldo komo umɐ sɛkʷensiɐ dɛ mɐɾɡɐs kom konkɾɛsõj̃ʃ
-kɐlkaɾiɐs, nɐs kajs okoʁɛm mujtos ɾɛʃtos sɐntos & vɐlɛnsɐ (1968) koʁoboɾɐ ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɛ bewɾlɛn (1966) ɛ ɐtʁibuɛm pɐɾɐ o mɛmbɾo ɾomuɐldo ɐmbiɛntɛ
-lɐɡnɐɾ kom pɛɾiɔdikɐs inɡɾɛʃsõj̃s mɐɾinɐs indikɐdɐs pɛlo ɛʃtudo fɐziolɔʒiko dɐʃ
-kɐmɐdɐs do topo ɛ pɛlɐ pɾɛzɛnsɐ dɛ oʃtɾɐkodɛs ɛ dinoflɐʒɛlɐdos. no sitio
-ʁomuɐldo obsɛɾvɐɾɐm umɐ sɛkʷensiɐ konstituj́dɐ dɛ ɐɾɛnitos ɛ siltitos kɐlsifɛɾoʃ
-dɛ koɾ kɾɛmɛ klɐɾo-ɐmɐɾɛlɐdɐ, kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ bɛm pɾonunsiɐdɐ,
-kontɛndo finɐs intɛɾkɐlɐsõj̃s dɛ folɛlos vɛɾdɛ-ɛʃkuɾos ɛ lɛjtos dɛ kɐlkaɾio
-ɐɾʒilozo, kom konkɾɛsõj̃s kɐɾbonatikɐs. ɐ kompozisɐ̃w̃ fawniʃtikɐ ɛʃtudɐdɐ poɾ
-sɐntos (1982) ɐpʁɛzɛntɐ ɡɐʃtɾɔpodos izolɐdos, ɛksɛmplɐɾɛs dɛ sɛɾitiwm ɛ
-tuʁitɛllɐ, sɛndo ɛnkontɾɐdos no mɛʃmo nivɛl ɛʃtɾɐtiɡʁafiko ɛ topoɡʁafiko dɐʃ
-konkɾɛsõj̃s kom pɛjksɛs. nɛʃtɛ mɛʃmo tɾɐbɐlo, sɐntos (1982) ɐfiɾmɐ ɐvɛɾ mɐjoɾ
-influensiɐ mɐɾinɐ no finɐl dɐ sɛkʷensiɐ, sɛndo mɐɾkɐdɐ pɛlɐs okoʁensiɐs dɛ
-invɛɾtɛbʁɐdos ɛ vɛɾtɛbʁɐdos mɐɾinos pɾɛzɛɾvɐdos nɐ foɾmɐ dɛ kɐɾɐpɐsɐs,
-fɾɐɡmɛntos ɛ konkɾɛsõj̃s. viɐnɐ (1999) tɐmbem ɐtɛʃtɐ ɛ intɛɾpɾɛtɐ komo ɐmbiɛntɛ
-mɐɾino (owu lɐɡnɐɾ) ɐ dɛpozisɐ̃w̃ do mɛmbɾo ɾomuɐldo. ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃ e
-konfiɾmɐdɐ poɾ mɛjo dɐ ɐnalizɛ do konteẃdo dɛ kɐɾbono oɾɡaniko ɛ foʃsilifɛɾo
-pɾɛzɛntɛ nos folɛlos dɐ unidɐdɛ. dɐ mɛʃmɐ foɾmɐ, ɐɾaj & kowimbɾɐ (1990)
-intɛɾpɾɛtɐm kʷɛ o pɐlɛowɐmbiɛntɛ do mɛmbɾo ɾomuɐldo ɛnvolvɛ ɐmbiɛntɛs koʃtɛjɾoʃ
-miksoɐlinos (lɐɡnɐ?) dɛvido a idɛntifikɐsɐ̃w̃ dɐ ɐʃsɛmblɛjɐ fɔʃsil kompoʃtɐ poɾ
-ɡɾɐ̃w̃s dɛ pɔlɛn, ɛʃpoɾos, dinoflɐʒɛlɐdos, oʃtɾɐkodɛs, tɛʃtɐs dɛ foɾɐminifɛɾoʃ
-ʁotɐlidɛos ɛ moluʃkos. sɛɡndo ɛʃtɛs awtoɾɛs, ɐ influensiɐ mɐɾinɐ mɐntɛvɛ-sɛ
-pɾɛzɛntɛ kom intɛnsidɐdɛ vɐɾiavɛl no dɛkoʁɛɾ dɐ dɛpozisɐ̃w̃. tajs awtoɾɛs indikɐ̃
-tɐmbem inkʷɛʃtionavɛl influensiɐ mɐɾinɐ, pɛlɐ okoʁensiɐ do ʒenɛɾo spinifɛɾitɛʃ
-mɐntɛll ɛ subtiliʃpɐɛɾɐ ʒajn. dɛʃtɐ foɾmɐ, ɐ kɐɾɐktɛɾiʃtikɐ ʒɛɾɐl dɐ ɐʃsoziɐsɐ̃w̃
-foʃsilifɛɾɐ ɛnkontɾɐdɐ poɾ ɐɾaj & kowimbɾɐ (1990) nɐ̃w̃ dɛjksɐ duvidɐs kɐnto a
-pɛɾtinensiɐ dos ɾɛʒiʃtɾos dɐs inɡɾɛʃsõj̃s mɐɾinɐs no ɐndɐɾ ɐlɐɡowɐs. ɐpɛzɐɾ dɛ
-poʃsujɾ kɐɾɐktɛɾiʃtikɐs ɛ konteẃdo fɔʃsil pɾɛdominɐntɛmɛntɛ lɐkuʃtɾɛs nɐ bɐzɛ do
-mɛmbɾo, pɐɾɐ newmɐnn (1999), o mɛmbɾo ɾomuɐldo ɐpʁɛzɛntɐ influensiɐ mɐɾinɐ no
-sew topo, sɛɡndo bewɾlɛn (1966) ɛ kowimbɾɐ ɛt ɐl. (2002). ɛʃsɛs ultimos awtoɾɛʃ
-poʃtulɐm ɐ ipɔtɛzɛ dɛ ɐmbiɛntɛ tɾɐnsizionɐl (lɐɡnɐ), kom pɛɾiɔdikɐs inɡɾɛʃsõj̃ʃ
-mɐɾinɐs pɐɾɐ o pɐlɛowɐmbiɛntɛ do mɛmbɾo ɾomuɐldo ɛ, ajndɐ kʷɛ nɐ̃w̃ totɐlmɛntɛ
-kompɾovɐdɐ tɐl ipɔtɛzɛ, ɛʃtɐ ɛnkontɾɐ subsidios nɐs ɛvidensiɐs pɐlɛontolɔʒikɐs,
-powis ɐ pɾɛzɛnsɐ konkomitɐntɛ dɛ fawnɐ mɐɾinɐ, komo dinoflɐʒɛlɐdos ɛ
-foɾɐminifɛɾos, ɐtɛʃtɐ ɐ influensiɐ mɐɾinɐ nɐ aɾɛɐ. ɐʃsim komo os awtoɾɛʃ
-sitɐdos ɐzimɐ, sɐlɛs (2005) konsidɛɾɐ, pɐɾɐ o mɛmbɾo ɾomuɐldo, pɐlɛowɐmbiɛntɛ
-tɾɐnsizionɐl (lɐɡnɐɾ), ɐʃsoziɐdo ɐ inkuɾsõj̃s mɐɾinɐs ɐlbiɐnɐs, kom sikloʃ
-dɛpozisionajs diʃtintos ɛ suzɛʃsivos kom ɛvɛntos dɛ sɛdimɛntɐsɐ̃w̃ ɛpizɔdikɐ. pɐɾɐ
-o topo do mɛmbɾo, o awtoɾ dɛʃkɾɛvɛ ɐ pɾɛzɛnsɐ dɛ moluʃkos, dinoflɐʒɛlɐdos,
-foɾɐminifɛɾos ɛ ɛkʷinõj̃dɛs, ɐkumulɐdos ɛm konsɛntɾɐsõj̃s foʃsilifɛɾɐs,
-intɛɾpɾɛtɐdos komo dɛpɔzitos dɛ tɛmpɛʃtɐdɛ, konsɛntɾɐsõj̃s awtɔktonɛs ɛ ɾɛziduoʃ
-tɾɐnsɡɾɛʃsivos, konfiɾmɐndo inkuɾsɐ̃w̃ mɐɾinɐ. ɐʃsinɛ (2007) ɛnfokɐndo nɐʃ
-kokʷinɐs, situɐdɐs no topo do mɛmbɾo ɾomuɐldo, ɐs intɛɾpɾɛtɐ komo lɐɡʃ
-ʁɛziduajs, kom o kontɐto bɐzɐl intɛɾpɾɛtɐdo komo supɛɾfiziɛ dɛ ɾɐvinɐmɛnto poɾ
-ondɐ, koʁɛʃpondɛndo o intɛɾvɐlo dɛ kokʷinɐs a supɛɾfiziɛ dɛ inundɐsɐ̃w̃ maksimɐ
-mɐɾinɐ nɐ sɛkʷensiɐ. dos tɾɐbɐlos ɾɛzɛntɛs kʷɛ ɛnfokɐm o pɐlɛowɐmbiɛntɛ do
-mɛmbɾo ɾomuɐldo, mowuɾɐ (2007) ɐpʁɛzɛntɐ umɐ ɐboɾdɐʒɛm dɐs suzɛʃsõj̃ʃ
-ɛʃtɾɐtiɡʁafikɐs dɐ foɾmɐsɐ̃w̃ ɾomuɐldo poɾ mɛjo dɐ ɐnalizɛ fɐziolɔʒikɐ dɛ posoʃ
-tɛʃtɛmunɐdos. pɐɾɐ o topo do mɛmbɾo ɾomuɐldo, mowuɾɐ (2007) intɛɾpɾɛtɐ kʷɛ ɐ
-sɛdimɛntɐsɐ̃w̃ okoʁew ɛm pɐlɛowɐmbiɛntɛ mɐɾino ɾɛʃtɾito, bɐzɛɐdo ɛm ɛʃtudoʃ
-pɐlɛontolɔʒikos kʷɛ ɾɛlɐtɐm ɐ okoʁensiɐ dɛ fɔʃsɛjs mɐɾinos (konkɐs dɛ
-ɡɐʃtɾɔpodɛs ɛ bivɐlvɛs) nos sɛdimɛntos pɛlitikos do topo dɐ unidɐdɛ. 6. -
-suzɛʃsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ dɛ faziɛs sɛdimɛntɐɾɛs tɾes sɛsõj̃s kolunɐɾɛs nɐ ɛʃkɐlɐ
-1:100 (lokɐlizɐsɐ̃w̃ nɐ tɐbɛlɐ 1) foɾɐm lɛvɐntɐdɐs nɐ poɾsɐ̃w̃ lɛʃtɛ dɐ bɐziɐ do
-ɐɾɐɾipɛ. ɛʃtɐs pɛɾmitiɾɐm idɛntifikɐɾ ɐ suzɛʃsɐ̃w̃ vɛɾtikɐl dɛ faziɛʃ
-(ɡɾɐnodɛkʁɛʃsensiɐ ɐʃsɛndɛntɛ ɛ ɡɾɐnokʁɛʃsensiɐ ɐʃsɛndɛntɛ). foɾɐm dɛʃkɾitɐʃ
-novɛ faziɛs sɛdimɛntɐɾɛs, sɛndo sɛtɛ siliziklaʃtikɐs ɛ duɐs kɐɾbonatikɐs. ɐ
-sɛsɐ̃w̃ pɛdʁɐ bɾɐnkɐ ɛʃta lokɐlizɐdɐ nɐ minɛɾɐsɐ̃w̃ kɐvɛs s/ɐ, nɐs pɾoksimidɐdɛs dɐʃ
-sidɐdɛs dɛ pɛdʁɐ bɾɐnkɐ, novɐ olindɐ ɛ sɐntɐnɐ do kɐɾiɾi (sɛ) ɛ poʃsuj 32 
-ɐfloɾɐntɛs dɐ unidɐdɛ, ɐpʁɛzɛntɐndo um pɐdʁɐ̃w̃ dɛ ɛmpilɐmɛnto ɾɛtʁoɡʁɐdɐzionɐl
-dɛvido a faziɛs diʃtajs ɛʃtɐɾɛm diʃpoʃtɐs sobʁɛ faziɛs pɾoksimajs, ɐlem dɛ
-ɐpʁɛzɛntɐɾ diminujsɐ̃w̃ tɛstuɾɐl pɐɾɐ o topo (fiɡʁɐ 9). ɐ sɛsɐ̃w̃ sitio ɾomuɐldo
-ɛʃta situɐdɐ no sitio omonimo, nos ɐʁɛdoɾɛs dɐ sidɐdɛ dɛ kɾɐto (sɛ), kom 33 
-dɛ sɛsɐ̃w̃ ɐfloɾɐntɛ kom faziɛs kʷɛ ɐpʁɛzɛntɐm o mɛʃmo tipo dɛ ɛmpilɐmɛnto
-(fiɡʁɐ 10). ɐ sɛsɐ̃w̃ sobʁɐdino ɛʃta situɐdɐ pɾɔksimɐ as sidɐdɛs dɛ poɾtɛjɾɐs ɛ
-ʒɐɾdim (sɛ) ɛ e ɐ sɛsɐ̃w̃ majs ɛʃpɛʃsɐ, kom totɐl dɛ 110 m ɐfloɾɐntɛs dɐ unidɐdɛ,
-toɾnɐndo-sɛ, ɐlem diʃto, ɐ majs ɛspɾɛʃsivɐ poɾ ɛspoɾ ɛʃpɛʃso konʒunto dɛ
-folɛlos kontɛndo konkɾɛsõj̃s foʃsilifɛɾɐs (fiɡʁɐ 11). ɛʃtɐ sɛsɐ̃w̃ sɛ dɛʃtɐkɐ
-poɾ poʃsuj ɐfloɾɐntɛ dowis pɐdʁõj̃s dɛ ɛmpilɐmɛntos diʃtintos: ɾɛtʁoɡʁɐdɐzionɐl,
-kom tipiko pɐdʁɐ̃w̃ ɡɾɐnodɛkʁɛʃsɛntɛ ɐʃsɛndɛntɛ ɛ, ɛmpilɐmɛnto pɾoɡʁɐdɐzionɐl,
-ɡɾɐnodɛkʁɛʃsɛntɛ ɐʃsɛndɛntɛ. fiɡʁɐ 9. sɛsɐ̃w̃ kolunɐɾ lɛvɐntɐdɐ nɐ minɐ pɛdʁɐ
-bɾɐnkɐ, no munizipio dɛ novɐ olindɐ - sɛ. diminujsɐ̃w̃ dɐ : konsɛntɾɐsɐ̃w̃ dɛ
-konkɾɛsõj̃s. folɛlo sinzɐ klɐɾo, kom konkɾɛsõj̃s kɐlkaɾiɐs foʃsilifɛɾɐs,
-foɾtɛmɛntɛ intɛmpɛɾizɐdo. (lɛʒɛndɐ: vɛɾ fiɡʁɐ 9). 6.1. konɡlomɛɾɐdos kõ
-ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ (faziɛs ɡt) dɛʃkɾisɐ̃w̃: konɡlomɛɾɐdoʃ
-kɾɛmɛ-ɐmɐʁonzɐdos, mɐtʁiz-suʃtɛntɐdos, mɐl sɛlɛzionɐdos, kom ɡɾaw dɛ
-ɐʁɛdondɐmɛnto vɐɾiavɛl (ɐʁɛdondɐdos ɐ ɐnɡlozos). os konɡlomɛɾɐdos ɐpʁɛzɛntɐ̃
-ɡɾɐnodɛkʁɛʃsensiɐ ɐʃsɛndɛntɛ pɐɾɐ ɐɾɛnitos medios ɐ ɡɾoʃsos kom ɐɾʒilɐ dɛkɐntɐdɐ
-no foɾɛzɛt (fiɡʁɐ 12). ɐs ɛʃtɾutuɾɐs pɾɛzɛntɛs sɐ̃w̃ ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐʃ
-ɐkɐnɐlɐdɐs (tɾowuɡ kɾoʃs-bɛddinɡ), diʃpoʃtɐs ɛm sɛts dɛzimetʁikos. os foɾɛzɛtʃ
-sɐ̃w̃ dɛlimitɐdos poɾ ɡɾanulos ɛ sɛjksos dɛ kɐɾtzo ɛ fɛldspɐto, dɛ koɾ sinzɐ ɐ
-ʁozɐ, subɐʁɛdondɐdos ɐ subɐnɡlozos ɛ klɐʃtos dɛ ɐɾʒilɐ ɐʁɛdondɐdos, mɐzisos ɛ
-nɐ̃w̃ fɾɐtuɾɐdos. fɾɐɡmɛntos dɛ ʒipsitɐ subɐnɡlozos ɛnkontɾɐm-sɛ diʃpɛɾsos nɐ
-faziɛs ɡt. os konɡlomɛɾɐdos ɐpɐɾɛzɛm diʃpoʃtos ɛm foɾmɐ dɛ koɾpos (lɛntɛs)
-ɐmɐlɡɐmɐdos, kʷɛ sɛ ɐdɛlɡɐsɐm lɐtɛɾɐlmɛntɛ. ɛʃtɛs koɾpos poʃsuɛm ɛʃpɛʃsuɾɐ
-dɛzimetʁikɐ, noɾmɐlmɛntɛ vɐɾiɐndo dɛ 40 ɐ 60 km. ɐ bɐzɛ e iʁɛɡlɐɾ, ɛm kontɐto
-ɐbʁupto kom ɐ faziɛs sotopoʃtɐ, indikɐtivɐ dɛ koɾtɛ ɛ pɾɛɛnkimɛnto.
-intɛɾpɾɛtɐsɐ̃w̃: ɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs ɐkɐnɐlɐdɐs indikɐm ɐ miɡʁɐsɐ̃w̃ dɛ
-dunɐs kom kɾiʃtɐ sinuozɐ (3d) ɛm flukso unidiɾɛzionɐl, sɐ̃w̃ foɾmɐdɐs ɛm ɾɛʃpoʃtɐ
-as kondisõj̃s dɛ ɾɛʒimɛ dɛ flukso infɛɾioɾ (pikɐɾd & iɡ ʒɾ. 1973). sɐ̃w̃
-indikɐtivos dɛ dɛpɔzitos dɛ kɐnajs dɛ ɐltɐ ɛnɛɾʒiɐ poɾ ɐpʁɛzɛntɐɾɛm nivɛjʃ
-konɡlomɛɾatikos, ʒɛomɛtʁiɐ lɛntikulɐɾ, bɐzɛ ɛɾozivɐ ɛ ɡɾɐnodɛkʁɛʃsensiɐ
-ɐʃsɛndɛntɛ. 6.2. ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ (faziɛs st)
-dɛʃkɾisɐ̃w̃: ɐɾɛnitos finos ɐ medios, kɐɾtozos, kɾɛmɛ-ɛʃbɾɐnkʷisɐdos vɐɾiɐndo dɛ
-tons mɐʁom-ɐlɐɾɐnʒɐdos ɐ sinzɐ ɛʃvɛɾdɛɐdos, kom nivɛjs sinzɐ ɛʃkuɾos ondɛ a
-mɐtʁiz ɐɾʒilozɐ ɐ silto-ɐɾʒilozɐ. os ɐɾɛnitos finos ɐpʁɛzɛntɐm modɛɾɐdɐ ɐ bowɐ
-sɛlɛsɐ̃w̃ ɛ os ɡɾɐ̃w̃s sɛ ɐpʁɛzɛntɐm ɐʁɛdondɐdos, ɛnkɐnto kʷɛ nos ɐɾɛnitos medioʃ
-pɾɛdominɐm ɡɾɐ̃w̃s ɐʁɛdondɐdos ɐ subɐʁɛdondɐdos. st ɐpʁɛzɛntɐ ɛʃtɾɐtifikɐsɐ̃w̃
-kɾuzɐdɐ ɐkɐnɐlɐdɐ, kom tɐmɐnos medios dɛ 30 km. ɐs ɛʃtɾɐtifikɐsõj̃s ɛʃtɐ̃w̃
-ɐfloɾɐntɛs ɛm koɾtɛs lonʒitudinajs, konfɛɾindo foɾmɐs dɛ kɾuzɐdɐs ɐʃsintɔtikɐs,
-kom mikɐs ɛ filmɛs dɛ ɐɾʒilɐ ɛm foɾɛzɛts dɛ bajkso anɡlo (fiɡʁɐ 13). o konʒunto
-dos ɛʃtɾɐtos kɾuzɐdos okoʁɛ ɛm foɾmɐ dɛ kunɐ nos koɾtɛs lonʒitudinajs. noʃ
-ɐɾɛnitos medios sɐ̃w̃ obsɛɾvɐdos intɾɐklɐʃtos dɛ ɐɾʒilɐ diʃpoʃtos diʃkoɾdɐntɛmɛntɛ
-as ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs ɐkɐnɐlɐdɐs (fiɡʁɐ 13). os intɾɐklɐʃtos sɐ̃w̃
-ɐʁɛdondɐdos, dɛ tɐmɐnos milimetʁikos ɐ sɛntimetʁikos (0,5 ɐ 10 km). klɐʃtos dɛ
-ɐɾʒilɐ sɐ̃w̃ fɾɛkʷɛntɛs nɐ bɐzɛ dɐ supɛɾfiziɛ dɛ ɾɛɐtivɐsɐ̃w̃ (fiɡʁɐ 14). nɐʃ
-fɾɐsõj̃s majs finɐs e komum ɐpɐɾɛzɛɾɛm dɾɐpɛs ɐɾʒilozos ɛ ɾɛʃtos vɛʒɛtajʃ
-kɐɾbonifikɐdos. intɛɾpɾɛtɐsɐ̃w̃: ɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs ɐkɐnɐlɐdɐs indikɐm ɐ
-miɡʁɐsɐ̃w̃ dɛ foɾmɐs dɛ lɛjto kom kɾiʃtɐ ondulɐdɐ (3d) ɛm flukso unidiɾɛzionɐl, sob
-ʁɛʒimɛ dɛ flukso infɛɾioɾ. ɐ miɡʁɐsɐ̃w̃ dɛ foɾmɐs dɛ lɛjto e ɾɛzultɐntɛ do
-tɾɐnspoɾtɛ dɛ kɐɾɡɐ dɛ fundo kom ɡɾɐ̃w̃s dɛ ɐɾɛjɐs sɛndo kɐʁɛɐdos poɾ ɐʁɐʃto ɛ
-ʁolɐmɛnto ɛ os ɡɾɐ̃w̃s finos poɾ sɐltɐsɐ̃w̃. ɐ ɐɾʒilɐ dos dɾɐpɛs oɾiʒinɐ-sɛ dɛ
-dɛkɐntɐsɐ̃w̃ (pikɐɾd & iɡ ʒɾ. 1973). 6.3. ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ
-kɐvɐlɡɐntɛ / klimbinɡ ɾipplɛs (faziɛs sɾ) dɛʃkɾisɐ̃w̃: ɐɾɛnitos mujto finos ɐ
-finos, kɾɛmɛ-ɐzinzɛntɐdos kom tons sinzɐ ɛʃkuɾos, ɡɾɐ̃w̃s subɐʁɛdondɐdos ɛ kõ
-bowɐ ɐ modɛɾɐdɐ sɛlɛsɐ̃w̃. ɐs ɛʃtɾutuɾɐs sɛdimɛntɐɾɛs pɾɛzɛntɛs sɐ̃w̃ ɛʃtɾɐtifikɐsõj̃ʃ
-kɾuzɐdɐs kɐvɐlɡɐntɛs dɐ oɾdɛm dɛ 1 ɐ 2 sɛntimɛtʁos (fiɡʁɐ 15); intɛɾnɐmɛntɛ
-poʃsuɛm lɐminɐsɐ̃w̃ kɾuzɐdɐ kom ɐltɛɾnansiɐs dɛ laminɐs dɛ ɐɾɛjɐ ɛ ɐɾʒilɐ. ɐʃ
-ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs kɐvɐlɡɐntɛs (klimbinɡ ɾipplɛ kɾoʃs-stɾɐtifikɐtion)
-poʃsuɛm kɐɾatɛɾ ɐʃsimetʁiko kom kɾiʃtɐ ɾɛtɐ (2d). intɛɾpɾɛtɐsɐ̃w̃: miɡʁɐsɐ̃w̃ dɛ
-pɛkʷɛnɐs mɐɾkɐs ondulɐdɐs kom ɐltɛɾnansiɐ / konkomitansiɐ dɛ pɾozɛʃsos dɛ tɾɐsɐ̃w̃
-ɛ suʃpɛnsɐ̃w̃. ɛʃtɐ faziɛs e foɾmɐdɐ ɛm kondisõj̃s subɐkozɐs, sob ɾɛʒimɛ dɛ flukso
-infɛɾioɾ ɐ pɐɾtiɾ dɛ fluksos unidiɾɛzionajs, kom ɐ pɐɾtikulɐ sɛndo tɾɐnspoɾtɐdɐ
-poɾ suʃpɛnsɐ̃w̃ ɛ dɛpozitɐdɐ ɛm tɾɐʒɛtɔɾiɐ bɐliʃtikɐ (pikɐɾd & iɡ ʒɾ. 1973).
-6.4. ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ siɡmowidɛ (faziɛs sɡ) dɛʃkɾisɐ̃w̃:
-ɐɾɛnitos mujto finos ɐ medios, koloɾɐsɐ̃w̃ kɾɛmɛ kom ɡɾɐ̃w̃s ɐʁɛdondɐdoʃ
-modɛɾɐdɐmɛntɛ sɛlɛzionɐdos. ɐ ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ siɡmowidɛ (siɡmowid kɾosʃ
-stɾɐtifikɐtion) e ɐ ɛʃtɾutuɾɐ diɐɡnɔʃtikɐ dɐ faziɛs sɡ kom tɐmɐnos dɛ 40 km.
-os siɡmõj̃dɛs ɐpʁɛzɛntɐm anɡlo dɛ mɛɾɡlo medio dɛ 20º, ɛnkɐnto kʷɛ
-lɐtɛɾɐlmɛnt��, ɐs ɛʃtɾɐtifikɐsõj̃s tɛndɛm ɐ sɛ oɾizontɐlizɐɾ nɐs poɾsõj̃s dɛlɡɐdɐʃ
-dɐs bɐʁɐs ɐɾɛnozɐs. ɐs ʒɛomɛtʁiɐs kɐɾɐktɛɾiʃtikɐs dos ɛʃtɾɐtos dɛʃtɐ faziɛs sɐ̃w̃
-bɐʁɐs ɐmɐlɡɐmɐdɐs, ʒuʃtɐpoʃtɐs lɐtɛɾɐlmɛntɛ, kom ɛstɛnsɐ̃w̃ lɐtɛɾɐl dɛ 2 m, ɛ
-ɛʃpɛʃsuɾɐ dɛ 40 km. ɐs bɐʁɐs ɐɾɛnozɐs sɛ ɐdɛlɡɐsɐm lɐtɛɾɐlmɛntɛ, ɐpʁɛzɛntɐndo
-bɐzɛ ɛ topo plɐnos ɛ tɐnʒɛnsiajs as supɛɾfiziɛs limitɐntɛs, ɾɛpʁɛzɛntɐdɐs poɾ
-kɐmɐdɐs sɛntimetʁikɐs (dɛ 2 ɐ 5 km) dɛ folɛlo pɾɛto ɛntɾɛ duɐs bɐʁɐʃ
-supɛɾpoʃtɐs (fiɡʁɐ 16). intɛɾnɐmɛntɛ as bɐʁɐs ɐmɐlɡɐmɐdɐs foɾɐm obsɛɾvɐdɐʃ
-laminɐs dɛ ɐɾʒilɐ dɛkɐntɐdɐs nos foɾɛzɛts dɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs siɡmowidɛʃ
-– fɛjksɛs dɛ mɐɾe (fiɡʁɐ 17). fɾɐɡmɛntos vɛʒɛtajs kɐɾbonizɐdos foɾɐm obsɛɾvɐdoʃ
-no intɛɾioɾ dɐs bɐʁɐs, ɐʃsim komo klɐʃtos ɐʁɛdondɐdos dɛ ɐɾʒilɐ (fiɡʁɐ 17).
-intɛɾpɾɛtɐsɐ̃w̃: ɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs siɡmõj̃dɛs kom foɾmɐs dɛ bɐʁɐʃ
-ɐmɐlɡɐmɐdɐs podɛm sɛɾ ɐtʁibuj́dɐs ɐ pɾozɛʃsos dɛ mɐɾe. os fluksos dɐs mɐɾes,
-kɐndo kɐnɐlizɐdos, tem pɛɾiodos diʃtintos dɛ aɡɐs ɛʃtɐɡnɐdɐs kʷɛ ɾɛzultɐm nɐ
-dɛpozisɐ̃w̃ dɛ finos. ɐs ɐzɛlɛɾɐsõj̃s dos fluksos dɐs koʁɛntɛs dɛ mɐɾes ɐʃsoziɐdɐʃ
-ɐos pɾozɛʃsos tɾɐtivos ɛlɛvɐm ɐ kɐɾɡɐ sɛdimɛntɐɾ no siʃtɛmɐ. ɐs bɐʁɐʃ
-ɐmɐlɡɐmɐdɐs podɛm tɛɾ sido foɾmɐdɐs ɛm aɡɐs mujto ɾɐzɐs, kom ɐs ɛʃtɾɐtifikɐsõj̃ʃ
-siɡmõj̃dɛs ʒɛɾɐdɐs duɾɐntɛ ɐ ɐzɛlɛɾɐsɐ̃w̃ dɐs kondisõj̃s dɛ flukso. ɐ faziɛs sɡ
-suʒɛɾɛ kʷɛ a mɛdidɐ kʷɛ o ɾɛʒimɛ dɛ flukso supɛɾioɾ e ɐlkɐnsɐdo, kom awmɛnto do
-podɛɾ dɐ koʁɛntɛ, ɐ ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ dɐs dunɐs sɛ tɾɐnsfoɾmɐ dɛ konkɐvɐ
-pɐɾɐ siɡmõj̃dɛ, kom topsɛt, foɾɛzɛt ɛ bottomsɛt diʃtintos. ɛm kondisõj̃s dɛ flukso
-tɾɐnsizionɐl ɛntɾɛ os kɐmpos dɛ ɛʃtɐbilidɐdɛ dɐ dunɐ ɛ o kɐmpo do ɾɛʒimɛ dɛ
-flukso supɛɾioɾ, ɐ poɾsɐ̃w̃ supɛɾioɾ dɐs dunɐs podɛ sɛɾ ɛɾodidɐ (pikɐɾd & iɡ ʒɾ.
-1973). 6.5. ɐɾɛnito mɐziso (faziɛs sm) dɛʃkɾisɐ̃w̃: ɐɾɛnito sinzɐ-ɛʃvɛɾdɛɐdo ɐ
-mɐʁom-ɐʁoksɛɐdo, ɡɾɐnulomɛtʁiɐ mujto fino ɐ medio, kom pɾɛdominio dɛ ɡɾɐ̃w̃ʃ
-medios, modɛɾɐdɐmɛntɛ (fiɡʁɐ 18). sɐ̃w̃ obsɛɾvɐdos ɡɾɐ̃w̃s dɛ fɛldspɐto diʃpɛɾsos,
-subɐnɡlozos ɐ subɐʁɛdondɐdos, dɛ ɐpʁoksimɐdɐmɛntɛ 1 km dɛ dimɛnsɐ̃w̃. ɛʃtɐ faziɛʃ
-e kɐɾɐktɛɾizɐdɐ pɛlɐ ɐbundansiɐ dɛ simɛnto silto-ɐɾʒilozo kʷɛ konfɛɾɛ
-tonɐlidɐdɛs ɛʃkuɾɐs ɐo pɐkotɛ. ɐʃsoziɐdɐs ɐ ɛʃtɐ faziɛs, ɛʃtɐ̃w̃ pɾɛzɛntɛʃ
-biotuɾbɐsõj̃s intɛnsɐs (diploklɐtɛɾion ?), ɾɛpʁɛzɛntɐdɐs, ɛm suɐ mɐjoɾiɐ, poɾ
-kondutos pɾɛɛnkidos poɾ lɐmɐ. ɐ faziɛs sm okoʁɛ dɛ foɾmɐ powuko ɛspɾɛʃsivɐ,
-sɛndo powuko idɛntifikɐdɐ nɐ unidɐdɛ dɛ ɛʃtudo. intɛɾpɾɛtɐsɐ̃w̃: pɾozɛʃso poʃtɛɾioɾ
-komo flujdifikɐsɐ̃w̃ podɛ dɛʃtɾujɾ os vɛʃtiʒios dɛ ɛʃtɾɐtifikɐsɐ̃w̃, dɛjksɐndo ɐ
-ʁokɐ kom ɐʃpɛkto mɐziso (pikɐɾd & iɡ ʒɾ. 1973). os tɾɐsos dɛ iknofɔʃsɛjʃ
-noɾmɐlmɛntɛ indikɐm situɐsõj̃s intɛɾmɐɾes, ondɛ os oɾɡɐniʃmos ɛʃtɐ̃w̃ submɛtidos ɐ
-kondisõj̃s ɛʃtɾɛʃsɐntɛs (bɛnton & ɐɾpɛɾ 1997). 6.6. ɐɾɛnitos kom ɐkɐmɐmɛnto
-flɐzɛɾ, wɐvj ɛ linsɛn (faziɛs ) dɛʃkɾisɐ̃w̃:  e ɐkʷi konsidɛɾɐdɐ um konʒunto dɛ
-faziɛs kʷɛ okoʁɛm ɐʃsoziɐdɐs dɛ foɾmɐ ɛtɛɾolitikɐ komplɛksɐ, kɐɾɐktɛɾizɐndo umɐ
-ɐʃsoziɐsɐ̃w̃ ʒɛnetikɐ. e ɾɛpʁɛzɛntɐdɐ poɾ ɐɾɛnitos kom ɐkɐmɐmɛntos flɐzɛɾ, wɐvj
-(ondulɐdo) ɛ linsɛn (lɛntikulɐɾ), intɛɾkɐlɐdos kom laminɐs dɛ folɛlos ɛ
-lɐmitos. intɛɾkɐlɐsõj̃s dɛ kɐmɐdɐs dɛlɡɐdɐs dɛ ɐɾɛnitos ɛ lɐmitos sɐ̃w̃
-fɾɛkʷɛntɛmɛntɛ ɾɛfɛɾidɐs komo faziɛs ɛtɛɾolitikɐs. lɐmitos sinzɐ-ɛʃkuɾoʃ
-intɛɾkɐlɐdos ɛntɾɛ ɐɾɛnitos mujto finos ɐ finos, bɛm sɛlɛzionɐdos, mɐtʁiʒ
-siltozɐ, ɛʃbɾɐnkʷisɐdos ɐ ɐzinzɛntɐdos, kom lɐminɐsõj̃s oɾizontɐl, ondulɐdɐ owu
-kɾuzɐdɐ poɾ ondɐs (ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ kɐvɐlɡɐntɛ – ɾipplɛs). pɛkʷɛnoʃ
-fɾɐɡmɛntos dɛ ɾɛʃtos vɛʒɛtajs kɐɾbonifikɐdos podɛm ɛʃtɐɾ pɾɛzɛntɛs. lokɐlmɛntɛ,
-e konstituj́dɐ poɾ ɐɾɛnitos finos, bɛm sɛlɛzionɐdos, kɾɛmɛ-ɛʃbɾɐnkʷisɐdos,
-intɛɾkɐlɐdos ɐ laminɐs dɛ folɛlos pɾɛtos. os ɐɾɛnitos ɛʃtɐ̃w̃ diʃpoʃtos nɐ foɾmɐ
-dɛ kɐmɐdɐs sɛntimetʁikɐs, podɛndo ɐpʁɛzɛntɐɾ-sɛ kom ɐkɐmɐmɛnto ondulɐdo owu
-oɾizontɐl, ɛ ɐte mɛʃmo kom ɛʃtɾutuɾɐs insipiɛntɛs. os ɐkɐmɐmɛntos pɾɛzɛntɛs sɛ
-difɛɾɛm kɐnto a kontinujdɐdɛ dɐ kɐmɐdɐ ɐɾɛnozɐ. os ɐkɐmɐmɛntos flɐzɛɾ sɐ̃w̃
-kɐɾɐktɛɾizɐdos poɾ finɐs laminɐs dɛ lɐmɐ, ɛm foɾmɐ dɛ kɐlɐ (konkɐvɐs) izolɐdɐ
-ɛm mɛjo a ɐɾɛjɐ (fiɡʁɐ 19). o ɐkɐmɐmɛnto wɐvj (ondulɐdo) e tɾɐnsizionɐl ɛntɾɛ
-flɐzɛɾ ɛ linsɛn ɛ sɛ kɐɾɐktɛɾizɐ poɾ pɾopoɾsõj̃s, ɐpʁoksimɐdɐmɛntɛ iɡajs, dɛ
-ɐɾɛjɐ ɛ ɐɾʒilɐ (fiɡʁɐ 20). poɾ owutʁo lɐdo, o ɐkɐmɐmɛnto linsɛn (lɛntikulɐɾ) e
-kɐɾɐktɛɾizɐdo poɾ lɛntɛs sɛntimetʁikɐs dɛ ɐɾɛjɐ ɛm mɛjo ɐ lɐmɐ, ɐpʁɛzɛntɐndo
-lɐminɐsɐ̃w̃ kɾuzɐdɐ intɛɾnɐ. ɛm ɐmbos os kɐzos, owuvɛ um diminuto supʁimɛnto dɛ
-ɐɾɛjɐ duɾɐntɛ ɐ dɛpozisɐ̃w̃ ɛ foɾmɐsɐ̃w̃ dos ɐkɐmɐmɛntos wɐvj ɛ linsɛn (pikɐɾd &
-iɡ ʒɾ. 1973). biotuɾbɐsõj̃s ɛʃtɐ̃w̃ fɾɛkʷɛntɛmɛntɛ ɐʃsoziɐdɐs ɐ ɛʃtɐs faziɛs,
-komo obsɛɾvɐdo nɐ fiɡʁɐ 21. ɛʃtɐs ɛʃtɾutuɾɐs bioʒenikɐs konstituɛm oʃ
-iknofɔʃsɛjs pɾɛzɛntɛs nɐs faziɛs majs finɐs, indikɐndo ɐsɐ̃w̃ dɛ oɾɡɐniʃmos noʃ
-sɛdimɛntos. os ɾɛʒiʃtɾos dɛ iknofɔʃsɛjs ɛnkontɾɐdos nɐ̃w̃ poʃsibilitɐɾɐm o
-ʁɛkonɛzimɛnto kɐnto ɐo ʒenɛɾo ɛ/owu ɛʃpeziɛ. intɛɾpɾɛtɐsɐ̃w̃: ɐ okoʁensiɐ do
-ɐkɐmɐmɛnto flɐzɛɾ ɾɛkʷɛɾ ɐtividɐdɛs dɛ koʁɛntɛs kom pawzɐs pɛɾiɔdikɐs, komo nɐʃ
-plɐniziɛs dominɐdɐs poɾ mɐɾes (pikɐɾd & iɡ ʒɾ. 1973). dɛʃkɾisɐ̃w̃: folɛloʃ
-sinzɐs, vɛɾdɛs ɛ pɾɛtos (piɾobɛtuminozos), kom tons dɛ sinzɐ vɐɾiɐndo dɛ klɐɾo ɐ
-ɛʃkuɾo (fiɡʁɐ 22). ɐ faziɛs fl konsiʃtɛ ɛm folɛlos kɐlsifɛɾos, dɛʃtɐkɐndo-sɛ
-ɐ pɾɛzɛnsɐ dɛ um intɛɾvɐlo dɛ folɛlos sinzɐ ɛʃkuɾos ɛ pɾɛtos, ɾikos ɛm mɐteɾiɐ
-oɾɡanikɐ. ɐpʁɛzɛntɐm-sɛ, poɾ vɛzɛs, dɛfoɾmɐdos nos ɛntoɾnos dɐs konkɾɛsõj̃s. ɐ
-faziɛs fl, nɐ sɛsɐ̃w̃ sobʁɐdino, tɛm okoʁensiɐ ɛspɾɛʃsivɐ, ɐtinʒindo ɛʃpɛʃsuɾɐ
-ɐpʁoksimɐdɐ dɛ 40 mɛtʁos. nɛʃtɐ sɛsɐ̃w̃, konkɾɛsõj̃s foʃsilifɛɾɐs ɐʁɛdondɐdɐs, dɛ 9
-ɐ 20 km (fiɡʁɐ 22), sɐ̃w̃ bɐʃtɐntɛ komuns nɐ faziɛs fl ɛ kɐɾɐktɛɾizɐ̃
-pɐlɛowiktiofawnɐ mɐɾinɐ. ɐs konkɾɛsõj̃s sɐ̃w̃ majs ɐbundɐntɛs nɐ poɾsɐ̃w̃ infɛɾioɾ do
-intɛɾvɐlo dɛ folɛlo, kʷɛ podɛ ɐtinʒiɾ 5 mɛtʁos dɛ ɛʃpɛʃsuɾɐ. intɛɾpɾɛtɐsɐ̃w̃:
-pɾozɛʃsos dɛ dɛkɐntɐsɐ̃w̃ dɛ sɛdimɛntos finos ɛm ɐmbiɛntɛs subɐkozos dɛ bajksɐ
-ɛnɛɾʒiɐ. 6.8. kɐlkaɾio (kɐ) dɛʃkɾisɐ̃w̃: kɐlkaɾios finos, kom koɾɛs sinzɐ, kɾɛmɛ ɛ
-bɾɐnkɐ. ɐ foɾmɐ majs komum e o kɐlkaɾio lɐminɐdo (kɐl) ɛ o kɐlkaɾio kom topo ɛ
-bɐzɛ ondulɐdos. os kɐlkaɾios lɐminɐdos sɐ̃w̃ kɐɾɐktɛɾizɐdos pɛlɐ ɛʃtɾutuɾɐ
-lɐminɐɾ, koloɾɐsɐ̃w̃ kɾɛmɛ, fino ɛ poɾ ɐpʁɛzɛntɐɾ foɾmɐ tɐbulɐɾ, ɛm kɐmɐdɐʃ
-sɛntimetʁikɐs. os kɐlkaɾios ondulɐdos sɐ̃w̃ kɐɾɐktɛɾizɐdos poɾ kɐmɐdɐs dɛlɡɐdɐʃ
-intɛɾkɐlɐdɐs ɛntɾɛ folɛlos. nɛʃtɐ intɛɾkɐlɐsɐ̃w̃ sɐ̃w̃ vɛɾifikɐdos nɔdulos dɛ
-kɐɾbonɐtos (fiɡʁɐ 23). intɛɾpɾɛtɐsɐ̃w̃: pɾɛzipitɐsɐ̃w̃ kʷimikɐ dɛ kɐɾbonɐtos owu
-pɾozɛʃsos dɛ biowindusɐ̃w̃ (?) ɛm ɐmbiɛntɛ subɐkozo ɛm pɛɾiodos klimatikos majʃ
-aɾidos, kʷɛ fɐvoɾɛzɛ ɐ ɾɛdusɐ̃w̃ dɐ ɛntɾɐdɐ dɛ sɛdimɛntos ɐlɔktonɛs ɛ ɛlɛvɐsɐ̃w̃ dɐ
-pɾodusɐ̃w̃ kɐɾbonatikɐ. ɐ diʃtinsɐ̃w̃ dos kɐɾbonɐtos pawtowu-sɛ nos dɐdos dɛ
-ɐfloɾɐmɛnto, ɛm mɛzo ɛʃkɐlɐ, kɐɾɛzɛndo dɛ dɐdos dɛ pɛtʁoɡʁɐfiɐ pɐɾɐ mɛloɾ
-kɐɾɐktɛɾizɐsɐ̃w̃. 6.9. kokʷinɐs (kk) dɛʃkɾisɐ̃w̃: bioklɐʃtos ɐʃsoziɐdos ɐ ɐɾɛjɐ ɛ
-siltɛ. ɐ fɾɐsɐ̃w̃ bioʒenikɐ e konstituj́dɐ pɾinsipɐlmɛntɛ poɾ tuʁitɛlidɛos,
-ɛkʷinõj̃dɛs ɛ ɡɐʃtɾɔpodɛs. ɐs kokʷinɐs sɐ̃w̃ obsɛɾvɐdɐs no topo dɐ foɾmɐsɐ̃w̃
-ʁomuɐldo, ɐlɡns mɛtʁos ɐzimɐ do intɛɾvɐlo dɐs konkɾɛsõj̃s foʃsilifɛɾɐs, ɛʃtɐndo
-limitɐdɐs ɐ um intɛɾvɐlo kom dɛlɡɐdɐs kɐmɐdɐs (4 kɐmɐdɐs sɛntimetʁikɐs) (fiɡʁɐ
-24). os fɔʃsɛjs konstitujntɛs sɛ ɛnkontɾɐm fɾɐɡmɛntɐdos ɐ bɛm pɾɛzɛɾvɐdos ɛ
-ɐpʁɛzɛntɐm lɛvɛ oɾiɛntɐsɐ̃w̃ pɾɛfɛɾɛnsiɐl. ɐ koloɾɐsɐ̃w̃ kɐɾɐktɛɾiʃtikɐ dɛʃtɐ faziɛʃ
-e kɾɛmɛ kom tons ɐmɐɾɛlɐdos. ɐs ʒɛomɛtʁiɐs pɾɛdominɐntɛs sɐ̃w̃ kɐmɐdɐs tɐbulɐɾɛʃ
-sɛntimetʁikɐs podɛndo ɐtinʒiɾ um mɛtʁo dɛ ɛʃpɛʃsuɾɐ. pɾozɛʃsos dɛ
-ʁɛtʁɐbɐlɐmɛnto poɾ koʁɛntɛs kʷɛ dɛpozitɐm ɐs konkɐs ɛm suʃpɛnsɐ̃w̃, sɛndo
-tɾɐnspoɾtɐdɐs poɾ koʁɛntɛs dɛ mɐjoɾ ɛnɛɾʒiɐ, kɐpɐzɛs dɛ dɛzɐɾtikulɐɾ ɛ
-fɾɐɡmɛntɐɾ ɐs konkɐs dɛ bivɐlvɛs. ɐs faziɛs sɛdimɛntɐɾɛs ɐzimɐ dɛʃkɾitɐʃ
-ɛnkontɾɐm-sɛ diʃpoʃtɐs ɛm umɐ suzɛʃsɐ̃w̃ fɐziolɔʒikɐ kʷɛ pɛɾmitɛ intɛɾpɾɛtɐɾ o
-pɐlɛowɐmbiɛntɛ dɛpozisionɐl. ɐʃsoziɐsɐ̃w̃ dɛ faziɛs ɛ intɛɾpɾɛtɐsɐ̃w̃ do siʃtɛmɐ
-dɛpozisionɐl. 7. - ɛʃtɾɐtiɡʁɐfiɐ dɛ sɛkʷensiɐs o mɛmbɾo ɾomuɐldo koʁɛʃpondɛ
-litowɛʃtɾɐtiɡʁɐfikɐmɛntɛ ɐ umɐ sɛkʷensiɐ dɛpozisionɐl kom ɐpʁoksimɐdɐmɛntɛ 100 
-dɛ ɛʃpɛʃsuɾɐ, limitɐdɐ poɾ dɛʃkonfoɾmidɐdɛs, nɐ bɐzɛ (limitɛ infɛɾioɾ dɐ
-sɛkʷensiɐ dɛpozisionɐl) ɛ no topo (limitɛ supɛɾioɾ dɐ sɛkʷensiɐ dɛpozisionɐl).
-tɾes sɐ̃w̃ ɐs supɛɾfiziɛs kɐvɛ idɛntifikɐdɐs nɐ sɛkʷensiɐ dɛpozisionɐl ɛʃtudɐdɐ:
-1) limitɛ dɛ sɛkʷensiɐ dɛpozisionɐl infɛɾioɾ (lsdi) nɐ bɐzɛ dɐ sɛkʷensiɐ; 2)
-supɛɾfiziɛ dɛ inundɐsɐ̃w̃ maksimɐ (sim) situɐdɐ nɐ poɾsɐ̃w̃ intɛɾmɛdiaɾiɐ, sɛndo
-dɛfinidɐ komo supɛɾfiziɛ izɔkʁonɐ dɛʃsɛ intɛɾvɐlo ɛ, konsɛkʷɛntɛmɛntɛ, komo o
-mɛloɾ mɐɾko ɛʃtɾɐtiɡʁafiko (dɐtum) pɐɾɐ ɐ koʁɛlɐsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ (fiɡʁɐ 25)
-ɛ, 3) finɐlizɐndo ɐ sɛkʷensiɐ tem-sɛ o limitɛ dɛ sɛkʷensiɐ dɛpozisionɐl supɛɾioɾ
-(lsds) no topo, dɛ kɐɾatɛɾ ɛɾozionɐl, kontɐto do mɛmbɾo ɾomuɐldo (sɛkʷensiɐ
-pɔs-ɾiftɛ i) kom ɐ foɾmɐsɐ̃w̃ ɛksu (pɔs-ɾiftɛ ii). dowis sɐ̃w̃ os tɾɐtos dɛ siʃtɛmɐʃ
-dɛpozisionajs idɛntifikɐdos nɐ sɛkʷensiɐ dɛpozisionɐl (mɛmbɾo ɾomuɐldo), kõ
-suzɛʃsõj̃s ɛʃtɾɐtiɡʁafikɐs diʃtintɐs: 1) tɾɐto dɛ siʃtɛmɐs tɾɐnsɡɾɛʃsivo (tst) -
-ɛmpilɐmɛnto ɾɛtʁoɡʁɐdɐzionɐl, pozisionɐdo nɐ sɛsɐ̃w̃ infɛɾioɾ dɐ sɛkʷensiɐ; ɛ 2)
-tɾɐto dɛ siʃtɛmɐs dɛ mɐɾ ɐlto (tsmɐ) - ɛmpilɐmɛnto pɾoɡʁɐdɐzionɐl, nɐ sɛsɐ̃w̃
-supɛɾioɾ. o tst e dɛ kɐɾatɛɾ tɾɐnsɡɾɛʃsivo, no kɐl faziɛs dɛ siʃtɛmɐs fluviajʃ
-sɐ̃w̃ suzɛdidɐs poɾ faziɛs koʃtɛjɾɐs kʷɛ kulminɐm ɛm dɛpɔzitos mɐɾinos ɾɐzos.
-tajs dɛpɔzitos sɐ̃w̃ suzɛdidos poɾ faziɛs majs kontinɛntajs ɾɛpʁɛzɛntɐdɐs poɾ
-ɐɾɛnitos kom fɔʃsɛjs dɛ aɡɐ dozɛ, os kajs kɐɾɐktɛɾizɐm o tsmɐ, dɛ kɐɾatɛɾ
-ʁɛɡʁɛʃsivo. ɐ sɛɡʷiɾ, sɐ̃w̃ ɐpʁɛzɛntɐdɐs kɐɾɐktɛɾiʃtikɐs dos limitɛs dɐ sɛkʷensiɐ
-dɛpozisionɐl, ɐ supɛɾfiziɛ dɛ inundɐsɐ̃w̃ maksimɐ, os tɾɐtos dɛ siʃtɛmɐs ɛ umɐ
-diʃkuʃsɐ̃w̃ dos ɾɛzultɐdos obtidos ɛm ɾɛlɐsɐ̃w̃ ɐos tɾɐbɐlos diʃponivɛjs nɐ
-litɛɾɐtuɾɐ. fiɡʁɐ 25. koʁɛlɐsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ dɐs sɛsõj̃s kolunɐɾɛʃ
-lɛvɐntɐdɐs: (1) pɛdʁɐ bɾɐnkɐ, (2) sitio ɾomuɐldo ɛ (3) sobʁɐdino. (dɐtum = sim)
-7.1. limitɛ infɛɾioɾ dɐ sɛkʷensiɐ dɛpozisionɐl o limitɛ infɛɾioɾ dɐ sɛkʷensiɐ
-dɛpozisionɐl (lsdi) e o kontɐto ɛntɾɛ os mɛmbɾos kɾɐto ɛ ɾomuɐldo. ɛʃtɐ
-supɛɾfiziɛ sɛ kɐɾɐktɛɾizɐ poɾ sɛɾ umɐ dɛʃkonfoɾmidɐdɛ nɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐ
-boɾdɐ dɐ bɐziɐ, kʷɛ pɐʃsɐ ɡɾɐduɐlmɛntɛ ɐ umɐ konfoɾmidɐdɛ koʁɛlɐtɐ no sɛntido
-do sɛntɾo dɐ bɐziɐ (fiɡʁɐ 26). ɐ dɛʃkonfoɾmidɐdɛ e ɛvidɛnsiɐdɐ pɛlo substɾɐto
-ɛɾozivo iʁɛɡlɐɾ dos ɐɾɛnitos (faziɛs st) ɛ konɡlomɛɾɐdos (faziɛs ɡt) dɐ bɐzɛ
-do mɛmbɾo ɾomuɐldo sobʁɛ os folɛlos (faziɛs fl) ɛ ʒipsitɐ (faziɛs ʒip) dɐʃ
-kɐmɐdɐs ipubi; tajs ɛvidensiɐs sɐ̃w̃ vɛɾifikɐdɐs nɐ sɛsɐ̃w̃ pɛdʁɐ bɾɐnkɐ (fiɡʁɐ
-27). o limitɛ infɛɾioɾ kowinsidɛ kom ɐ supɛɾfiziɛ tɾɐnsɡɾɛʃsivɐ idɛntifikɐdɐ nɐ
-sɛsɐ̃w̃ sitio ɾomuɐldo. ɐ supɛɾfiziɛ tɾɐnsɡɾɛʃsivɐ e ɛvidɛnsiɐdɐ poɾ dɛpɔzitos dɛ
-ʁɛtʁɐbɐlɐmɛnto do substɾɐto, tɛndo komo kɐɾɐktɛɾiʃtikɐ klɐʃtos dɛ kɐlkaɾio
-diʃpoʃtos sobʁɛ kɐmɐdɐs dɛlɡɐdɐs dɛ kɐlkaɾio lɐminɐdo, intɛɾpɾɛtɐdos komo
-dɛpɔzito ɾɛziduɐl tɾɐnsɡɾɛʃsivo (tɾɐnsɡɾɛʃsivɛ lɐɡs) (fiɡʁɐ 28). ɐ
-dɛʃkonfoɾmidɐdɛ ɛ ɐ supɛɾfiziɛ tɾɐnsɡɾɛʃsivɐ nɐ̃w̃ foɾɐm obsɛɾvɐdɐs noʃ
-ɐfloɾɐmɛntos dɐ sɛsɐ̃w̃ sobʁɐdino, tɛndo idɛntifikɐdo nɛʃtɐ sɛsɐ̃w̃ ɐpɛnɐs ɐ
-konfoɾmidɐdɛ koʁɛlɐtɐ. o kɾiteɾio utilizɐdo pɐɾɐ situɐɾ ɐ supɛɾfiziɛ infɛɾioɾ
-nɐ sɛsɐ̃w̃ sobʁɐdino fowi o ɐpɐɾɛzimɛnto dɛ ɐɾɛnitos siɡmowidɛs sobʁɛpoʃtos aʃ
-faziɛs siliziklaʃtikɐs finɐs ɛ kɐɾbonatikɐs, kɐɾɐktɛɾiʃtikɐs do mɛmbɾo kɾɐto.
-7.2. limitɛ supɛɾioɾ dɐ sɛkʷensiɐ dɛpozisionɐl o limitɛ supɛɾioɾ dɐ sɛkʷensiɐ
-dɛpozisionɐl (lsds) koʁɛʃpondɛ a diʃkoɾdansiɐ ɛɾozivɐ dɛ kɐɾatɛɾ ɾɛʒionɐl kʷɛ
-limitɐ o topo dɐ sɛkʷensiɐ dɛpozisionɐl. o lsds ɛʃta pozisionɐdo no kontɐto
-ɛntɾɛ ɐ foɾmɐsɐ̃w̃ sɐntɐnɐ (mɛmbɾo ɾomuɐldo) ɛ ɐ foɾmɐsɐ̃w̃ ɛksu. no ɛntɐnto, e dɛ
-difizil obsɛɾvɐsɐ̃w̃ no kɐmpo, dɛvido a pɾɛzɛnsɐ konstɐntɛ dɛ dɛpɔzitos dɛ taluʃ
-nɐs ɛʃkɐɾpɐs dɐ kɐpɐdɐ do ɐɾɐɾipɛ, komo ʒa ɛnfɐtizɐdo poɾ ɐʃsinɛ (1992). umɐ
-ɛvidensiɐ, ɛntɾɛtɐnto, suʃtɛntɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ kontɐto diʃkoɾdɐntɛ ɛntɾɛ
-ɛʃtɐs foɾmɐsõj̃s (lsds). no ɾɛʒiʃtɾo ɛʃtɾɐtiɡʁafiko, o lsds e ɛvidɛnsiɐdo pɛlɐ
-pɾɛzɛnsɐ dɛ ɐɾɛnito medio ɐ ɡɾoʃso kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ (faziɛʃ
-st) ɛm kontɐto ɛɾozivo sobʁɛ ɐɾɛnito mujto fino ɐ fino kom ɛʃtɾɐtifikɐsɐ̃w̃
-kɾuzɐdɐ ɐkɐnɐlɐdɐ (faziɛs st), komo vɛɾifikɐdo nɐ sɛsɐ̃w̃ sobʁɐdino. ɛmboɾɐ
-ʁɛʒiʃtɾɐdo nɐ sɛsɐ̃w̃ sobʁɐdino, o lsds nɐ̃w̃ fowi obsɛɾvɐdo nɐs dɛmajs sɛsõj̃s,
-dɛvido a ɛɾozɐ̃w̃ dɐ suzɛʃsɐ̃w̃ sotopoʃtɐ. ɐ impoɾtansiɐ do lsds ɛʃta ɾɛlɐzionɐdɐ ɐo
-fɐto dɛ kʷɛ ɛʃtɛ limitɛ koʁɛʃpondɛ ɐo finɐl dɐ sɛkʷensiɐ dɛpozisionɐl do
-intɛɾvɐlo ɛʃtudɐdo, mɐɾkɐndo o finɐl do siklo tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo dɛʃtɐ
-sɛkʷensiɐ ɛ o kontɐto ɛntɾɛ o mɛmbɾo ɾomuɐldo (fm. sɐntɐnɐ) ɛ ɐ foɾmɐsɐ̃w̃ ɛksu, owu
-sɛʒɐ, ɛntɾɛ ɐ sɛkʷensiɐ pɔs-ɾiftɛ i pɐɾɐ pɔs-ɾiftɛ ii. 7.3. supɛɾfiziɛ dɛ
-inundɐsɐ̃w̃ maksimɐ ɐ supɛɾfiziɛ dɛ inundɐsɐ̃w̃ maksimɐ (sim) koʁɛʃpondɛ a maksimɐ
-tɾɐnsɡɾɛʃsɐ̃w̃ okoʁidɐ nɐ sɛkʷensiɐ dɛpozisionɐl, ɛʃtɐndo pozisionɐdɐ ɛntɾɛ o tst
-ɛ tsmɐ. ɛʃtɐ supɛɾfiziɛ e ɛvidɛnsiɐdɐ pɛlo intɛɾvɐlo dɐs kokʷinɐs (faziɛs kk)
-ɛnkontɾɐdo no topo dɐ suzɛʃsɐ̃w̃ dos folɛlos pɾɛtos (faziɛs fl). ɐ sim e
-ɛlɛmɛnto fundɐmɛntɐl nɐ koʁɛlɐsɐ̃w̃ dos ɛmpilɐmɛntos ɛʃtɾɐtiɡʁafikos. ɐ
-koʁɛlɐsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ ɐpowjowu-sɛ nɐ ɛspɾɛʃsivɐ ɾɐʃtɾɛɐbilidɐdɛ dɛʃtɐ
-supɛɾfiziɛ, ɐ kɐl e mɐɾkɐdɐ pɛlo intɛɾvɐlo dɐs kokʷinɐs. ɐ sim e dɛfinidɐ dɛ
-diʃtintɐs foɾmɐs pɛlos awtoɾɛs kʷɛ ɐ ɛʃtudɐɾɐm. ɐʃsinɛ (1992) ɐ situowu ɐo nivɛl
-dos folɛlos ɛʃvɛɾdɛɐdos poɾtɐdoɾɛs dɛ konkɾɛsõj̃s kɐɾbonatikɐs foʃsilifɛɾɐs ɛ ɐ
-intɛɾpɾɛtowu komo supɛɾfiziɛ dɛ maksimɐ tɾɐnsɡɾɛʃsɐ̃w̃ mɐɾinɐ, tɛndo ɛvidɛnsiɐdo
-dɛpozisɐ̃w̃ dɛ folɛlos diɾɛtɐmɛntɛ sobʁɛ o ɛmbɐzɐmɛnto nɐ poɾsɐ̃w̃ owɛʃtɛ dɐ bɐziɐ,
-suʒɛɾindo onlɐp koʃtɛjɾo. bɾuno ɛt ɐl. (2006) ɾɛkonɛzɛɾɐm foɾtɛs influensiɐʃ
-mɐɾinɐs no nivɛl dɐs konkɾɛsõj̃s ɛ o konsidɛɾɐɾɐm komo ɐ sim, powis, ɐfiɾmɐɾɐ̃
-kʷɛ nɐs konkɾɛsõj̃s kɐlkaɾiɐs dɐ foɾmɐsɐ̃w̃ ɾomuɐldo, okoʁɛm pɛjksɛs oʃtɛj́ktɛʃ
-mɐɾinos komo vinktifɛɾ komptoni, tɐʁiɐs ɐɾɐɾipis ɛ ɾɐkolɛpis bukkɐlis.
-mowuɾɐ (2007) kɐɾɐktɛɾizɐ ɛʃtɐ supɛɾfiziɛ komo supɛɾfiziɛ si – inundɐsɐ̃w̃ ɛ,
-ɐdmitɛ kʷɛ ɐ mɛʃmɐ mɐɾkɐ o kontɐto dɛ um konʒunto dɛ kɐmɐdɐs dɛ faziɛʃ
-ɛtɛɾolitikɐ (), ɐbajkso, kom folɛlos (faziɛs fl), ɐzimɐ, indikɐndo o
-ɐfoɡɐmɛnto dɐ bɐziɐ ɛ ɾɛpʁɛzɛntɐndo o limitɛ bɐzɐl do tsmɐ. kontudo, ɐʃsinɛ
-(2007) konsidɛɾowu ɐ sim ɛkʷivɐlɛntɛ ɐo intɛɾvɐlo dɐs kokʷinɐs ɛ ɐ intɛɾpɾɛtɐ
-komo supɛɾfiziɛ dɛ ɾɐvinɐmɛnto pɾovokɐdɐ pɛlɐ ɐsɐ̃w̃ dɛ mɐɾes. ɐlem diʃto, ɛʃtɛ
-awtoɾ ɐfiɾmɐ kʷɛ, ɛm diɾɛsɐ̃w̃ ɐo topo, ɐ pɐɾtiɾ dɐ sim, voltɐm ɐ pɾɛdominɐɾ
-kondisõj̃s kontinɛntajs, dɛdutivɛjs pɛlo pɐdʁɐ̃w̃ dɛ ɛnɡɾoʃsɐmɛnto tɛstuɾɐl
-ɐʃsɛndɛntɛ ɛ pɛlɐ pɾɛzɛnsɐ dɛ fɔʃsɛjs nɐ̃w̃-mɐɾinos. ɐzimɐ dɐ sim okoʁɛ pɐdʁɐ̃w̃
-ʁɛɡʁɛʃsivo kʷɛ sɛ ɛnsɛʁɐ kom umɐ supɛɾfiziɛ dɛ dɛʃkonfoɾmidɐdɛ kʷɛ, nɛʃtɛ
-ɛʃtudo, koʁɛʃpondɛ ɐo lsds. 7.4. tɾɐto dɛ siʃtɛmɐs tɾɐnsɡɾɛʃsivo o tst
-konstituj ɐ pɐɾtɛ infɛɾioɾ dɐ sɛkʷensiɐ dɛpozisionɐl, tɛndo inizio kõ
-konɡlomɛɾɐdos ɛ ɐɾɛnitos, ɐpɔs intɛnso pɛɾiodo dɛ ɐɾidɛz kʷɛ pɛɾduɾowu duɾɐntɛ ɐ
-dɛpozisɐ̃w̃ do mɛmbɾo kɾɐto / kɐmɐdɐs ipubi (ɾoʒɐs 2009). o tst e kɐɾɐktɛɾizɐdo
-poɾ ɛmpilɐmɛnto ɾɛtʁoɡʁɐdɐzionɐl, ɛksibindo ɐfinɐmɛnto tɛstuɾɐl pɐɾɐ o topo
-(fiɡʁɐ 29). o ɛmpilɐmɛnto sɛ iniziɐ poɾ umɐ dɛʃkonfoɾmidɐdɛ nɐ bɐzɛ (lsdi),
-kʷɛ mɐɾkɐ pɐʃsɐʒɛm ɐbʁuptɐ ɛntɾɛ folɛlos kɐlsifɛɾos ɛʃvɛɾdɛɐdos (faziɛs fl) ɛ̃
-kontɐto kom konɡlomɛɾɐdos (faziɛs ɡt), mɐtʁiz suʃtɛntɐdos ɐ ɐɾɛnitos mujto
-ɡɾoʃsos. ɛm dɛtɐlɛ, ɐ dɛʃkonfoɾmidɐdɛ e mɐɾkɐdɐ nɐ bɐzɛ poɾ konɡlomɛɾɐdos kõ
-tonɐlidɐdɛs ɐvɛɾmɛlɐdɐs kom ɡɾanulos ɛ klɐʃtos diʃpɛɾsos owu ɐlinɐdos noʃ
-foɾɛzɛts dɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs ɐkɐnɐlɐdɐs. ɛʃtɛs konɡlomɛɾɐdos (faziɛʃ
-ɡt) ɐpɐɾɛzɛm ɛm foɾmɐ dɛ koɾpos (lɛntɛs) ɐmɐlɡɐmɐdos ɛɾodindo o substɾɐto ɛ
-ɐpʁɛzɛntɐm ɡɾɐnodɛkʁɛʃsensiɐ ɐʃsɛndɛntɛ, ɡɾɐdɐndo pɐɾɐ ɐɾɛnitos ɛʃtɾɐtifikɐdos,
-medios ɐ ɡɾoʃsos (faziɛs st). o inkɾɛmɛnto dɛ fɾɐsõj̃s konɡlomɛɾatikɐs nɐ
-suzɛʃsɐ̃w̃ siliziklaʃtikɐ no inizio do tst mɐɾkɐ ɐ pɐʃsɐʒɛm do siʃtɛmɐ lɐkuʃtɾɛ
-(mɛmbɾo kɾɐto) ɛ siʃtɛmɐ ɛvɐpoɾitiko (kɐmɐdɐs ipubi) pɐɾɐ o siʃtɛmɐ fluviɐl
-(bɐzɛ do mɛmbɾo ɾomuɐldo). ɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs siliziklaʃtikɐs dɛʃkɾitɐ nɐ
-bɐzɛ do tst suʒ��ɾɛ kɐnajs fluviajs, ɾɛfoɾsɐdo pɛlɐs kɐɾɐktɛɾiʃtikɐs do
-pɾɛɛnkimɛnto do dɛpɔzito komo ɐs foɾmɐs dɛ lɛjto kʷɛ inkluɛm mɐɾkɐs ondulɐdɐs,
-ɐ foɾmɐ dɛ bɐʁɐs ɐɾɛnozɐs ɛ kɐʃkɐlozɐs, tɐmɐno ɛ vɐɾiɐbilidɐdɛ dos klɐʃtos ɛ
-sɛdimɛntos. os dɐdos dɛ pɐlɛokoʁɛntɛs dɛʃtɛ intɛɾvɐlo ɐpʁɛzɛntɐm pɐdʁɐ̃w̃
-unimodɐl, kom pɐlɛoflukso ɾumo sɛ. o ɛʃtɐbɛlɛzimɛnto dɛʃtɛ siʃtɛmɐ podɛ ɛʃtɐɾ
-ʁɛlɐzionɐdo ɐo ɾɛʒuvɛnɛʃsimɛnto dɛ koʁɛntɛs ɛm vɐlɛs insizos, dɛvido ɐo
-pɾovavɛl nivɛl dɛ mɐɾ bajkso ɐpɔs ɐ ɐɾidɛz do siʃtɛmɐ ɛvɐpoɾitiko dɐ sɛkʷensiɐ
-sotopoʃtɐ (kɐmɐdɐs ipubi). pɐɾɐ o topo, os ɐɾɛnitos sɛ toɾnɐm finos ɛ ɐpʁɛzɛntɐ̃
-ɛvidensiɐ dɛ mɐɾe. o inkɾɛmɛnto dɛ ɐɾʒilɐ ɛ ɐɾɛjɐs finɐs nɐ suzɛʃsɐ̃w̃
-siliziklaʃtikɐ do tst, ɛvidɛnsiɐdo poɾ ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ
-kɐvɐlɡɐntɛ (faziɛs sɾ) ɛ ɛtɛɾolitikɐs (faziɛs ) kom ɐkɐmɐmɛntos flɐzɛɾ, wɐvj ɛ
-linsɛn, kʷɛ ɾɛʒiʃtɾɐm influensiɐs dɛ koʁɛntɛs dɛ mɐɾe, mɐɾkɐndo ɐ tɾɐnsisɐ̃w̃ do
-siʃtɛmɐ fluviɐl pɐɾɐ o siʃtɛmɐ koʃtɛjɾo. sotopoʃto ɐ ɛʃtɛs ɐɾɛnitos, e obsɛɾvɐdɐ
-umɐ sɛsɐ̃w̃ ɾitmikɐ dɛlɡɐdɐ dɛ folɛlos intɛɾkɐlɐdos kom kɐɾbonɐtos. ɛʃtɐ sɛsɐ̃w̃
-iniziɐ kom ɐ sɛdimɛntɐsɐ̃w̃ dɛ folɛlos (faziɛs fl), ɾikos ɛm mɐteɾiɐ oɾɡanikɐ,
-intɛɾkɐlɐdos kom kɐlkaɾios (faziɛs kɐ) kom ɐpʁoksimɐdɐmɛntɛ 1,5 m dɛ ɛʃpɛʃsuɾɐ.
-os folɛlos kontem filmɛs oɾɡanikos ɾɛpʁɛzɛntɐdos poɾ laminɐs lɛvɛmɛntɛ
-ondulɐdɐs intɛɾkɐlɐdos as lɐminɐsõj̃s kɐɾbonatikɐs ɛ nivɛjs kom nɔduloʃ
-kɐɾbonatikos. ɐs faziɛs kɐɾbonatikɐs ɛ siliziklaʃtikɐs intɛɾkɐlɐdɐs sɐ̃w̃
-suzɛdidɐs poɾ folɛlos pɾɛtos, kom ɛʃpɛʃsuɾɐ maksimɐ konstɐtɐdɐ dɛ 40 m, ɾikoʃ
-ɛm konkɾɛsõj̃s foʃsilifɛɾɐs. ɛʃtɛ intɛɾvɐlo ɐpʁɛzɛntɐ foɾtɛs ɛvidensiɐs dɛ
-siʃtɛmɐ mɐɾino ɾɐzo, mɐɾkɐdɐs poɾ ɐʃsoziɐsɐ̃w̃ foʃsilifɛɾɐ pɛkuliɐɾ. tajʃ
-ɛvidensiɐs sɐ̃w̃ ɾɛɐlsɐdɐs no tɾɐbɐlo dɛ ɐɾaj & kowimbɾɐ (1990), kʷɛ pɛlo ɛʃtudo
-do intɛɾvɐlo dɛ folɛlos do mɛmbɾo ɾomuɐldo, ɐpʁɛzɛntɐm ɛvidensiɐs dɐ inɡɾɛʃsɐ̃w̃
-mɐɾinɐ nɐ bɐziɐ do ɐɾɐɾipɛ, komo dinoflɐʒɛlɐdos. os nivɛjs dɐs kokʷinɐʃm kʷɛ
-koʁɛʃpondɛm ɐ sim, suzɛdɛm o intɛɾvɐlo dos folɛlos ɾikos ɛm konkɾɛsõj̃ʃ
-kɐlkaɾiɐs foʃsilifɛɾɐs ɛ dinoflɐʒɛlɐdos. ɛʃtɛs nivɛjs okoʁɛm nɐ pɐɾtɛ majʃ
-supɛɾioɾ / finɐl do tst, sɛndo kɐɾɐktɛɾizɐdo pɛlɐ pɾɛzɛnsɐ dɛ ɛkʷinowidɛs ɛ
-moluʃkos intɛɾkɐlɐdos kom laminɐs dɛ folɛlos. no kontɛsto dɛ tɾɐto dɛ
-siʃtɛmɐs, o intɛɾvɐlo dɐ kokʷinɐ podɛ indikɐɾ ɐmbiɛntɛ mɐɾino submɛtido ɐ
-kondisõj̃s dɛ tɛmpɛʃtɐdɛs kɐpɐzɛs dɛ tɾɐnspoɾtɐɾ ɛ ɾɛtʁɐbɐlɐɾ fɔʃsɛjs dɛ
-moluʃkos ɛ ɛkʷinowidɛs. ɛʃtɐ supɛɾfiziɛ e ɐ tɾɐnsisɐ̃w̃ ɛntɾɛ os tɾɐtos dɛ siʃtɛmɐʃ
-dɛpozisionajs, limitɐndo o tst (ɛmpilɐmɛnto ɾɛtʁoɡʁɐdɐzionɐl) (fiɡʁɐ 30),
-ɐbajkso ɛ, o tsmɐ (ɛmpilɐmɛnto pɾoɡʁɐdɐzionɐl), ɐzimɐ. o intɛɾvɐlo dɐs kokʷinɐʃ
-e kɐɾɐktɛɾizɐdo poɾ sɛɾ dɛlɡɐdo, kom umɐ ɐmplɐ diʃtɾibujsɐ̃w̃ ʒɛoɡʁafikɐ, sɛndo
-ʁɐʃtɾɛavɛl ɛm todɐs ɐs sɛsõj̃s lɛvɐntɐdɐs ɛ poɾ iʃso fowi ɐdotɐdo komo supɛɾfiziɛ
-dɛ koʁɛlɐsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ. 7.5. tɾɐto dɛ siʃtɛmɐs dɛ mɐɾ ɐlto o tsmɐ ɛʃta
-pozisionɐdo nɐ poɾsɐ̃w̃ supɛɾioɾ dɐ sɛkʷensiɐ dɛpozisionɐl, limitɐdo ɐbajkso pɛlɐ
-sim ɛ ɐzimɐ pɛlo lsds. o tsmɐ ɐpʁɛzɛntɐ pɐdʁɐ̃w̃ pɾoɡʁɐdɐzionɐl (ɛmpilɐmɛnto
-ʁɛɡʁɛʃsivo) (fiɡʁɐ 31). ɛʃtɛ pɐdʁɐ̃w̃ ɾɛvɛlɐ ɛnɡɾoʃsɐmɛnto tɛstuɾɐl pɐɾɐ o topo,
-dɛ modo kʷɛ, pawlɐtinɐmɛntɛ, ɾɛtoɾnɐm ɐɾɛnitos kom konkoʃtɾazɛos ɛ oʃtɾɐkodɛs,
-fɔʃsɛjs dɛ aɡɐ dozɛ (bewɾlɛn 1963), os kajs kɐɾɐktɛɾizɐm kondisõj̃s ɾɛɡʁɛʃsivɐʃ
-nɐ pɐɾtɛ supɛɾioɾ dɐ sɛkʷensiɐ. o ɛmpilɐmɛnto pɾoɡʁɐdɐzionɐl obsɛɾvɐdo no tsmɐ
-suzɛdɛ o ɛmpilɐmɛnto ɾɛtʁoɡʁɐdɐzionɐl do tst, sɛndo dɛpozitɐdo ɛm kondisõj̃ʃ
-kɐdɐ vɛz majs ɾɐzɐs ɾɛzultɐndo ɛm suzɛʃsõj̃s kom tɛndensiɐs ʒɛɾajs dɛ
-ɛnɡɾoʃsɐmɛnto tɛstuɾɐl pɐɾɐ o topo (fiɡʁɐ 32). dɛ modo ʒɛɾɐl, ɐ suzɛʃsɐ̃w̃
-ʁɛɡʁɛʃsivɐ dɐ sɛkʷensiɐ ɐpʁɛzɛntɐ nivɛjs majs finos kʷɛ ɡɾɐdɐm ɐ faziɛʃ
-siɡmowidɛs, ɛtɛɾolitikɐs ɛ ɐɾɛnitos kom ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs ɐkɐnɐlɐdɐʃ
-(faziɛs st) no topo. os ultimos 30 m do tsmɐ, nɐ sɛsɐ̃w̃ sobʁɐdino, sɛ
-kɐɾɐktɛɾizɐm pɛlɐ intɛɾkɐlɐsɐ̃w̃ dɛ ɐɾɛnitos ɛ folɛlos, kom os ɐɾɛnitos ɛm foɾmɐ
-dɛ bɐʁɐs siɡmowidɛs (faziɛs sɡ) ɛ kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ kɐvɐlɡɐntɛ (faziɛʃ
-sɾ). sobʁɛ ɛʃtɛs ɐɾɛnitos, ondɛ sɐ̃w̃ obsɛɾvɐdos ɾɛʃtos dɛ fɔʃsɛjs vɛʒɛtajʃ
-kɐɾbonizɐdos; okoʁɛm faziɛs ɛtɛɾolitikɐs intɛnsɐmɛntɛ biotuɾbɐdɐs. ɐɾɛnitoʃ
-finos ɐ medios kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ (faziɛs st) ɛnsɛʁɐm ɐ
-sɛkʷensiɐ. ɐ sɛsɐ̃w̃ ɾɛɡʁɛʃsivɐ nɐ̃w̃ okoʁɛ kom fɾɛkʷensiɐ, ɛʃtɐndo awzɛntɛ nɐʃ
-sɛsõj̃s kolunɐɾɛs pɛdʁɐ bɾɐnkɐ ɛ sitio ɾomuɐldo. ɛʃtɐ awzensiɐ e dɛvidɐ a ɛɾozɐ̃w̃
-duɾɐntɛ ɐ ʒɛɾɐsɐ̃w̃ dɐ dɛʃkonfoɾmidɐdɛ (lsds) do topo dɐ sɛkʷensiɐ dɛpozisionɐl,
-kʷɛ mɐɾkɐ o kontɐto ɛntɾɛ o mɛmbɾo ɾomuɐldo ɛ ɐ foɾmɐsɐ̃w̃ ɛksu. dɛʃsɛ modo, o tsmɐ
-e obsɛɾvɐdo ɐpɛnɐs nɐ sɛsɐ̃w̃ sobʁɐdino, kʷɛ poʃsuj o siklo
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo komplɛto. dɐdos dɛ pɐlɛokoʁɛntɛs foɾɐm obtidos nɐ
-sɛsɐ̃w̃ ɾɛɡʁɛʃsivɐ do tsmɐ ɛ suɐ ɐnalizɛ pɛɾmitiw intɛɾpɾɛtɐɾ ɐtuɐsɐ̃w̃ dɛ koʁɛntɛʃ
-dɛ mɐɾes, pɛlo pɐdʁɐ̃w̃ bimodɐl dos iʃtoɡʁɐmɐs dɛ fɾɛkʷensiɐ. ɛm ʒɛɾɐl, ɐʃ
-pɐlɛokoʁɛntɛs poʃsuɛm diɾɛsɐ̃w̃ nw-sɛ. 7.6. diʃkuʃsɐ̃w̃ ɐ ɐnalizɛ ɛʃtɾɐtiɡʁafikɐ dɛ
-sɛkʷensiɐs ɐpʁɛzɛntɐdɐ nɛʃtɐ monoɡʁɐfiɐ, pɛɾmitɛ ɛʃtɐbɛlɛzɛɾ umɐ diʃkuʃsɐ̃w̃
-ɐzɛɾkɐ dos dɐdos ɛ intɛɾpɾɛtɐsõj̃s ɐpʁɛzɛntɐdos pɛlos awtoɾɛs kʷɛ koʁoboɾɐm owu
-nɐ̃w̃ kom ɐ ɐnalizɛ ɛʃtɾɐtiɡʁafikɐ ɐpʁɛzɛntɐdɐ nɛʃtɛ tɾɐbɐlo. os tɾɐbɐlos ʒa
-publikɐdos divɛɾʒɛm kɐnto a intɛɾpɾɛtɐsɐ̃w̃ pɐlɛowɐmbiɛntɐl do mɛmbɾo ɾomuɐldo,
-bɛm komo kɐnto ɐ dɛlimitɐsɐ̃w̃ dɐ sɛkʷensiɐ dɛpozisionɐl ɛ dos tɾɐtos dɛ siʃtɛmɐʃ
-kʷɛ ɐ kompõj̃m. ɐ sɛkʷensiɐ dɛpozisionɐl do intɛɾvɐlo pɛɾtɛnsɛntɛ ɐo mɛmbɾo
-ʁomuɐldo fowi dɛʃkɾitɐ poɾ kɐʃtɾo ɛt ɐl. (2006) kʷɛ ɐ dɛnominowu dɛ s4 ɛ ɐ
-kɐɾɐktɛɾizowu poɾ mɛjo dos tɛʃtɛmunos dos posos ps-11 ɛ ps-12. os posoʃ
-ɛvidɛnsiɐɾɐm umɐ sɛkʷensiɐ kom ɛʃpɛʃsuɾɐ komplɛtɐ dɛ 75 m ɛ um konʒunto dɛ
-faziɛs kompoʃto poɾ sɛsɐ̃w̃ ɐɾɛnozɐ ɛ ɐɾʒilozɐ, intɛɾpɾɛtɐdɐs komo fluviɐl ɛ
-lɐkuʃtɾɛ, ɾɛʃpɛktivɐmɛntɛ. ajndɐ sɛɡndo os sitɐdos awtoɾɛs, ɐ sɛkʷensiɐ s4 e
-dominɐdɐ poɾ dɛpɔzitos siliziklaʃtikos kʷɛ ɾɛflɛtɛm kondisõj̃s klimatikɐs umidɐʃ
-fɐvoɾavɛjs ɐo supʁimɛnto sɛdimɛntɐɾ ɛ dɛʃfɐvoɾavɛjs a foɾmɐsɐ̃w̃ dɛ kɐɾbonɐtos.
-ɛʃtɐ sɛkʷensiɐ fowi ɾɛkonɛzidɐ tɐmbem poɾ ɾoʒɐs (2009) kʷɛ ɐ dɛnominowu komo
-sɛkʷensiɐ 6, idɛntifikɐndo kondisõj̃s mɐɾinɐs nɛʃtɛ intɛɾvɐlo, subdividindo-ɐ ɛ̃
-tɾes tɾɐtos dɛ siʃtɛmɐs: tɾɐto dɛ siʃtɛmɐs dɛ mɐɾ bajkso, tɾɐnsɡɾɛʃsivo ɛ dɛ mɐɾ
-ɐlto. ɐ ɛʃpɛʃsuɾɐ ɐ sɛkʷensiɐ dɛpozisionɐl idɛntifikɐdɐ nɛʃtɛ tɾɐbɐlo, poɾ suɐ
-vɛz, ɐpʁɛzɛntɐ ɛʃpɛʃsuɾɐ ɐpʁoksimɐdɐ dɛ 100 m, kom umɐ ɐʃsoziɐsɐ̃w̃ fɐziolɔʒikɐ
-intɛɾpɾɛtɐdɐ komo kɐɾɐktɛɾiʃtikɐ dɛ siʃtɛmɐs koʃtɛjɾos influɛnsiɐdos poɾ mɐɾes.
-ɐ divizɐ̃w̃ ɛm tɾes tɾɐtos, pɾopoʃtɐ poɾ ɾoʒɐs (2009), kʷɛ inkluj o tɾɐto dɛ
-siʃtɛmɐs dɛ mɐɾ bajkso (tsmb), diʃtinɡʷɛ dɐ divizɐ̃w̃ ɐdotɐdɐ nɛʃtɛ tɾɐbɐlo, ɐ dɛ
-ɐpɛnɐs dowis tɾɐtos dɛ siʃtɛmɐs. ɐdotowu-sɛ ɐpɛnɐs o tst ɛ tsmɐ poɾ nɐ̃w̃ tɛɾ sido
-idɛntifikɐdo ɛmpilɐmɛnto pɾoɡʁɐdɐzionɐl nɐ bɐzɛ dɐ sɛkʷensiɐ dɛpozisionɐl, nɐ̃w̃
-sɛndo poʃsivɛl, poɾtɐnto, subdividi-lo ɛm tsmb. ɐs supɛɾfiziɛs dɐ sɛkʷensiɐ
-dɛpozisionɐl ɐpʁɛzɛntɐdɐ nɐ pɾɛzɛntɛ monoɡʁɐfiɐ difɛɾɛ, ɛm pɐɾtɛ, dɐʃ
-supɛɾfiziɛs pɾopoʃtɐs pɛlos dɛmajs awtoɾɛs. ɛnkɐnto kʷɛ nɛʃtɛ tɾɐbɐlo e
-ɐdotɐdɐ komo limitɛ infɛɾioɾ dɛ sɛkʷensiɐ dɛpozisionɐl (lsdi), mɐɾkɐdɐ poɾ umɐ
-dɛʃkonfoɾmidɐdɛ kʷɛ lɐtɛɾɐlmɛntɛ ɡɾɐdɐ pɐɾɐ umɐ konfoɾmidɐdɛ koʁɛlɐtɐ; o
-tɾɐbɐlo dɛ mowuɾɐ (2007), ɐ intɛɾpɾɛtɐ komo supɛɾfiziɛ dɛ ɾɛɡʁɛʃsɐ̃w̃ foɾsɐdɐ
-(sɾf), pɐɾɐ todɐ ɐ bɐziɐ, ɛ ɐ kɐɾɐktɛɾizɐ pɛlo kontɐto diʃkoɾdɐntɛ doʃ
-kɐɾbonɐtos ɛ ɛvɐpoɾitos kom faziɛs ɐɾɛnozɐs, intɛɾpɾɛtɐdɐ komo o limitɛ dɛ
-ɛvolusɐ̃w̃ do ɐmbiɛntɛ lɐkuʃtɾɛ, ondɛ sɛ obsɛɾvɐ ɐ pɐɾtiɾ dɛlɐ umɐ ɛntɾɐdɐ dɛ
-sɛdimɛntos kontinɛntajs sɛɡʷidos do ɐvɐnso do mɐɾ no kontinɛntɛ. ɐʃsinɛ (2007)
-konsidɛɾɐ kʷɛ o topo do mɛmbɾo kɾɐto / kɐmɐdɐs ipubi e mɐɾkɐdo poɾ
-dɛʃkontinujdɐdɛ ɛɾozivɐ dɛ kuɾtɐ duɾɐsɐ̃w̃, kɐɾɐktɛɾizɐndo um kontɐto diɐʃtemiko
-kom o mɛmbɾo ɾomuɐldo. sɛɡndo silvɐ (1986), ɛʃtɐ supɛɾfiziɛ ɾɛʒiʃtɾɐ o kontɐto
-dɐs kɐmɐdɐs ipubi (infɛɾioɾ) kom o mɛmbɾo ɾomuɐldo (supɛɾioɾ) sɛndo mɐɾkɐdɐ poɾ
-kɐɾstifikɐsɐ̃w̃ ɛ, poɾ um dɛlɡɐdo intɛɾvɐlo (1-2 m) dɛ konɡlomɛɾɐdo fino owu
-ɐɾɛnito konɡlomɛɾatiko o kʷɛ o lɛvɐ ɐ sɛɾ kɐ��ɐktɛɾizɐdɐ komo umɐ supɛɾfiziɛ
-diʃkoɾdɐntɛ. kontɾɐpondo ɐ ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃, ɐʃsinɛ (1992) ɐfiɾmɐ kʷɛ ɐʃ
-fɛjsõj̃s pɐlɛokaɾstikɐs no topo dos ɛvɐpoɾitos ɛ nivɛjs dɛ kɐlikɛ dɛʃkɾitos poɾ
-silvɐ (1986), nɐ̃w̃ implikɐm nɛzɛʃsɐɾiɐmɛntɛ ɛm diʃkoɾdansiɐ, podɛndo sɛɾ umɐ
-simplɛs fɛjsɐ̃w̃ ɾɛzultɐntɛ dɛ ɛspozisõj̃s subɐeɾɛɐs kom ɾɛtʁɐbɐlɐmɛnto. poɾem, o
-awtoɾ sɐliɛntɐ kʷɛ dɛʃkontinujdɐdɛs mɛnoɾɛs sɐ̃w̃ komuns no ɾɛʒiʃtɾo sɛdimɛntɐɾ, ɛ
-mujtɐs owutʁɐs ɛksiʃtɛm dɛntɾo dɐ foɾmɐsɐ̃w̃ sɐntɐnɐ. ɐzimɐ dɛʃtɐ dɛʃkonfoɾmidɐdɛ
-bɐzɐl fowi obsɛɾvɐdɐ, no pɾɛzɛntɛ tɾɐbɐlo, faziɛs konɡlomɛɾatikɐs (faziɛs ɡt)
-ʁɛʒiʃtɾɐdɐs komo konɡlomɛɾɐdos, mɐtʁiz suʃtɛntɐdos, kom klɐʃtos ɛ sɛjksoʃ
-ɐʁɛdondɐdos ɛ dɛ diʃtintɐs kompozisõj̃s (kɐɾtzo, ɐɾʒilɐ, fɛldspɐto), sɛndo
-intɛɾpɾɛtɐdɐs komo ɾɛʒiʃtɾos dɛ dɛpɔzitos dɛ kɐnajs fluviajs. o tɾɐbɐlo dɛ
-kɐvɐlkɐnti & viɐnɐ (1990) ɾɛfoɾsɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ siʃtɛmɐ fluviɐl, ɐʃsim komo
-ɐdotɐdo no pɾɛzɛntɛ ɛʃtudo pɐɾɐ ɐ bɐzɛ do tst. tajs awtoɾɛs dɛʃkɾɛvɛm ɐ
-okoʁensiɐ dɛ ɡɐʃtɾɔpodɛs ɛ bivɐlvɛs dɛ pɛkʷɛno poɾtɛ ɐʃsoziɐdos as faziɛʃ
-konɡlomɛɾatikɐs. pɐɾɐ o topo do tst, ɐɾaj & kowimbɾɐ (1990) idɛntifikɐɾɐm tɐmbẽ
-ɛvidensiɐs dɐ inɡɾɛʃsɐ̃w̃ mɐɾinɐ nos folɛlos, bɐzɛɐdos ɛm dɐdoʃ
-pɐlɛontolɔʒikos. sɛɡndo tajs awtoɾɛs, ɛʃsɛs folɛlos ɐpʁɛzɛntɐm ɐʃsɛmblɛjɐ
-fɔʃsil kompoʃtɐ poɾ dinoflɐʒɛlɐdos, oʃtɾɐkodɛs, foɾɐminifɛɾos ɛ moluʃkos tipikoʃ
-dɛ ɐmbiɛntɛs koʃtɛjɾos miksoɐlinos. ɐs kondisõj̃s ɐmbiɛntajs, as kajs oʃ
-oʃtɾɐkodɛs foɾɐm submɛtidos, sɐ̃w̃ intɛɾpɾɛtɐdɐs poɾ ɐɾaj & kowimbɾɐ (1990) komo dɛ
-aɡɐ dozɛ, tɛndo okoʁido ɛvɛnto dɛ moɾtɐndɐdɛ kɐndo dɐ inɡɾɛʃsɐ̃w̃ mɐɾinɐ. ɐʃ
-ɐmoʃtɾɐs ɛʃtudɐdɐs pɛlos awtoɾɛs ɾɛvɛlɐm okoʁensiɐ dɛ inumɛɾos dinoflɐʒɛlɐdoʃ
-dos ʒenɛɾos spinifɛɾitɛs, inkontɛʃtɐvɛlmɛntɛ mɐɾino ɛ, subtiliʃpɐɛɾɐ, os kajʃ
-podɛm ɐtinʒiɾ 58% dɐ ɐʃsoziɐsɐ̃w̃ pɐlinolɔʒikɐ. nɛʃtɛ tɾɐbɐlo os awtoɾɛs fɐzɛ̃
-umɐ intɛɾpɾɛtɐsɐ̃w̃ pɐlɛowɛkolɔʒikɐ ɛ ɐfiɾmɐm tɾɐtɐɾ-sɛ dɛ ɐmbiɛntɛ mɐɾino, sɛndo
-kʷɛ ɐ influensiɐ mɐɾinɐ mɐntɛm-sɛ pɾɛzɛntɛ kom intɛnsidɐdɛ vɐɾiavɛl no dɛkoʁɛɾ
-dɐ dɛpozisɐ̃w̃. o ɛʃtudo bɐzɛjɐ-sɛ nos pɐɾamɛtʁos biɔtikos, dɛʃkɾɛvɛndo sinko
-fɐzɛs pɐlɛowɛkolɔʒikɐs: 1) mɐɾ tɾɐnsɡɾɛʃsivo, 2) mɐɾ ipɔksiko, 3) mɐɾino kɐzɛ
-noɾmɐl, 4) ɐmbiɛntɛ miksoɐlino; ɛ 5) ɐmbiɛntɛ dɛ aɡɐ dozɛ, o kɐl koʁɛʃpondɛ,
-no pɾɛzɛntɛ ɛʃtudo, ɐo tsmɐ. ɐlem dos dinoflɐʒɛlɐdos, sɐ̃w̃ ɛnkontɾɐdos ɛ̃
-ɐbundansiɐ ɾɛʃtos dɛ fɔʃsɛjs dɛ pɛjksɛs (bewɾlɛn 1963), situɐdos no intɛɾioɾ dɛ
-konkɾɛsõj̃s kɐlkaɾiɐs, komo ɾɐkolɛpis, lɛptolɛpis, ɐʃpidoɾjnkidɐɛ, ɛlopidɐɛ ɛ
-iktjodɛktidɐɛ. ɐ pɾɛzɛnsɐ dɛ moluʃkos mɐɾinos (tuʁitɛlidɛos) ɛ dɛ ɛkʷinowidɛʃ
-konfiɾmɐ inkʷɛʃtionɐvɛlmɛntɛ kondisõj̃s mɐɾinɐs ɛm ɐmbiɛntɛ koʃtɛjɾo. oʃ
-ɛkʷinõj̃dɛs okoʁɛm ɐʃsoziɐdos ɐos ʒenɛɾos ɐnomiɐ, bɾɐkidontɛs, tuʁitɛllɐ ɛ
-nɐtikɐ, kom ɛʃpeziɛs dɛ fawʒɐziɐ ɛ ɛkinopjɡs (bewɾlɛn 1963). o tsmɐ kom tipiko
-pɐdʁɐ̃w̃ dɛ ɛmpilɐmɛnto ɾɛɡʁɛʃsivo ɾɛkonɛzido nɛʃtɛ tɾɐbɐlo koʁoboɾɐ kom ɐʃ
-ɛvidensiɐs ɐpʁɛzɛntɐdɐs poɾ ɐɾaj & kowimbɾɐ (1990). o kɐɾatɛɾ ɾɛɡʁɛʃsivo dɛʃtɛ
-ɛmpilɐmɛnto e ɾɛfoɾsɐdo pɛlo konteẃdo foʃsilifɛɾo dɛʃkɾito poɾ tajs awtoɾɛs,
-kʷɛ obsɛɾvɐɾɐm no intɛɾvɐlo supɛɾioɾ do mɛmbɾo ɾomuɐldo, ɐʃsɛmblejɐ polinikɐ
-dominɐdɐ poɾ pɔlɛns do tipo klɐʃsopollis (95% dɐ ɐʃsoziɐsɐ̃w̃) ɛ ɛʃpoɾos dɛɾivɐdoʃ
-dɛ plɐntɐs tɛʁɛʃtɾɛs, nɐ̃w̃ tɛndo sido obsɛɾvɐdos dinoflɐʒɛlɐdos nɛm mikʁofɔʃsɛjʃ
-kɐlkaɾios. ɐ kʷɛdɐ bɾuʃkɐ dɐ okoʁensiɐ dɛ dinoflɐʒɛlɐdos nos ɾɛʒiʃtɾoʃ
-sɛdimɛntolɔʒikos (3,5 %) ɛ awmɛnto konsidɛɾavɛl dɛ klɐʃsopollis (95%) ɛ
-oʃtɾɐkodɛs nɐ ɐʃsoziɐsɐ̃w̃ pɐlinolɔʒikɐ sɐ̃w̃ foɾtɛs indikɐtivos dɐ diminujsɐ̃w̃ dɛ
-kondisõj̃s mɐɾinɐs no siʃtɛmɐ dɛpozisionɐl (ɐɾaj & kowimbɾɐ 1990) ɛ koʁoboɾɐm ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɛ kʷɛ okoʁɛm ɾɐzɛɐmɛnto pɐɾɐ o topo. ɛm konsonansiɐ kom ɛʃtɛʃ
-dɐdos, bewɾlɛn (1963) suʒɛɾiw kɐɾatɛɾ ɾɛɡʁɛʃsivo kom influensiɐs dɛ aɡɐ dozɛ
-pɐɾɐ o topo do mɛmbɾo ɾomuɐldo, ɐ pɐɾtiɾ dɐ dɛʃkɾisɐ̃w̃ dɛ ɐɾʒilɐs ɛ siltitoʃ
-lɐminɐdos kom konkoʃtɾazɛos. ɐ pɾɛzɛnsɐ dos fɔʃsɛjs moʃtɾɐ sɛɾtɐ tɛndensiɐ dɛ
-diminujsɐ̃w̃ do kɐɾatɛɾ mɐɾino ɛm diɾɛsɐ̃w̃ ɐo topo do intɛɾvɐlo ɐnɐlizɐdo,
-pɐʃsɐndo ɡɾɐdɐtivɐmɛntɛ pɐɾɐ ɐmbiɛntɛ koʃtɛjɾo, kom suzɛʃsɐ̃w̃ tipikɐ dɛ plɐniziɛ
-dɛ mɐɾe. o lsds, do topo dɐ sɛkʷensiɐ dɛpozisionɐl ɛ do tsmɐ, tɐmbem fowi
-idɛntifikɐdo ɛ diʃkutido nɐ litɛɾɐtuɾɐ. ɛʃtɛ limitɛ e idɛntifikɐdo poɾ ɐʃsinɛ
-(1992), kʷɛ o konsidɛɾɐ komo o kontɐto dɐ sɛkʷensiɐ ɐptiɐno-ɐlbiɐnɐ kom ɐ
-sɛkʷensiɐ ɐlbiɐno-sɛnomɐniɐnɐ, intɛɾpɾɛtɐndo-o komo supɛɾfiziɛ dɛ diʃkoɾdansiɐ.
-limɐ (1978) intɛɾpɾɛtowu kontɐto diʃkoɾdɐntɛ ɛntɾɛ o mɛmbɾo ɾomuɐldo (fm.
-sɐntɐnɐ) ɛ ɐ bɐzɛ dɐ foɾmɐsɐ̃w̃ ɛksu, konstɐtɐndo fɐltɐ dɛ sɛsɐ̃w̃ koʁɛʃpondɛntɛ a
-pɐɾtɛ do ɐlbiɐno infɛɾioɾ ɐ medio. ɐ ɾotɐ dɐ inɡɾɛʃsɐ̃w̃ mɐɾinɐ tɛm sido
-konʒɛktuɾɐdɐ poɾ divɛɾsos awtoɾɛs. tɾes opsõj̃s ɛ suɐs poʃsivɛjs kombinɐsõj̃s tẽ
-sido pɾopoʃtɐs: viɐ bɐziɐ do pɐɾnaj́bɐ, ɐ noɾdɛʃtɛ (ɐɾaj 2014); viɐ bɐziɐ dɛ
-sɛɾʒipɛ (limɐ 1978) ɛ pɛlɐ bɐziɐ dɛ potiɡɐɾ (viɐnɐ 1998). kontudo, kom bɐzɛ noʃ
-ʁɛzultɐdos obtidos poɾ mɛjo dɐ ɐnalizɛ ɛʃtɾɐtiɡʁafikɐ, ɛ ɾɛfoɾsɐdos pɛlos dɐdoʃ
-dɛ pɐlɛokoʁɛntɛs dɐ bɐziɐ do tukɐno (vɐɾɛʒɐ̃w̃ 2013) kʷɛ indikɐm pɐlɛofluksoʃ
-fluviajs kom ɾumo pɐɾɐ sul, ɐʃsim, komo obsɛɾvɐdo nos dɛpɔzitos fluviajs dɐ bɐzɛ
-do mɛmbɾo ɾomuɐldo, ɐs pɾimɛjɾɐs inɡɾɛʃsõj̃s mɐɾinɐs okoʁidɐs nɐ bɐziɐ do
-ɐɾɐɾipɛ (foɾmɐsɐ̃w̃ ɾomuɐldo) no intɛɾvɐlo ɐptiɐno / ɐlbiɐno, ɐdmitɛ-sɛ nɛʃtɛ
-tɾɐbɐlo inɡɾɛʃsɐ̃w̃ mɐɾinɐ pɾɛfɛɾɛnsiɐlmɛntɛ dɛ sudɛʃtɛ. ɛʃtɐ inɡɾɛʃsɐ̃w̃ e
-ɛvidɛnsiɐdɐ pɛlos dɐdos dɛ pɐlɛokoʁɛntɛs kʷɛ moʃtɾɐm pɐlɛoflukso fluviɐl kõ
-pɾovɛniensiɐ dɛ nw, indikɐndo dɛpozɛntɾo ɐ sɛ, pɾinsipɐl sɛntido dɐʃ
-pɐlɛokoʁɛntɛs, o kʷɛ konkoɾdɐ kom pɐlɛokoʁɛntɛs fluviajs dɐ foɾmɐsɐ̃w̃ bɐɾbɐlɐ,
-unidɐdɛ do ɐndɐɾ ɐlɐɡowɐs sotopoʃtɐ a foɾmɐsɐ̃w̃ sɐntɐnɐ (ɐʃsinɛ 1994).
-poʃtɛɾioɾmɛntɛ, os pɐdʁõj̃s bimodajs dɛ pɐlɛokoʁɛntɛs kom diɾɛsõj̃s nw-sɛ,
-ɐliɐdos ɐo ɛʃpɛʃsɐmɛnto dɐ sɛsɐ̃w̃ dɛ folɛlo, ɾikɐ ɛm dinoflɐʒɛlɐdos, ɐ suzɛʃsɐ̃w̃
-dɛ faziɛs tipikɐ dɛ influensiɐs dɛ koʁɛntɛs dɛ mɐɾe nɐ sɛsɐ̃w̃ sobʁɐdino ɛ ɐ
-ʁɛlɐtivɐ diminujsɐ̃w̃ dɐ kontɾibujsɐ̃w̃ dɛ dɛpɔzitos pɾoksimajs, indikɐm kʷɛ ɐ sɛ dɐ
-bɐziɐ ɐviɐ mɐjoɾ ɛʃpɐso dɛ ɐkomodɐsɐ̃w̃ ɛ ɾɛfoɾsɐm inɡɾɛʃsɐ̃w̃ mɐɾinɐ ɐ pɐɾtiɾ dɛ
-sudɛʃtɛ. 8. - konkluzõj̃s ɐ ɐnalizɛ ɛʃtɾɐtiɡʁafikɐ do mɛmbɾo ɾomuɐldo moʃtɾowu-sɛ
-ɛfɛtivɐ ɛ pɛɾmitiw kɐɾɐktɛɾizɐɾ ɛ diʃkɾiminɐɾ o intɛɾvɐlo ɛʃtɾɐtiɡʁafiko
-ɛʃtudɐdo. fowi idɛntifikɐdo umɐ sɛkʷensiɐ dɛpozisionɐl, sɛpɐɾɐdɐ poɾ
-diʃkoɾdansiɐs ɛɾozivɐs (lsdi ɛ lsds), kʷɛ ɐpʁɛzɛntɐ siklo
-tɾɐnsɡɾɛʃsivo-ɾɛɡʁɛʃsivo komplɛto. ɐ sɛkʷensiɐ idɛntifkɐdɐ ɛksibɛ dowis tɾɐtos dɛ
-siʃtɛmɐs dɛpozisionajs kom pɐdʁõj̃s dɛ ɛmpilɐmɛntos ɛʃtɾɐtiɡʁafikos diʃtintos,
-sɛpɐɾɐdɐ poɾ umɐ supɛɾfiziɛ dɛ inundɐsɐ̃w̃ maksimɐ (sim): tɾɐto dɛ siʃtɛmɐʃ
-tɾɐnsɡɾɛʃsivo ɛ tɾɐto dɛ siʃtɛmɐs dɛ mɐɾ ɐlto. o tst ɐpʁɛzɛntɐ ɛmpilɐmɛnto
-ʁɛtʁoɡʁɐdɐzionɐl, kom tipiko pɐdʁɐ̃w̃ dɛ ɐfinɐmɛnto tɛstuɾɐl ɛm diɾɛsɐ̃w̃ ɐo topo. o
-inizio do tst tɛm ɾɛʒiʃtɾo dɛ siʃtɛmɐs dɛpozisionajs kontinɛntajs, ɾɛpʁɛzɛntɐdo
-poɾ dɛpɔzitos dɛ kɐnajs, majs ɛspɾɛʃsivos nɐ poɾsɐ̃w̃ pɾoksimɐl dɐ bɐziɐ, komo
-ʁɛkonɛzido nɐ sɛsɐ̃w̃ pɛdʁɐ bɾɐnkɐ. os dɛpɔzitos dɛ kɐnajs ɾɛʒiʃtɾɐm pɐlɛofluksoʃ
-dɐs koʁɛntɛs fluviajs. kom bɐzɛ nos dɐdos dɛ pɐlɛokoʁɛntɛs, konkluju-sɛ kʷɛ ɐ
-aɾɛɐ fontɛ dɐ bɐziɐ ɛʃtɐvɐ situɐdɐ ɐ noɾowɛʃtɛ. ɐ supɛɾfiziɛ tɾɐnsɡɾɛʃsivɐ
-idɛntifikɐdɐ nɐ bɐzɛ do tst, ɾɛflɛtɛ ɐ subidɐ ɾɛlɐtivɐ do nivɛl do mɐɾ ɛ
-ʁɛʒiʃtɾɐ o pɾozɛʃso dɛ ɾɛtʁɐbɐlɐmɛnto poɾ ondɐs. os kɐnajs fluviajs sɐ̃w̃
-suzɛdidos poɾ ɐmbiɛntɛ koʃtɛjɾo sob kondisõj̃s pɐɾalikɐs, kʷɛ fɐvoɾɛzɛɾɐm ɐ
-dɛpozisɐ̃w̃ dos kɐlkaɾios ɛ folɛlos, ɾikos ɛm mɐteɾiɐ oɾɡanikɐ. o ɐmbiɛntɛ
-koʃtɛjɾo pɐʃsowu ɐ tɛɾ ɛvidensiɐs dɛ influensiɐs dɛ mɐɾes, komo ɐ pɾɛzɛnsɐ dɛ
-faziɛs ɛtɛɾolitikɐs kom ɐkɐmɐmɛnto wɐvj ɛ flɐzɛɾ, fɛjksɛs dɛ mɐɾe, supɛɾfiziɛ dɛ
-ʁɛɐtivɐsɐ̃w̃, folɛlos kom dinoflɐʒɛlɐdos ɛ kokʷinɐs kom ɛkʷinowidɛs. o tst mɐɾkɐ
-ɐ fɐzɛ dɛ inɡɾɛʃsɐ̃w̃ mɐɾinɐ nɐ sɛsɐ̃w̃, fɐzɛ ɛʃtɐ ɛm kʷɛ ɐ tɐksɐ dɛ kɾiɐsɐ̃w̃ dɛ
-ɛʃpɐso dɛ ɐkomodɐsɐ̃w̃ supɛɾowu ɐ dɛ ɐpoɾtɛ sɛdimɛntɐɾ, kulminɐndo ɛm um ɛʃpɛʃso
-pɐkotɛ dɛ folɛlos.
-
-1. - intɾodusɐ̃w̃ nɛʃtɛ kɐpitulo e ɐpʁɛzɛntɐdo o pɐnoɾɐmɐ intɾodutɔɾio dɛʃtɛ
-tɾɐbɐlo, ɐbʁɐnʒɛndo umɐ dɛʃkɾisɐ̃w̃ ʒɛɾɐl do tɛmɐ, ɐ motivɐsɐ̃w̃, os obʒɛtivos ɐ
-sɛɾɛm ɐlkɐnsɐdos, ɐs kontɾibujsõj̃s pɾɛtɛndidɐs ɛ ɐ ɛʃtɾutuɾɐ dɐ monoɡʁɐfiɐ. ɐ
-awtoʃsufiziensiɐ ɛnɛɾʒetikɐ e um dɛzɐfio kʷɛ mujtos paj́zɛs buʃkɐm ɾɛzolvɛɾ, e ũ
-insɛntivo kʷɛ kontɾibuj pɐɾɐ o dɛzɛnvolvimɛnto dɛ novɐs tɛknoloʒiɐs. kom o ɾɐmo
-dɐs induʃtɾiɐs dɛ pɛtʁɔlɛo nɐ̃w̃ ɐkontɛzɛ difɛɾɛntɛ, ɐs ɛmpɾɛzɐs buʃkɐm kɐdɐ vɛʒ
-mɐjoɾɛs lukʁos, invɛʃtindo ɛm novɐs tɛknoloʒiɐs kɐpɐzɛs dɛ supʁiɾ dɛfiziensiɐʃ
-ɛziʃtɛntɛs owu koʁiʒi-lɐs ɛm sews pɾozɛʃsos. ɐs ɐtividɐdɛs nɛʃtɛ sɛtoɾ podɛm sɛɾ
-ɐnɐlizɐdɐs ɾɐpidɐmɛntɛ ɛm funsɐ̃w̃ dɐs ɐboɾdɐʒɛns ɛm ɛsploɾɐsɐ̃w̃ dɐs ɾɛzɛɾvɐs ɛ o
-kɐnto e pɾoduzido dɛ pɛtʁɔlɛo poɾ diɐ. ɐs ɡɾɐndɛs ɛmpɾɛzɐs ɛʃtɐ̃w̃ ɐʃsumindo
-ɐltos ɾiʃkos kom invɛʃtimɛntos ɛm novɐs dɛʃkobɛɾtɐs, komo o pɾe-sɐl no bɾɐzil, o
-kʷɛ ɡɐɾɐntiɾa sɛɡʁɐnsɐ ɛnɛɾʒetikɐ pɐɾɐ um lonɡo pɾɐzo. ɛntɾɛtɐnto, ɛm ɐlɡmɐʃ
-lokɐlidɐdɛs, ɐs ɾɛzɛɾvɐs dɛ pɛtʁɔlɛo, konsidɛɾɐdɐs dɛ kɐmpos mɐduɾos, ajndɐ
-poʃsuɛm vɐloɾɛs ɛnɛɾʒetikos diʃponivɛjs mujto intɛɾɛʃsɐntɛs pɐɾɐ ɐ induʃtɾiɐ. oʃ
-kɐmpos mɐduɾos dɛ pɛtʁɔlɛo, ɛksɛmplos klaʃsikos dɛ intɛɾvɛnsõj̃s pozitivɐs ɛ̃
-tɛknoloʒiɐs pɐɾɐ ɐ ɛsploɾɐsɐ̃w̃ dɛʃtɛ ɾɛkuɾso, sɐ̃w̃ inɛvitavɛjs ɐo lonɡo dos ɐnos.
-pɐɾɐ kontoɾnɐɾ ɛʃtɛ pɾoblɛmɐ ɐs induʃtɾiɐs utilizɐm dɛ metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo. ɛʃtɛs ɾɛzɛɾvɐtɔɾios dɛ pɛtʁɔlɛo powuko ɛfiziɛntɛs ɛm pɾodusɐ̃w̃ podɛ̃
-pɾopoɾsionɐɾ um mɛloɾ ɾɛzultɐdo ʒɛɾɐl dɐ pɾodusɐ̃w̃, kɐndo utilizɐdos os metodoʃ
-dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, kʷɛ foɾɐm kɾiɐdos bɐzikɐmɛntɛ pɐɾɐ konsolidɐɾ mɐjoɾ
-pɾodusɐ̃w̃ do kʷɛ sɛ obtɛɾiɐ ɛm umɐ ɛlɛvɐsɐ̃w̃ tɾɐdizionɐl. os metodos dɛ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo podɛm sɛɾ konvɛnsionajs owu ɐvɐnsɐdos, bɐzikɐmɛntɛ ɐ
-difɛɾɛnsɐ ɛntɾɛ ɛlɛs e kʷɛ nos konvɛnsionajs sɐ̃w̃ utilizɐdos ɐpɛnɐs flujdos dɛ
-inʒɛsɐ̃w̃, kʷɛ ɐtʁɐves dɐ dinamikɐ dos flujdos, dɛʃlokɐ poɾ pɾɛʃsɐ̃w̃ o pɛtʁɔlɛo dɐʃ
-ʁokɐs. ʒa os metodos ɐvɐnsɐdos dɛ ɾɛkupɛɾɐsɐ̃w̃, utilizɐm dɛ pɾopʁiɛdɐdɛʃ
-kʷimikɐs, teɾmikɐs owu mɛkanikɐs, komo mɛjos dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. dɛntɾɛ
-ɐs teknikɐs dɛ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo, ɐs teɾmikɐs ɛʃtɐ̃w̃ pɾɛzɛntɛs nɐ
-mɐjoɾiɐ dos kɐmpos mɐduɾos, sɐ̃w̃ utilizɐdɐs ɛm kɐzos ondɛ ɐ viʃkozidɐdɛ do ɔlɛo e
-fɐtoɾ limitɐntɛ pɐɾɐ ɛlɛvɐsɐ̃w̃ do pɛtʁɔlɛo. kontudo, ɛksiʃtɛm divɛɾsos tipos dɛ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo poɾ pɾozɛʃso teɾmiko, o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko do
-pɛtʁɔlɛo e umɐ dɐs foɾmɐs utilizɐdɐs. 1.1 motivɐsɐ̃w̃ kom kɐmpos ɛm aɡɐs ɾɐzɐs ɛ
-kɐmpos tɛʁɛʃtɾɛs, ɐ ɾɛʒiɐ̃w̃ dɛ ɾio ɡɾɐndɛ do noɾtɛ ɛ do sɛɐɾa ɛʃta ɛntɾɛ ɐʃ
-mɐjoɾɛs pɾodutoɾɐs dɛ pɛtʁɔlɛo onsoɾɛ, ɛ mujtos dɛʃtɛs kɐmpos sɐ̃w̃
-kɐɾɐktɛɾizɐdos komo kɐmpos mɐduɾos. os kɐmpos mɐduɾos dɛ pɛtʁɔlɛo sɐ̃w̃
-kɐɾɐktɛɾizɐdos poɾ poʃsuj́ɾɛm bajksos nivɛjs dɛ pɾodusɐ̃w̃, no ɛntɐnto, mujtoʃ
-dɛʃtɛs kɐmpos poʃsuɛm posos kʷɛ kɐndo ɐplikɐdos metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ majʃ
-indikɐdos podɛm pɾoduziɾ majs. o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko dɛ posos owu
-ʁɛzɛɾvɐtɔɾios e um metodo dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo utilizɐdo ɛm kɐmpos mɐduɾoʃ
-ɛm mujtos paj́zɛs. kɐl o pɾinsipio fiziko do ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko ɛ̃
-posos dɛ pɛtʁɔlɛo? kajs os pɐɾamɛtʁos ɛnvolvidos ɛ kajs os tipos dɛ
-ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko? e poʃsivɛl implɛmɛntɐɾ ɛʃtɐ teknikɐ dɛ ɾɛkupɛɾɐsɐ̃w̃
-nos kɐmpos mɐduɾos dɐ bɐziɐ potiɡɐɾ? o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko tɛm komo
-fundɐmɛnto pɾinsipɐl ɐ tɾɐnsfoɾmɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛletʁikɐ ɛm teɾmikɐ ɐtʁɐves dɐ
-intɛɾɐsɐ̃w̃ ɛntɾɛ o kɐmpo ɛlɛtʁomɐɡnetiko dɛ ɛsitɐsɐ̃w̃ ɛ ɐs pɐɾtikulɐs sɛnsivɛjʃ
-ɛlɛtʁikɐmɛntɛ do mɛjo. ɐs simulɐsõj̃s komputɐzionajs sɐ̃w̃ fɛʁɐmɛntɐs impoɾtɐntɛʃ
-ɛm um pɾoʒɛto dɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo. sɐ̃w̃ ɐtʁɐves dɛʃsɐs tɛknoloʒiɐs kʷɛ podɛ̃
-sɛɾ pɾɛviɐmɛntɛ konɛzidɐs mujtɐs komplɛksidɐdɛs dɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo,
-ɛvitɐndo o dɛʃpɛɾdizio ɛm invɛʃtimɛntos. pɐɾɐ ɛʃsɛ ɛʃtudo sɛɾa ɾɛɐlizɐdo ũ
-modɛlo dɛ duto dɛ kɐmpo mɐduɾo, pɐɾɐ vɛɾifikɐsɐ̃w̃ dos kompoɾtɐmɛntos ɛm funsɐ̃w̃
-dos pɐɾamɛtʁos do ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko. ɐs ɛspɛktɐtivɐs sɐ̃w̃ kʷɛ ɐtʁɐveʃ
-do modɛlo dɛ duto dɛ pɛtʁɔlɛo ɛm ɛʃtudo, kɐɾɐktɛɾizɐdo ɛm kɐmpo m��duɾo, poʃsɐ
-kontɾibujɾ pɐɾɐ ɐ ɐpʁoksimɐsɐ̃w̃ dɐ ɐkɐdɛmiɐ ɛ ɐ induʃtɾiɐ dɛ pɛtʁɔlɛo, sɛɾvindo
-komo modɛlo didatiko dɛ ɐpʁɛndizɐʒɛm dɐs vɐɾiavɛjs dɐ ɛnʒɛnɐɾiɐ dɛ pɛtʁɔlɛo ɛ̃
-univɛɾsidɐdɛs. 1.2 obʒɛtivos ɛʃtɛ ɛʃtudo tɛm komo obʒɛtivo, invɛʃtiɡɐɾ o
-kompoɾtɐmɛnto ɛ ɐ influensiɐ dɛ kɐmpos ɛlɛtʁomɐɡnetikos ɐplikɐdos komo teknikɐ
-dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɐtʁɐves do ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko, mɐʃ
-ɛʃpɛzifikɐmɛntɛ o mɐɡnetiko poɾ indusɐ̃w̃. ɛʃtɛ pɾozɛʃso konɛzido pɐɾɐ ɐ
-induʃtɾiɐ dɛ pɛtʁɔlɛo tɛm ɛvitɐdo ɐ dɛzɐtivɐsɐ̃w̃ dɛ sɛɾtos kɐmpos dɛ pɛtʁɔlɛo
-konsidɛɾɐdos mɐduɾos. 1.2.1 obʒɛtivo ʒɛɾɐl ɐnɐlizɐɾ ɐs pɐɾtikulɐɾidɐdɛs ɛ
-ɐʃpɛktos konstitujntɛs dɛ um siʃtɛmɐ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɐtʁɐves do
-ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko poɾ indusɐ̃w̃ ɛm simulɐsõj̃s komputɐzionajs. 1.2.2
-obʒɛtivos ɛʃpɛzifikos  1.3 ɛʃtɾutuɾɐ dɐ monoɡʁɐfiɐ ɛʃtɐ monoɡʁɐfiɐ kontem sinko
-kɐpitulos. o kɐpitulo 2 ɐpʁɛzɛntɐ ɐ fundɐmɛntɐsɐ̃w̃ tɛɔɾikɐ ɐzɛɾkɐ dos metodoʃ
-majs konɛzidos dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, dɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ ɐ viʃkozidɐdɛ ɛ ɐ
-tɛmpɛɾɐtuɾɐ do pɛtʁɔlɛo ɛ os fundɐmɛntos do ɛlɛtʁomɐɡnɛtiʃmo. o kɐpitulo 3 e
-ɐpʁɛzɛntɐ ɐ mɛtodoloʒiɐ ɛspɛɾimɛntɐl dɛʃtɛ tɾɐbɐlo, ɛʃklɐɾɛzɛndo ɐ pɾɛpɐɾɐsɐ̃w̃ ɛ
-ɐ dɛfinisɐ̃w̃ do modɛlo ɛm ɛʃtudo. o kɐpitulo 4 ɐpʁɛzɛntɐ os ɾɛzultɐdos ɛ
-diʃkuʃsõj̃s do tɾɐbɐlo, diʃtinɡʷindo os kompoɾtɐmɛntos ɛ ɾɛzultɐdos ɛm kɐdɐ ũ
-dos modɛlos dɛ ɛʃtudo. o kɐpitulo 5 e dɛdikɐdo as konsidɛɾɐsõj̃s finajs, ɛm kʷɛ
-ʁeẃnɛ ɐs pɾinsipajs konkluzõj̃s dɛʃtɛ ɛʃtudo, suʒɛɾindo diɾɛzionɐmɛntos pɐɾɐ
-tɾɐbɐlos futuɾos. 2. - fundɐmɛntɐsɐ̃w̃ tɛɔɾikɐ o pɛtʁɔlɛo e um ɾɛkuɾso minɛɾɐl
-impoɾtɐntɛ, poʃsuj dɛʃtɐkʷɛ ɛntɾɛ ɐs fontɛs dɛ ɛnɛɾʒiɐ ɛ dɛ mɐteɾiɐ-pɾimɐ. sew
-vɐloɾ sɛ dɛvɛ ɐo fɐto dɛ poʃsujɾ umɐ kompozisɐ̃w̃ kʷimikɐ bɐʃtɐntɛ komplɛksɐ dɛ
-ɐlto vɐloɾ kɐndo ɾɛfinɐdo ɛ ɛlɛvɐdo podɛɾ kɐloɾifiko. pɐɾɐ sɛ obtɛɾ suzɛʃso nɐ
-pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo, sɐ̃w̃ nɛzɛʃsaɾiɐs infoɾmɐsõj̃s sobʁɛ o tipo dɛ pɛtʁɔlɛo, do
-ʁɛzɛɾvɐtɔɾio, ɐ kɐntidɐdɛ, ɐ pɾɛʃsɐ̃w̃, ɐ tɛmpɛɾɐtuɾɐ, ɐlem dɛ owutʁɐs. ɐʃ
-foɾmɐsõj̃s ɾokozɐs kʷɛ poʃsuɛm ɡɾɐndɛ volumɛ dɛ idʁokɐɾbonɛtos ɐkumulɐdos ɛ̃
-foɾmɐ dɛ pɛtʁɔlɛo sɐ̃w̃ dɛnominɐdɐs dɛ ɾɛzɛɾvɐtɔɾios. o ɛʃtudo do ɾɛzɛɾvɐtɔɾio e o
-pɾimɛjɾo pɐʃso pɐɾɐ ɐ ɛsploɾɐsɐ̃w̃ dɛʃtɐ mɐteɾiɐ-pɾimɐ, ɛntɾɛtɐnto e nɐ ɛsploɾɐsɐ̃w̃
-kʷɛ sɐ̃w̃ obtidɐs infoɾmɐsõj̃s majs pɾɛzisɐs. suɐs pɾopʁiɛdɐdɛs dɛtɛɾminɐm ɐʃ
-kɐntidɐdɛs dos flujdos ɛksiʃtɛntɛs, ɐ suɐ diʃtɾibujsɐ̃w̃, ɐ kɐpɐzidɐdɛ dɛ ɛlɛvɐsɐ̃w̃
-ɛ ɐ kɐntidɐdɛ kʷɛ podɛ sɛɾ ɛstɾaj́dɐ. o iʃtɔɾiko dɐ pɾodusɐ̃w̃ e um ɾɛʒiʃtɾo dɐʃ
-pɾɛʃsõj̃s, vɐzõj̃s, dɐs ɾɛlɐsõj̃s dɛ ɡas ɛ ɔlɛo (ɾɡo), aɡɐ ɛ ɔlɛo (ɾɐo) ɛ bɐzik
-sɛdmɛnts ɐnd wɐtɛɾ (bsw) ɛ pɾodusɐ̃w̃ ɐkumulɐdɐ, fɛjto ɐo lonɡo dɐ ɛsploɾɐsɐ̃w̃ no
-ʁɛzɛɾvɐtɔɾio. ɛʃtɛ iʃtɔɾiko e dɛtɛɾminɐntɛ pɐɾɐ klɐʃsifikɐɾ o kɐmpo dɛ pɛtʁɔlɛo
-komo um kɐmpo mɐduɾo, kʷɛ kom o pɐʃsɐɾ dos ɐnos ɛm ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃ dɛ
-pɛtʁɔlɛo, vɐ̃w̃ sɛ toɾnɐndo mɐduɾos. ɛʃtɛs posos nɐ̃w̃ poʃsuɛm majs ɛnɛɾʒiɐ nɐtuɾɐl
-sufiziɛntɛ, pɐɾɐ ɛlɛvɐɾ o pɛtʁɔlɛo sɛm awksilio dɛ umɐ teknikɐ nɐ̃w̃ konvɛnsionɐl
-dɛ ɛlɛvɐsɐ̃w̃. pɐɾɐ ɾɛzolvɛɾ ɛʃtɛ pɾoblɛmɐ, ɐs induʃtɾiɐs dɛ pɛtʁɔlɛo
-dɛzɛnvolvɛɾɐm os metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. 2.1 klɐʃsifikɐsɐ̃w̃ doʃ
-metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ kom o konɛzimɛnto dɐ kɐntidɐdɛ dɛ pɛtʁɔlɛo kʷɛ podɛ sɛɾ
-ɛstɾaj́do dɛ um dɛtɛɾminɐdo ɾɛzɛɾvɐtɔɾio, ɐs induʃtɾiɐs dɛ pɛtʁɔlɛo podɛm dɛzidiɾ
-sɛ dɛvɛm owu nɐ̃w̃ implɐntɐɾ um pɾoʒɛto ɛsploɾɐtɔɾio owu mɐntɛɾ os kuʃtos pɐɾɐ o
-pɾoʒɛto ɛm opɛɾɐsɐ̃w̃. ɛʃsɐs ɛʃtimɐtivɐs sɐ̃w̃ dɛtɛɾminɐdɐs ɐ pɐɾtiɾ dɐs ɾɛlɐsõj̃s ɛ
-kalkulos ɛntɾɛ o volumɛ oɾiʒinɐl do ɾɛzɛɾvɐtɔɾio, o volumɛ ɾɛkupɛɾavɛl, o fɐtoɾ
-dɛ ɾɛkupɛɾɐsɐ̃w̃, ɐ pɾodusɐ̃w̃ ɐkumulɐdɐ ɛ ɐ fɾɐsɐ̃w̃ ɾɛkupɛɾɐdɐ pɾɛviʃtɐ pɐɾɐ
-dɛtɛɾminɐdo ɾɛzɛɾvɐtɔɾio. os metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo sɐ̃w̃, sɛɡndo
-tomɐs (2001) umɐ seɾiɛ dɛ pɾozɛʃsos kʷɛ vizɐm a obtɛnsɐ̃w̃ dɛ umɐ ɾɛkupɛɾɐsɐ̃w̃
-ɐdizionɐl dɛ pɛtʁɔlɛo, foɾɐm dɛzɛnvolvidos pɐɾɐ obtɛɾ mɐjoɾ pɾodusɐ̃w̃ kɐndo
-kompɐɾɐdo ɐ pɾodusɐ̃w̃ kʷɛ sɛɾiɐ sɛ foʃsɛ utilizɐdɐ ɐpɛnɐs ɐ ɛnɛɾʒiɐ nɐtuɾɐl do
-ʁɛzɛɾvɐtɔɾio. 2.1.1 metodos konvɛnsionajs ɐ fɐzilidɐdɛ kʷɛ o pɛtʁɔlɛo ɐlkɐnsɐ ɐ
-supɛɾfiziɛ ɛʃta diɾɛtɐmɛntɛ liɡɐdɐ ɐ pɾɛʃsɐ̃w̃ ɛksiʃtɛntɛ no ɾɛzɛɾvɐtɔɾio. ɛ̃
-ɐlɡns kɐzos, ɛʃtɐ pɾɛʃsɐ̃w̃ e sufiziɛntɛ pɐɾɐ ɛlɛvɐɾ os flujdos kontidos no
-ʁɛzɛɾvɐtɔɾio fɐzilmɛntɛ a supɛɾfiziɛ, ɛʃtɛ pɾozɛʃso e konɛzido komo ɛlɛvɐsɐ̃w̃
-nɐtuɾɐl. sɛnɡndo o tomɐs (2001), os posos kʷɛ poʃsuɛm ɐ kɐɾɐktɛɾiʃtikɐ dɛ
-ɛlɛvɐsɐ̃w̃ nɐtuɾɐl sɐ̃w̃ kɐmɐdos dɛ posos suɾʒɛntɛs, no ɛntɐnto, a mɛdidɐ kʷɛ sɐ̃w̃
-ɛstɾaj́dos os flujdos do ɾɛzɛɾvɐtɔɾio, ɐ kɐpɐzidɐdɛ dɛ ɛlɛvɐsɐ̃w̃ nɐtuɾɐl nɛʃtɛʃ
-posos diminuj, o kʷɛ difikultɐ ɐ pɾodusɐ̃w̃ ɛkonomikɐ do ɾɛzɛɾvɐtɔɾio. pɐɾɐ
-kontoɾnɐɾ ɛʃtɛ pɾoblɛmɐ, foɾɐm invɛʃtidɐs tɛknoloʒiɐs dɛ ɛlɛvɐsɐ̃w̃. konɛzidɐʃ
-komo ɛlɛvɐsõj̃s ɐɾtifiziajs, ɛlɐs sɐ̃w̃ metodos dɛ pɾodusɐ̃w̃ ɛm posos kʷɛ nɐ̃w̃
-poʃsuɛm ɛlɛvɐsɐ̃w̃ nɐtuɾɐl. tajs metodos konsiʃtɛm nɐ utilizɐsɐ̃w̃ dɛ ɛkʷipɐmɛntoʃ
-kʷɛ awmɛntɐm o difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ sobʁɛ o ɾɛzɛɾvɐtɔɾio, awmɛntɐndo ɐʃsim ɐ
-vɐzɐ̃w̃. os metodos konvɛnsionajs sɐ̃w̃ kɐɾɐktɛɾizɐdos poɾ tɛɾɛm kompoɾtɐmɛnto
-puɾɐmɛntɛ mɛkaniko. nɛʃtɛs pɾozɛʃsos sɐ̃w̃ inʒɛtɐdos flujdos dɛʃlokɐntɛs kom ɐ
-finɐlidɐdɛ dɛ ɛmpuʁɐɾ o ɔlɛo pɐɾɐ foɾɐ dos poɾos dɐ ɾokɐ, okupɐndo o ɛʃpɐso
-ɐntɛɾioɾmɛntɛ okupɐdo pɛlo flujdo dɛʃlokɐdo. 2.1.2 metodos ɛʃpɛziajs os metodoʃ
-ɛʃpɛziajs owu ɐvɐnsɐdos, poɾ suɐ vɛz, sɐ̃w̃ kɐɾɐktɛɾizɐdos pɛlɐ utilizɐsɐ̃w̃ dɛ mɛjoʃ
-nɐ̃w̃ puɾɐmɛntɛ mɛkanikos. a pɾozɛʃsos kʷimikos owu teɾmikos, sɐ̃w̃ utilizɐdoʃ
-ʒɛɾɐlmɛntɛ kɐndo os metodos konvɛnsionajs nɐ̃w̃ foɾɐm bɛm suzɛdidos owu kɐndo ɐ
-viʃkozidɐdɛ do ɔlɛo e ɛstɾɛmɐmɛntɛ ɐltɐ. sɛɡndo mɐnikɐnd (2002), mɛloɾɐ-sɛ o
-dɛʃlokɐmɛnto mikʁoʃkɔpiko do ɔlɛo pɛlɐ ɾɛdusɐ̃w̃ nɐs foɾsɐs kɐpilɐɾɛs owu tɛnsõj̃ʃ
-intɛɾfɐziajs (metodos kʷimikos ɛ miʃsivɛjs) owu pɛlo dɛkʁeʃsimo nɐ viʃkozidɐdɛ do
-ɔlɛo (metodos teɾmikos ɛ miʃsivɛjs). 2.2 ɾɛkupɛɾɐsɐ̃w̃ poɾ ɐkʷɛzimɛnto
-ɛlɛtʁomɐɡnetiko ɐs pɛʃkʷizɐs ɛnvolvɛndo o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko dɐtɐ̃
-dɛʃdɛ ɐ dekɐdɐ dɛ 50, ɛntɾɛtɐnto, a powukɐs publikɐsõj̃s ɛm ɾɐzɐ̃w̃ dos ɛlɛvɐdoʃ
-kuʃtos dɛ pɛʃkʷizɐ ɛʃsɐs publikɐsõj̃s uzuɐlmɛntɛ sɛ ɾɛʃtɾinʒɛm as fɛjtɐs pɛlɐʃ
-ɛmpɾɛzɐs ɛsploɾɐdoɾɐs dɛ pɛtʁɔlɛo. us 5621844 ɐ  mɛtod ɐnd ɐppɐɾɐtus foɾ
-ʁɛkovɛɾj of minɛɾɐls fɾom sub-suɾfɐzɛ foɾmɐtions uzinɡ ɛlɛktɾizitj . us 3547193
-ɐ  ɾf ɐpplikɐtoɾ foɾ in situ ɛɐtinɡ . us 4508168 ɐ  sinɡlɛ wɛll stimulɐtiõ
-foɾ tɛ ɾɛkovɛɾj of likʷid jdʁokɐɾbons fɾom subsuɾfɐzɛ foɾmɐtions . us 4524827
-ɐ  ɛɐtinɡ sjʃtɛm foɾ ɾɐtolɛ owil wɛll. . us 4821798 ɐ  powɛɾ sowuɾsɛs foɾ
-downolɛ ɛlɛktɾikɐl ɛɐtinɡ us 5099918 ɐ  ɾɐdiofʁɛkʷɛnsj ɡɾowund ɛɐtinɡ sjʃtɛ̃
-foɾ sowil ɾɛmɛdiɐtion . us 5484985 ɐ sɛɡndo kuɾbɛlo (2006), ɐs pɾimɛjɾɐʃ
-ɛspɛɾiensiɐs ɛm ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo buʃkɐvɐm foɾnɛzɛɾ pɾɛʃsɐ̃w̃ ɐo
-ʁɛzɛɾvɐtɔɾio poɾ mɛjo dɐ inʒɛsɐ̃w̃ dɛ um flujdo kuʒɐ finɐlidɐdɛ ɛɾɐ dɛʃlokɐɾ o
-flujdo ɾɛzidɛntɛ okupɐndo o ɛʃpɐso dɛjksɐdo poɾ ɛlɛ. ɐtuɐlmɛntɛ ɛksiʃtɛ̃
-bɐzikɐmɛntɛ duɐs klɐʃsifikɐsõj̃s ɛm ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo: os metodoʃ
-konvɛnsionajs dɛ ɾɛkupɛɾɐsɐ̃w̃ ɛ os ɛʃpɛziajs. o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko e
-bɐzɛɐdo nɐ tɾɐnsfoɾmɐsɐ̃w̃ dɐ ɛnɛɾʒiɐ ɛlɛtʁomɐɡnetikɐ ɛm teɾmikɐ ɛ sɛɡndo
-mɐnikɐnd (2002), sɛ dɛvɛ ɐtʁɐves dɐ intɛɾɐsɐ̃w̃ diɾɛtɐ ɛntɾɛ o kɐmpo
-ɛlɛtʁomɐɡnetiko ɛ ɐs pɐɾtikulɐs ɛlɛtʁikɐmɛntɛ sɛnsivɛjs do mɛjo kʷɛ podɛm sɛɾ
-ions owu molekulɐs dipolɐɾɛs dos flujdos. ajndɐ konfoɾmɛ mɐnikɐnd ( 2002 ) ,
-ɛʃtɐ teknikɐ podɛ sɛ dɐɾ ɛm tɾes mɐnɛjɾɐs difɛɾɛntɛs :  poɾ kondusɐ̃w̃ : e
-bɐzɛɐdo pɛlo ɛfɛjto ʒowulɛ , konɛzido tɐmbem komo ɾɛziʃtivo , ondɛ sɛ ɾɛlɐzionɐ
-diɾɛtɐmɛntɛ kom ɐs pɐɾtikulɐs do mɛjo ɛm dɛzɛkʷilibʁio ɛletʁiko . ɐ fiɡʁɐ 1
-moʃtɾɐ um ɛʃkʷɛmɐ dɛ liɡɐsɐ̃w̃ do ɛlɛtʁodo ɐplikɐdo ɐ um poso dɛ pɛtʁɔlɛo ɛm mɛjo
-ʁɛziʃtivo. fontɛ : ɐdɐptɐdo dɛ dɐ mɐtɐ ( 1993 )  poɾ konvɛksɐ̃w̃: ɐ foɾmɐsɐ̃w̃
-kontɛndo o flujdo viʃkozo e ɐtʁɐvɛʃsɐdo poɾ umɐ koʁɛntɛ ɛletʁikɐ kʷɛ sɛ kolokɐ
-ɛntɾɛ dowis kondutoɾɛs ɾɛɐlizɐdɐ kom potɛnsiajs difɛɾɛntɛs ɛ kolokɐdos ɛm fɾɛntɛ
-dɐs zonɐs dɛ pɾodusɐ̃w̃ dɛ dowis posos ɐdʒɐzɛntɛs, owu ɛntɾɛ kajʃkʷɛɾ dowis pontos.
-fontɛ : ɐdɐptɐdo dɛ dɐ mɐtɐ ( 1993 )  poɾ indusɐ̃w̃: um kɐmpo mɐɡnetiko induzido
-poɾ umɐ ɐltɐ koʁɛntɛ ɐltɛɾnɐdɐ kʷɛ pɐʃsɐ pɛlɐs bobinɐs ɛ ɐkʷɛzɛ o mɛjo nɐ̃w̃
-kondutoɾ. ɐ fiɡʁɐ 3 moʃtɾɐ um ɛʃkʷɛmɐ dɛ liɡɐsɐ̃w̃ dɐs bobinɐs ɐplikɐdɐs ɐ ũ
-poso dɛ pɛtʁɔlɛo ɛm mɛjo indutivo. ɛʃtɛ metodo e o obʒɛto dɛ ɛʃtudo dɛʃtɛ
-tɾɐbɐlo. fontɛ : ɐdɐptɐdo dɛ dɐ mɐtɐ ( 1993 )  poɾ ɾotɐsɐ̃w̃ owu ondɐʃ
-ɛlɛtʁomɐɡnetikɐs: e okɐzionɐdo poɾ umɐ koʁɛntɛ dɛ ɾotɐsɐ̃w̃ dɛvido a intɛɾɐsɐ̃w̃
-ɛntɾɛ o kɐmpo ɛlɛtʁomɐɡnetiko dɛ ɛsitɐsɐ̃w̃ ɛ ɐs pɐɾtikulɐs ɛlɛtʁikɐmɛntɛ
-sɛnsivɛjs as vɐɾiɐsõj̃s sofʁidɐs pɛlo kɐmpo. ɐ fiɡʁɐ 4 iluʃtɾɐ o ɛʃkʷɛmɐ do
-siʃtɛmɐ. fontɛ: ɐdɐptɐdo dɛ dɐ mɐtɐ (1993) dɛ foɾmɐ ʒɛɾɐl, konfoɾmɛ dito
-ɐntɛɾioɾmɛntɛ, ɐs tɾes mɐnɛjɾɐs sɛ bɐzɛjɐm nɐ tɾɐnsfoɾmɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛletʁikɐ
-ɛm ɛnɛɾʒiɐ teɾmikɐ, ɛ ɛʃta ɾɛlɐzionɐdɐ diɾɛtɐmɛntɛ kom ɐs kɐɾɐktɛɾiʃtikɐʃ
-diɛletʁikɐs, dɐ ɛksiʃtensiɐ dɛ flujdos dɛ molekulɐs dipolɐɾɛs, dɐ ɛʃkolɐ dɐ
-fɾɛkʷensiɐ idɛɐl ɐ sɛɾ utilizɐdɐ ɛ dɐ diʃtɾibujsɐ̃w̃ dos ɛlɛtʁodos. ɐpɔs ɐ dɛzisɐ̃w̃
-sobʁɛ ɐ foɾmɐ ɐ ɐboɾdɐɾ o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko, dɛvɛ-sɛ sɛɡndo sɐntos ɛt
-ɐl.. (2013), ɛʃtɐbɛlɛzɛɾ ɐ ɐnalizɛ dɐ tɾɐnsfɛɾensiɐ dɐ ɛnɛɾʒiɐ ɛlɛtʁomɐɡnetikɐ
-kʷɛ nɐ mɐjoɾiɐ dos kɐzos, sɐ̃w̃ dɛɾivɐdɐs ɛkɐsõj̃s dɐs lɛjs dɛ mɐswɛll ɛ dɛ
-ɐllen. sɛɡndo mɐnikɐnd ( 2002 ) , ɐs vɐntɐʒɛns do ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko
-ɛm ɾɛlɐsɐ̃w̃ ɐos metodos konvɛnsionajs dɛ ɾɛkupɛɾɐsɐ̃w̃ teɾmikɐ sɐ̃w̃ :  e ɐplikɐdo
-sɛm ɐ inʒɛsɐ̃w̃ dɛ kɐlkʷɛɾ owutʁo flujdo no ɾɛzɛɾvɐtɔɾio , ɛvitɐndo o ɡɐʃto
-ɛnɛɾʒetiko ɛ pɛɾdɐ dɛ flujdo ɐkʷɛzido pɐɾɐ zonɐs dɛ fɐlɐ owu dɛ ɐltɐ
-pɛɾmɛɐbilidɐdɛ .  ɐplikɐ-sɛ ɛm ɾɛzɛɾvɐtɔɾios kʷɛ ɐpʁɛzɛntɛm pɾoblɛmɐs dɛ
-inkɐmɛnto dɛ ɐɾʒilɐs ɛm pɾɛzɛnsɐ dɛ aɡɐ owu vɐpoɾ .  ɐ tɐbɛlɐ 1 ɐpʁɛzɛntɐ umɐ
-kompɐɾɐsɐ̃w̃ ɛntɾɛ os metodos dɛ ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko pɐɾɐ ɐs ɐdɛkɐsõj̃s ɛ
-limitɐsõj̃s dɛ kɐdɐ tipo. tɐbɛlɐ 1: kompɐɾɐsɐ̃w̃ ɛntɾɛ difɛɾɛntɛs teknikɐs dɛ
-ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko fontɛ: ɾɛmɐn; mɛɾibowut (2012) 2.3 viʃkozidɐdɛ ɛ
-tɛmpɛɾɐtuɾɐ ɐ viʃkozidɐdɛ dɛ um flujdo e ɐ mɛdidɐ dɐ ɾɛziʃtensiɐ intɛɾnɐ
-ofɛɾɛzidɐ ɐo movimɛnto ɾɛlɐtivo dɐs difɛɾɛntɛs pɐɾtɛs do likʷido. e umɐ funsɐ̃w̃
-foɾtɛ dɐ tɛmpɛɾɐtuɾɐ ɛ dɐ kompozisɐ̃w̃ (no kɐzo dɛ miʃtuɾɐs), mɐs tɐmbem dɐ
-pɾɛʃsɐ̃w̃, tɛoɾ dɛ ɡas diʃsolvido (ɾɐzɐ̃w̃ dɛ solubilidɐdɛ) ɛ dɐ sɐlinidɐdɛ (aɡɐ).
-foɾsɐ dɛ sizɐlɐmɛnto poɾ unidɐdɛ dɛ aɾɛɐ. ɡɾɐdiɛntɛ dɛ vɛlozidɐdɛ ɛntɾɛ oʃ
-plɐnos. mujtos dos dɛɾivɐdos dɛ pɛtʁɔlɛo tem viʃkozidɐdɛs ɛʃpɛzifikɐs ɐdɛkɐdɐ
-pɐɾɐ kɐdɐ tipo dɛ opɛɾɐsɐ̃w̃, sɛndo uns utilizɐdos komo lubʁifikɐntɛs, owutʁos komo
-kombuʃtivɛjs ɛ ɛtk. ɐ viʃkozidɐdɛ do pɛtʁɔlɛo nɐ̃w̃ e, ʒɛɾɐlmɛntɛ, mɛdidɐ ɐtʁɐveʃ
-dɐ viʃkozidɐdɛ ɐbsolutɐ, mɐs sim ɐtʁɐves dɐ viʃkozidɐdɛ sinɛmatikɐ. sɐbɛ-sɛ kʷɛ
-ɛm um poso dɛ pɛtʁɔlɛo, ɐ viʃkozidɐdɛ e um fɐtoɾ kʷɛ dɛvɛ sɛɾ obsɛɾvɐdo kõ
-ɡɾɐndɛ ɛmpɛno, powis kɐnto mɐjoɾ ɐ viʃkozidɐdɛ do pɛtʁɔlɛo, majs difizil sɛ
-toɾnɐ ɐ suɐ ɛlɛvɐsɐ̃w̃, ɛ konsɛkʷɛntɛmɛntɛ majs kɐɾo sɛ toɾnɐ o pɾozɛʃso dɛ
-ɛstɾɐsɐ̃w̃. ɛntɾɛtɐnto, ɐ tɛmpɛɾɐtuɾɐ e um pɐɾamɛtʁo kɐpɐz dɛ ɐltɛɾɐɾ
-siɡnifikɐtivɐmɛntɛ ɐ viʃkozidɐdɛ dɛ um flujdo. kɐnto majs ɛlɛvɐdɐ ɐ
-tɛmpɛɾɐtuɾɐ, mɛnoɾ sɛɾa ɐ viʃkozidɐdɛ do flujdo. ɛʃtɐ ɾɛdusɐ̃w̃ dɐ viʃkozidɐdɛ noʃ
-flujdos e ɐtʁibuj́dɐ, sɛɡndo foks ɛt ɐl.. (2006), ɐo awmɛnto dɐs diʃtansiɐʃ
-intɛɾmolɛkulɐɾɛs pɾovokɐdɐs duɾɐntɛ o awmɛnto dɐ tɛmpɛɾɐtuɾɐ, ɾɛduzindo ɐʃ
-foɾsɐs ɐtʁɐtivɐs ɛntɾɛ ɐs molekulɐs. ondɛ: t e ɐ tɛmpɛɾɐtuɾɐ do flujdo. ɛ sɐ̃w̃
-konstɐntɛs dɛpɛndɛntɛs dɐ kompozisɐ̃w̃ do mɐtɛɾiɐl. e umɐ konstɐntɛ ɛm funsɐ̃w̃ dɐ
-viʃkozidɐdɛ sinɛmatikɐ do flujdo ɛm ɐnalizɛ dɐdɐ pɛlɐ ɛkɐsɐ̃w̃ 3. ʒ
-z=v++07+k+d+ɛjf+ɡ ( 3 ) ondɛ : ɛ sɐ̃w̃ konstɐntɛs ɛm funsɐ̃w̃ dɐ viʃkozidɐdɛ do
-flujdo . 2.4 pɐɾɐfinɐ ɛm dutos dɛ pɛtʁɔlɛo ɛ sɐ̃w̃ konstɐntɛs ɛm funsɐ̃w̃ dɐ
-viʃkozidɐdɛ do flujdo. 2.4 pɐɾɐfinɐ ɛm dutos dɛ pɛtʁɔlɛo ɐ pɐɾɐfinɐ e um ɡɾɐndɛ
-pɾoblɛmɐ pɐɾɐ ɐ induʃtɾiɐ dɛ pɛtʁɔlɛo, suɐ foɾmɐsɐ̃w̃ nos dutos kawzɐm umɐ seɾiɛ
-dɛ pɾoblɛmɐs dɛ pɾodusɐ̃w̃, tajs komo ɛʃpɐsos blokʷɛɐdos, fɐlɐs dɛ bombɐ dɛ fundo
-dɛ poso, valvulɐs blokʷɛɐdɐ, pɛɾdɐ dɛ kɐɾɡɐ, todos lɛvɐndo a poʃsivɛl pɛɾdɐ dɛ
-pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛ ɡas, komo iluʃtɾɐ ɐ fiɡʁɐ 5. fontɛ: ɐllibuɾton (2016) ɐ
-mɛdidɐ kʷɛ o pɛtʁɔlɛo e ɛstɾaj́do ɛ tɾɐnspoɾtɐdo dɛʃdɛ o poso a supɛɾfiziɛ, vaj
-pɛɾdɛndo kɐloɾ pɐɾɐ o ɐmbiɛntɛ, kom ɛʃtɐ diminujsɐ̃w̃ dɐ tɛmpɛɾɐtuɾɐ, sɛɡndo
-moɾan (2007), majs pɾɛzisɐmɛntɛ no ponto dɛ nevowɐ, kɐdɐ komponɛntɛ pɐɾɐfiniko
-toɾnɐ-sɛ mɛnos soluvɛl ɐte kʷɛ ɐ kɾiʃtɐlizɐsɐ̃w̃ dɐ pɐɾɐfinɐ sɛ iniziɛ. ɐ
-tɛmpɛɾɐtuɾɐ e o fɐtoɾ majs dɛtɛɾminɐntɛ pɐɾɐ kɾiʃtɐlizɐsɐ̃w̃ dɐ pɐɾɐfinɐ, no
-ɛntɐnto, tɐmbem dɛpɛndɛ dɛ owutʁos fɐtoɾɛs komo pɾopʁiɛdɐdɛs fiziko-kʷimikɐs,
-kondisõj̃s dɛ opɛɾɐsɐ̃w̃, metodos pɾɛvɛntivos, kɐmpos ɛlɛtʁomɐɡnetikos, ɛtk. sew
-mɛkɐniʃmo dɛ dɛpozisɐ̃w̃, sɛɡndo moɾan (2007), sɛ dɛvɛ poɾ fɛnomɛnos dɛ difuzɐ̃w̃
-molɛkulɐɾ, difuzɐ̃w̃ bɾowniɐnɐ, diʃpɛɾsɐ̃w̃ poɾ sizɐlɐmɛnto ɛ dɛpozisɐ̃w̃
-ɡɾɐvitɐzionɐl. 2.5 fundɐmɛntos do ɛlɛtʁomɐɡnɛtiʃmo ɐ tɛoɾiɐ ɛlɛtʁomɐɡnetikɐ e
-umɐ tɛoɾiɐ dɛ kɐmpos vɛtoɾiajs, ɛm kʷɛ ɐ kɐdɐ ponto do ɛʃpɐso e ɐtʁibuj́do umɐ
-pɾopʁiɛdɐdɛ dɛʃkɾitɐ ɛm 3 kɐntidɐdɛs. nɛʃtɛ kontɛsto, sɛɡndo silvɐ (2016), umɐ
-tɛoɾiɐ dɛ kɐmpo konsidɛɾɐ kʷɛ ɐs pɐɾtɛs dɛ um siʃtɛmɐ nɐ̃w̃ sɐ̃w̃ indɛpɛndɛntɛs,
-ɛziʃtɛ intɛɾɐsɐ̃w̃ kʷɛ sɛ da ɛntɾɛ ɐs pɐɾtɛs vizinɐs do siʃtɛmɐ. sɛndo ɐʃsim, ɐ
-intɛɾɐsɐ̃w̃ ɛntɾɛ duɐs kɐɾɡɐs ɛletʁikɐs, ɐ ɛksɛmplo, sɛɾiɐ ɛsplikɐdɐ poɾ umɐ ɐsɐ̃w̃
-kʷɛ sɛ pɾopɐɡɐ ɛntɾɛ umɐ kɐɾɡɐ ɛ owutʁɐ ɐtʁɐves do etɛɾ ɛksiʃtɛntɛ ɛntɾɛ ɛlɐs. no
-ɛntɐnto, ajndɐ sɛɡndo silvɐ (2016), ɛlɐ nɐ̃w̃ podɛ sɛɾ tɾɐduzidɐ pɐɾɐ tɛɾmoʃ
-utilizɐdos ɐtuɐlmɛntɛ pɛlɐ fizikɐ modɛɾnɐ, kʷɛ sɛ bɐzɛjɐ nɐ ɛksiʃtensiɐ do
-ɛletʁon ɛ awzensiɐ do etɛɾ. kontudo, os ɛʃtudos dɛzɛnvolvidos ɐ pɐɾtiɾ dɛ
-mɐswɛll sɐ̃w̃ ɛfiziɛntɛ pɐɾɐ ɛsplikɐɾ vaɾios fɛnomɛnos ɛlɛtʁomɐɡnetikos ɛ ɔptikos.
-2.5.1 ɛkɐsõj̃s dɛ mɐswɛll sɛɡndo komsol (2013) o pɾoblɛmɐ dɐ ɐnalizɛ
-ɛlɛtʁomɐɡnetikɐ num nivɛl mɐkʁoʃkɔpiko e ɐ dɛ ɾɛzolvɛɾ ɐs ɛkɐsõj̃s dɛ mɐswɛll
-suʒɛjtɐs ɐ sɛɾtɐs kondisõj̃s dɛ kontoɾno. ɐs ɛkɐsõj̃s dɛ mɐswɛll sɐ̃w̃ um konʒunto
-dɛ ɛkɐsõj̃s, ɛʃkɾito ɛm foɾmɐ difɛɾɛnsiɐl owu intɛɡʁɐl, kʷɛ indikɐm ɐs ɾɛlɐsõj̃ʃ
-ɛntɾɛ ɐs kɐntidɐdɛs fundɐmɛntajs do ɛlɛtʁomɐɡnɛtiʃmo. ɛʃtɐs kɐntidɐdɛs sɐ̃w̃:
-intɛnsidɐdɛ dɛ kɐmpo ɛletʁiko. dɛnsidɐdɛ dɛ kɐɾɡɐ ɛletʁikɐ. ɐs ɛkɐsõj̃s podɛ̃
-sɛɾ ɐpʁɛzɛntɐdos nɐ foɾmɐ difɛɾɛnsiɐl owu foɾmɐ intɛɡʁɐl. ɐ foɾmɐ difɛɾɛnsiɐl e
-ɐpʁɛzɛntɐdɐ ɐkʷi, powis o metodo dos ɛlɛmɛntos finitos podɛ mɐnipulɐɾ. ʒa ɐʃ
-ɛkɐsõj̃s 6 ɛ 7 sɐ̃w̃ ɐ lɛj dɛ ɡawʃs pɐɾɐ foɾmɐ ɛletʁikɐ ɛ mɐɡnetikɐ,
-ʁɛʃpɛktivɐmɛntɛ. ɛm um siʃtɛmɐ fɛkɐdo e komum ɛʃtɐbɛlɛzɛɾ ɾɛlɐsõj̃ʃ
-konstitutivɐs kʷɛ dɛʃkɾɛvɛm ɐs pɾopʁiɛdɐdɛs mɐkʁoʃkɔpikɐs dɛ um siʃtɛmɐ. ɛʃsɐʃ
-ʁɛlɐsõj̃s obtidɐs ɐtʁɐves dɐs ɛkɐsõj̃s dɛ mɐswɛll ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐs ɛkɐsõj̃s 9,
-10 ɛ 11. ondɛ: pɛɾmiʃsividɐdɛ ɛletʁikɐ no vakuo. pɛɾmɛɐbilidɐdɛ mɐɡnetikɐ no
-vakuo. kondutividɐdɛ ɛletʁikɐ. o vɛtoɾ dɛ polɐɾizɐsɐ̃w̃ ɛletʁikɐ dɛʃkɾɛvɛ komo o
-mɐtɛɾiɐl e polɐɾizɐdo kɐndo o kɐmpo ɛletʁiko ɛʃta pɾɛzɛntɛ. sɛɡndo komsol
-(2013), podɛ sɛɾ intɛɾpɾɛtɐdo komo ɐ dɛnsidɐdɛ dɛ volumɛ dɛ momɛntos dɛ dipolo
-ɛletʁiko. ɐʃsim tɐmbem a ɛkʷivɐlensiɐ pɐɾɐ o vɛtoɾ mɐɡnɛtizɐsɐ̃w̃ , kʷɛ dɛʃkɾɛvɛ
-komo o mɐtɛɾiɐl e mɐɡnɛtizɐdo pɛlo kɐmpo mɐɡnetiko . ɛm dɛtɛɾminɐdɐʃ
-siɾkunstansiɐs, podɛ sɛɾ util foɾmulɐɾ pɾoblɛmɐs ɛm tɛɾmos dɛ potɛnsiɐl ɛʃkɐlɐɾ
-ɛletʁiko ɛ o potɛnsiɐl vɛtoɾ mɐɡnetiko . ɛlɛs sɐ̃w̃ dɐdɐs pɛlɐs iɡɐldɐdɛs ɐ
-dɛfinisɐ̃w̃ dɐ ɛkɐsõj̃s 12 ɛ 13 pɐɾɐ o pɐɾɐ o vɛtoɾ potɛnsiɐl mɐɡnetiko e
-konsɛkʷensiɐ diɾɛtɐ dɐ lɛj dɛ ɡawʃs mɐɡnetikɐ. ʒa o o potɛnsiɐl ɛletʁiko e
-ʁɛzultɐdo dɐ lɛj dɛ fɐɾɐdɐj. 2.5.4 ɛnɛɾʒiɐ ɛlɛtʁomɐɡnetikɐ ɐ ɛnɛɾʒiɐ ɛletʁikɐ ɛ
-mɐɡnetikɐ sɐ̃w̃ dɛfinidɐs pɛlɐs ɛkɐsõj̃s 14 ɛ 15, ɾɛʃpɛktivɐmɛntɛ. ɐ potensiɐ
-ɛletʁikɐ ɛ mɐɡnetikɐ sɐ̃w̃ dɛʃkɾitɐs konfoɾmɛ ɐpʁɛzɛntɐm ɐs ɛkɐsõj̃s 16 ɛ 17,
-ʁɛʃpɛktivɐmɛntɛ. 2.5.5 fɾontɛjɾɐs ɛ intɛɾfɐzɛs fizikɐs ɛʃtɐs ɾɛlɐsõj̃ʃ
-konstitutivɐs podɛm sɛɾ bɐʃtɐntɛ komplikɐdɐs. no ɛntɐnto sɐ̃w̃ impoɾtɐntɛs pɐɾɐ ɐ
-klɐʃsifikɐsɐ̃w̃ dos mɐtɛɾiajs ɛm tɛɾmos dɛ pɐɾamɛtʁos ɛlɛtʁomɐɡnetikos. a,
-sɛɡndo komsol (2013), kɐtʁo pɾinsipajs ɡɾupos dɛ mɐtɛɾiajs ondɛ um dɐdo
-mɐtɛɾiɐl podɛ pɛɾtɛnsɛɾ ɐ um owu majs dɛʃtɛs ɡɾupos . ɐ nɐ̃w̃-linɛɐɾidɐdɛ tɐmbẽ
-inkluj ɛfɛjtos dɛ iʃtɛɾɛzɛ, ondɛ nɐ̃w̃ sɔ ɐs intɛnsidɐdɛs dɛ kɐmpo koʁɛntɛ
-influɛnsiɐm ɐs pɾopʁiɛdɐdɛs fizikɐs do mɐtɛɾiɐl, mɐs tɐmbem ɐ diʃtɾibujsɐ̃w̃ do
-kɐmpo.  mɐtɛɾiajs diʃpɛɾsivos: dɛʃkɾɛvɛ mudɐnsɐs nɐ vɛlozidɐdɛ dɛ umɐ ondɐ kõ
-kompɾimɛnto dɛ ondɐ. no dominio dɐ fɾɛkʷensiɐ, ɐ diʃpɛɾsɐ̃w̃ e ɛspɾɛʃsɐ kom umɐ
-dɛpɛndensiɐ dɐs lɛjs konstitutivɐs dɛ fɾɛkʷensiɐ. os ɡɾupos dɛ mɐtɛɾiajs sɐ̃w̃
-impoɾtɐntɛs pɐɾɐ ɛʃtɛ ɛʃtudo, powis ɐ pɐɾtiɾ dɛ suɐs pɾopʁiɛdɐdɛs, sɐ̃w̃ fɛjtɐʃ
-ʁɛlɐsõj̃s dɛ fɾontɛjɾɐs ɛ intɛɾfɐzɛs dɐs kondisõj̃s fizikɐs. pɐɾɐ obtɛɾ umɐ
-dɛʃkɾisɐ̃w̃ komplɛtɐ dɛ um pɾoblɛmɐ dɛ ɛlɛtʁomɐɡnɛtiʃmo, ɛʃsɐs kondisõj̃s dɛ
-kontoɾno dɛvɛm sɛɾ ɛʃpɛzifikɐdɐs nɐs intɛɾfɐzɛs dos mɐtɛɾiajs ɛ limitɛs fizikos.
-ondɛ: vɛtoɾ noɾmɐl do mɛjo 2. dɛnsidɐdɛ dɛ koʁɛntɛ nɐ supɛɾfiziɛ. dɛnsidɐdɛ dɛ
-kɐɾɡɐs nɐ supɛɾfiziɛ. ɐ intɛɾfɐzɛ ɛntɾɛ um diɛletʁiko ɛ um kondutoɾ pɛɾfɛjto vɛ̃
-sɛndo ɛʃtudɐdɐs ɛm mujtɐs aɾɛɐs dɐ siensiɐs, dɛvido ɐ ɡɾɐndɛ kɐntidɐdɛ dɛ
-ɐplikɐsɐ̃w̃ pɐɾɐ ɐ ɛnʒɛnɐɾiɐ. um kondutoɾ pɛɾfɛjto tɛm umɐ kondutividɐdɛ ɛletʁikɐ
-infinitɐ ɛ, sɛɡndo mukɐmɛtsinɐ (2013), nɛnum kɐmpo ɛletʁiko intɛɾno. kɐzo
-kontɾaɾio, iɾiɐ pɾoduziɾ umɐ dɛnsidɐdɛ dɛ koʁɛntɛ infinitɐ dɛ ɐkoɾdo kom ɐ
-tɛɾsɛjɾɐ ɾɛlɐsɐ̃w̃ konstitutivo fundɐmɛntɐl ɐpʁɛzɛntɐdo nɐ ɛkɐsɐ̃w̃ 11. numɐ
-intɛɾfɐzɛ ɛntɾɛ um diɛletʁiko ɛ um kondutoɾ pɛɾfɛjto, ɐs kondisõj̃s dɛ kontoɾno
-pɐɾɐ os kɐmpos ɛ sɐ̃w̃ simplifikɐdɐs. o ɾɛzultɐdo e o sɛɡʷintɛ konʒunto dɛ
-kondisõj̃s dɛ kontoɾno pɐɾɐ os kɐmpos no mɛjo diɛletʁiko pɐɾɐ o kɐzo vɐɾiavɛl no
-tɛmpo, utilizɐdo pɐɾɐ modɛlo dɛ ɛʃtudo dɛʃtɛ tɾɐbɐlo. ɐ pɐɾtiɾ dos limitɛʃ
-fizikos ɛ ɐs kondisõj̃s dɛ kontoɾno sɐ̃w̃ dɛtɛɾminɐdɐs ɐs ɾɛʒiõj̃s dɛ ɐtuɐsɐ̃w̃ dɐ
-koʁɛntɛ induzidɐ. e ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 6 komo e fɛjto ɛʃtɛ ɛʃtudo dɛ
-fɾontɛjɾɐs. fontɛ: ɐdɐptɐdo komsol (2013) ɐ kondisɐ̃w̃ dɛ limitɛ mɐɡnetiko e uzɐdo
-ɛm fɾontɛjɾɐs pɐɾɐ ɾɛpʁɛzɛntɐɾ ɐs supɛɾfiziɛs dɛ um kondutoɾ sɛm pɛɾdɐs owu
-mɛtaliko ɾɛpʁɛzɛntɐndo um koɾtɛ dɛ simɛtʁiɐ. o mɛtɐl iluʃtɾɐdo nɐ ɾɛʒiɐ̃w̃
-sombɾɛɐdɐ nɐ̃w̃ e pɐɾtɛ do modɛlo, mɐs kɐʁɛɡɐ pɛɾfɛjtɐmɛntɛ ɛkʷilibʁɐdo ɐʃ
-koʁɛntɛs supɛɾfiziajs induzidɐs. 2.5.6 fontɛ dɛ kɐloɾ ɛlɛtʁomɐɡnetikɐ ɐʃ
-bobinɐs sɐ̃w̃ uzɐdɐs pɐɾɐ simplifikɐɾ ɐ kɾiɐsɐ̃w̃ dɛ mɐɡnɛtoʃtatikɐ ɛ modɛloʃ
-ɛlɛtʁomɐɡnetikos dɛ bajksɐ fɾɛkʷensiɐ. ɛm mujtɐs ɐplikɐsõj̃s, o kɐmpo mɐɡnetiko e
-ʒɛɾɐdo poɾ koʁɛntɛs ɛletʁikɐs kʷɛ fluɛm ɛm mɐtɛɾiajs kondutoɾɛs komo kɐbos,
-fios, bobinɐs, owu solɛnowidɛs. ɐs kɐɾɐktɛɾiʃtikɐs dɐ bobinɐ podɛm sɛɾ uzɐdɐs pɐɾɐ
-modɛlɐɾ majs fɐzilmɛntɛ ɛʃsɐs ɛʃtɾutuɾɐs ɛ tɾɐduziɾ koʁɛntɛs ɛ tɛnsõj̃s ɛ̃
-dɛnsidɐdɛs dɛ koʁɛntɛ ɛ kɐmpos ɛletʁikos. ondɛ ɐs ɛkɐsõj̃s 26 ɛ 27 ɛspɾɛʃsɐm ɐʃ
-pɛɾdɐs ɾɛziʃtivɐs ɛ mɐɡnetikɐs ɾɛʃpɛktivɐmɛntɛ. 3. - mɛtodoloʒiɐ ɛspɛɾimɛntɐl
-ɐtuɐlmɛntɛ, ɐs ɛmpɾɛzɐs dɛ pɛtʁɔlɛo utilizɐm ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko komo
-umɐ dɐs tɛknoloʒiɐs dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛm kɐmpos mɐduɾos. iʃto podɛ sɛɾ
-konfiɾmɐdo nos witɛpɐpɛɾs (ɐɾtiɡos) diʃponibilizɐdos pɛlɐs kompɐniɐs. ɛʃtɛ
-tɾɐbɐlo tɛvɛ komo mɛtodoloʒiɐ, ɐ utilizɐsɐ̃w̃ dɛ ɐɾtiɡos siɛntifikos ɛ dokumɛntoʃ
-ofiziajs ɡɾɐtujtos diʃponibilizɐdos pɛlɐs induʃtɾiɐs ɛ ɛntidɐdɛs dɛ pɛʃkʷizɐs,
-os kajs foɾɐm ɛʃtudɐdos ɛ ɐʃsim ɐnɐlizɐdɐs ɐs pɾinsipajs vɐɾiavɛjs ɛnvolvidɐʃ
-no pɾozɛʃso dɛ ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko nɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛm kɐmpoʃ
-mɐduɾos. kom os pɐɾamɛtʁos dɛfinidos, foɾɐm utilizɐdos softwɐɾɛs ɛʃpɛziɐlizɐdoʃ
-ɛm simulɐsɐ̃w̃ dɛ kɐmpos ɛlɛtʁomɐɡnetikos ɛm umɐ, duɐs owu tɾes dimɛnsõj̃s, kʷɛ
-ɐtʁɐves dɛ kalkulos dɛ ɛlɛmɛntos finitos ɾɛzolvɛm ɐs ɛkɐsõj̃s dɐ konsɛɾvɐsɐ̃w̃ dɐ
-ɛnɛɾʒiɐ dɛʃkɾitɐs nɐ sɛsɐ̃w̃ 3.2, pɐɾɐ dɛzɛnvolvɛɾ um ɐmbiɛntɛ dɛ ɛʃtudo
-komputɐzionɐl do kompoɾtɐmɛnto do ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko ɛm kɐmpos mɐduɾos.
-pɐɾɐ iʃto , ɛʃtɛ ɛʃtudo fowi dividido ɛm duɐs pɐɾtɛs :  tɛɔɾikɐ : ɛʃtudo tɛɔɾiko
-sobʁɛ o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko , solo , posos dɛ pɛtʁɔlɛo dɐ ɾɛʒiɐ̃w̃
-noɾdɛʃtɛ do bɾɐzil , viʃkozidɐdɛ , tɛmpɛɾɐtuɾɐ ɛ dinamikɐ dos flujdos . foɾɐ̃
-kɐtɐloɡɐdos ɐɾtiɡos tɛɔɾikos ɛ dɐdos dɐ pɾodusɐ̃w̃ dɛ posos dɛ pɛtʁɔlɛo ɛm kɐmpoʃ
-mɐduɾos. ɛntɐ̃w̃ kom bɐzɛ nɛʃtɛ lɛvɐntɐmɛnto, foɾɐm suʒɛɾidos modɛlos majs simplɛʃ
-dɛ um poso dɛ pɛtʁɔlɛo, kʷɛ poʃsɐ sɛɾ simulɐdo ɛm um komputɐdoɾ.  pɾatikɐ: ɛʃtɐ
-pɐɾtɛ fowi kompoʃtɐ poɾ todɐs ɐs ɛtɐpɐs dɛ ɛlɐboɾɐsɐ̃w̃ dos ɐlɡoɾitmos pɐɾɐ
-simulɐsɐ̃w̃ dɛ um poso dɛ pɛtʁɔlɛo, dɛ solusõj̃s dɛ ɛkɐsõj̃s ɛ dɛ ɛʃtimɐtivɐ do
-kɐmpo ɛlɛtʁomɐɡnetiko induzido ɛ suɐ influensiɐ pɐɾɐ vɐɾiɐsɐ̃w̃ dɛ tɛmpɛɾɐtuɾɐ.
-3.1 pɾɛpɐɾɐndo um modɛlo pɐɾɐ ɐ ɛlɐboɾɐsɐ̃w̃ dɛʃtɛ tɾɐbɐlo, fowi nɛzɛʃsaɾio sɛɡʷiɾ
-ɐlɡmɐs ɛtɐpɐs dɛʃkɾitɐs no ɐlɡoɾitmo do pɾoblɛmɐ. dɛ ɐkoɾdo kom ɐs ɛtɐpɐʃ
-dɛʃkɾitɐs foɾɐm obtidɐs ɐs vɐɾiavɛjs pɾinsipajs do pɾoblɛmɐ, dɛʃkɾitɐs nɐ fiɡʁɐ
-7. fontɛ: awtoɾiɐ pɾɔpʁiɐ ɐpɔs ɾɛɐlizɐsɐ̃w̃ dos ɐlɡoɾitmos dɛ simulɐsɐ̃w̃, foɾɐ̃
-tɛʃtɐdos os pɐɾamɛtʁos dɛ koʁɛntɛ, tɛmpo ɛ fɾɛkʷensiɐ, vɐɾiɐndo ɛʃsɐs ɡɾɐndɛzɐʃ
-pɐɾɐ ɐnɐlizɐɾ suɐs influɛnsiɐs nɐ tɛmpɛɾɐtuɾɐ do mɛjo, kom o intujto dɛ diminujɾ
-ɐ viʃkozidɐdɛ do pɛtʁɔlɛo. no ɛntɐnto ɛʃtɛ ɛʃtudo sɛ limitowu ɐ ɐvɐliɐɾ ɐpɛnɐs o
-ɡɾɐdiɛntɛ dɛ tɛmpɛɾɐtuɾɐ, dɛjksɐndo ɐ ɾɛlɐsɐ̃w̃ tɛmpɛɾɐtuɾɐ ɛ viʃkozidɐdɛ pɐɾɐ
-tɾɐbɐlos futuɾos. ɛm dɛkoʁensiɐ dɐ inɛspɛɾiensiɐ ɛm pɾoʒɛtos dɐ ɛnʒɛnɐɾiɐ dɛ
-pɛtʁɔlɛo, foɾɐm ɐnɐlizɐdos modɛlos dɛ dutos dɛ pɛtʁɔlɛo diʃponivɛjs ɐo publiko ɛ
-simplifikɐdos dɛ foɾmɐ ɐ poʃsibilitɐɾ ɐ simulɐsɐ̃w̃ do ɐkʷɛzimɛnto
-ɛlɛtʁomɐɡnetiko. 3.2 dɛfinisɐ̃w̃ do modɛlo pɐɾɐ ɛʃtɛ ɛʃtudo fowi dɛzɛnvolvido ũ
-modɛlo bɐzɛɐdo no ɐkʷɛzimɛnto indutivo ɐtʁɐves dɛ simulɐsɐ̃w̃ ɛm komputɐdoɾ
-utilizɐndo ɐ teknikɐ dɛ ɛlɛmɛntos finitos pɐɾɐ solusɐ̃w̃ dɐs ɛkɐsõj̃s dɛ mɐswɛll ɛ
-dɐ konsɛɾvɐsɐ̃w̃ dɐ ɛnɛɾʒiɐ. ɛʃtɛ modɛlo tɛm komo pɾinsipio o ɛnʁolɐmɛnto do duto
-dɛ pɾodusɐ̃w̃ poɾ um kondutoɾ konfoɾmɛ dɛmonstɾɐ ɐ fiɡʁɐ 8, kʷɛ ɐo sɛɾ kɐʁɛɡɐdo
-poɾ umɐ koʁɛntɛ ɐltɛɾnɐdɐ dɛ fɾɛkʷensiɐ mediɐ, sɛʒɐ induzido um kɐmpo mɐɡnetiko
-vɐɾiɐntɛ no tɛmpo, kʷɛ ɐkʷɛzɛ o duto. fontɛ: awtoɾiɐ pɾɔpʁiɐ o kɐloɾ pɾoduzido
-pɛlɐ koʁɛntɛ induzidɐ e kɐmɐdo dɛ kɐloɾ indutivo, ɛ o kɐloɾ oɾiwndo dɐ
-koʁɛntɛ e kɐmɐdo dɛ kɐloɾ ɾɛziʃtivo. o kɐloɾ indutivo fɐz ɐ tɛmpɛɾɐtuɾɐ do
-duto subiɾ, kom iʃto a umɐ difɛɾɛnsɐ dɛ tɛmpɛɾɐtuɾɐ ɛntɾɛ o duto ɛ o flujdo,
-kʷɛ poɾ tɾɐnsfɛɾensiɐ poɾ kondutividɐdɛ, fluj kɐloɾ ɐte o ɛkʷilibʁio teɾmiko
-ɛntɾɛ o flujdo ɛ o duto. ɐ fiɡʁɐ 9 dɛmonstɾɐ um koɾtɛ tɾɐnsvɛɾsɐl do duto ɛ ɐ
-diɾɛsɐ̃w̃ do kɐmpo mɐɡnetiko induzido. fontɛ: awtoɾiɐ pɾɔpʁiɐ os pɾinsipajʃ
-ɛkʷipɐmɛntos ɛnvolvidos ɛ suɐs ɾɛʃpɛktivɐs zonɐs dɛ ɐtuɐsɐ̃w̃ pɐɾɐ o ɐkʷɛzimɛnto
-indutivo ɛʃtɐ̃w̃ dɛmonstɾɐdos nɐ fiɡʁɐ 10. siʃtɛmɐ dɛ ɐkʷɛzɛdoɾ kom ɡɐɾɐntiɐ dɛ
-vɐzɐ̃w̃ fontɛ: pɛntajɾ (2016) sɛɡndo komsol (2013) o dɛzɐfio ɛm ɐkʷɛzimɛnto poɾ
-indusɐ̃w̃ e kʷɛ a ɛlɛvɐdɐ koʁɛntɛ nɐs bobinɐs dɛ indusɐ̃w̃, ɛ iʃto ɾɛkʷɛɾ um ɐtivo
-ɐʁɛfɛzimɛnto. iʃto fowi ɾɛzolvido ɐo instɐlɐɾ nɐ bobinɐ kondutoɾɛs okos ũ
-flujdo ɾɛfʁiʒɛɾɐntɛ, no kɐzo aɡɐ, kʷɛ siɾkulɐ no intɛɾioɾ . mɛʃmo pɐɾɐ ɐs tɐksɐʃ
-dɛ flukso dɛ aɡɐ sɛɾɛm bɐʃtɐntɛ modɛʃtos, o flukso do flujdo ɾɛfʁiʒɛɾɐntɛ
-toɾnɐ-sɛ ɐltɐmɛntɛ tuɾbulɛnto, o kʷɛ fɐz kom kʷɛ ɐ tɾɐnsfɛɾensiɐ dɛ kɐloɾ ɛntɾɛ
-o kondutoɾ ɛ ɐ aɡɐ sɛʒɐ mujto ɛfiziɛntɛ, ɛvitɐndo ɐʃsim kʷɛ o kondutoɾ ɐkʷɛsɐ
-dɛmajs. ɐ kondusɐ̃w̃ dɛ kɐloɾ, pɐɾɐ ɛʃtɛ ɛʃtudo okoʁɛ ɛm duɐs zonɐs pɾinsipajs,
-no intɛɾioɾ do duto ɛ no kondutoɾ. ɛlɐ okoʁɛ komo konsɛkʷensiɐ dɛ difɛɾɛntɛʃ
-mɛkɐniʃmos ɛm difɛɾɛntɛs mɛjos ɛ sɛɡndo komsol (2006), ɐtʁɐves dɛ kolizõj̃s ɛ
-oʃsilɐsõj̃s dɛ kɐdɐ molekulɐ ɛsitɐdɐs pɛlo kɐmpo mɐɡnetiko. fɾ kondutividɐdɛ
-teɾmikɐ. k kɐloɾ indutivo. k dɛnsidɐdɛ. ɐ kondutividɐdɛ ɛletʁikɐ do ɐso do duto
-e dɐdo ɛm funsɐ̃w̃ dɐ tɛmpɛɾɐtuɾɐ, dɛmonstɾɐdɐ nɐ ɛkɐsɐ̃w̃ 31: (31) ondɛ: po to t
-oks kowɛfiziɛntɛ dɛ tɛmpɛɾɐtuɾɐ dɐ ɾɛziʃtividɐdɛ ɐ mediɐ dɛ tɛmpo do ɐkʷɛzimɛnto
-indutivo ɐo lonɡo dɛ um pɛɾiodo, e dɐdɐ pɛlɐ ɛkɐsɐ̃w̃ 32: (32) o kondutoɾ dɛ
-bobinɐ e ɐʁɛfɛzido pɛlo flukso dɛ aɡɐ tuɾbulɛnto num kɐnɐl dɛ ɐʁɛfɛzimɛnto
-intɛɾno. ɛʃtɐ dinamikɐ e konsidɛɾɐdɐ pɛlɐ kombinɐsɐ̃w̃ dɛ umɐ ɐltɐ kondutividɐdɛ
-teɾmikɐ ɛfikɐz ɛ um tɛɾmo dɛ pɛɾdɐ konvɛktivɐ owut-of-plɐnɛ omoʒɛnɛjzɐdɐs,
-konsidɛɾɐdo nɐ simulɐsɐ̃w̃ pɛlɐ ɛkɐsɐ̃w̃ 33: (33) fowi ɐdotɐdo ɐpɛnɐs um tɾɛko dɛ 1
-mɛtʁo do duto, ɛʃtɛ tɾɛko sɛ ɾɛpɛtiɾiɐ ɛm intɛɾvɐlos ɐo lonɡo do poso. ɐ
-pɾopoʃtɐ dɛʃtɛ tɾɐbɐlo e dɛ utilizɐɾ ɐkʷɛzɛdoɾɛs indutivos ɛm tɾɛkoʃ
-ɛʃpɛzifikos do poso owu olɛoduto dɛ tɾɐnspoɾtɛ. ɐ tɛmpɛɾɐtuɾɐ dos ɾɛzɛɾvɐtɔɾioʃ
-dɛ pɛtʁɔlɛo vɐɾiɐm mujto dɛ ɐkoɾdo kom divɛɾsos pɐɾamɛtʁos, kompozisɐ̃w̃ do
-pɛtʁɔlɛo, dɐ ɾokɐ, pɾɛʃsɐ̃w̃, konsɛntɾɐsɐ̃w̃ ɛntɾɛ owutʁos. pɐɾɐ ɛʃtɛ ɛʃtudo fowi
-ɐdotɐdo 20 ºk, ɛʃtɐ tɛmpɛɾɐtuɾɐ nɐ̃w̃ ɾɛpʁɛzɛntɐ ɐ mɐjoɾiɐ dos posos dɛ pɛtʁɔlɛo
-dɐ ɾɛʒiɐ̃w̃. no ɛntɐnto, konfoɾmɛ ɛnkontɾɐdo ɛm diniz (2015), ɛʃta dɛntɾo dɐ fajksɐ
-kʷɛ e ɛnkontɾɐdo ɛm difɛɾɛntɛs pɐɾtɛs do mundo. 3.3.1 modɛlos dɛ miʃtuɾɐs ɛ̃
-olɛodutos o pɾimɛjɾo kɾiteɾio pɐɾɐ os tɛʃtɛs fowi ɐ ɾɛɐlizɐsɐ̃w̃ ɐ pɐɾtiɾ dɛ kɐtʁo
-modɛlos simplifikɐdos pɐɾɐ pɾɛɛnkimɛnto do olɛoduto. ɛʃsɛs modɛlos,
-ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 2, ɾɛpʁɛzɛntɐm ɐs fɐzɛs dɐ miʃtuɾɐs pɾɛzɛntɛs noʃ
-ʁɛzɛɾvɐtɔɾios konsidɛɾɐdos pɐɾɐ ɛʃtɛ ɛʃtudo. ondɛ p1 e ɐ lokɐlizɐsɐ̃w̃ dɛ um ponto
-kʷɛ podɛ sɛɾ aɡɐ owu ɔlɛo, dɛpɛndɛndo do modɛlo ɛm ɐnalizɛ, p2 e ɐ kowoɾdɛnɐdɐ dɐ
-pozisɐ̃w̃ do kondutoɾ pɐɾɐ todos modɛlos ɛ p3 e ɐ lokɐlizɐsɐ̃w̃ dɐ pɐɾɐfinɐ,
-konfoɾmɛ viʃtɐ nɐ fiɡʁɐ 10. fontɛ: awtoɾiɐ pɾɔpʁiɐ 3.3.2 koʁɛntɛ ɛ fɾɛkʷensiɐ
-ɛletʁikɐs ɐ pɾinsipio dɛfiniw-sɛ ɐ koʁɛntɛ ɛletʁikɐ foɾnɛzidɐ ɐo siʃtɛmɐ komo
-pɐɾamɛtʁo dɛ ɾɛfɛɾensiɐ. iʃto sɛ dɛvɛ pɛlo fɐto dɐ koʁɛntɛ ɛletʁikɐ foɾnɛzidɐ
-induziɾ um kɐmpo mɐɡnetiko ɐtʁɐves do kondutoɾ ɛm foɾmɐto dɛ bobinɐ, lɛj dɛ
-fɐɾɐdɐj, ɛsitɐndo umɐ koʁɛntɛ dɛ indusɐ̃w̃ no mɛtɐl do olɛoduto, ɐkʷɛzɛndo-o.
-owutʁɐ vɐɾiavɛl impoɾtɐntɛ pɐɾɐ o ɐkʷɛzimɛnto indutivo e ɐ fɾɛkʷensiɐ dɐ ɾɛdɛ
-ɛletʁikɐ, ɛʃtɛ pɐɾamɛtʁo koʁɛʃpondɛ ɐo numɛɾo dɛ oʃsilɐsõj̃s kʷɛ okoʁɛ nɐ
-koʁɛntɛ ɛletʁikɐ. e impɾɛʃsindivɛl kʷɛ ɐ koʁɛntɛ sɛʒɐ ɐltɛɾnɐdɐ, owu sɛʒɐ,
-poʃsuɐ fɾɛkʷensiɐ ɛletʁikɐ difɛɾɛntɛ dɛ zɛɾo pɐɾɐ ʒɛɾɐɾ um kɐmpo mɐɡnetiko
-vɐɾiɐntɛ no tɛmpo, ɛ ɐʃsim induziɾ umɐ koʁɛntɛ. viʃto iʃto, os tɛʃtɛ foɾɐ̃
-ʁɛɐlizɐdos konfoɾmɛ moʃtɾɐ ɐ tɐbɛlɐ 3. 3.3.3 pɐɾamɛtʁos dɐ simulɐsɐ̃w̃ sɐ̃w̃
-ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 4 os pɐɾamɛtʁos dɐ simulɐsɐ̃w̃, kʷɛ dɛtɛɾminɐm ɐʃ
-kɐɾɐktɛɾiʃtikɐs ʒɛɾajs dɐ ʒɛomɛtʁiɐ ɛ dos ɐʃpɛktos fiziko-kʷimikos ɛnvolvidos no
-siʃtɛmɐ. os vɐloɾɛs ʒɛometʁikos foɾɐm ɐdotɐdos pɐɾɐ simplifikɐsɐ̃w̃ do pɾoblɛmɐ,
-no ɛntɐnto, ɛʃtɐ̃w̃ dɛ ɐkoɾdo kom ɐs kɐɾɐktɛɾiʃtikɐs dɛ mujtos posos dɐ ɾɛʒiɐ̃w̃. oʃ
-pɐɾamɛtʁos ɾɛzɛbɛɾɐm os nomɛs konfoɾmɛ suɐs kɐɾɐktɛɾiʃtikɐs, poɾɛm sɐ̃w̃
-ɐpʁɛzɛntɐdɐs ɐkʷi dɐ mɛʃmɐ foɾmɐ kʷɛ utilizɐdɐs no softwɐɾɛ pɐɾɐ simulɐsɐ̃w̃.
-tɐbɛlɐ 4: pɐɾamɛtʁos dɐ simulɐsɐ̃w̃ ɐs pɾopʁiɛdɐdɛs dɐs ɾokɐs ɾɛzɛɾvɐtɔɾio
-utilizɐdɐs pɐɾɐ ɛʃtɛ tɾɐbɐlo, konfoɾmɛ ɛnkontɾɐdɐs ɛm tomɐs (2001), sɐ̃w̃
-ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 5. ɛʃpɛɾɐ-sɛ kʷɛ ɛʃtɐ ɾɛʒiɐ̃w̃ tɐmbem ɐkʷɛsɐ, o kʷɛ
-kontɾibujɾiɐ pɐɾɐ o ɛʃkowɐmɛnto do flujdo dɐs ɾokɐs ɛm diɾɛsɐ̃w̃ ɐo poso.
-novɐmɛntɛ os pɐɾamɛtʁos ɾɛzɛbɛɾɐm os nomɛs konfoɾmɛ suɐs kɐɾɐktɛɾiʃtikɐs, poɾɛ̃
-sɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐkʷi dɐ mɛʃmɐ foɾmɐ kʷɛ utilizɐdɐs no softwɐɾɛ pɐɾɐ simulɐsɐ̃w̃.
-o kondutoɾ dɛ kobʁɛ dɛʃsɛ ɛʃtudo e do tipo bobinɐ mɐzio ɛlikowidɐl ɛ poʃsuj
-kɐɾɐktɛɾiʃtikɐs ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 6. dɛvɛ sɛɾ ɾɛʃfɾiɐdo poɾ aɡɐ pɐɾɐ nɐ̃w̃
-ɐkɐbɐɾ ɐkʷɛzɛndo dɛvido ɐo kɐloɾ kʷɛ o olɛoduto sɛdɛ ɐos koɾpos ɛm kontɐto,
-pɾɛzɛɾvɐndo ɐ suɐ vidɐ util. os pɐɾamɛtʁos ɾɛzɛbɛɾɐm os nomɛs konfoɾmɛ suɐʃ
-kɐɾɐktɛɾiʃtikɐs, poɾɛm sɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐkʷi dɐ mɛʃmɐ foɾmɐ kʷɛ utilizɐdɐs no
-softwɐɾɛ pɐɾɐ simulɐsɐ̃w̃. o ɐso e o mɐtɛɾiɐl do olɛoduto, suɐs pɾopʁiɛdɐdɛʃ
-nɛzɛʃsaɾiɐs pɐɾɐ ɛʃtɛ ɛʃtudo sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 7. foɾɐm dɛʃkonsidɛɾɐdɐʃ
-ɐs kɐmɐdɐs dɛ ɾɛvɛʃtimɛntos, kom iʃto fowi ɐpɛnɐs ɐdotɐdo kʷɛ todɐs ɐs kɐmɐdɐʃ
-sɐ̃w̃ unifoɾmɛs ɛm todo tɾɛko do poso. o duto dɛvɛ ɐkʷɛzɛɾ poɾ ɐkʷɛzimɛnto
-indutivo ɛ dɛvɛ sɛdɛɾ kɐloɾ ɐ miʃtuɾɐ kontidɐ no olɛoduto dɛvido ɐo flukso poɾ
-kondutividɐdɛ. ɐs kɐɾɐktɛɾiʃtikɐs dɐ aɡɐ sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 8, ɛ
-konfoɾmɛ ɛsplikɐdo ɐntɛɾioɾmɛntɛ, ɐ aɡɐ ɛʃta pɾɛzɛntɛ nɐ miʃtuɾɐ kom o ɔlɛo ɛ̃
-mɐjoɾ konsɛntɾɐsɐ̃w̃, o kʷɛ dɛvɛ influɛnsiɐɾ bɐʃtɐntɛ o kompoɾtɐmɛnto dɐ ɐbsoɾsɐ̃w̃
-dɛ kɐloɾ pɛlɐ miʃtuɾɐ. no ɛntɐnto, ɐ aɡɐ ajndɐ ɐtuɐ nɐ komo ɾɛʃfɾiɐdoɾ pɐɾɐ o
-kondutoɾ do siʃtɛmɐ, poɾ mɛjo dɐ tɾokɐ dɛ kɐloɾ poɾ kondusɐ̃w̃. ɐs kɐɾɐktɛɾiʃtikɐʃ
-do ɔlɛo sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 9, konfoɾmɛ ɛnkontɾɐdo ɛm biɛntinɛziɐ (2013),
-kɐ-um ɛt ɐl. (2011), dɐ mɐtɐ (1993) ɛ mukɐmɛtsinɐ ɛt ɐl. (2013) ɛ ɐdɐptɐdɐʃ
-pɐɾɐ ɛʃtɛ tɾɐbɐlo. ɐs kɐɾɐktɛɾiʃtikɐs dɐ pɐɾɐfinɐ sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ
-10, konfoɾmɛ ɛnkontɾɐdo ɛm lonɡo ɛt ɐl. (2014), wɛbɛɾ ɛt ɐl. (2013) ɛ
-ɐllibuɾton (2016) ɛ ɐdɐptɐdɐs pɐɾɐ ɛʃtɛ tɾɐbɐlo. tɐbɛlɐ 10: pɾopʁiɛdɐdɛs dɐ
-pɐɾɐfinɐ todos os tɛʃtɛs foɾɐm ɾɛɐlizɐdos pɐɾɐ duɾɐsɐ̃w̃ dɛ dɛz oɾɐs. ɐ pɾopoʃtɐ
-e kʷɛ ɛʃtɛ siʃtɛmɐ poʃsuɐ oɾaɾios pɾɛdɛfinidos dɛ opɛɾɐsɐ̃w̃, pɐɾɐ ɛʃtimulɐɾ ɐ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, ɐtuɐndo ɛm konʒunto kom owutʁos metodos dɛ mɛnoɾ kuʃto
-kʷɛ o ɛlɛtʁomɐɡnetiko. ɐʃsim ɛntɐ̃w̃, sɛɡndo olivɛjɾɐ (2010), sɛ foɾ obsɛɾvɐdo no
-ɛʃtudo kʷɛ a um siɡnifikɐtivo inkɾɛmɛnto nɐ tɛmpɛɾɐtuɾɐ, ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo
-sɛɾa mɐjoɾ, dɛvido ɐ ɾɛdusɐ̃w̃ dɐ viʃkozidɐdɛ dɛkoʁɛntɛ dɛʃtɛ ɐkʁeʃsimo dɐ
-tɛmpɛɾɐtuɾɐ. o kʷɛ suʒɛɾɛ sɛɾ um ɛʃtudo pɐɾɐmetʁiko viavɛl dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo poɾ ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko. 4. - ɾɛzultɐdos ɛ diʃkuʃsõj̃s nɛʃtɐ
-sɛsɐ̃w̃ sɐ̃w̃ ɐpʁɛzɛntɐdos ɐlɡns ɾɛzultɐdos dɐs simulɐsõj̃s oɾɡɐnizɐdɐs poɾ modɛlo.
-o obʒɛtivo ɐkʷi e dɛmonstɾɐɾ kʷɛ o kɐmpo ɛlɛtʁomɐɡnetiko podɛ sɛɾ utilizɐdo komo
-teknikɐ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. ɛʃpɛɾɐ-sɛ kʷɛ ɐo awmɛntɐɾ os pɐɾamɛtʁoʃ
-ɛletʁikos, vɛnɐm intɛɾfɛɾiɾ pɾopoɾsionɐlmɛntɛ ɐo ɡɾɐdiɛntɛ dɛ tɛmpɛɾɐtuɾɐ no
-intɛɾioɾ do olɛoduto, fɐzilitɐndo ɐ ɛlɛvɐsɐ̃w̃ do pɛtʁɔlɛo. o pɾinsipio utilizɐdo
-ɐkʷi, e dɐ konsɛɾvɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛlɛtʁomɐɡnetikɐ pɐɾɐ ɐ ɛnɛɾʒiɐ teɾmikɐ,
-ɛsplikɐdɐ nɐ sɛsɐ̃w̃ 2.5, ɛ iʃto sɛ dɛvɛ pɛlɐ lɛj dɛ fɐɾɐdɐj ɐplikɐdo ɐ ɛʃtɛ
-modɛlo. os ɡɾafikos ɐpʁɛzɛntɐdos nɛʃtɐ sɛsɐ̃w̃, poʃsuɛm tɾes infoɾmɐsõj̃ʃ
-impoɾtɐntɛs. ɐ pɾimɛjɾɐ e ɐ tɛmpɛɾɐtuɾɐ dɛ um ponto do flujdo, dɛmonstɾɐdo pɛlɐ
-kuɾvɐ ɛm ɐzul, ɛʃtɛ ponto e o mɛʃmo pɐɾɐ todos os modɛlos ɛʃtudɐdos, kʷɛ podɛ
-sɛɾ ɐ aɡɐ owu ɔlɛo, iʃto fowi dɛfinido komo ɛʃtɾɐteʒiɐ dɛ kompɐɾɐsɐ̃w̃ doʃ
-ɐkʷɛzimɛntos ɐos modɛlos. ɐ sɛɡndɐ e ɐ tɛmpɛɾɐtuɾɐ do kondutoɾ, dɛmonstɾɐdo nɐ
-kuɾvɐ ɛm vɛɾdɛ, e dɛzɛʒavɛl kʷɛ ɛlɐ nɐ̃w̃ ultɾɐpɐʃsɛ ɐ tɛmpɛɾɐtuɾɐ dɛ opɛɾɐsɐ̃w̃ do
-kondutoɾ, kʷɛ dɛvɛ sɛɾ ɛʃpɛzifikɐdo pɛlo fɐbʁikɐntɛ. ɐ tɛɾsɛjɾɐ e o ɡɾafiko dɛ
-supɛɾfiziɛ 3d kʷɛ dɛmonstɾɐ ɐ tɛmpɛɾɐtuɾɐ konfoɾmɛ ɐs koɾɛs ponto ɐ ponto ɛ̃
-todɐ ɐ ɾɛʒiɐ̃w̃. pɐɾɐ o modɛlo 4 e ɐpʁɛzɛntɐdo ɐ kuɾvɐ ɛm vɛɾmɛlo kʷɛ ɾɛpʁɛzɛntɐ
-ɐ tɛmpɛɾɐtuɾɐ dɐ pɐɾɐfinɐ ɛm um dɛtɛɾminɐdo ponto dɐ miʃtuɾɐ. o ɛʃpɛɾɐdo pɐɾɐ
-ɛʃtɛ modɛlo e obtɛɾ tɛmpɛɾɐtuɾɐ sufiziɛntɛ pɐɾɐ diʃsolvɛɾ ɐ pɐɾɐfinɐ nɐ miʃtuɾɐ
-do pɛtʁɔlɛo ɛ aɡɐ. 4.1 modɛlo 1 – ɐkʷɛzimɛnto dɛ aɡɐ ɛʃtɛ modɛlo e
-kɐɾɐktɛɾizɐdo pɛlɐ pɾɛzɛnsɐ dɛ ɐpɛnɐs aɡɐ no intɛɾioɾ do olɛoduto. mujtos posoʃ
-dɐ ɾɛʒiɐ̃w̃ poʃsuɛm ɛʃtɐ kɐɾɐktɛɾiʃtikɐ. 4.1.1 tɛʃtɛ 1: 500 ɐ – 500 z o
-ɐkʷɛzimɛnto indutivo pɐɾɐ ɛʃtɛ tɛʃtɛ nɐ̃w̃ fowi sɐtiʃfɐtɔɾio, iʃto e dɛmonstɾɐdo no
-ɡɾafiko 1. e poʃsivɛl vɛɾifikɐɾ kʷɛ o poso pɛɾdɛ kɐloɾ pɐɾɐ o kondutoɾ
-ʁɛʃfɾiɐdo. pɐɾɐ ɛʃtɛs vɐloɾɛs dɛ koʁɛntɛ ɛ fɾɛkʷensiɐ a dɛʃpɛɾdizio dɛ
-ɛnɛɾʒiɐ. ɡɾafiko 1: aɡɐ - 500 ɐ – 500 z 4.1.2 tɛʃtɛ 3: 500 ɐ – 1500 z pɐɾɐ
-ɛʃtɛ tɛʃtɛ, novɐmɛntɛ o siʃtɛmɐ sɛ dɛmonstɾɐ nɐ̃w̃ sɐtiʃfɐtɔɾio, e poʃsivɛl
-vɛɾifikɐɾ no ɡɾafiko 2 kʷɛ owuvɛ kɾɛʃsimɛnto dɛ ɐpɛnɐs 1,5 ºk, o kʷɛ nɐ̃w̃ e
-konsidɛɾɐdo umɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. ɡɾafiko 2: aɡɐ - duto 3d 500 ɐ – 1500
-z 4.1.3 tɛʃtɛ 6: 1000 ɐ – 1000 z ɐ pɐɾtiɾ do ɡɾafiko 3, e poʃsivɛl idɛntifikɐɾ
-um kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ bɐʃtɐntɛ intɛɾɛʃsɐntɛ pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo. no ɛntɐnto, ɛʃtɛ modɛlo kontem ɐpɛnɐs aɡɐ. ɡɾafiko 3: aɡɐ - duto 3d
-1000 ɐ – 1000 z 4.1.4 tɛʃtɛ 8: 1000 ɐ – 2000 z o ɡɾafiko 4 moʃtɾɐ o
-kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ ɛm dɛz oɾɐ dɛ ɐplikɐsɐ̃w̃ do ɐkʷɛzimɛnto indutivo.
-ɛʃsɛs vɐloɾɛs sɐ̃w̃ sɐtiʃfɐtɔɾios no ɐkʷɛzimɛnto dɐ aɡɐ. dɛvɛ-sɛ obsɛɾvɐɾ kʷɛ o
-kondutoɾ kontinuɐ ɛm umɐ fajksɐ dɛ tɛmpɛɾɐtuɾɐ sɛɡʁɐ dɛ opɛɾɐsɐ̃w̃ dɛvido o
-siʃtɛmɐ dɛ ɾɛʃfɾiɐmɛnto. ɡɾafiko 4: aɡɐ - duto 3d 1000 ɐ – 2000 z 4.1.5 tɛʃtɛ
-9: 2000 ɐ – 500 z no ɡɾafiko 5 e ɐpʁɛzɛntɐdo o kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ
-duɾɐntɛ ɐs dɛz oɾɐs, o kʷɛ lɛvowu ɐ tɛmpɛɾɐtuɾɐ dɐ aɡɐ ɐlkɐnsɐɾ 40 ºk. ɡɾafiko
-5: aɡɐ - duto 3d 2000 ɐ – 500 z 4.1.6 tɛʃtɛ 11: 2000 ɐ – 1500 z tɛmpɛɾɐtuɾɐ
-dɐ aɡɐ nɛʃtɛ tɛʃtɛ kɛɡowu ɛm ɾɛʒiõj̃s do duto ɐ tɛmpɛɾɐtuɾɐ mɐjoɾ kʷɛ os 70 ºk,
-o kʷɛ podɛ sɛɾ viʃto no ɡɾafiko 6. ɡɾafiko 6: aɡɐ - duto 3d 2000 ɐ – 1500 z ɐ
-vɐɾiɐsɐ̃w̃ dos pɐɾamɛtʁos ɛletʁikos pɾovokowu nɐ simulɐsɐ̃w̃ um awmɛnto dɐ
-tɛmpɛɾɐtuɾɐ ɛm todos os tɛʃtɛs kom ɐ aɡɐ, o kʷɛ ɛɾɐ pɾɛviʃto. ʒa kʷɛ o
-ɐkʷɛzimɛnto sɛ da dɛ duɐs foɾmɐs, ɐ pɾimɛjɾɐ e ɐtʁɐves dɐ ɛnɛɾʒiɐ mɐɡnetikɐ kʷɛ
-tɾɐnsfoɾmɐdɐ ɛm teɾmikɐ no ɐso do duto, ɐkɐbɐ ɐkʷɛzɛndo ɐ aɡɐ poɾ kondusɐ̃w̃. 4.2
-modɛlo 2 – ɐkʷɛzimɛnto dɛ ɔlɛo ɛʃtɛ modɛlo e kɐɾɐktɛɾizɐdo pɛlɐ pɾɛzɛnsɐ dɛ
-ɐpɛnɐs ɔlɛo no intɛɾioɾ do olɛoduto. modɛlo ipotetiko pɐɾɐ posos ɾɛzẽ
-dɛʃkobɛɾtos, no ɛntɐnto, ɛʃpɛɾɐ-sɛ kʷɛ tɐmbem ɐʒɐ ɐkʷɛzimɛnto indutivo. ɛʃtɛ
-modɛlo fowi ɛʃtudɐdo, pɐɾɐ vɛɾifikɐɾ o kompoɾtɐmɛnto do ɐkʷɛzimɛnto indutivo ɛ̃
-mɐtɛɾiajs kʷɛ tɛnɐm pɾopʁiɛdɐdɛs fiziko-kʷimikɐs difɛɾɛntɛs dɐ aɡɐ. 4.2.1
-tɛʃtɛ 1: 500 ɐ – 500 z ɐʃsim komo no tɛʃtɛ 1 do ɐkʷɛzimɛnto nɐ aɡɐ, novɐmɛntɛ
-nɐ̃w̃ e, pɐɾɐ ɛʃtɛs vɐloɾɛs dɛ koʁɛntɛ ɛ fɾɛkʷensiɐ, ɛfɛtuɐdo o ɐkʷɛzimɛnto
-indutivo, konfoɾmɛ podɛ sɛɾ viʃto no ɡɾafiko 7. ɡɾafiko 7: ɔlɛo - duto 3d 500
-4.2.2 tɛʃtɛ 3: 500 ɐ – 1500 z pɐɾɐ ɛʃtɛ tɛʃtɛ e poʃsivɛl vɛɾifikɐɾ ɐtʁɐves do
-ɡɾafiko 8, kʷɛ a umɐ tɛndensiɐ ɐ kɾɛʃsɛɾ ɐ tɛmpɛɾɐtuɾɐ ɐ mɛdidɐ kʷɛ kɾɛʃsɛ ɐ
-fɾɛkʷensiɐ, ɐʃsim komo viʃto nɐ sɛsɐ̃w̃ 4.1.2. no ɛntɐnto, pɛɾsɛbɛ-sɛ umɐ liʒɛjɾɐ
-difɛɾɛnsɐ no ɡɾɐdiɛntɛ dɛ tɛmpɛɾɐtuɾɐ dos dowis tɛʃtɛs. ɡɾafiko 8: ɔlɛo - duto 3d
-500 ɐ – 1500 z 4.2.3 tɛʃtɛ 6: 1000 ɐ – 1000 z ɐ pɐɾtiɾ do ɡɾafiko 9, e
-poʃsivɛl idɛntifikɐɾ ɛm sɛɾtɐs ɾɛʒiõj̃s do duto, um liʒɛjɾo awmɛnto dɐ
-tɛmpɛɾɐtuɾɐ. ɡɾafiko 9: ɔlɛo - duto 3d 1000 ɐ – 1000 z 4.2.4 tɛʃtɛ 8: 1000 ɐ –
-2000 z pɐɾɐ o tɛʃtɛ 8 ɐ tɛmpɛɾɐtuɾɐ ɐlkɐnsowu 47,4 ºk konfoɾmɛ podɛ sɛɾ viʃto no
-ɡɾafiko 10. ɐkʁɛditɐ-sɛ kʷɛ e um ɐkʷɛzimɛnto intɛɾɛʃsɐntɛ pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo. ɡɾafiko 10: ɔlɛo - duto 3d 1000 ɐ – 2000 z 4.2.5 tɛʃtɛ 9: 2000 ɐ –
-500 z pɐɾɐ o tɛʃtɛ 9 ɐ tɛmpɛɾɐtuɾɐ ɐlkɐnsowu 62 ºk konfoɾmɛ podɛ sɛɾ viʃto no
-ɡɾafiko 11. ɡɾafiko 11: ɔlɛo - duto 3d 2000 4.2.6 tɛʃtɛ 11: 2000 ɐ – 1500 ʒ
-ɛʃtɛ ɐkʷɛzimɛnto sɛ moʃtɾowu o mujto ɛfiziɛntɛ konfoɾmɛ ɛnkontɾɐ-sɛ no ɡɾafiko
-12, no ɛntɐnto ɐ ɛʃtɐ tɛmpɛɾɐtuɾɐ, o kondutoɾ ɐtinʒɛ os 30 ºk. ɐ vɐɾiavɛl kʷɛ
-podɛɾa kontɾolɐɾ mɛloɾ ɐ tɛmpɛɾɐtuɾɐ do kondutoɾ e ɐ vɐzɐ̃w̃ dɛ aɡɐ kʷɛ siɾkulɐ
-no intɛɾioɾ do kondutoɾ. komo ɛsplikɐdo ɐntɛɾioɾmɛntɛ, tɛm ɐ funsɐ̃w̃ dɛ ɐbsoɾvɛɾ
-kɐloɾ do kondutoɾ, nɐ̃w̃ pɛɾmitindo kʷɛ ɐkʷɛsɐ. ɡɾafiko 12: ɔlɛo - duto 3d 2000 ɐ
-– 1500 z pɛɾsɛbɛ-sɛ ɐ kʷɛ ɐs kuɾvɐs dɐ tɛmpɛɾɐtuɾɐ obtidɐs no modɛlo 3 poʃsuɛ̃
-ʁɛʃpoʃtɐs majs ɾapidɐs kʷɛ ɐs do modɛlo 1. iʃto sɛ dɛvɛ pɛlo fɐto dɐ kɐpɐzidɐdɛ
-teɾmikɐ do ɔlɛo sɛɾ mɛnoɾ kʷɛ ɐ dɐ aɡɐ. ondɛ pɐɾɐ ɐ mɛʃmɐ kɐntidɐdɛ dɛ kɐloɾ
-foɾnɛzido ɐo modɛlo 2 ɛ ɐo modɛlo 3, mɐjoɾ sɛɾa ɐ vɐɾiɐsɐ̃w̃ dɛ tɛmpɛɾɐtuɾɐ pɐɾɐ o
-modɛlo 3, konfoɾmɛ e intɛɾpɾɛtɐdo pɛlɐ ɛkɐsɐ̃w̃ 34, kʷɛ dɛʃkɾɛvɛ o ɐkʷɛzimɛnto
-poɾ kondusɐ̃w̃. (34) 4.3 modɛlo 3 – ɐkʷɛzimɛnto dɛ aɡɐ ɛ ɔlɛo ɛʃtɛ modɛlo e
-kɐɾɐktɛɾizɐdo pɛlɐ pɾɛzɛnsɐ dɐ miʃtuɾɐ aɡɐ ɛ ɔlɛo no intɛɾioɾ do olɛoduto, ondɛ
-ɐ konsɛntɾɐsɐ̃w̃ dɛ aɡɐ e mujto mɐjoɾ kʷɛ ɐ do pɛtʁɔlɛo. mujtos posos dɐ ɾɛʒiɐ̃w̃
-poʃsuɛm ɛʃtɐ kɐɾɐktɛɾiʃtikɐ, konɛzidos komo posos mɐduɾos. 4.3.1 tɛʃtɛ 1: 500 ɐ
-– 500 z pɐɾɐ vɐloɾɛs ɐbajkso dos utilizɐdos nɛʃtɛ tɛʃtɛ, nɐ̃w̃ sɛ obtem o
-ɐkʷɛzimɛnto indutivo. iʃto podɛ sɛɾ obsɛɾvɐdo no ɡɾafiko 13. ɡɾafiko 13: aɡɐ ɛ
-ɔlɛo - duto 3d 500 ɐ – 500 z 4.3.2 tɛʃtɛ 3: 500 ɐ – 1500 z pɐɾɐ ɛʃtɛ tɛʃtɛ,
-novɐmɛntɛ o siʃtɛmɐ sɛ dɛmonstɾɐ nɐ̃w̃ sɐtiʃfɐtɔɾio, e poʃsivɛl vɛɾifikɐɾ no
-ɡɾafiko 14 kʷɛ owuvɛ kɾɛʃsimɛnto dɛ ɐpɛnɐs 1,5 ºk ɛm dɛz oɾɐs dɛ ɐkʷɛzimɛnto, o
-kʷɛ nɐ̃w̃ e konsidɛɾɐdo umɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. ɡɾafiko 14: aɡɐ ɛ ɔlɛo -
-duto 3d 500 ɐ – 1500 z 4.3.3 tɛʃtɛ 6: 1000 ɐ – 1000 z ɐʃsim komo nɐ sɛsɐ̃w̃
-4.1.3, e poʃsivɛl idɛntifikɐɾ no ɡɾafiko 15, um kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ
-bɐʃtɐntɛ intɛɾɛʃsɐntɛ pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo. ɡɾafiko 15: aɡɐ ɛ ɔlɛo -
-duto 3d 1000 ɐ – 1000 z 4.3.4 tɛʃtɛ 8: 1000 ɐ – 2000 z o ɡɾafiko 16 moʃtɾɐ o
-kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ pɐɾɐ o intɛɾvɐlo dɛ tɛmpo. ɛʃsɛs vɐloɾɛs sɐ̃w̃
-sɐtiʃfɐtɔɾios no ɐkʷɛzimɛnto dɐ miʃtuɾɐ. dɛvɛ-sɛ obsɛɾvɐɾ kʷɛ o kondutoɾ
-kontinuɐ ɛm umɐ fajksɐ dɛ tɛmpɛɾɐtuɾɐ sɛɡʁɐ dɛ opɛɾɐsɐ̃w̃ dɛvido o siʃtɛmɐ dɛ
-ʁɛʃfɾiɐmɛnto. ɡɾafiko 16: aɡɐ ɛ ɔlɛo - duto 3d 1000 ɐ – 2000 z 4.3.5 tɛʃtɛ 9:
-2000 ɐ – 500 z no ɡɾafiko 17, o kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ dɐ miʃtuɾɐ ɐlkɐnsowu
-os 40 ºk. ɡɾafiko 17: aɡɐ ɛ ɔlɛo - duto 3d 2000 ɐ – 500 z 4.3.6 tɛʃtɛ 11: 2000
-ɐ – 1500 z ɐ kuɾvɐ dɐ tɛmpɛɾɐtuɾɐ dɐ miʃtuɾɐ nɛʃtɛ tɛʃtɛ kɛɡowu ɛm ɾɛʒiõj̃s do
-duto ɐ vɐloɾɛs mɐjoɾɛs kʷɛ os 70 ºk, o kʷɛ podɛ sɛɾ viʃto no ɡɾafiko 18. ɡɾafiko
-18: aɡɐ ɛ ɔlɛo - duto 3d 2000 ɐ – 1500 z e poʃsivɛl vɛɾifikɐɾ ɐtʁɐves doʃ
-tɛʃtɛs ɾɛɐlizɐdos no modɛlo 3 ɛ modɛlo 1, kʷɛ os kompoɾtɐmɛntos dɐs kuɾvɐs dɛ
-tɛmpɛɾɐtuɾɐ no intɛɾioɾ do duto, pɐɾɐ um mɛʃmo ponto, sɛʒɐ ɛlɛ aɡɐ owu ɡotɐ dɛ
-pɛtʁɔlɛo, pɾɛvɐlɛzɛ o kompoɾtɐmɛnto dɐ aɡɐ, iʃto sɛ da dɛvido ɐo volumɛ dɐ aɡɐ
-sɛɾ mujto mɐjoɾ kʷɛ ɐ do pɛtʁɔlɛo. 4.4 modɛlo 4 – ɐkʷɛzimɛnto dɛ aɡɐ, ɔlɛo ɛ
-pɐɾɐfinɐ ɛʃtɛ modɛlo e kɐɾɐktɛɾizɐdo pɛlɐ pɾɛzɛnsɐ dɐ miʃtuɾɐ aɡɐ, ɔlɛo ɛ
-pɐɾɐfinɐ no intɛɾioɾ do olɛoduto. no ɛntɐnto ɐ pɾɛzɛnsɐ dɛ pɐɾɐfinɐ difikultɐ ɐ
-ɛlɛvɐsɐ̃w̃ do pɛtʁɔlɛo, um ɡɾɐvɛ pɾoblɛmɐ kʷɛ vɛm sɛndo ɛʃtudɐdo pɐɾɐ inibiɾ ɐ
-foɾmɐsɐ̃w̃ dɐ pɐɾɐfinɐ nos olɛodutos. 4.4.1 tɛʃtɛ 1: 500 ɐ – 500 z pɐɾɐ vɐloɾɛʃ
-ɐbajkso dos utilizɐdos nɛʃtɛ tɛʃtɛ, nɐ̃w̃ sɛ obtem o ɐkʷɛzimɛnto indutivo. iʃto
-podɛ sɛɾ obsɛɾvɐdo no ɡɾafiko 19. ɡɾafiko 19: aɡɐ, ɔlɛo ɛ pɐɾɐfinɐ - duto 3d
-500 4.4.2 tɛʃtɛ 3: 500 ɐ – 1500 z ɐ – 1500 z 4.4.3 tɛʃtɛ 6: 1000 ɐ – 1000 ʒ
-ɐʃsim komo nɐ sɛsɐ̃w̃ 4.1.3, e poʃsivɛl idɛntifikɐɾ no ɡɾafiko 21, um kɾɛʃsimɛnto
-dɐ tɛmpɛɾɐtuɾɐ bɐʃtɐntɛ intɛɾɛʃsɐntɛ pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, no ɛntɐnto ɐ
-tɛmpɛɾɐtuɾɐ dɐ pɐɾɐfinɐ nɐ̃w̃ ɐ toɾnɐ totɐlmɛntɛ soluvɛl nɐ miʃtuɾɐ. ɡɾafiko 21:
-aɡɐ, ɔlɛo ɛ pɐɾɐfinɐ - duto 3d 1000 ɐ – 1000 z 4.4.4 tɛʃtɛ 8: 1000 ɐ – 2000 ʒ
-o ɡɾafiko 22 moʃtɾɐ o kɾɛʃsimɛnto dɐ tɛmpɛɾɐtuɾɐ pɐɾɐ o intɛɾvɐlo dɛ tɛmpo.
-ɛʃsɛs vɐloɾɛs sɐ̃w̃ sɐtiʃfɐtɔɾios no ɐkʷɛzimɛnto dɐ miʃtuɾɐ. dɛvɛ-sɛ obsɛɾvɐɾ
-ajndɐ ɛʃta lonʒɛ dɐ fajksɐ dɛ tɛmpɛɾɐtuɾɐ kʷɛ ɐ pɐɾɐfinɐ e totɐlmɛntɛ soluvɛl nɐ
-miʃtuɾɐ. ɡɾafiko 22: aɡɐ, ɔlɛo ɛ pɐɾɐfinɐ - duto 3d 1000 ɐ – 2000 z 4.4.5
-tɛʃtɛ 9: 2000 ɐ – 500 z 4.4.6 tɛʃtɛ 11: 2000 ɐ – 1500 z ɐ kuɾvɐ dɐ tɛmpɛɾɐtuɾɐ
-dɐ miʃtuɾɐ nɛʃtɛ tɛʃtɛ kɛɡowu ɛm ɾɛʒiõj̃s do duto ɐ vɐloɾɛs mɐjoɾɛs kʷɛ os 70 ºk,
-o kʷɛ podɛ sɛɾ viʃto no ɡɾafiko 24. ɐ pɐɾtiɾ dɛʃtɐ tɛmpɛɾɐtuɾɐ, ɐ pɐɾɐfinɐ podɛ
-sɛɾ ɛnkontɾɐdɐ diʃsolvidɐ nɐ miʃtuɾɐ. ɡɾafiko 24: aɡɐ, ɔlɛo ɛ pɐɾɐfinɐ - duto
-3d 2000 ɐ – 1500 z os tɛʃtɛs pɾovɐm kʷɛ ɐ ɐplikɐsɐ̃w̃ dɛ umɐ koʁɛntɛ ɛm umɐ
-bobinɐ ɛnʁolɐdɐ ɐ um koɾpo mɛtaliko, no kɐzo o duto dɛ pɛtʁɔlɛo, podɛ sɛɾviɾ
-komo ɐkʷɛzimɛnto indutivo. o kʷɛ dɛ fɐto ɛɾɐ dɛ sɛ ɛʃpɛɾɐɾ, ɐʃsim komo okoʁɛ ɛ̃
-tɾɐnsfoɾmɐdoɾɛs, ɐ indusɐ̃w̃ dɛ umɐ koʁɛntɛ no sɛkundaɾio, no kɐzo duto, ɐkɐbɐ
-ɛʃkʷɛntɐndo ɛ tɾɐnsmitɛ ɛnɛɾʒiɐ teɾmikɐ pɐɾɐ os flujdos ɛm sew intɛɾioɾ poɾ
-kondusɐ̃w̃. ɐ tɐbɛlɐ 11 ɾɛzumɛ os ɐkʷɛzimɛntos nos modɛlos ɛʃtudɐdos obsɛɾvɐdoʃ
-pɐɾɐ o ponto p1. 5. - konsidɛɾɐsõj̃s finajs komo viʃto, ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo
-podɛ sɛɾ ɾɛɐlizɐdɐ ɐ pɐɾtiɾ dɛ pɾozɛʃsos konvɛnsionajs ɛ ɐvɐnsɐdos. o
-ɐkʷɛzimɛnto do pɛtʁɔlɛo e klɐʃsifikɐdo komo um metodo ɐvɐnsɐdo, ʒa kʷɛ obʒɛtivɐ
-ʁɛduziɾ ɐ viʃkozidɐdɛ do ɔlɛo ɐtʁɐves dɐ tɛmpɛɾɐtuɾɐ. dɛntɾɛ os metodoʃ
-ɐvɐnsɐdos dɛ tɛmpɛɾɐtuɾɐ, o ɐkʷɛzimɛnto ɛlɛtʁomɐɡnetiko tɛm dɛmonstɾɐdo sɛɾ
-bɐʃtɐntɛ ɛfiziɛntɛ, pɾinsipɐlmɛntɛ ɛm kɐmpos mɐduɾos ondɛ ɐ tɛmpɛɾɐtuɾɐ mediɐ e
-ʁɛlɐtivɐmɛntɛ bajksɐ. ɛʃtɛ ɐkʷɛzimɛnto komo ɛspoʃto nɐ sɛsɐ̃w̃ 2.2, podɛ sɛɾ
-ʁɛɐlizɐdo dɛ kɐtʁo mɐnɛjɾɐs. no ɛntɐnto ɛʃtɛ ɛʃtudo obʒɛtivowu ɐpɛnɐs o
-ɐkʷɛzimɛnto indutivo, o kɐl sɛ bɐzɛjɐ nɐ ɐplikɐsɐ̃w̃ dɐ lɛj dɛ fɐɾɐdɐj. konfoɾmɛ
-ɐpʁɛzɛntɐdo nɐ sɛsɐ̃w̃ 4, owuvɛ ɐkʷɛzimɛnto ɛm todos os modɛlos ɛm ɛʃtudo. os majʃ
-ɛfiziɛntɛs foɾɐm ɐkʷɛlɛs kʷɛ poʃsuj́ɐm mɐjoɾɛs vɐloɾɛs dɛ koʁɛntɛ ɛ fɾɛkʷensiɐ
-ɛletʁikɐs. o kʷɛ ʒa ɛɾɐ ɛʃpɛɾɐdo, viʃto kʷɛ o flukso do kɐmpo mɐɡnetiko induzido
-e dɛpɛndɛntɛ dɐ koʁɛntɛ foɾnɛzidɐ. ɛʃtɛ kɐmpo mɐɡnetiko induzido, pɾoduz umɐ
-koʁɛntɛ induzidɐ no poso, kʷɛ ɐkɐbɐ ɐkʷɛzɛndo o flujdo kontido nɛlɛ. nɐ̃w̃ fowi
-dɛmonstɾɐdo nɛʃtɛ tɾɐbɐlo ɐ influensiɐ dɐ tɛmpɛɾɐtuɾɐ pɐɾɐ kom ɐ viʃkozidɐdɛ do
-pɛtʁɔlɛo. o kʷɛ podɛɾa sɛɾ ɾɛɐlizɐdo ɛm um tɾɐbɐlo futuɾo. no ɛntɐnto, sɛɡndo
-diniz ɛt ɐl. (2015), o awmɛnto dɐ tɛmpɛɾɐtuɾɐ sobʁɛ ɐ viʃkozidɐdɛ numɐ ɛlɛvɐsɐ̃w̃
-dɛ 20 pɐɾɐ 75 ºk ɾɛduz ɐ viʃkozidɐdɛ do ɔlɛo kɾu lɛvɛ poɾ um fɐtoɾ dɛ 3 vɛzɛs,
-ɛntɾɛtɐnto, ɛʃsɐ ɾɛdusɐ̃w̃ podɛ sɛɾ dɛ 30 pɐɾɐ um ɔlɛo pɛzɐdo dɛ 15º ɐpi ɛ 1000
-vɛzɛs pɐɾɐ um ɔlɛo ɛstɾɐpɛzɐdo dɛ 8º ɐpi. ɛʃtɛ tɾɐbɐlo nɐ̃w̃ ɛʃtudɐ ɐ viɐbilidɐdɛ
-ɛkonomikɐ dɐ ɐplikɐsɐ̃w̃ dɛʃtɛ metodo dɛ ɐkʷɛzimɛnto ɐplikɐdo pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo. ɐpɛnɐs suʒɛɾɛ kʷɛ ɐ pɐɾtiɾ dɛ fontɛs ɛlɛtʁomɐɡnetikɐs e poʃsivɛl
-ɛʃtɐbɛlɛzɛɾ um ɐkʷɛzimɛnto.
-
-kɐpitulo i intɾodusɐ̃w̃ um ɡɾɐndɛ pɾoblɛmɐ kʷɛ podɛ okoʁɛɾ duɾɐntɛ ɐ pɛɾfuɾɐsɐ̃w̃
-dɛ posos dɛ pɛtʁɔlɛo e o ɛnsɛɾɐmɛnto dɐ bɾokɐ (bit bɐllinɡ). ɛʃsɛ fɛnomɛno e
-pɾovɛniɛntɛ dɐ ɡɾɐndɛ ɐfinidɐdɛ kʷɛ sɛɾtɐs ɐɾʒilɐs, kɐndo idʁɐtɐdɐs,
-ɐpʁɛzɛntɐm pɛlo mɛtɐl dɐ bɾokɐ. ɐlɡns folɛlos, nɐ pɾɛzɛnsɐ dɛ aɡɐ, ɐdɛɾɛm a
-supɛɾfiziɛ do mɛtɐl foɾmɐndo umɐ kɐmɐdɐ ɛʃpɛʃsɐ (ɛnsɛɾɐmɛnto) kʷɛ intɛɾfɛɾɛ no
-dɛzɛmpɛno dɐ bɾokɐ. os folɛlos konstituɛm, ɛm mediɐ, 75% dɐs foɾmɐsõj̃ʃ
-pɛɾfuɾɐdɐs (ozisɐnjɐ, 1996), sɛndo impoɾtɐntɛ notɐɾ kʷɛ nɐ̃w̃ sɐ̃w̃ todos os tipoʃ
-dɛ folɛlos kʷɛ pɾovokɐm o fɛnomɛno mɛnsionɐdo ɐzimɐ. ɐ induʃtɾiɐ dɛ pɛtʁɔlɛo
-tɛm fɛjto invɛʃtimɛntos pɛzɐdos ɛm foɾmulɐsõj̃s dɛ novos flujdos dɛ pɛɾfuɾɐsɐ̃w̃
-kʷɛ kontoɾnɛm os pɾoblɛmɐs ɾɛlɐzionɐdos a pɛɾfuɾɐsɐ̃w̃ dɛ folɛlos. dɛntɾɛ oʃ
-inumɛɾos pɾoblɛmɐs, ɛʃta o ɛnsɛɾɐmɛnto dɛ bɾokɐ (bit bɐllinɡ). os flujdos dɛ
-pɛɾfuɾɐsɐ̃w̃ sɐ̃w̃ miʃtuɾɐs komplɛksɐs dɛ sɔlidos, likʷidos, pɾodutos kʷimikos ɛ, poɾ
-vɛzɛs ɐte ɡɐzɛs (tomɐs, 2001). tajs flujdos ɐtuɐm no awksilio a pɛnɛtʁɐsɐ̃w̃ ɛ no
-ʁɛʃfɾiɐmɛnto dɐ bɾokɐ, ɛ nɐ ɾɛmosɐ̃w̃ dos kɐʃkɐlos ʒɛɾɐdos duɾɐntɛ ɐ pɛɾfuɾɐsɐ̃w̃,
-ɛntɾɛ owutʁɐs ɐtuɐsõj̃s. os flujdos dɛ pɛɾfuɾɐsɐ̃w̃ sɐ̃w̃ tɾɐdizionɐlmɛntɛ
-klɐʃsifikɐdos, dɛ ɐkoɾdo kom o sew konstitujntɛ pɾinsipɐl, ɛm flujdos a bɐzɛ dɛ
-ɡas, flujdos dɛ bɐzɛ oɾɡanikɐ ɛ flujdos dɛ bɐzɛ ɐkozɐ. iniziɐlmɛntɛ, os flujdoʃ
-dɛ bɐzɛ oɾɡanikɐ ɛɾɐm konstituj́dos dɛ ɔlɛos minɛɾajs, mɐs dɛvido a pɾɛʃsõj̃ʃ
-ɐmbiɛntajs ɛʃtɛs ɔlɛos vɛm sɛndo substituj́dos poɾ kompoʃtos oɾɡanikoʃ
-sintetikos. ɛʃsɛ tipo dɛ flujdo e ɐplikɐdo ɛm situɐsõj̃s majs sɛvɛɾɐs dɛ
-pɛɾfuɾɐsɐ̃w̃. os flujdos a bɐzɛ dɛ aɡɐ sɐ̃w̃ os utilizɐdos nɐ mɐjoɾiɐ dɐʃ
-pɛɾfuɾɐsõj̃s ɛm todo o mundo, sɛndo konsidɛɾɐdos ɛkoloʒikɐmɛntɛ majs sɛɡʁoʃ
-(ɐmoɾim, 2005). nɐs dekɐdɐs dɛ 70 ɛ 80, ɛɾɐm uzɐdos, pɾɛdominɐntɛmɛntɛ, oʃ
-flujdos ɐ bɐzɛ dɛ ɔlɛo, ʒa kʷɛ ɛʃtɛ siʃtɛmɐ ɐpʁɛzɛntɐvɐ mɛloɾ dɛzɛmpɛno ɐ
-tɛmpɛɾɐtuɾɐs majs ɛlɛvɐdɐs ɛ umɐ ɛsɛlɛntɛ lubʁizidɐdɛ. no ɛntɐnto, ɐ ɐltɐ
-toksidɐdɛ, ɛ ɐ nɐ̃w̃ biodɛɡʁɐdɐbilidɐdɛ ɛm konʒunto kom ɐs kɾɛʃsɛntɛs novɐs lɛjʃ
-ɐmbiɛntajs, tem toɾnɐdo o uzo dɛʃtɛs flujdos ɾɛʃtɾito a situɐsõj̃s ɛʃpɛziajʃ
-(kɐɛnn, 1996). o inizio dɐ dekɐdɐ dɛ 90 fowi mɐɾkɐdo pɛlo ɡɾɐndɛ intɛɾɛʃsɛ ɛm sɛ
-dɛzɛnvolvɛɾ flujdos ɐ bɐzɛ dɛ aɡɐ, kʷɛ foʃsɛm mɛnos ɐɡʁɛʃsivos ɐo mɛjo
-ɐmbiɛntɛ. daj́ suɾʒiw ɐ nɛzɛʃsidɐdɛ dɛ sɛ dɛzɛnvolvɛɾ inibidoɾɛs dɐ ɾɛɐtividɐdɛ
-nɐtuɾɐl dos folɛlos, ɛmulsifikɐntɛs, lubʁifikɐntɛs ɛ inibidoɾɛs pɐɾɐ o
-ɛnsɛɾɐmɛnto dɛ bɾokɐ (bit bɐllinɡ). ɛntɾɛtɐnto, o ɛnsɛɾɐmɛnto dɛ bɾokɐ ajndɐ e
-powuko ɛʃtudɐdo ɛ konsɛkʷɛntɛmɛntɛ, ɛksiʃtɛm powukos tɾɐbɐlos diʃponivɛjs nɐ
-litɛɾɐtuɾɐ sobʁɛ o ɐʃsunto. nɐ̃w̃ ɛksiʃtɛ ajndɐ um modɛlo kʷɛ kontɾibuɐ pɐɾɐ umɐ
-mɛloɾ kompɾɛɛnsɐ̃w̃ dos mɛk��niʃmos ɾɛlɐzionɐdos kom ɛʃtɛ fɛnomɛno. o obʒɛtivo
-dɛʃtɛ tɾɐbɐlo fowi dɛzɛnvolvɛɾ um ɛnsɐjo kɐpɐz dɛ idɛntifikɐɾ ɛ kɐɾɐktɛɾizɐɾ ɐ
-okoʁensiɐ dɛʃsɛ fɛnomɛno. obʒɛtivowu-sɛ tɐmbem ɛʃtɐbɛlɛzɛɾ koʁɛlɐsõj̃s ɛntɾɛ ɐʃ
-pɾopʁiɛdɐdɛs kʷimikɐs ɛ minɛɾɐlɔʒikɐs dɐs ɐɾʒilɐs, ɛ ɐ kɐpɐzidɐdɛ dɛʃtɐs dɛ
-pɾomovɛɾɛm o ɛnsɛɾɐmɛnto dɛ bɾokɐ. tɐmbem fowi ɛʃtudɐdo o ɛfɛjto dɛ divɛɾsoʃ
-inibidoɾɛs dɛ ɾɛɐtividɐdɛ dɛ folɛlos kʷɛ ɐpʁɛzɛntɐm ɐfinidɐdɛ pɛlo mɛtɐl.
-kɐpitulo ii ɾɛvizɐ̃w̃ dɐ litɛɾɐtuɾɐ ii.1-intɾodusɐ̃w̃ nɛʃtɛ kɐpitulo e ɐpʁɛzɛntɐdɐ
-umɐ ɾɛvizɐ̃w̃ dɐ litɛɾɐtuɾɐ sobʁɛ o dɛzɛnvolvimɛnto dɛ novos flujdos dɛ pɛɾfuɾɐsɐ̃w̃
-pɐɾɐ posos dɛ pɛtʁɔlɛo. e ɐpʁɛzɛntɐdɐ tɐmbem umɐ ɾɛvizɐ̃w̃ kʷɛ dɛʃkɾɛvɛ ɐʃ
-ɛʃtɾutuɾɐs ɛ pɾopʁiɛdɐdɛs dos ɐɾʒilominɛɾajs ɛ suɐs intɛɾɐsõj̃s kom difɛɾɛntɛʃ
-polimɛɾos. tɐmbem sɐ̃w̃ dɛʃkɾitos os mɛkɐniʃmos dɛ inibisɐ̃w̃ dɛ folɛlos pɾopoʃtoʃ
-pɛlɐ litɛɾɐtuɾɐ pɐɾɐ difɛɾɛntɛs siʃtɛmɐs polimeɾikos. ii.2-flujdos dɛ pɛɾfuɾɐsɐ̃w̃
-pɐɾɐ posos dɛ pɛtʁɔlɛo ii.2.1-ɐʃpɛktos ʒɛɾajs ɐ lɐmɐ pɐɾɐ pɛɾfuɾɐsɐ̃w̃ dɛ posos dɛ
-pɛtʁɔlɛo fowi uzɐdɐ pɛlɐ pɾimɛjɾɐ vɛz nos ɛʃtɐdos unidos ɛm 1883, poɾem, sɔ ɐ
-pɐɾtiɾ do suzɛʃso ɐlkɐnsɐdo poɾ lukɐs, ɛm 1901, no tɛksɐs, e kʷɛ os teknikos ɛ̃
-pɛɾfuɾɐsɐ̃w̃ diɾiʒiɾɐm suɐs ɐtɛnsõj̃s pɐɾɐ ɐs vɐntɐʒɛns do uzo dɐ lɐmɐ nɐs sondɐʃ
-do tipo ɾotɐtivo (sɐntos, 1992). os flujdos dɛ pɛɾfuɾɐsɐ̃w̃ sɐ̃w̃ miʃtuɾɐs komplɛksɐʃ
-dɛ sɔlidos, likʷidos, pɾodutos kʷimikos ɛ, poɾ vɛzɛs, ɐte ɡɐzɛs. os flujdos dɛ
-pɛɾfuɾɐsɐ̃w̃ dɛvɛm sɛɾ ɛʃpɛzifikɐdos dɛ foɾmɐ ɐ ɡɐɾɐntiɾ umɐ pɛɾfuɾɐsɐ̃w̃ ɾapidɐ ɛ
-sɛɡʁɐ. ɐʃsim e dɛzɛʒavɛl kʷɛ o flujdo ɐpʁɛzɛntɛ ɐs sɛɡʷintɛs kɐɾɐktɛɾiʃtikɐs :
- sɛɾ ɛʃtavɛl kʷimikɐmɛntɛ ;  ɛʃtɐbilizɐɾ ɐs pɐɾɛdɛs do poso , mɛkanikɐ ɛ
-kʷimikɐmɛntɛ ;  fɐzilitɐɾ ɐ sɛpɐɾɐsɐ̃w̃ dos kɐʃkɐlos nɐ supɛɾfiziɛ ;  mɐntɛɾ oʃ
-sɔlidos ɛm suʃpɛnsɐ̃w̃ duɾɐntɛ ɐ intɛʁupsɐ̃w̃ dɐ pɛɾfuɾɐsɐ̃w̃ ;  nɐ̃w̃ pɾovokɐɾ dɐnoʃ
-as ɾokɐs pɾodutoɾɐs ;  ɐpʁɛzɛntɐɾ bajkso ɡɾaw dɛ koʁozɐ̃w̃ ɛ dɛ ɐbʁɐzɐ̃w̃ ɛ̃
-ʁɛlɐsɐ̃w̃ a kolunɐ dɛ pɛɾfuɾɐsɐ̃w̃ ɛ dɛmajs siʃtɛmɐs dɛ siɾkulɐsɐ̃w̃ ;  fɐzilitɐɾ ɐʃ
-intɛɾpɾɛtɐsõj̃s ʒɛolɔʒikɐs do mɐtɛɾiɐl ɾɛtiɾɐdo do poso ;  ɐpʁɛzɛntɐɾ kuʃto
-kompɐtivɛl kom ɐ opɛɾɐsɐ̃w̃ . os flujdos dɛ pɛɾfuɾɐsɐ̃w̃ poʃsuɛm , bɐzikɐmɛntɛ , ɐʃ
-sɛɡʷintɛs funsõj̃s ( tɐmbem ɾɛpʁɛzɛntɐdɐs nɐ fiɡʁɐ ii.1 ) : limpɐɾ o fundo do
-poso dos kɐʃkɐlos ʒɛɾɐdos pɛlɐ bɾokɐ ɛ tɾɐnspoɾtɐ-  los ɐte ɐ supɛɾfiziɛ ; 
-ɛzɛɾsɛɾ pɾɛʃsɐ̃w̃ idʁoʃtatikɐ sobʁɛ ɐs foɾmɐsõj̃s , dɛ modo ɐ ɛvitɐɾ o influkso dɛ
-flujdos indɛzɛʒavɛjs komo aɡɐ ɛ ɡas ( kikk ) ɛ ɛʃtɐbilizɐɾ ɐs pɐɾɛdɛs do poso ;
-ʁɛʃfɾiɐɾ ɛ lubʁifikɐɾ ɐ kolunɐ dɛ pɛɾfuɾɐsɐ̃w̃ ɛ ɐ bɾokɐ .  o flujdo siɾkulɐ nũ
-siʃtɛmɐ fɛkɐdo duɾɐntɛ o pɾozɛʃso, ondɛ e bombɛɐdo pɛlo intɛɾioɾ dɐ kolunɐ dɛ
-pɛɾfuɾɐsɐ̃w̃, pɐʃsɐndo pɛlɐ bɾokɐ ɛ ɾɛtoɾnɐndo a supɛɾfiziɛ pɛlɐs lɐtɛɾajs do
-poso. o kondizionɐmɛnto owu tɾɐtɐmɛnto do flujdo dɛ pɛɾfuɾɐsɐ̃w̃ (fiɡʁɐ ii.2)
-konsiʃtɛ nɐ ɛliminɐsɐ̃w̃ dɛ sɔlidos owu ɡas kʷɛ sɛ inkoɾpoɾɐm ɐ ɛlɛ duɾɐntɛ ɐ
-pɛɾfuɾɐsɐ̃w̃ ɛ, kɐndo nɛzɛʃsaɾio, nɐ ɐdisɐ̃w̃ dɛ pɾodutos kʷimikos pɐɾɐ ɐʒuʃtɛs dɛ
-suɐs pɾopʁiɛdɐdɛs. o pɾimɛjɾo ɛkʷipɐmɛnto e ɐ pɛnɛjɾɐ vibʁɐtɔɾiɐ, kʷɛ tɛm ɐ
-funsɐ̃w̃ dɛ sɛpɐɾɐɾ os sɔlidos majs ɡɾoʃsɛjɾos do flujdo dɛ pɛɾfuɾɐsɐ̃w̃, tajs komo
-kɐʃkɐlos ɛ ɡɾɐ̃w̃s mɐjoɾɛs kʷɛ ɐɾɛjɐ. ɛm sɛɡʷidɐ, o flujdo pɐʃsɐ poɾ um konʒunto
-dɛ dowis ɐ kɐtʁo idʁoziklonɛs dɛ 8” ɐ 20” konɛzidos komo dɛzɐɾɛjɐdoɾɛs, kʷɛ
-sɐ̃w̃ ɾɛʃponsavɛjs poɾ ɾɛtiɾɐɾ ɐ ɐɾɛjɐ do flujdo. pɐɾtɛ dɛʃtɛ mɐtɛɾiɐl e
-dɛʃkɐɾtɐdo ɛ pɐɾtɛ ɾɛtoɾnɐ ɐo flujdo, ɾɛduzindo os ɡɐʃtos kom ɐditivos. ɐlɡmɐʃ
-sondɐs utilizɐm ajndɐ umɐ sɛntɾifuɡɐ, kʷɛ ɾɛtiɾɐ pɐɾtikulɐs ajndɐ mɛnoɾɛs kʷɛ
-nɐ̃w̃ tɛnɐm sido dɛʃkɐɾtɐdɐs pɛlos idʁoziklonɛs. o flujdo ɾɛtoɾnɐ ɛntɐ̃w̃ pɐɾɐ oʃ
-tɐnkʷɛs dɛ ɐɾmɐzɛnɐmɛnto ondɛ, ɛm ʒɛɾɐl, e fɛjtɐ umɐ koʁɛsɐ̃w̃ ɛm suɐ foɾmulɐsɐ̃w̃,
-pɾinsipɐlmɛntɛ kɐndo tivɛɾ okoʁido pɛɾdɐ dɛ komponɛntɛs pɐɾɐ ɐ foɾmɐsɐ̃w̃. ɐ
-sɛɡʷiɾ, e novɐmɛntɛ bombɛɐdo pɐɾɐ o poso ɛ o siklo ɾɛkomɛsɐ (ʒunioɾ, 2005). ɐ
-fiɡʁɐ ii.3 iluʃtɾɐ o pɾozɛʃso. fiɡʁɐ ii.3 – ɛʃkʷɛmɐ simplifikɐdo do pɛɾkuɾso
-ʁɛɐlizɐdo pɛlo flujdo dɛ pɛɾfuɾɐsɐ̃w̃. tm ii.2.2-klɐʃsifikɐsɐ̃w̃ ɐ klɐʃsifikɐsɐ̃w̃ dɛ
-um flujdo dɛ pɛɾfuɾɐsɐ̃w̃ e fɛjtɐ ɛm funsɐ̃w̃ dɛ suɐ kompozisɐ̃w̃. ɛmboɾɐ okoʁɐ̃
-divɛɾʒensiɐs, o pɾinsipɐl kɾiteɾio sɛ bɐzɛjɐ no konstitujntɛ pɾinsipɐl dɐ fɐzɛ
-kontinuɐ owu diʃpɛɾsɐntɛ. nɛʃtɛ kɾiteɾio, os flujdos sɐ̃w̃ klɐʃsifikɐdos ɛm flujdoʃ
-a bɐzɛ dɛ aɡɐ, flujdos a bɐzɛ dɛ ɔlɛo ɛ flujdos ɐ bɐzɛ dɛ ɐɾ owu dɛ ɡas. ɐ
-nɐtuɾɛzɐ dɐs fɐzɛs diʃpɛɾsɐntɛs ɛ diʃpɛɾsɐ, bɛm komo os komponɛntɛs bazikos ɛ ɐʃ
-suɐs kɐntidɐdɛs dɛfinɛm nɐ̃w̃ ɐpɛnɐs o tipo dɛ flujdo, mɐs tɐmbem ɐs suɐʃ
-kɐɾɐktɛɾiʃtikɐs ɛ pɾopʁiɛdɐdɛs. ɐ) flujdos a bɐzɛ dɛ aɡɐ ɐ dɛfinisɐ̃w̃ dɛ ũ
-flujdo a bɐzɛ dɛ aɡɐ konsidɛɾɐ pɾinsipɐlmɛntɛ ɐ nɐtuɾɛzɐ dɐ aɡɐ ɛ os ɐditivoʃ
-kʷimikos ɛmpɾɛɡɐdos no pɾɛpɐɾo do flujdo. ɐ pɾopoɾsɐ̃w̃ ɛntɾɛ os komponɛntɛʃ
-bazikos ɛ ɐs intɛɾɐsõj̃s ɛntɾɛ ɛlɛs pɾovokɐ sɛnsivɛjs modifikɐsõj̃s nɐʃ
-pɾopʁiɛdɐdɛs fizikɐs ɛ kʷimikɐs do flujdo. konsɛkʷɛntɛmɛntɛ, ɐ kompozisɐ̃w̃ e o
-pɾinsipɐl fɐtoɾ ɐ sɛ konsidɛɾɐɾ pɐɾɐ o kontɾolɛ dɐs suɐs pɾopʁiɛdɐdɛs. pɾinsipɐl
-fɐtoɾ ɐ sɛ konsidɛɾɐɾ pɐɾɐ o kontɾolɛ dɐs suɐs pɾopʁiɛdɐdɛs. ɐ aɡɐ e ɐ fɐzɛ
-kontinuɐ ɛ o pɾinsipɐl komponɛntɛ dɛ kɐlkʷɛɾ flujdo a bɐzɛ dɛ aɡɐ, podɛndo sɛɾ
-dozɛ, duɾɐ owu sɐlɡɐdɐ. ɐ aɡɐ dozɛ, poɾ dɛfinisɐ̃w̃, ɐpʁɛzɛntɐ sɐlinidɐdɛ infɛɾioɾ
-ɐ 1,000 ppm dɛ nɐkl ɛkʷivɐlɛntɛ. ɐ aɡɐ duɾɐ tɛm komo kɐɾɐktɛɾiʃtikɐs pɾinsipajʃ
-ɐ pɾɛzɛnsɐ dɛ sajs dɛ kalsio ɛ dɛ mɐɡnezio diʃsolvidos, ɛm konsɛntɾɐsõj̃ʃ
-sufiziɛntɛmɛntɛ ɐltɐs pɐɾɐ ɐltɛɾɐɾ o dɛzɛmpɛno dos ɐditivos kʷimikos. ɐ aɡɐ
-sɐlɡɐdɐ e ɐkʷɛlɐ kom sɐlinidɐdɛ supɛɾioɾ ɐ 1.000 ppm dɛ nɐkl ɛkʷivɐlɛntɛ ɛ podɛ
-sɛɾ nɐtuɾɐl, komo ɐ aɡɐ do mɐɾ, owu podɛ sɛɾ sɐlɡɐdɐ kom ɐ ɐdisɐ̃w̃ dɛ sajs komo
-nɐkl, kkl owu kɐkl2. ɐ pɾinsipɐl funsɐ̃w̃ dɐ aɡɐ e pɾovɛɾ o mɛjo dɛ diʃpɛɾsɐ̃w̃ pɐɾɐ
-os mɐtɛɾiajs kolowidajs. ɛʃtɛs, pɾinsipɐlmɛntɛ ɐɾʒilɐs ɛ polimɛɾos, kontɾolɐm ɐ
-viʃkozidɐdɛ, limitɛ dɛ ɛʃkowɐmɛnto, foɾsɐs ʒɛjs ɛ filtɾɐdo ɛm vɐloɾɛs ɐdɛkɐdoʃ
-pɐɾɐ konfɛɾiɾ ɐo flujdo umɐ kɐpɐzidɐdɛ dɛ ɾɛmosɐ̃w̃ dos sɔlidos pɛɾfuɾɐdos ɐ umɐ
-bowɐ tɐksɐ ɛ kɐpɐzidɐdɛ dɛ ɛʃtɐbilizɐsɐ̃w̃ dɐs pɐɾɛdɛs do poso. pɾodutos kʷimikoʃ
-majs ɛʃpɛzifikos, komo ɐntikoʁozivos, tɾɐsɐdoɾɛs kʷimikos, ɐntiɛʃpumɐntɛs,
-ɛntɾɛ owutʁos, tɐmbem podɛm ɛʃtɐɾ pɾɛzɛntɛs. os flujdos nɐ̃w̃-inibidos sɐ̃w̃
-ɛmpɾɛɡɐdos nɐ pɛɾfuɾɐsɐ̃w̃ dɐs kɐmɐdɐs ɾokozɐs supɛɾfiziajs, kompoʃtɐs nɐ mɐjoɾiɐ
-dɐs vɛzɛs dɛ sɛdimɛntos nɐ̃w̃-konsolidɐdos. ɛʃtɐ ɛtɐpɐ tɛɾminɐ kom ɐ dɛʃsidɐ do
-ʁɛvɛʃtimɛnto dɛ supɛɾfiziɛ. komo ɛʃsɐs ɾokɐs supɛɾfiziajs sɐ̃w̃ pɾɐtikɐmɛntɛ
-inɛɾtɛs ɐo kontɐto kom ɐ aɡɐ dozɛ, o tɾɐtɐmɛnto kʷimiko diʃpɛnsɐdo ɐo flujdo
-duɾɐntɛ ɛʃtɐ fɐzɛ, nɐ̃w̃ e mujto intɛnso. os flujdos inibidos sɐ̃w̃ pɾoɡʁɐmɐdos pɐɾɐ
-pɛɾfuɾɐɾ ɾokɐs dɛ ɛlɛvɐdo ɡɾaw dɛ ɾɛɐtividɐdɛ nɐ pɾɛzɛnsɐ dɛ aɡɐ dozɛ. umɐ
-ʁokɐ e ditɐ ɐtivɐ kɐndo intɛɾɐʒɛ kʷimikɐmɛntɛ kom ɐ aɡɐ, toɾnɐndo-sɛ
-plaʃtikɐ, ɛspɐnsivɛl, diʃpɛɾsivɛl owu ɐte mɛʃmo soluvɛl. nos flujdos inibidos sɐ̃w̃
-ɐdizionɐdos pɾodutos kʷimikos, tajs komo ɛlɛtʁɔlitos ɛ/owu polimɛɾos, kʷɛ tɛm ɐ
-pɾopʁiɛdɐdɛ dɛ ɾɛtɐɾdɐɾ owu diminujɾ ɛʃtɛs ɛfɛjtos. ɛʃsɛs ɐditivos sɐ̃w̃ konɛzidoʃ
-komo inibidoɾɛs. os inibidoɾɛs fizikos sɐ̃w̃ ɐdsoɾvidos sobʁɛ ɐ supɛɾfiziɛ doʃ
-mɐtɛɾiajs dɐs ɾokɐs ɛ impɛdɛm o kontɐto diɾɛto kom ɐ aɡɐ. owutʁos pɾodutos komo
-ɐ kɐl, os kloɾɛtos dɛ potaʃsio, dɛ sɔdio ɛ dɛ kalsio, konfɛɾɛm umɐ inibisɐ̃w̃
-kʷimikɐ, poɾkʷɛ ɾɛduzɛm ɐ ɐtividɐdɛ kʷimikɐ dɐ aɡɐ ɛ podɛm ɾɛɐʒiɾ kom ɐ ɾokɐ,
-ɐltɛɾɐndo-lɛ ɐ kompozisɐ̃w̃. um ɛksɛmplo tipiko dɛ inibisɐ̃w̃ e uzɐdo kɐndo sɛ
-pɛɾfuɾɐ umɐ ɾokɐ sɐlinɐ. ɐ ɾokɐ sɐlinɐ tɛm ɛlɛvɐdo ɡɾaw dɛ solubilidɐdɛ ɛ̃
-aɡɐ dozɛ, ɛntɾɛtɐnto kɐndo sɛ ɛmpɾɛɡɐ um flujdo sɐlɡɐdo sɐtuɾɐdo kom nɐkl komo
-mɛjo diʃpɛɾsɐntɛ, ɐ solubilidɐdɛ fikɐ ɾɛduzidɐ. os flujdos a bɐzɛ dɛ aɡɐ kõ
-bajkso tɛoɾ dɛ sɔlidos sɐ̃w̃ uzɐdos pɐɾɐ awmɛntɐɾ ɐ tɐksɐ dɛ pɛnɛtʁɐsɐ̃w̃ dɐ bɾokɐ,
-ʁɛduzindo o kuʃto totɐl dɐ pɛɾfuɾɐsɐ̃w̃. ʒa os ɛmulsionɐdos kom ɔlɛo tem o
-obʒɛtivo pɾinsipɐl dɛ ɾɛduziɾ ɐ dɛnsidɐdɛ do siʃtɛmɐ pɐɾɐ ɛvitɐɾ kʷɛ okoʁɐ̃
-pɛɾdɐs dɛ siɾkulɐsɐ̃w̃ ɛm zonɐs dɛ bajksɐ pɾɛʃsɐ̃w̃ dɛ poɾos owu bajksɐ pɾɛʃsɐ̃w̃ dɛ
-fɾɐtuɾɐ. b) flujdos a bɐzɛ dɛ ɔlɛo os flujdos dɛ pɛɾfuɾɐsɐ̃w̃ sɐ̃w̃ a bɐzɛ dɛ ɔlɛo
-kɐndo ɐ fɐzɛ kontinuɐ owu diʃpɛɾsɐntɛ e konstituj́dɐ poɾ umɐ fɐzɛ oɾɡanikɐ,
-podɛndo sɛɾ kompoʃtɐ dɛ idʁokɐɾbonɛtos likʷidos owu kompoʃtos oɾɡanikoʃ
-sintetikos komo os eʃtɛɾɛs. pɛkʷɛnɐs ɡotikulɐs dɛ aɡɐ o dɛ solusɐ̃w̃ ɐkozɐ
-konstituɛm ɐ fɐzɛ dɛʃkontinuɐ dɛʃsɛs flujdos. ɛʃtɛs flujdos podɛm sɛɾ ɛmulsõj̃ʃ
-aɡɐ/ɔlɛo pɾopʁiɐmɛntɛ ditɐ (tɛoɾ dɛ aɡɐ < 10%) owu ɛmulsɐ̃w̃ invɛɾsɐ (tɛoɾ dɛ
-aɡɐ dɛ 10 ɐ 45%). dɛvido ɐo ɐlto kuʃto ɛ ɡɾaw dɛ polujsɐ̃w̃, os flujdos a bɐzɛ dɛ
-ɔlɛo sɐ̃w̃ ɛmpɾɛɡɐdos kom mɛnoɾ fɾɛk̈ensiɐ do kʷɛ os flujdos ɐ bɐzɛ dɛ aɡɐ.
-ɐlɡmɐs situɐsõj̃s ɾɛkomɛndɐm ɐ utilizɐsɐ̃w̃ dɛʃsɛs flujdos dɛ bajksɐ dɛnsidɐdɛ,
-tajs komo ɛm zonɐs kom pɛɾdɐs dɛ siɾkulɐsɐ̃w̃ sɛvɛɾɐs ɛ foɾmɐsõj̃s pɾodutoɾɐs kõ
-pɾɛʃsɐ̃w̃ mujto bajksɐ owu kom ɡɾɐndɛ suʃsɛptibilidɐdɛ ɐ dɐnos. tɐmbem ɛm foɾmɐsõj̃ʃ
-mujto duɾɐs komo o bɐzɐlto owu diɐbazio ɛ ɛm ɾɛʒiõj̃s kom ɛʃkɐʃsɛz dɛ aɡɐ owu
-ʁɛʒiõj̃s ɡlɐziajs kom kɐmɐdɐs ɛʃpɛʃsɐs dɛ ʒɛlo. ɐ pɛɾfuɾɐsɐ̃w̃ kom ɐɾ puɾo utilizɐ
-ɐpɛnɐs ɐɾ kompɾimido owu nitʁoʒenio komo flujdo, tɛndo ɐplikɐsɐ̃w̃ limitɐdɐ ɐ
-foɾmɐsõj̃s kʷɛ nɐ̃w̃ pɾoduzɛm ɛlɛvɐdɐs kɐntidɐdɛs dɛ aɡɐ, nɛm kontɛnɐ̃
-idʁokɐɾbonɛtos. ɛʃtɐ teknikɐ podɛ sɛɾ ɐplikɐdɐ ɛm foɾmɐsõj̃s duɾɐs, ɛʃtavɛjs owu
-fiʃsuɾɐdɐs, ondɛ o obʒɛtivo e awmɛntɐɾ ɐ tɐksɐ dɛ pɛnɛtʁɐsɐ̃w̃ (tomɐs, 2001).
-ii.2.3 – mɛjo ɐmbiɛntɛ o flujdo dɛ pɛɾfuɾɐsɐ̃w̃ kʷɛ saj do poso kɛɡɐ a supɛɾfiziɛ
-kom sɔlidos (kɐʃkɐlos) ɐɡʁɛɡɐdos. o flujdo e ɛntɐ̃w̃ imɛdiɐtɐmɛntɛ diɾɛzionɐdo ɐ
-um siʃtɛmɐ dɛ kontɾolɛ dɛ sɔlidos (fiɡʁɐ ii.3). ɛʃtɛ siʃtɛmɐ ɛstɾaj os sɔlidoʃ
-do flujdo dɛ pɛɾfuɾɐsɐ̃w̃, ɛ nɐtuɾɐlmɛntɛ ɾɛʃtɐɾa sɛmpɾɛ um pɛɾsɛntuɐl dɛ flujdo
-ɐɡʁɛɡɐdo ɐo kɐʃkɐlo. o tipo (bɐzɛ) do flujdo dɛ pɛɾfuɾɐsɐ̃w̃ utilizɐdo pɐɾɐ ɐ
-pɛɾfuɾɐsɐ̃w̃ mɐɾitimɐ influɛnsiɐ diɾɛtɐmɛntɛ no kompoɾtɐmɛnto do kɐʃkɐlo ɐpɔs sew
-dɛʃkɐɾtɛ pɐɾɐ o mɐɾ. komo sɛ obsɛɾvɐ nɐ fiɡʁɐ, nɛʃtɛ kɐzo nɐ̃w̃ a tɛndensiɐ pɐɾɐ
-foɾmɐsɐ̃w̃ dɛ ɐkumulɐsõj̃s submɐɾinɐs sob ɐ foɾmɐ dɛ pilɐs dɛ kɐʃkɐlo. o kɐdʁo
-ii.1 ɾɛzumɛ o ɐzimɐ ɛspoʃto kompɐɾɐndo ɐs pɛkuliɐɾidɐdɛs dos dɛʃkɐɾtɛs dɛ
-kɐʃkɐlo pɾovɛniɛntɛs dɛ posos pɛɾfuɾɐdos kom flujdos dɛ bɐzɛ ɐkozɐ kom nɐ̃w̃
-ɐkozɐ (skɐffɛl, 2002). o impɐkto ɐmbiɛntɐl dos kɐʃkɐlos kontɐminɐdos kõ
-lɐmɐs a bɐzɛ dɛ pɛtʁɔlɛo tɛm ɾɛzultɐdo ɛm sɛvɛɾɐs ɾɛʃtɾisõj̃s a suɐ utilizɐsɐ̃w̃ ɛ̃
-mujtɐs pɐɾtɛs do mundo, ɛ tɐmbem lɛvɐdo ɐo dɛzɛnvolvimɛnto dɛ flujdos dɛ
-pɛɾfuɾɐsɐ̃w̃ sintetikos, majs kompɐtivɛjs kom o mɛjo ɐmbiɛntɛ, os kajs nɐ̃w̃
-somɛntɛ ɐpʁɛzɛntɐm um bom dɛzɛmpɛno komo tɐmbem sɐ̃w̃ mɛnos tɔksikos ɛ, ɛm mujtoʃ
-kɐzos, majs biodɛɡʁɐdavɛjs. kɐdʁo ii.1 - dɛʃkɐɾtɛ dɛ kɐʃkɐlo kom flujdo ɐkozo
-ʃ nɐ̃w̃ ɐkozo. - plumɐ dɛ dɛʃkɐɾtɛ ɛʃtɾɛjtɐ - tɛndensiɐ ɐo ɐkumulo dɛ kɐʃkɐlo (
-dɛpɛndɛndo dɐ situɐsɐ̃w̃ podɛm sɛ foɾmɐɾ pilɐs submɐɾinɐs ) - ɛkotoksizidɐdɛ pɐɾɐ
-o bɛntos* *ɛm bioloʒiɐ mɐɾinɐ ɛ limnoloʒiɐ, kɐmɐ-sɛ bɛntos ɐos oɾɡɐniʃmos kʷɛ
-vivɛm no substɾɐto, fiksos owu nɐ̃w̃, ɛm kontɾɐpozisɐ̃w̃ kom os pɛlaʒikos, kʷɛ vivɛ̃
-livʁɛmɛntɛ nɐ kolunɐ dɛ aɡɐ. os bɛntos owu oɾɡɐniʃmos bɛntonikos sɐ̃w̃ ɐkʷɛlɛʃ
-ɐnimajs kʷɛ vivɛm ɐʃsoziɐdos ɐo solo mɐɾino, komo poɾ ɛksɛmplo os koɾajʃ
-(wikipediɐ). ii.3 – ɛnsɛɾɐmɛnto dɛ bɾokɐ o ɛnsɛɾɐmɛnto dɛ bɾokɐ okoʁɛ duɾɐntɛ ɐ
-pɛɾfuɾɐsɐ̃w̃ dɛ dɛtɛɾminɐdɐs foɾmɐsõj̃s ɐɾʒilozɐs, kʷɛ kɐndo idʁɐtɐdɐs poʃsuɛ̃
-umɐ ɡɾɐndɛ ɐfinidɐdɛ pɛlo mɛtɐl. os ɛfɛjtos indɛzɛʒavɛjs dɛʃtɛ fɛnomɛno
-kompɾɛɛndɛm ɐ obstɾusɐ̃w̃ dos ɛʃpɐsos ɛntɾɛ os dɛntɛs dɐs bɾokɐs, ɾɛduzindo ɐ tɐksɐ
-dɛ pɛnɛtʁɐsɐ̃w̃ do ɛkʷipɐmɛnto dɛ pɛɾfuɾɐsɐ̃w̃ ɛ o blokʷɛjo dɐs saj́dɐs dɛ flujdo dɐʃ
-bɾokɐs, diminujndo o sew ɾɛʃfɾiɐmɛnto. o fɛnomɛno ajndɐ e mɐl ɛntɛndido ɛ ɐ
-ɐdisɐ̃w̃ dɛ inibidoɾɛs ajndɐ e umɐ pɾatikɐ mujto ɛmpiɾikɐ. tɛm-sɛ tɛntɐdo ɛntɛndɛɾ
-o mɛkɐniʃmo dɐ okoʁensiɐ do fɛnomɛno pɐɾɐ o dɛzɛnvolvimɛnto dɛ ɐditivos kʷɛ o
-inibɐm. minimizɐndo-sɛ o ɛnsɛɾɐmɛnto dɛ bɾokɐ podɛ-sɛ mɐksimizɐɾ ɐ tɐksɐ dɛ
-pɛnɛtʁɐsɐ̃w̃ dɐ mɛʃmɐ (owoɾt, 1997). ɐ fiɡʁɐ ii.3 moʃtɾɐ um ɛksɛmplo dɛ bɾokɐ
-tɾikonikɐ. ɐ fiɡʁɐ ii.4 moʃtɾɐ um ɛksɛmplo dɛ bɾokɐ pdk, ondɛ e poʃsivɛl notɐɾ
-owito oɾifizios poɾ ondɛ sɐɛm o flujdo dɛ pɛɾfuɾɐsɐ̃w̃. ɐ fiɡʁɐ ii.5 moʃtɾɐ ũ
-ɛzɛmplo do ɛnsɛɾɐmɛnto dɛ bɾokɐ, ɐondɛ ɐ bɾokɐ ɛnkontɾɐ-sɛ totɐlmɛntɛ ɾɛkobɛɾtɐ
-kom ɐɾʒilɐ. ii.4-ɐɾʒilominɛɾajs os ɐɾʒilominɛɾajs sɐ̃w̃ os majs ɐbundɐntɛʃ
-minɛɾajs dɐs ɾokɐs sɛdimɛntɐɾɛs, kompɾɛɛndɛndo sɛɾkɐ dɛ 40 % dos minɛɾajs dɐʃ
-mɛʃmɐs. ɐ mɛtɐdɛ owu majs dos minɛɾajs kʷɛ kompõj̃m ɐ kɾoʃtɐ tɛʁɛʃtɾɛ sɐ̃w̃ ilitɐs,
-sɛɡʷidɐs pɛlɐ montmoɾilonitɐ, ɛm oɾdɛm dɛ ɐbundansiɐ ɾɛlɐtivɐ ɛ pɛlɐ miʃtuɾɐ
-ilitɐ-montmoɾilonitɐ (wɛɐvɛɾ, 1973). ii.4.1-konsɛjtos ɐ ɐɾʒilɐ e um mɐtɛɾiɐl
-nɐtuɾɐl, tɛʁozo, dɛ ɡɾɐnulɐsɐ̃w̃ finɐ, kʷɛ ʒɛɾɐlmɛntɛ ɐdkʷiɾɛ, kɐndo umɛdɛzido
-kom aɡɐ, sɛɾtɐ plɐʃtizidɐdɛ. kʷimikɐmɛntɛ, ɐs ɐɾʒilɐs sɐ̃w̃ foɾmɐdɐʃ
-ɛʃsɛnsiɐlmɛntɛ poɾ silikɐtos idʁɐtɐdos dɛ ɐluminio, fɛʁo ɛ mɐɡnezio. o tɛɾmo
-ɐɾʒilɐ e uzɐdo komo tɛɾmo pɛtʁoɡʁafiko pɐɾɐ dɛziɡnɐɾ umɐ ɾokɐ owu ajndɐ umɐ
-fajksɐ dɛ dimɛnsõj̃s dɛ pɐɾtikulɐs nɐ ɐnalizɛ ɡɾɐnulometʁikɐ dɛ ɾokɐʃ
-sɛdimɛntɐɾɛs. dɛ um modo ʒɛɾɐl, siɡnifikɐ um mɐtɛɾiɐl dɛ tɛstuɾɐ tɛʁozɐ ɛ dɛ
-bajksɐ ɡɾɐnulomɛtʁiɐ, kʷɛ dɛzɛnvolvɛ plɐʃtizidɐdɛ kɐndo miʃtuɾɐdo kom umɐ sɛɾtɐ
-kɐntidɐdɛ dɛ aɡɐ. poɾ plɐʃtizidɐdɛ ɛntɛndɛ-sɛ ɐ kɐpɐzidɐdɛ do mɐtɛɾiɐl sɛɾ
-dɛfoɾmɐdo kɐndo e ɐplikɐdɐ umɐ sɛɾtɐ tɛnsɐ̃w̃ sobʁɛ ɐ suɐ supɛɾfiziɛ, nɐ̃w̃ sɛndo ɐ
-foɾmɐ oɾiʒinɐl ɾɛʃtɐbɛlɛzidɐ kɐndo ɐ tɛnsɐ̃w̃ e ɾɛtiɾɐdɐ. ɐnalizɛs kʷimikɐʃ
-moʃtɾɐm kʷɛ ɐs ɐɾʒilɐs sɐ̃w̃ konstituj́dɐs ɛʃsɛnsiɐlmɛntɛ poɾ silizio, ɐluminio ɛ
-aɡɐ, ɛ, fɾɛk̈ɛntɛmɛntɛ, poɾ kɐntidɐdɛs ɐpʁɛziavɛjs dɛ fɛʁo ɛ dɛ mɛtajʃ
-ɐlkɐlinos ɛ ɐlkɐlinotɛʁozos (mɐkɐdo, 1986). o tɛɾmo ɐɾʒilɐ nɐ̃w̃ tɛm siɡnifikɐdo
-uniko: e uzɐdo pɐɾɐ os mɐtɛɾiajs kʷɛ ɾɛzultɐɾɐm do intɛmpɛɾiʃmo, dɐ ɐsɐ̃w̃
-idʁotɛɾmɐl owu kʷɛ sɛ dɛpozitɐɾɐm komo sɛdimɛntos fluviajs, mɐɾinos, lɐkuʃtɾɛʃ
-owu ɛɔlikos (pimɛntɐ, 1995). ɐɾʒilominɛɾajs (komite intɛɾnɐzionɐl pɐɾɐ o ɛʃtudo
-dɛ ɐɾʒilɐs, mɐkkɛnziɛ, 1959) sɐ̃w̃ os minɛɾajs konstitujntɛs kɐɾɐktɛɾiʃtikos dɐʃ
-ɐɾʒilɐs, ʒɛɾɐlmɛntɛ kɾiʃtɐlinos; kʷimikɐmɛntɛ sɐ̃w̃ silikɐtos dɛ ɐluminio
-idʁɐtɐdo, kontɛndo ɛm sɛɾto tipo owutʁos ɛlɛmɛntos, komo mɐɡnezio, fɛʁo,
-kalsio, potaʃsio, litio ɛ owutʁos; ɐpɔs mowɐʒɛm, foɾmɐm kom aɡɐ umɐ pɐʃtɐ majs owu
-mɛnos plaʃtikɐ kʷɛ ɛnduɾɛzɛ ɐpɔs ɐ sɛkɐʒɛm owu ɐpɔs ɐ kʷɛjmɐ. dɛʃdɛ 1925, mujtoʃ
-ɛʃtudos tem sido ɾɛɐlizɐdos sobʁɛ ɐ kompozisɐ̃w̃, ɐ ɛʃtɾutuɾɐ ɛ ɐs pɾopʁiɛdɐdɛʃ
-fundɐmɛntajs dos konstitujntɛs dɐs ɐɾʒilɐs ɛ solo; tem sido ɛʃtudɐdɐs ɐs foɾmɐʃ
-dɛ okoʁensiɐ ɛ ɐ ʒenɛzɛ dɐs vaɾiɐs foɾmɐs dɛ ɐɾʒilɐs, dos solos ɛ dos dɛpɔzitoʃ
-dɛ intɛɾɛʃsɛ induʃtɾiɐl, ɛ ɛm ɛʃpɛziɐl, ɐ ɾɛlɐsɐ̃w̃ do ɐɾʒilominɛɾɐl owu
-ɐɾʒilominɛɾajs pɾɛzɛntɛs nɐs ɐɾʒilɐs kom suɐs pɾopʁiɛdɐdɛs tɛknolɔʒikɐs. umɐ
-ɐɾʒilɐ kɐlkʷɛɾ podɛ sɛɾ kompoʃtɐ poɾ pɐɾtikulɐs dɛ um ɐɾʒilominɛɾɐl owu poɾ umɐ
-miʃtuɾɐ dɛ divɛɾsos ɐɾʒilominɛɾajs. kʷimikɐmɛntɛ, os ɐɾʒilominɛɾajs, komo fowi
-ɐʃsinɐlɐdo ɐzimɐ, sɐ̃w̃ kompoʃtos poɾ silikɐtos idʁɐtɐdos dɛ ɐluminio ɛ fɛʁo,
-kontɛndo ajndɐ, ʒɛɾɐlmɛntɛ, sɛɾto tɛoɾ dɛ ɛlɛmɛnto ɐlkɐlino ɛ ɐlkɐlino tɛʁozo.
-ɐlem dos ɐɾʒilominɛɾajs, ɐs ɐɾʒilɐs kontem ʒɛɾɐlmɛntɛ, owutʁos mɐtɛɾiajs ɛ
-minɛɾajs, tajs komo mɐteɾiɐ oɾɡanikɐ, sajs soluvɛjs ɛ pɐɾtikulɐs dɛ kɐɾtzo,
-piɾitɐ, mikɐ, kɐlsitɐ, dolomitɐ ɛ owutʁos minɛɾajs ɾɛziduajs, ɛ podɛm kontɛɾ
-tɐmbem minɛɾajs nɐ̃w̃-kɾiʃtɐlinos owu ɐmoɾfos. um ponto impoɾtɐntɛ ɐ sɛɾ ɛnfɐtizɐdo
-e ɐ ɡɾɐndɛ aɾɛɐ ɛʃpɛzifikɐ dɐs ɐɾʒilɐs ɾɛzultɐntɛ dɐs pɛkʷɛnɐs dimɛnsõj̃s dɐʃ
-pɐɾtikulɐs konstitujntɛs. aɾɛɐ ɛʃpɛzifikɐ e dɛfinidɐ komo ɐ aɾɛɐ dɐ supɛɾfiziɛ
-ɛstɛɾnɐ dɐs pɐɾtikulɐs, ɾɛfɛɾidɐ a unidɐdɛ dɛ mɐʃsɐ. ɛʃtɐs intɛɾɐsõj̃s, podɛm,
-poɾ ɛksɛmplo okoʁɛɾ nɐ kɐtalizɛ, nɐ sɛɾamikɐ owu no dɛʃkoɾɐmɛnto dɛ ɔlɛos. pɐɾɐ
-umɐ pɐɾtikulɐ dɛ foɾmɐ kubikɐ, dɛ dɛnsidɐdɛ d ɛ lɐdo l, ɐ aɾɛɐ ɛʃpɛzifikɐ ɐɛ e
-dɐdɐ pɛlɐ ɾɛlɐsɐ̃w̃: ɐɛ= 6/dl. sɛ ɐ pɐɾtikulɐ foɾ dɛ um ɐɾʒilominɛɾɐl, kom d=
-2,60ɡ/km3 ɛ l= 1μm, ɐ aɾɛɐ ɛʃpɛzifikɐ sɛɾa ɐɛ= (6.104)/(2,60.1), km2/ɡ= 2,3m2/ɡ
-(sɐntos, 1989). um ɛksɛmplo majs simplifikɐdo ɛnkontɾɐ-sɛ no kɐdʁo ii.1. kɐdʁo
-ii.1-aɾɛɐ ɛʃpɛzifikɐ (ɐɛ) do kubo. o kubo ɐo lɐdo poʃsuj 1km dɛ ɐɾɛʃtɐ, suɐ
-dɛnsidɐdɛ e dɛ 2ɡ/km3, ii.4.2-klɐʃsifikɐsɐ̃w̃ ɛ pɾopʁiɛdɐdɛs dɐs ɐɾʒilɐs sɛndo ɐʃ
-ɐɾʒilɐs, nɐ nɐtuɾɛzɐ, dɛ dimɛnsõj̃s kolowidajs, ɛksiʃtɛm difɛɾɛnsɐs ɐpʁɛziavɛjs nɐʃ
-suɐs pɾopʁiɛdɐdɛs fiziko-kʷimikɐs, tajs komo nɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations,
-nɐtuɾɛzɐ dos kations tɾokavɛjs, diʃtɾibujsɐ̃w̃ ɡɾɐnulometʁikɐ dɐs pɐɾtikulɐs, aɾɛɐ
-ɛʃpɛzifikɐ, potɛnsiɐl ɛlɛtʁozinetiko, viʃkozidɐdɛ dɛ suʃpɛnsõj̃s, plɐʃtizidɐdɛs ɛ
-owutʁɐs. dɛʃtɐ foɾmɐ, nɐ̃w̃ e poʃsivɛl dɛʃkɾɛvɛɾ umɐ ɐɾʒilɐ ɐtʁɐves dɛ um numɛɾo
-pɛkʷɛno dɛ pɾopʁiɛdɐdɛs. ʒɛɾɐlmɛntɛ sɐ̃w̃ os sɛɡʷintɛs os fɐtoɾɛs kʷɛ kontɾolɐm ɐʃ
-pɾopʁiɛdɐdɛs kʷɛ umɐ dɛtɛɾminɐdɐ ɐɾʒilɐ poʃsuj: 1. - ɐ kompozisɐ̃w̃ minɛɾɐlɔʒikɐ
-dos ɐɾʒilominɛɾajs, tɐnto kɐlitɐtivɐ kɐnto kɐntitɐtivɐ, ɛ ɐ diʃtɾibujsɐ̃w̃
-ɡɾɐnulometʁikɐ dɐs pɐɾtikulɐs. 2. - ɐ kompozisɐ̃w̃ minɛɾɐlɔʒikɐ doʃ
-nɐ̃w̃-ɐɾʒilominɛɾajs, kɐlitɐtivɐ ɛ kɐntitɐtivɐ, ɛ ɐ diʃtɾibujsɐ̃w̃ ɡɾɐnulometʁikɐ
-dɐs pɐɾtikulɐs. 3. - tɛoɾ ɛm ɛlɛtʁɔlitos, kʷɛɾ dos kations tɾokavɛjs, kʷɛɾ dɛ
-sajs soluvɛjs, kɐlitɐtivɐ ɛ kɐntitɐtivɐmɛntɛ. 4. - nɐtuɾɛzɐ ɛ tɛoɾ dɛ
-komponɛntɛs oɾɡanikos. 5. - kɐɾɐktɛɾiʃtikɐs ɛʃtɾutuɾajs dɐs ɐɾʒilɐs, tajs komo
-foɾmɐ dos ɡɾɐ̃w̃s dɛ kɐɾtzo, ɡɾaw dɛ oɾiɛntɐsɐ̃w̃ owu pɐɾɐlɛliʃmo dɐs pɐɾtikulɐs doʃ
-ɐɾʒilominɛɾajs, silizifikɐsɐ̃w̃ ɛ owutʁos. ɛʃsɐ komplɛksidɐdɛ dɐs ɐɾʒilɐs lɛvɐ ɐ
-difikuldɐdɛ nɐ klɐʃsifikɐsɐ̃w̃ dɐs mɛʃmɐs, lɛvɐndo ɛʃpɛziɐlmɛntɛ ɐo konsɛjto dɛ
-kʷɛ nɐ̃w̃ ɛksiʃtɛm duɐs ɐɾʒilɐs iɡajs. ɛʃtɛ ultimo konsɛjto dew oɾiʒɛm ɐ umɐ
-nomɛnklɐtuɾɐ ʒɛoɡʁafikɐ, idɛntifikɐndo ɐs ɐɾʒilɐs pɛlɐ lokɐlidɐdɛ dɛ ondɛ foɾɐ̃
-ɛstɾaj́dɐs, uzɐndo-sɛ tɐmbem nomɛs dos paj́zɛs dɛ oɾiʒɛm; sɐ̃w̃ komuns, pɐɾɐ ɐɾʒilɐʃ
-owu kawlins inɡlɛzɛs nomɛs komo os dɛ ɐɾʒilɐs dɛ doɾsɛt, dɛ dɛvonsiɾɛ, dɛ
-klinʒɛnbuɾɡ (sɐntos, 1989). ii.4.3-idɛntifikɐsɐ̃w̃ dos ɐɾʒilominɛɾajs. o pɾoblɛmɐ
-dɐ idɛntifikɐsɐ̃w̃ dos ɐɾʒilominɛɾajs pɾɛzɛntɛs numɐ ɐɾʒilɐ e ɾɛlɐtivɐmɛntɛ
-simplɛs kɐndo ɐ ɐmoʃtɾɐ e puɾɐ, iʃto e, kontem ɐpɛnɐs um ɐɾʒilominɛɾɐl.
-miʃtuɾɐs dɛ ɐɾʒilominɛɾajs dɛ vaɾios ɡɾupos ʒɛɾɐlmɛntɛ ɐpʁɛzɛntɐm difikuldɐdɛs,
-kʷɛɾ pɛlɐ poʃsibilidɐdɛ dɛ intɛɾfɛɾensiɐ nos divɛɾsos metodos dɛ idɛntifikɐsɐ̃w̃,
-kʷɛɾ pɛlo fɐto dɛ dɛtɛɾminɐdos ɐɾʒilominɛɾajs nɐ̃w̃ sɛɾɛm dɛtɛktavɛjs ɐbajkso dɛ
-dɛtɛɾminɐdo tɛoɾ nɐ ɐmoʃtɾɐ, tɛoɾ ɛʃtɛ kʷɛ vɐɾiɐ kom o ɐɾʒilominɛɾɐl ɛ kom o
-metodo dɛ ɛnsɐjo. ʒɛɾɐlmɛntɛ sɐ̃w̃ utilizɐdos komo metodos dɛ ɛʃtudo ɐ ɐnalizɛ
-kʷimikɐ, ɐ dɛtɛɾminɐsɐ̃w̃ dɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations, ɐ ɐnalizɛ teɾmikɐ
-difɛɾɛnsiɐl, ɐ mikʁoʃkopiɐ ɛlɛtʁonikɐ, ɐ difʁɐsɐ̃w̃ dɛ ɾɐjo ks ɛ ɐ ɛʃpɛktɾoʃkopiɐ
-no infɾɐvɛɾmɛlo. no kɐzo dɛ ɐɾʒilominɛɾajs bɐʃtɐntɛ puɾos, um uniko metodo podɛ
-sɛɾ sufiziɛntɛ pɐɾɐ ɐ idɛntifikɐsɐ̃w̃ univokɐ do ɐɾʒilominɛɾɐl pɾɛzɛntɛ, komo poɾ
-ɛzɛmplo, ɐ difʁɐsɐ̃w̃ dɛ ɾɐjo ks. no kɐzo dɛ miʃtuɾɐ, o ɛmpɾɛɡo dɛ todos os metodoʃ
-e ɾɛkomɛndavɛl, powis kɐdɐ um podɛ foɾnɛzɛɾ um konʒunto dɛ dɐdo, ɛ ɐ kompozisɐ̃w̃
-minɛɾɐlɔʒikɐ podɛ sɛɾ dɛtɛɾminɐdɐ kom mɐjoɾ pɾɛzisɐ̃w̃ (sɐntos, 1989).
-ii.4.4-ɛʃtɾutuɾɐ dos ɐɾʒilominɛɾajs duɐs pɾinsipajs unidɐdɛs ɛʃtɾutuɾajs sɐ̃w̃
-ʁɛʃponsavɛjs pɛlɐ foɾmɐsɐ̃w̃ dɐ mɐjoɾiɐ dos ɐɾʒilominɛɾajs ɛnkontɾɐdos. umɐ
-unidɐdɛ konsiʃtɛ dɛ duɐs folɐs dɛ um ɐɡlomɛɾɐdo dɛ oksiʒenios owu idʁoksilɐʃ
-ʒunto kom ɐluminio, fɛʁo, owu mɐɡnezio foɾmɐndo umɐ ɛʃtɾutuɾɐ oktɐedʁikɐ (fiɡʁɐ
-iji.2ɐ). kɐndo o ɐluminio ɛʃta pɾɛzɛntɛ, ɐ ɛʃtɾutuɾɐ sɛ kɐmɐ ʒibsitɐ ɛ tɛm ɐ
-fɔɾmulɐ ɐl2(o)6; kɐndo o mɐɡnezio ɛʃta pɾɛzɛntɛ, kɐmɐ-sɛ bɾuzitɐ, kuʒɐ
-ɛʃtɾutuɾɐ e mɡ3(o)6. ɐ sɛɡndɐ unidɐdɛ ɛʃtɾutuɾɐl e konstituj́dɐ dɛ tɛtʁɐɛdʁoʃ
-dɛ silikɐ, ondɛ ɛm kɐdɐ tɛtʁɐɛdʁo o atomo dɛ silizio ɛʃta ɛk̈idiʃtɐntɛ dɛ kɐtʁo
-oksiʒenios, owu idʁoksilɐs, sɛ foɾɛm nɛzɛʃsaɾiɐs pɐɾɐ bɐlɐnsɛɐɾ ɐ ɛʃtɾutuɾɐ,
-ɐʁɐnʒɐdos kom o atomo dɛ silizio no sɛntɾo. os ɡɾupos dɛ silizios tɛtʁɐedʁikoʃ
-ɛʃtɐ̃w̃ ɐʁɐnʒɐdos ɛm umɐ ɾɛdɛ ɛksɐɡonɐl, kʷɛ sɛ ɾɛpɛtɛ indɛfinidɐmɛntɛ pɐɾɐ
-foɾmɐɾ umɐ folɐ dɛ kompozisɐ̃w̃ si4o6(o)4 (fiɡʁɐ ii.2b). os tɛtʁɐɛdʁos ɛʃtɐ̃w̃
-ɐʁɐnʒɐdos dɛ foɾmɐ kʷɛ ɐs pontɐs ɐpontɛm nɐ mɛʃmɐ diɾɛsɐ̃w̃, ɛ ɐs bɐzɛs ɛʃtɛʒɐ̃
-no mɛʃmo plɐno, komo moʃtɾɐ ɐ fiɡʁɐ ii.2 (ɡɾim,1968). tɛtʁɐedʁikɐ dɛ silizio ɛ
-(b) folɐs oktɐedʁikɐs ɛ tɛtʁɐedʁikɐs (ɡɾim,1968). os ɡɾupos tɛtʁɐedʁikos ɛʃtɐ̃w̃
-liɡɐdos ɛntɾɛ si pɐɾɐ foɾmɐɾ folɐs ɛksɐɡonajs kontinuɐs; os ɡɾupos oktɐedʁikoʃ
-tɐmbem ɛʃtɐ̃w̃ liɡɐdos ɛksɐɡonɐlmɛntɛ ɛm folɐs oktɐedʁikɐs; ɛʃsɐs folɐs sɐ̃w̃
-uzuɐlmɛntɛ kɐmɐdɐs tɛtʁɐedʁikɐs ɛ folɐs oktɐedʁikɐs, ɾɛʃpɛktivɐmɛntɛ. o
-ɛmpilɐmɛnto dɛ umɐ folɐ tɛtʁɐedʁikɐ kom umɐ folɐ oktɐedʁikɐ foɾmɐ umɐ kɐmɐdɐ.
-ɛʃsɐs folɐs sɐ̃w̃ ɾɛpʁɛzɛntɐdɐs ɛʃkʷɛmɐtikɐmɛntɛ nɐ fiɡʁɐ ii.3. tm ɐs dimɛnsõj̃ʃ
-dɐs folɐs tɛtʁɐedʁikɐs ɛ oktɐedʁikɐs sɐ̃w̃ tajs kʷɛ podɛm sɛ ɾɛɐʒuʃtɐɾ owu sɛ
-ɛnkajksɐɾ ɛntɾɛ si pɐɾɐ foɾmɐɾ kɐmɐdɐs kompoʃtɐs poɾ duɐs owu majs folɐs, numɐ
-vɐɾiɛdɐdɛ dɛ mɐnɛjɾɐs, ɐs kajs dɐ̃w̃ oɾiʒɛm a mɐjoɾiɐ dɐs ɛʃtɾutuɾɐs fundɐmɛntajʃ
-dos ɐɾʒilominɛɾajs konɛzidos. pɐɾɐ ɐ konstɾusɐ̃w̃ dɛ umɐ kɐmɐdɐ kompoʃtɐ, e
-nɛzɛʃsaɾio kʷɛ okoʁɐ um pɛkʷɛno ɾɛɐʁɐnʒo dɐs vaɾiɐs dimɛnsõj̃s, dɛ modo ɐ
-pɾoduziɾ umɐ tɾɐsɐ̃w̃ ɛm umɐ folɐ ɛ umɐ kompɾɛʃsɐ̃w̃ nɐ owutʁɐ. ɐs dimɛnsõj̃s dɐʃ
-folɐs dɛpɛndɛm tɐmbem dɐ kompozisɐ̃w̃ ɐtomikɐ dɛlɐs. mujto ɛmboɾɐ os ions dɛntɾo
-dɐs folɐs ɛʃtɛʒɐm liɡɐdos ɛntɾɛ si poɾ liɡɐsõj̃s foɾtɛs, ʒɛɾɐlmɛntɛ konsidɛɾɐdɐʃ
-pɐɾsiɐlmɛntɛ ionikɐs, pɐɾsiɐlmɛntɛ kovɐlɛntɛs ɛm kɐɾatɛɾ, ɐs folɐs ɛntɾɛ si
-ɛʃtɐ̃w̃ liɡɐdɐs poɾ liɡɐsõj̃s majs fɾɐkɐs. ɐ mɐnɛjɾɐ komo ɐs folɐs ɛʃtɐ̃w̃
-ɛmpilɐdɐs difɛɾɛ pɐɾɐ os vaɾios tipos dɛ ɐɾʒilominɛɾajs ɛ vaɾios tipos dɛ
-sɛk̈ensiɐs ɾɛɡlɐɾɛs podɛm ɛksiʃtiɾ; ɐs liɡɐsõj̃s fɾɐkɐs ɛntɾɛ ɐs kɐmɐdɐs sɐ̃w̃
-ʁɛʃponsavɛjs pɛlɐ klivɐʒɛm pɐɾɐlɛlɐ as diɾɛsõj̃s pɛɾpɛndikulɐɾɛs ɐo ɛjkso k, iʃto
-e, pɐɾɐlɛlɐs ɐos plɐnos bɐzajs, dɛ ondɛ ɾɛzultɐ ɐ foɾmɐ, moɾfoloʒiɐ owu abito
-lɐmɛlɐɾ dɐ mɐjoɾiɐ dɐs pɐɾtikulɐs (sɐntos, 1989). ii.4.4.1-montmoɾilonitɐ owu
-ɛʃmɛktitɐ os ɐɾʒilominɛɾajs do ɡɾupo dɐ ɛʃmɛktitɐ sɐ̃w̃ konstituj́dos poɾ duɐʃ
-folɐs dɛ silikɐto tɛtʁɐedʁikɐs, kom umɐ folɐ sɛntɾɐl oktɐedʁikɐ, unidɐs ɛntɾɛ
-si poɾ oksiʒenio komuns as folɐs. ɐs folɐs sɐ̃w̃ kontinuɐs ɛ ɛʃtɐ̃w̃ ɛmpilɐdɐʃ
-umɐs sobʁɛ ɐs owutʁɐs ɐo ɐkɐzo, ɛm ɐlɡns tipos, ɛ kom ɐlɡmɐ oɾdɛm, ɛm owutʁos.
-podɛm ɐvɛɾ substitujsõj̃s izomɔɾfikɐs, ɛm poɾsɛntɐʒɛns pondɛɾɐdɐs (ɐte sɛɾkɐ dɛ
-15%), do ɐluminio poɾ silizio, nɐs pozisõj̃s tɛtʁɐedʁikɐs ɛ ɐ populɐsɐ̃w̃ dɐʃ
-pozisõj̃s oktɐedʁikɐs podɛ sɛɾ ɐluminio, fɛʁo, mɐɡnezio ɛ owutʁos, izolɐdɐmɛntɛ
-owu ɛm kombinɐsɐ̃w̃. todɐs ɐs pozisõj̃s oktɐedʁikɐs podɛm sɛɾ pɾɛɛnkidɐs owu somɛntɛ
-dowis tɛɾsos dɛlɐs podɛm ɛʃtɐɾ pɾɛɛnkidɐs. ɐ populɐsɐ̃w̃ dɐs pozisõj̃s kɐtionikɐs e
-tɐl kʷɛ ɐs kɐmɐdɐs ɛʃtɐ̃w̃ dɛzɛkʷilibʁɐdɐs ɛlɛtʁikɐmɛntɛ kom umɐ dɛfiziensiɐ dɛ
-kɐɾɡɐs pozitivɐs dɛ sɛɾkɐ dɛ 0,66 kation monovɐlɛntɛ poɾ selulɐ unitaɾiɐ,
-dɛfiziensiɐ ɛʃsɐ kʷɛ e ɛkʷilibʁɐdɐ pɾinsipɐlmɛntɛ poɾ kations idʁɐtɐdos ɛntɾɛ
-ɐs kɐmɐdɐs ɛʃtɾutuɾajs. os kations newtʁɐlizɐntɛs nɐ̃w̃ ɛʃtɐ̃w̃ fiksɐdoʃ
-iʁɛvɛɾsivɛlmɛntɛ ɛ podɛm sɛɾ tɾokɐdos poɾ owutʁos kations. ɐs kɐmɐdɐs suzɛʃsivɐʃ
-ɛʃtɐ̃w̃ liɡɐdɐs fɾowuksɐmɛntɛ ɛntɾɛ si ɛ kɐmɐdɐs dɛ aɡɐ owu dɛ molekulɐs polɐɾɛs, dɛ
-ɛʃpɛʃsuɾɐs vɐɾiavɛjs, podɛm pɛnɛtʁɐɾ ɛntɾɛ ɛlɐs, kɛɡɐndo ɐ sɛpɐɾa-lɐʃ
-totɐlmɛntɛ, dɛjksɐndo-ɐs livʁɛs, kɐndo ɐs diʃtansiɐs intɛɾplɐnɐɾɛs fikɐ̃
-supɛɾioɾɛs ɐ 40 ɐ̊. kɐndo ɐ ɛʃmɛktitɐ ɐnidʁɐ e kolokɐdɐ ɛm aɡɐ owu ɐmbiɛntɛʃ
-umidos, os kations tɾokavɛjs sɛ idʁɐtɐm, ɛntɾɐ aɡɐ no ɛʃpɐsɐmɛnto bɐzɐl, ɛ
-ɛʃtɛ awmɛntɐ. nɛʃsɐs kondisõj̃s, os kations intɛɾlɐmɛlɐɾɛs sɐ̃w̃ suʃsɛtivɛjs dɛ
-sɛɾɛm tɾokɐdos poɾ owutʁos kations poɾ umɐ ɾɛɐsɐ̃w̃ kʷimikɐ ɛʃtɛkʷiometʁikɐ. ɐ
-ɛʃpɛʃsuɾɐ ɛntɾɛ kɐmɐdɐs owu intɛɾlɐmɛlɐɾ vɐɾiɐ kom ɐ nɐtuɾɛzɐ do katiõ
-intɛɾlɐmɛlɐɾ, dɐ kɐntidɐdɛ dɛ aɡɐ diʃponivɛl owu dɛ owutʁɐs molekulɐs polɐɾɛs,
-sɛm ɐltɛɾɐɾ os vɐloɾɛs dɐs ɾɛflɛksõj̃s kɾiʃtɐlinɐs k. ɐʃsim, o ɐɾʒilominɛɾɐl
-nɐtuɾɐl nɐ̃w̃ tɛm diʃtansiɐ intɛɾplɐnɐɾ bɐzɐl fiksɐ, komo o tɛm ɐ kawlinitɐ. ɐ
-fɔɾmulɐ tɛɔɾikɐ do ɡɾupo dɐ ɛʃmɛktitɐ e ɐl4si87o20(o)4.n2o (n= aɡɐ
-intɛɾlɐmɛlɐɾ), mɐs os ɐɾʒilo minɛɾajs nɐtuɾajs sɛmpɾɛ difɛɾɛm dɛʃsɐ kompozisɐ̃w̃
-dɛvido ɐ substitujsõj̃s izomɔɾfikɐs no ɾɛtikulo kɾiʃtɐlino ɛ nos kationʃ
-tɾokavɛjs. ɐ liɡɐsɐ̃w̃ fɾowuksɐ ɛntɾɛ ɐs kɐmɐdɐs ɛ o ɛlɛvɐdo ɡɾaw dɛ substitujsɐ̃w̃
-izomɔɾfikɐ toɾnɐ fazil ɐ klivɐʒɛm, ɛm mɛjo likʷido, dɐs pɐɾtikulɐs dɛ
-ɐɾʒilominɛɾajs ɛʃmɛktitikɐs; a umɐ tɛndensiɐ mujto ɡɾɐndɛ (ɛʃpɛziɐlmɛntɛ kɐndo
-os kations sɐtuɾɐntɛs sɐ̃w̃ nɐ+, k+, li+, n4 +) a sɛpɐɾɐsɐ̃w̃ dɐs kɐmɐdɐʃ
-ɛʃtɾutuɾajs ɛm mɛjo ɐkozo, podɛndo iɾ ɐte ɐ monokɐmɐdɐ ɛʃtɾutuɾɐl dɛ 10 ɐ̊,
-obsɛɾvavɛl poɾ mikʁoʃkopiɐ ɛlɛtʁonikɐ dɛ tɾɐnsmiʃsɐ̃w̃. dɛʃsɛs fɐtos, ɾɛzultɐ kʷɛ
-ɐs pɐɾtikulɐs dɛ ɛʃmɛktitɐs, ɛm ʒɛɾɐl, sɐ̃w̃ dɛ pɛkʷɛno diamɛtʁo ɛ ɛstɾɛmɐmɛntɛ
-finɐs; poɾ iʃso nɐ̃w̃ tɛm sɛntido mɛdiɾ ɐ diʃtɾibujsɐ̃w̃ ɡɾɐnulometʁikɐ dɛ umɐ
-montmoɾilonitɐ sɔdikɐ, umɐ vɛz kʷɛ vɐɾiɐsõj̃s dɛ konsɛntɾɐsɐ̃w̃ dɐ fɐzɛ diʃpɛɾsɐ ɛ
-do ɛlɛtʁɔlito diʃpɛɾsɐntɛ pɾovokɐm umɐ sɛpɐɾɐsɐ̃w̃ owu ɐɡʁɛɡɐsɐ̃w̃ dɐs kɐmɐdɐʃ
-ɛʃtɾutuɾajs (sɐntos, 1989). ii.4.4.2-kawlinitɐ o ɐɾʒilominɛɾɐl kawlinitɐ (fiɡʁɐ
-ii.4) e foɾmɐdo pɛlo ɛmpilɐmɛnto ɾɛɡlɐɾ dɛ kɐmɐdɐs 1:1, ondɛ kɐdɐ kɐmɐdɐ
-konsiʃtɛ dɛ umɐ folɐ dɛ tɛtʁɐɛdʁos sio4 ɛ umɐ folɐ dɛ oktɐɛdʁos ɐl2(o)6,
-tɐmbem kɐmɐdɐ folɐ dɛ ʒibsitɐ, liɡɐdɐs ɛntɾɛ si ɛm umɐ unikɐ kɐmɐdɐ, ɐtʁɐveʃ
-dɛ oksiʒenio ɛm komum, dɐndo umɐ ɛʃtɾutuɾɐ foɾtɛmɛntɛ polɐɾ. ɐ fɔɾmulɐ dɐ sɛlɐ
-unitaɾiɐ e ɐl4si4o10(o )8 ɛ ɐ kompozisɐ̃w̃ pɛɾsɛntuɐl : sio2 - 46,54 % ; ɐl2o3 –
-39,50 % ; 2o – 13,96 % . pɾɐtikɐmɛntɛ nɐ̃w̃ okoʁɛm substitujsõj̃s poɾ kationʃ
-dɛntɾo dɐ suɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ, ɐ kɐl e ɛlɛtʁikɐmɛntɛ newtʁɐ; os ionʃ
-ɐluminio okupɐm dowis tɛɾsos dɐs pozisõj̃s oktɐedʁikɐs (dioktɐedʁikɐs) pɐɾɐ
-newtʁɐlizɐɾ ɐs kɐɾɡɐs ɾɛziduajs dos silikɐtos. ɐs folɐs tɛtʁɐedʁikɐs ɛ
-oktɐedʁikɐs sɐ̃w̃ kontinuɐs nɐs diɾɛsõj̃s ɾɛziduajs dos silikɐtos. fontɛ:
-ttp://pt.wikipɛdiɐ. oɾɡ/wiki/kawlinitɐ numɐ kawlinitɐ bɛm kɾiʃtɐlizɐdɐ ɛksiʃtɛ
-um ɛmpilɐmɛnto ɾɛɡlɐɾ dɐs folɐs unitaɾiɐs; os plɐnos ɛntɾɛ ɐs kɐmɐdɐs 1:1 sɐ̃w̃
-um plɐno dɛ klivɐʒɛm, mɐs ɛʃsɐ klivɐʒɛm nɐ̃w̃ e fazil dɛvido as liɡɐsõj̃ʃ
-idʁoʒenio ɛntɾɛ ɐs kɐmɐdɐs. ɛksiʃtɛ um plɐno dɛ ions numɐ dɐs fɐzɛs dɐ kɐmɐdɐ ɛ
-um plɐno dɛ ions oksiʒenio nɐ owutʁɐ kɐmɐdɐ imɛdiɐtɐmɛntɛ ɐbajkso, sɛm ɐvɛɾ
-intɛɾɐsõj̃s ionikɐs. ɛm todos os ɐɾʒilos minɛɾajs, ɐs kɐmɐdɐs suzɛʃsivɐs ɛʃtɐ̃w̃ dɛ
-tɐl mɐnɛjɾɐ kʷɛ os ions o ɛ o ɛʃtɐ̃w̃ ɛm pɐɾɛs opoʃtos uns ɐos owutʁos, dɛ modo ɐ
-foɾmɐɾ umɐ liɡɐsɐ̃w̃ idʁoʒenio. mikʁoɡʁɐfiɐs ɛlɛtʁonikɐs moʃtɾɐm kʷɛ kawlinitɐ
-bɛm kɾiʃtɐlizɐdɐ e konstituj́dɐ poɾ lɐmɛlɐs owu plɐkɐs dɛ pɛɾfil ɛksɐɡonɐl, kʷɛ
-ʁɛflɛtɛm o kɐɾatɛɾ psewdo-ɛksɐɡonɐl dɐ ɛʃtɾutuɾɐ dɐ kawlinitɐ, dɛvido ɐo ɐʁɐnʒo
-ɛzɐɡonɐl dɐs unidɐdɛs konstitujntɛs dɐs folɐs dɛ silikɐto ɛ dɛ idʁɔksido dɛ
-ɐluminio (sɐntos, 1989). fowi dɛmonstɾɐdo poɾ ɡɾim (1965) kʷɛ ɐ aɡɐ ɐdsoɾvidɐ
-nɐs supɛɾfiziɛs dɐs pɐɾtikulɐs dos ɐɾʒilominɛɾajs tɛm pɾopʁiɛdɐdɛs difɛɾɛntɛs dɐ
-aɡɐ likʷidɐ. ɛʃsɛ konsɛjto lɛvowu ɐ umɐ mɛloɾ kompɾɛɛnsɐ̃w̃ dɐs pɾopʁiɛdɐdɛs do
-siʃtɛmɐ ɐɾʒilɐ + aɡɐ. nɐ̃w̃ fowi poʃsivɛl ajndɐ ɛʃtɐbɛlɛzɛɾ ɛspɛɾimɛntɐlmɛntɛ, dɛ
-umɐ mɐnɛjɾɐ klɐɾɐ, ɐ diʃtɾibujsɐ̃w̃ ɛʃtɾutuɾɐl dɛʃsɐ aɡɐ oɾiɛntɐdɐ; ɐ ɛʃpɛʃsuɾɐ
-dɐ kɐmɐdɐ dɛ aɡɐ nɐ̃w̃ likʷidɐ owu ɾiʒidɐ, podɛ sɛɾ dɛ tɾes owu majs molekulɐs ɛ ɐ
-tɾɐnsisɐ̃w̃ ɛntɾɛ ɐ aɡɐ nɐ̃w̃-likʷidɐ ɛ ɐ aɡɐ likʷidɐ podɛ sɛɾ bɾuʃkɐ owu ɡɾɐduɐl;
-ɐ ɛʃpɛʃsuɾɐ ɛ ɐ ɛʃtɐbilidɐdɛ dɛʃsɐ kɐmɐdɐ dɛ aɡɐ, ɾiʒidɐ ɛ oɾiɛntɐdɐ, dɛpɛndɛ
-dɐ nɐtuɾɛzɐ dɐ supɛɾfiziɛ ɛ, poɾtɐnto dɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ do ɐɾʒilominɛɾɐl,
-dɐ nɐtuɾɛzɐ dos kations ɛ dos anions ɐdsoɾvidos ɛ, pɾovɐvɛlmɛntɛ, dɛ owutʁoʃ
-fɐtoɾɛs ɛʃpɛzifikos. ɐ nɐtuɾɛzɐ dɐ aɡɐ ɐdsoɾvidɐ ɛ os fɐtoɾɛs kʷɛ influɛm nɐ
-foɾmɐsɐ̃w̃ dɐ kɐmɐdɐ dɛ aɡɐ ɐdsoɾvidɐ a supɛɾfiziɛ dos ɐɾʒilominɛɾajs sɐ̃w̃ oʃ
-fɐtoɾɛs fundɐmɛntajs kʷɛ dɛtɛɾminɐm sɛɾtɐs pɾopʁiɛdɐdɛs dos siʃtɛmɐs ɐɾʒilɐ +
-aɡɐ, tajs komo ɐ plɐʃtizidɐdɛ, ɐ tiksotʁopiɐ, o podɛɾ liɡɐntɛ ɛ ɐ ɾɛziʃtensiɐ
-mɛkanikɐ no ɛʃtɐdo umido. ii.6-kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations os ɐɾʒilominɛɾajʃ
-tem kɐpɐzidɐdɛ dɛ tɾokɐɾ ions, iʃto e, tem ions fiksɐdos nɐ supɛɾfiziɛ, ɛntɾɛ ɐʃ
-kɐmɐdɐs ɛ dɛntɾo dos kɐnajs dɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ, kʷɛ podɛm sɛɾ tɾokɐdos,
-ɐtʁɐves dɛ ɾɛɐsõj̃s kʷimikɐs, poɾ owutʁos ions ɛm solusɐ̃w̃ ɐkozɐ, sɛm kʷɛ iʃso
-vɛnɐ tɾɐzɛɾ kajʃkʷɛɾ modifikɐsɐ̃w̃ dɐ suɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ. ɐ kɐpɐzidɐdɛ dɛ
-tɾokɐ ionikɐ ɾɛpʁɛzɛntɐ umɐ pɾopʁiɛdɐdɛ impoɾtɐntɛ dos ɐɾʒilominɛɾajs, viʃto kʷɛ
-os ions pɛɾmutavɛjs influɛm podɛɾozɐmɛntɛ nɐs suɐs pɾopʁiɛdɐdɛs fiziko-kʷimikɐ ɛ
-tɛknolɔʒikɐs. podɛm-sɛ modifikɐɾ ɐs pɾopʁiɛdɐdɛs plaʃtikɐs ɛ owutʁɐs pɾopʁiɛdɐdɛʃ
-dɛ umɐ ɐɾʒilɐ pɛlɐ pɛɾmutɐ do ion ɐdsoɾvido. ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kationʃ
-vɐɾiɐ dɛ 80 ɐ 150 mɛk poɾ 100ɡ dɛ ɛʃmɛktitɐ, dɛ 3 ɐ 15 mɛk poɾ 100ɡ dɛ
-kawlinitɐ, dɛ 5 ɐ 10 mɛk dɛ ɐlowizitɐ-22o, dɛ 10 ɐ 40 mɛk poɾ 100ɡ dɛ
-ɐlowizitɐ-42o, dɛ 10 ɐ 40 mɛk poɾ 100ɡ dɛ ilitɐ owu kloɾitɐ ɛ dɛ 100 ɐ 150 mɛk
-poɾ 100ɡ dɛ vɛɾmikulitɐ. ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations dɛ um ɐɾʒilominɛɾɐl
-podɛ sɛɾ o ɾɛzultɐdo do dɛzɛkʷilibʁio dɛ kɐɾɡɐ ɾɛzultɐntɛ dɐ substitujsɐ̃w̃
-izomɔɾfikɐ nɐ pɾɔpʁiɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ, dɐs liɡɐsõj̃s kʷimikɐs kʷɛbʁɐdɐs nɐʃ
-ɐɾɛʃtɐs dɐs pɐɾtikulɐs ɛ dɐ substitujsɐ̃w̃ dɛ idʁoʒenios. os ions tɾokavɛjs sɐ̃w̃
-mɐntidos, ʒɛɾɐlmɛntɛ, ɛm toɾno dɐs ɐɾɛʃtɐs lɐtɛɾajs dɐs pɐɾtikulɐs dɛ
-ɐɾʒilominɛɾajs; ɛm ɐlɡns kɐzos, pɐɾtikulɐɾmɛntɛ nɐ montmoɾilonitɐ ɛ
-vɛɾmikulitɐ, nos pɾɔpʁios plɐnos bɐzajs; 80% dos kations ɛʃtɐ̃w̃ nos plɐnos bɐzajʃ
-ɛ 20%, nɐs supɛɾfiziɛs lɐtɛɾajs dɐs pɐɾtikulɐs. os kations tɾokavɛjs ɛʃtɐ̃w̃ fiksoʃ
-ɛlɛtʁoʃtɐtikɐmɛntɛ ɐo lonɡo dɐs fɐzɛs ɛ ɛntɾɛ ɐs kɐmɐdɐs ɛʃtɾutuɾajs dɛvido ɐo
-dɛʃbɐlɐnsɛɐmɛnto ɛʃtɾutuɾɐl pɛlɐs substitujsõj̃s izomɔɾfikɐs ɛ poɾ liɡɐsõj̃ʃ
-kʷimikɐs pɐɾtidɐs ɐo lonɡo dɐs ɐɾɛʃtɐs dɐs pɐɾtikulɐs; os kations ɛʃtɐ̃w̃
-ʁiʒidɐmɛntɛ fiksos nɐ supɛɾfiziɛ do ɐɾʒilominɛɾɐl. nɐs ɛʃmɛktitɐs, ɐ kɐpɐzidɐdɛ
-dɛ tɾokɐ dɛ kations e dɛvidɐ, pɾinsipɐlmɛntɛ, a substitujsɐ̃w̃ izomɔɾfikɐ dɐ
-kɐmɐdɐ tɛtʁɐedʁikɐ; nɐ kawlinitɐ e dɛvidɐ pɾinsipɐlmɛntɛ a liɡɐsõj̃s kʷɛbʁɐdɐs; ɐ
-mɛnoɾ kɾiʃtɐlinidɐdɛ dɐ kawlinitɐ awmɛntɐ tɐmbem ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ
-kations; no kɐzo dɐs ilitɐs ɛ kloɾitɐs, ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations e
-dɛvidɐ ɐ liɡɐsɐ̃w̃ pɐɾtidɐ ɛ a tɾokɐ dɛ ions k+ nɐs ɐɾɛʃtɐs dɐs ilitɐs owu dɛ ionʃ
-mɡ2+ nɐ supɛɾfiziɛ dɐs kloɾitɐs; ɛʃsɐs tɾokɐs podɛm okoʁɛɾ nɐ nɐtuɾɛzɐ. ɐ
-pɾɛzisɐ̃w̃ kom kʷɛ ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations podɛ sɛɾ mɛdidɐ nɐ̃w̃ e bowɐ, umɐ
-vɛz kʷɛ pɐɾɐ umɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ 70mɛk/100ɡ ɐ pɾɛzisɐ̃w̃ e dɛ 5 mɛk/100ɡ;
-os kations utilizɐdos pɐɾɐ mɛdiɾ ɛʃsɐ kɐpɐzidɐdɛ dɛ tɾokɐ podɛm ɾɛɐʒiɾ kom o
-ɐɾʒilominɛɾɐl. ɐ kɐpɐzidɐdɛ dɛ anions dos ɐɾʒilominɛɾajs e dɐ mɛʃmɐ oɾdɛm dɛ
-ɡɾɐndɛzɐ kʷɛ ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations nɐs ilitɐs ɛ kloɾitɐs. ii.7 -
-siʃtɛmɐ polimɛɾo-ɐɾʒilɐ o siʃtɛmɐ polimɛɾo-ɐɾʒilɐ ɛʃta ɾɛlɐzionɐdo ɐo pɾozɛʃso
-dɛ ɐdsoɾsɐ̃w̃ do polimɛɾo nɐ supɛɾfiziɛ dɐ ɐɾʒilɐ. ɐ ɐdsoɾsɐ̃w̃ dɛ mɐkʁomolekulɐs e
-difɛɾɛntɛ ɛm mujtos ɐʃpɛktos dɐ ɐdsoɾsɐ̃w̃ dɛ molekulɐs pɛkʷɛnɐs. ɐ difɛɾɛnsɐ ɛʃta
-no tɐmɐno ɛ nɐ flɛksibilidɐdɛ dɐs ɡɾɐndɛs kɐdɛjɐs polimeɾikɐs (fiɡʁɐ ii.5).
-mujtos polimɛɾos sɐ̃w̃ polifunsionajs, owu sɛʒɐ, poʃsuɛm um ɡɾɐndɛ numɛɾo dɛ ɡɾupoʃ
-funsionajs ɐo lonɡo dɛ suɐ kɐdɛjɐ, os kajs podɛm intɛɾɐʒiɾ kom ɐ supɛɾfiziɛ do
-ɐdsoɾvɛntɛ, ɛnkɐnto ɐs molekulɐs pɛkʷɛnɐs sɐ̃w̃ fɾɛk̈ɛntɛmɛntɛ monofunsionajʃ
-(sɐto, 1980). o fɛnomɛno dɛ ɐdsoɾsɐ̃w̃ ɛʃta diɾɛtɐmɛntɛ ɾɛlɐzionɐdo a vɐɾiɐsɐ̃w̃ dɐ
-ɛntɾopiɐ do siʃtɛmɐ, ʒa kʷɛ umɐ ɡɾɐndɛ kɐntidɐdɛ dɛ molekulɐs dɛ aɡɐ dɛvɛ sɛɾ
-dɛʃlokɐdɐ dɛ modo ɐ ɐkomodɐɾ umɐ unikɐ mɐkʁomolekuɐ, o kʷɛ awmɛntɐ ɐ ɛntɾopiɐ do
-siʃtɛmɐ (tɛnɡ, 1979). ɐ ɛlɐboɾɐsɐ̃w̃ dɛ izotɛɾmɐs dɛ ɐdsoɾsɐ̃w̃ e o pɾozɛdimɛnto
-majs uzuɐl pɐɾɐ sɛ kɐɾɐktɛɾizɐɾ ɐs pɾopʁiɛdɐdɛs dos polimɛɾos ɛm solusɐ̃w̃ ɛ nɐ
-pɾɛzɛnsɐ dɛ um ɐdsoɾvɛntɛ. o kowɛfiziɛntɛ ɐnɡlɐɾ iniziɐl dɐs izotɛɾmɐs podɛ sɛɾ
-um indikɐtivo dɐ fɐzilidɐdɛ dɐs molekulɐs do soluto ɛm intɛɾɐʒiɾ kom sitioʃ
-vɐzios nɐ supɛɾfiziɛ do ɐdsoɾvɛntɛ (tɛnɡ, 1979). o pɾozɛʃso dɛ ɐdsoɾsɐ̃w̃ dɛ
-polimɛɾos e dɛpɛndɛntɛ do pɛzo molɛkulɐɾ, dɐ tɛmpɛɾɐtuɾɐ, dɐ nɐtuɾɛzɐ do
-solvɛntɛ ɛ do tipo dɛ ɐdsoɾvɛntɛ. dɛ um modo ʒɛɾɐl, o kompoɾtɐmɛnto e bɛ̃
-difɛɾɛntɛ kɐndo o ɐdsoɾvɛntɛ e poɾozo. nɛʃtɛ kɐzo, ɐ ɛntɾɐdɐ do polimɛɾo noʃ
-dominios intɛɾkɾiʃtɐlinos ɛ intɾɐkʁiʃtɐlinos dɐ ɐɾʒilɐ podɛ sɛ toɾnɐɾ
-fizikɐmɛntɛ impoʃsivɛl pɐɾɐ os polimɛɾos dɛ kɐdɛjɐs mujto lonɡɐs. ɐ ɐdsoɾsɐ̃w̃ dɛ
-polimɛɾos tɐmbem e dɛpɛndɛntɛ dɐ foɾsɐ ionik�� do mɛjo. dɛʃsɐ foɾmɐ, oʃ
-poliɛlɛtʁɔlitos sɐ̃w̃ os majs influɛnsiɐdos, powis poʃsuɛm ɡɾupos funsionajʃ
-ɛlɛtʁikɐmɛntɛ kɐʁɛɡɐdos nɐ molekulɐ. ɐ ɐdisɐ̃w̃ dɛ ɛlɛtʁɔlitos ɾɛduz ɐ ɾɛpulsɐ̃w̃
-intɾɐmolɛkulɐɾ ɛksiʃtɛntɛ ɛntɾɛ ɛʃsɛs ɡɾupos. tɐl ɾɛpulsɐ̃w̃ mɐntem, dɛ sɛɾtɐ
-foɾmɐ, ɐ molekulɐ ɛʃtɛndidɐ ɛ, poɾtɐnto, ɐ ɾɛdusɐ̃w̃ dɐ ɾɛpulsɐ̃w̃ lɛvɐ a umɐ
-konfoɾmɐsɐ̃w̃ majs ɛnovɛlɐdɐ, intɛɾfɛɾindo, dɛʃsɐ foɾmɐ, nɐ ɐdsoɾsɐ̃w̃. pɐɾɐ oʃ
-polianions, ɐ ɾɛdusɐ̃w̃ dɐ ɾɛpulsɐ̃w̃ ɛlɛtʁoʃtatikɐ ɛntɾɛ o polimɛɾo ɛ ɐ supɛɾfiziɛ
-nɛɡɐtivɐmɛntɛ kɐʁɛɡɐdɐ dɐ ɐɾʒilɐ podɛ lɛvɐɾ ɐ umɐ mɐjoɾ ɐdsoɾsɐ̃w̃ (limɐ, 2004).
-fiɡʁɐ ii.5 – ɐdsoɾsɐ̃w̃ polimɛɾo-ɐɾʒilɐ – (ɐdɐptɐdɐ dɛ tɛnɡ, 1979) kɐpitulo iji
-mɐtɛɾiajs ɛ metodos iji.1 - intɾodusɐ̃w̃ nɛʃtɛ kɐpitulo ɛʃtɐ̃w̃ dɛʃkɾitos todos oʃ
-mɐtɛɾiajs, komo ɐɾʒilɐs ɛ inibidoɾɛs, utilizɐdos no tɾɐbɐlo. a tɐmbem umɐ
-dɛʃkɾisɐ̃w̃ dɛtɐlɐdɐ dos metodos uzɐdos nɐ kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɐɾʒilɐs, do
-pɾozɛdimɛnto pɐɾɐ ɐ idɛntifikɐsɐ̃w̃ dɐs ɐɾʒilɐs kʷɛ poʃsuɛm ɐfinidɐdɛ poɾ mɛtɐl
-kɐndo idʁɐtɐdɐs ɛ do pɾozɛdimɛnto pɐɾɐ ɐ idɛntifikɐsɐ̃w̃ dos ɐditivos kõ
-potɛnsiɐl pɐɾɐ ɐtuɐɾ komo inibidoɾɛs do ɛnsɛɾɐmɛnto dɛ bɾokɐ. iji.2 –
-ɛkʷipɐmɛnto pɐɾɐ idɛntifikɐsɐ̃w̃ dɛ siʃtɛmɐs (ɐɾʒilɐ-ɐditivo) kom potɛnsiɐl pɐɾɐ
-pɾomovɛɾ o ɛnsɛɾɐmɛnto dɛ bɾokɐ fowi utilizɐdɐ umɐ makʷinɐ dɛ ɛnsɐjo univɛɾsɐl
-ɛmik modɛlo dl-10.000 (fiɡʁɐ iji.1), do pɔlo dɛ ksiʃtokʷimikɐ/ik – ufʁʒ, a kɐl
-fowi ɐkoplɐdɐ um ɐzɛʃsɔɾio kʷɛ poʃsibilitowu ɐ kompɾɛʃsɐ̃w̃ dos siʃtɛmɐʃ
-solusɐ̃w̃-ɐɾʒilɐ sob kondisõj̃s dɛ tɛnsɐ̃w̃ ɛ tɛmpo kontɾolɐdos. uzowu-sɛ umɐ selulɐ
-dɛ kɐɾɡɐ modɛlo z dɐ ɛmik (fiɡʁɐ iji.2), kom kɐpɐzidɐdɛ dɛ 20.000n (2.000 kɡ).
-o ɐzɛʃsɔɾio kʷɛ fowi ɐkoplɐdo a makʷinɐ dɛ ɛnsɐjo univɛɾsɐl, fowi pɾoʒɛtɐdo poɾ
-nɔs ɛ konfɛksionɐdo pɛlɐ ofizinɐ mɛkanikɐ do kkmn/ufʁʒ, ɛ sɛ konstituj dɛ umɐ
-kubɐ silindɾikɐ ɛ um embolo, ɐmbos konfɛksionɐdos ɛm ɐso inoks, (fiɡʁɐ iji.3). ɐ
-makʷinɐ dɛ ɛnsɐjo univɛɾsɐl, pɛɾmitɛ ɐ vɐɾiɐsɐ̃w̃ dɐ tɛnsɐ̃w̃ ɐplikɐdɐ pɛlo embolo
-sobʁɛ o siʃtɛmɐ ɐɾʒilɐ-solusɐ̃w̃ ɐkozɐ kʷɛ sɛ ɛnkontɾɐ dɛntɾo do ɾɛzipiɛntɛ. ɐo
-sɛ ɐliviɐɾ ɛʃsɐ tɛnsɐ̃w̃, o embolo e suʃpɛnso ɛ o instɾumɛnto mɛdɛ o vɐloɾ dɐ
-foɾsɐ maksimɐ nɛzɛʃsaɾiɐ pɐɾɐ dɛʃpɾɛnde-lo dɐ mɐʃsɐ dɛ ɐɾʒilɐ kontidɐ no
-ʁɛzipiɛntɛ. ɐ makʷinɐ dɛ ɛnsɐjo univɛɾsɐl ɛmik e ɐkoplɐdɐ ɐ um komputɐdoɾ, o
-kɐl foɾnɛzɛ um ɡɾafiko (fiɡʁɐ iji.4), kʷɛ dɛʃkɾɛvɛ ɐ vɐɾiɐsɐ̃w̃ dɐ foɾsɐ ɛ̃
-funsɐ̃w̃ do tɛmpo, no pɾozɛʃso pɐɾɐ dɛʃpɾɛndɛɾ ɐ ɐɾʒilɐ do mɛtɐl. fowi ɛlɐboɾɐdo ũ
-skɾipt pɐɾɐ o softwɐɾɛ dɐ ɛmik. ɛʃsɛ skɾipt tɛvɛ komo vɐɾiavɛjs dɛ ɛntɾɐdɐ ɐ
-vɛlozidɐdɛ dɛ ɐpʁoksimɐsɐ̃w̃ do embolo (mm/min), vɛlozidɐdɛ do embolo ɐo tokɐɾ nɐ
-ɐɾʒilɐ (mm/min), foɾsɐ ɐplikɐdɐ (n), ɛ tɛmpo dɛ ɐplikɐsɐ̃w̃ dɐ foɾsɐ. ɐpɔs o
-ɛspɛɾimɛnto sɐ̃w̃ obtidos komo ʒa mɛnsionɐdo umɐ kuɾvɐ dɛ vɐɾiɐsɐ̃w̃ dɐ foɾsɐ (n) ɛ̃
-funsɐ̃w̃ do tɛmpo (min) (fiɡʁɐ iji.3) ɛ ɐ foɾsɐ maksimɐ nɛzɛʃsaɾiɐ pɐɾɐ dɛʃpɾɛndɛɾ
-o embolo do siʃtɛmɐ solusɐ̃w̃ dɛ ɐditivos-ɐɾʒilɐ. ɐ kuɾvɐ ɐpʁɛzɛntɐ um pɾimɛjɾo
-piko koʁɛʃpondɛntɛ a foɾsɐ ɐplikɐdɐ sobʁɛ ɐ ɐɾʒilɐ (kompɾɛʃsɐ̃w̃), ɛ o sɛɡndo
-piko koʁɛʃpondɛ a foɾsɐ nɛzɛʃsaɾiɐ pɐɾɐ sɛ dɛʃpɾɛndɛɾ o embolo do siʃtɛmɐ
-solusɐ̃w̃ ɐkozɐ-ɐɾʒilɐ (tɾɐsɐ̃w̃). o fɐto dɐs ɐɾʒilɐs sɛɾɛm mujto difɛɾɛntɛs umɐʃ
-dɐs owutʁɐs, ɛ dɐs ɐɾʒilɐs, ɛm ʒɛɾɐl, sɛɾɛm siʃtɛmɐs komplɛksos, ɛksiʒɛ umɐ
-vɐɾiɐsɐ̃w̃ nos dɐdos dɛ ɛntɾɐdɐ do softwɐɾɛ dɐ ɛmik, ɛ tɐmbem do volumɛ dɐ solusɐ̃w̃
-ɐ sɛɾ ɐdizionɐdɐ. pɐɾɐ ɐ ɐnalizɛ dɐs ɐɾʒilɐs ɛʃtudɐdɐs, sɛɡʷiw-sɛ o sɛɡʷintɛ
-pɾozɛdimɛnto; sɛkowu-sɛ ɐs ɐɾʒilɐs ɛm 39 umɐ ɛʃtufɐ ɐ 80ºk duɾɐntɛ 18 oɾɐs, ɛ
-ɐpɔs tɛɾɛm sido ɾɛtiɾɐdɐs dɐ ɛʃtufɐ, foɾɐm mowidɐs ɛm um mowino dɛ bolɐs duɾɐntɛ
-18 oɾɐs. finɐlmɛntɛ, ɐs ɐɾʒilɐs foɾɐm pɛnɛjɾɐdɐs, uzɐndo-sɛ ɐ pɛnɛjɾɐ nº
-30-ɐbnt (tɐmɐno dɛ mɐlɐ). ɐs ɐɾʒilɐs foɾɐm ɡɐɾdɐdɐs ɛm lokɐl pɾotɛʒido dɐ
-umidɐdɛ. pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ do ɛnsɐjo kom o siʃtɛmɐ ɐɾʒilɐ-aɡɐ, ɛʃtɐbɛlɛzew-sɛ ɐ
-kɐntidɐdɛ ɛksɐtɐ dɛ aɡɐ nɛzɛʃsaɾiɐ pɐɾɐ kʷɛ kɐdɐ ɐɾʒilɐ ɐpʁɛzɛntɐʃsɛ
-plɐʃtizidɐdɛ (tɐbɛlɐ iji.3). ɾɛɐlizowu-sɛ ɛntɐ̃w̃ o tɛʃtɛ vɐɾiɐndo-sɛ os dɐdos dɛ
-ɛntɾɐdɐ (tɐbɛlɐ iji.1) do softwɐɾɛ dɐ ɛmik, ɐte kʷɛ sɛ ɛnkontɾowu o mɛloɾ vɐloɾ
-(majs ɐlto) dɐ foɾsɐ maksimɐ pɐɾɐ dɛʃpɾɛndɛɾ o embolo. o pɾozɛdimɛnto dɛʃkɾito
-ɐzimɐ fowi ɾɛɐlizɐdo pɐɾɐ kɐdɐ umɐ dɐs ɐɾʒilɐs ɛʃtudɐdɐs, uzɐndo-sɛ pɾimɛjɾɐmɛntɛ
-umɐ solusɐ̃w̃ dɛ idʁɔksido dɛ sɔdio p=10 ɛ poʃtɛɾioɾmɛntɛ solusõj̃s dɛ kkl ɛ dɛ
-polimɛɾos (ɐs solusõj̃s uzɐdɐs ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.1). foɾɐm ɛntɐ̃w̃
-kompɐɾɐdos os dɐdos obtidos pɐɾɐ kɐdɐ ɐɾʒilɐ. ɐ fiɡʁɐ iji.5 moʃtɾɐ o fluksoɡʁɐmɐ
-dɐ ɐnalizɛ. tɐbɛlɐ iji.3-volumɛ dɛ solusɐ̃w̃ uzɐdɐ pɐɾɐ ɐ obtɛnsɐ̃w̃ dɛ umɐ mɐʃsɐ
-plaʃtikɐ fiɡʁɐ iji.5 – fluksoɡʁɐmɐ do tɛʃtɛ dɛ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐo mɛtɐl, ɛ
-inibisɐ̃w̃ dɐ ɐs ɐɾʒilɐs ɐ1, ɐ2 ɛ ɐ3 foɾɐm dowɐdɐs pɛlɐ ɛmpɾɛzɐ bɛntonoɾtɛ ltdɐ,
-sɛdiɐdɐ ɛm kɐmpinɐ ɡɾɐndɛ - pb. ɛʃsɐs ɐɾʒilɐs foɾɐm utilizɐdɐs poɾ kɐɾloʃ
-ɛduɐɾdo kɐɾvɐlido dɛ sowuzɐ ɛm suɐ diʃsɛɾtɐsɐ̃w̃ dɛ mɛʃtɾɐdo (sowuzɐ, 2002). ɐʃ
-ɐɾʒilɐs ɐ5, ɐ6 ɛ ɐ7 foɾɐm dowɐdɐs pɛlɐ minɛɾɐsɐ̃w̃ kɐmpos novos pɐɾaj́bɐ. ɛʃsɐʃ
-ɐɾʒilɐs foɾɐm utilizɐdɐs poɾ kɐɾlos ɛduɐɾdo kɐɾvɐlido dɛ sowuzɐ ɛm suɐ
-diʃsɛɾtɐsɐ̃w̃ dɛ dowutoɾɐdo (sowuzɐ, 2007). ɐ ɐɾʒilɐ ɐ4 fowi obtidɐ dɛ um ɐfloɾɐmɛnto
-nɐtuɾɐl ɛm kɐlumbi (sɛ). ɛʃsɐ ɐɾʒilɐ fowi utilizɐdɐ poɾ klɛjʃson kɐʃtɾo koʁeɐ ɛ̃
-suɐ tɛzɛ dɛ mɛʃtɾɐdo (koʁeɐ, 2004). ɐs sɛtɛ ɐɾʒilɐs foɾɐm klɐʃsifikɐdɐs sɛɡndo
-o kɐtaloɡo dɛ koɾɛs munsɛl, (1975) (tɐbɛlɐ iji.4). iji.3.2 – kɐɾɐktɛɾizɐsɐ̃w̃
-iji.3.2.1 – kompozisɐ̃w̃ kʷimikɐ ɐ dɛtɛɾminɐsɐ̃w̃ dɐ kompozisɐ̃w̃ kʷimikɐ dɐs ɐɾʒilɐʃ
-fowi ɾɛɐlizɐdɐ pɛlɐ ɛmpɾɛzɐ lɐkɛfiɛld ʒɛozol ltdɐ (bɛlo oɾizontɛ – mɡ). fowi
-uzɐdo um ɛʃpɛktɾomɛtʁo dɛ fluoɾɛʃsensiɐ dɛ ɾɐjo ks, modɛlo pw 1480, kom um tubo
-dɛ ɾ ɛ potensiɐ 3kw. ɐ ɐmoʃtɾɐ sɛkɐ ɛ pulvɛɾizɐdɐ fowi fundidɐ kom tɛtʁɐboɾɐto
-dɛ litio ɛm foɾno a 1000ºk poɾ 30 minutos, foɾmɐndo umɐ pɐʃtilɐ, sobʁɛ ɐ kɐl
-insidiw o fɛjksɛ dɛ ɾɐjo ks. foɾɐm ɐnɐlizɐdos os sɛɡʷintɛs ɛlɛmɛntos, sob ɐ foɾmɐ
-dɛ sews ɾɛʃpɛktivos ɔksidos: fɛʁo, ɐluminio, silizio, kalsio, titanio, fɔʃfoɾo,
-potaʃsio, mɐnɡɐnes, mɐɡnezio, sɔdio ɛ fɔʃfoɾo. o limitɛ dɛ dɛtɛksɐ̃w̃ pɐɾɐ os dowiʃ
-ultimos fowi dɛ 0,1% ɛ pɐɾɐ os dɛmajs fowi dɛ 0,01%. iji.3.2.2 – difʁɐsɐ̃w̃ dɛ ɾɐjo
-ʃ ɐ ɐnalizɛ minɛɾɐlɔʒikɐ totɐl ɛ dɐ fɾɐsɐ̃w̃ ɐɾʒilɐ foɾɐm ɾɛɐlizɐdɐs no
-lɐboɾɐtɔɾio dɛ difʁɐtomɛtʁiɐ dɛ ɾɐjo ks, do sɛtoɾ dɛ tɛknoloʒiɐ dɛ ɾokɐ do
-sɛntɾo dɛ pɛʃkʷizɐs ɛ dɛzɛnvolvimɛnto lɛopoldo ɐ. miɡʷɛz dɛ mɛllo - sɛnpɛs. ɐ
-ɐmoʃtɾɐ fowi pulvɛɾizɐdɐ ɛ pɾɛnsɐdɐ sobʁɛ poɾtɐ-ɐmoʃtɾɐ dɛ modo kʷɛ suɐʃ
-pɐɾtikulɐs ɛʃtivɛʃsɛm izɛntɐs dɛ oɾiɛntɐsɐ̃w̃. pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃ dɐ fɾɐsɐ̃w̃
-ɐɾʒilɐ, umɐ suʃpɛnsɐ̃w̃ ɛʃtavɛl dɐ ɐmoʃtɾɐ fowi submɛtidɐ ɐ sɛntɾifulɡɐsɐ̃w̃,
-ʁɛkolɛndo-sɛ o mɐtɛɾiɐl kontido nɐ fɾɐsɐ̃w̃ ɡɾɐnulometʁikɐ infɛɾioɾ ɐ 2µm. foɾɐ̃
-ɛntɐ̃w̃ pɾɛpɐɾɐdɐs laminɐs oɾiɛntɐdɐs pɛlo metodo do ɛʃfɾɛɡɐso, sɛndo, ɛm sɛɡʷidɐ,
-tɾɐtɐdɐs kom ɛtilɛnoɡlikol ɛ ɐkʷɛzidɐs a 250ºk. o ɐpɐɾɛlo utilizɐdo fowi ũ
-difʁɐtomɛtʁo siɛmɛns d5000 , uzɐndo-sɛ ɾɐdiɐsɐ̃w̃ kukα nɐs kondisõj̃s dɛ 40kv ɛ 30
-mɐ dɛ filɐmɛnto . ɐ iji.3.2.3 – kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations ɐ kɐpɐzidɐdɛ dɛ
-tɾokɐ dɛ kations dɐs ɐɾʒilɐs fowi fɛjtɐ no lɐboɾɐtɔɾio dɛ ɐnalizɛ minɛɾɐlɔʒikɐ
-–lɐm / ik-ufʁʒ. o metodo uzɐdo fowi o dɐ sɐtuɾɐsɐ̃w̃ kom ɐzul dɛ mɛtilɛno (fiɡʁɐ
-iji.6). ɛʃtɛ metodo bɐzɛjɐ-sɛ no fɐto kʷɛ o ɐzul dɛ mɛtilɛno
-[k1618n3skl(32o)], kɐndo ɛm solusɐ̃w̃ ɐkozɐ owu ɛtɐnɔlikɐ ɛ ɛm kontɐto kõ
-mɐtɛɾiajs supɛɾfiziɐlmɛntɛ kɐʁɛɡɐdos nɛɡɐtivɐmɛntɛ, tɛm suɐs molekulɐʃ
-ʁɐpidɐmɛntɛ ɐbsoɾvidɐs mɛdiɐntɛ um mɛkɐniʃmo dɛ tɾokɐ ionikɐ iʁɛvɛɾsivɛl.
-dɛvido ɐo tɐmɐno do kation, ɐ vɛlozidɐdɛ dɛ ɐbsoɾsɐ̃w̃ dɛkʁɛʃsɛ a mɛdidɐ kʷɛ ɐʃ
-pozisõj̃s dɛ tɾokɐ vɐ̃w̃ sɛndo pɾɛɛnkidɐs. ɐdizionowu-sɛ 2,5ɡ dɛ ɐɾʒilɐ ɛm 100ml dɐ
-solusɐ̃w̃ dɛ ɐzul dɛ mɛtilɛno 5ɡ/l. ɐ miʃtuɾɐ fikowu ɛm konstɐntɛ ɐʒitɐsɐ̃w̃ poɾ 18
-(fiɡʁɐ iji.7). ɐ miʃtuɾɐ fowi sɛntɾifuɡɐdɐ duɾɐntɛ 10 minutos ɐ 2300ɾpm, ɛ
-ɐnɐlizowu-sɛ ɐ konsɛntɾɐsɐ̃w̃ do ɐzul dɛ mɛtilɛno nɐ solusɐ̃w̃ izɛntɐ dɛ ɐɾʒilɐ. ɛʃsɐ
-ɐnalizɛ fowi ɾɛɐlizɐdɐ ɛm um ɛʃpɛktɾofotomɛtʁo modɛlo 46 m350 dowublɛ bɛɐm uv -
-vizivɛl spɛktɾopotomɛtɛɾ ( fiɡʁɐ iji.8 ) do lɐboɾɐtɔɾio dɛ ɐnalizɛ ɐmbiɛntɐl ɛ
-minɛɾɐl – lɐm / ik-ufʁʒ . ɐnalizɛ dɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations. iji.4 -
-polimɛɾos nɛʃsɛ tɾɐbɐlo foɾɐm uzɐdos tɾes difɛɾɛntɛs polimɛɾos ɛ kloɾɛto dɛ
-potaʃsio komɛɾsiɐl. sɛndo o poli (kloɾɛto dɛ diɐlildimɛtilɐmonio) ɛ o mono
-ɛʃtɛɐɾɐto dɛ poli (ɡlikol ɛtileniko) 350 komɛɾsiajs. ɐ n,n,n-tɾimɛtilkʷitozɐnɐ
-fowi obtido poɾ koʁɛjɐ, iji.4.1 - pɾozɛdensiɐ o poli (kloɾɛto dɛ
-diɐlildimɛtilɐmonio), dɛ bajkso pɛzo, uzɐdo nɛʃtɛ tɾɐbɐlo fowi do mɛʃmo lotɛ kʷɛ
-o utilizɐdo poɾ kɐɾlos ɛduɐɾdo kɐɾvɐlido dɛ sowuzɐ, ɛm suɐ tɛzɛ dɛ mɛʃtɾɐdo
-(sowuzɐ, 2002) ondɛ fowi kɐɾɐktɛɾizɐdo poɾ ɾɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ ɛ
-ɛʃpɛktɾomɛtʁiɐ nɐ ɾɛʒiɐ̃w̃ do infɾɐvɛɾmɛlo. os ɾɛzultɐdos obtidos poɾ sowuzɐ
-(2002) kompɾovɐɾɐm kʷɛ o polimɛɾo ɐpʁɛzɛntɐvɐ ɐ ɛʃtɾutuɾɐ kʷimikɐ ɛʃpɛɾɐdɐ. o
-polimɛɾo mɛnsionɐdo ɐzimɐ ɛʃta diʃponivɛl komɛɾsiɐlmɛntɛ, ɛ pɾovɛniɛntɛ dɐ
-sinɡmɐ-ɐldɾik kompɐnj (ewɐ). suɐs kɐɾɐktɛɾiʃtikɐs , komo dɛʃkɾitɐs pɛlo
-fɐbʁikɐntɛ , sɐ̃w̃ moʃtɾɐdɐs nɐ tɐbɛlɐ iji.5. . ɐ n,n,n-tɾimɛtilkʷitozɐnɐ
-utilizɐdɐ nɛʃtɛ tɾɐbɐlo fowi ɐ mɛʃmɐ uzɐdɐ poɾ klɛjʃson kɐʃtɾo koʁeɐ ɛm suɐ
-tɛzɛ dɛ mɛʃtɾɐdo (koʁeɐ, 2004), ondɛ fowi kɐɾɐktɛɾizɐdo poɾ ɾɛʃsonansiɐ
-mɐɡnetikɐ nuklɛɐɾ ɛ ɛʃpɛktɾomɛtʁiɐ nɐ ɾɛʒiɐ̃w̃ do infɾɐvɛɾmɛlo. os ɾɛzultɐdoʃ
-obtidos poɾ koʁeɐ (2004), kompɾovɐɾɐm kʷɛ o polimɛɾo ɐpʁɛzɛntɐvɐ ɐ ɛʃtɾutuɾɐ
-kʷimikɐ ɛʃpɛɾɐdɐ. o pɾozɛdimɛnto ɛspɛɾimɛntɐl dɐ sintɛzɛ dɐ
-n,n,n-tɾimɛtilkʷitozɐnɐ (tmk) fowi dɛʃkɾito kom dɛtɐlɛs poɾ koʁeɐ (2004). o
-mono ɛʃtɛɐɾɐto dɛ poli (ɡlikol ɛtileniko) 350, uzɐdo nɛʃtɛ tɾɐbɐlo fowi do mɛʃmo
-lotɛ kʷɛ o utilizɐdo poɾ ʒoɾʒɛ dɛ ɐlmɛjdɐ ɾodʁiɡʷɛs ʒunioɾ ɛm suɐ monoɡʁɐfiɐ
-(ʒunioɾ, 2005). o polimɛɾo fowi ɐdkʷiɾido dɐ oksitɛno, ɛ fowi kɐbɐlmɛntɛ iji.5 -
-ɛnsɐjo dɛ ɾolɐmɛnto ɐdizionowu-sɛ 50ɡ dɛ ɐɾʒilɐ kom ɐ ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4-8 #
-(23,62>ø<4,76mm) ɛm umɐ selulɐ bɐɾowid. ɐdizionowu-sɛ, nɐ mɛʃmɐ selulɐ 350ml dɛ
-solusɐ̃w̃. ɐs selulɐs foɾɐm ɛɾmɛtikɐmɛntɛ fɛkɐdɐs ɛ tɾɐnsfɛɾidɐs pɐɾɐ o foɾno
-ʁotɐtɔɾio (fiɡʁɐ iji.10) ondɛ pɛɾmɐnɛzɛɾɐm poɾ 16 oɾɐs ɐ tɛmpɛɾɐtuɾɐ dɛ 66ºk.
-ɐo teɾmino dɛʃtɛ pɛɾiodo, ɐs selulɐs foɾɐm ɾɛʃfɾiɐdɐs ɛ ɐbɛɾtɐs. sew konteẃdo
-fowi kujdɐdozɐmɛntɛ lɐvɐdo ɛm umɐ pɛnɛjɾɐ 30 (ɐbɛɾtuɾɐ 0,12mm), o mɐtɛɾiɐl fowi
-sɛko ɛm ɛʃtufɐ ɐ 80ºk duɾɐntɛ 16, o mɐtɛɾiɐl fowi pɛnɛjɾɐdo uzɐndo-sɛ ɐs mɐlɐʃ
-8 ɛ 30 (4,76mm ɛ 0,12mm) ɛ finɐlmɛntɛ pɛzɐdo. ɐ pɛɾsɛntuɐl dɛ ɐɾʒilɐ ɾɛkupɛɾɐdɐ
-fowi kɐlkulɐdo uzɐndo-sɛ ɐ ɛkɐsɐ̃w̃ iji.4. ɐ fiɡʁɐ iji.11 moʃtɾɐ o fluksoɡʁɐmɐ do
-ɛnsɐjo. m1 = mɐʃsɐ dɛ ɐɾʒilɐ sɛkɐ ɛ pɛnɛjɾɐdɐ. ɾɛɐlizowu-sɛ o ɛnsɐjo dɛ ɾolɐmɛnto
-kom ɐs sɛtɛ ɐɾʒilɐs, utilizɐndo-sɛ ɐs kɐtʁo solusɐ̃w̃ inibidoɾɐs liʃtɐdɐs nɐ
-tɐbɛlɐ iji.6 pɐɾɐ kɐdɐ umɐ dɐs sɛtɛ ɐɾʒilɐs ɛʃtudɐdɐs. fiɡʁɐ iji.10 –
-fluksoɡʁɐmɐ dos ɛnsɐjos dɛ ɾolɐmɛnto iji.6 - dɛtɛɾminɐsɐ̃w̃ do tɛoɾ dɛ umidɐdɛ dɐʃ
-ɐɾʒilɐs o pɾozɛdimɛnto uzɐdo fowi o mɛʃmo utilizɐdo poɾ sowuzɐ (2002). sɛkowu-sɛ
-sɛɾkɐ dɛ 50ɡ dɛ ɐɾʒilɐ ɛm kondisõj̃s similɐɾɛs ɐs do ɛnsɐjo dɛ ɾolɐmɛnto. umɐ
-mɐʃsɐ dɛ 50 ɡɾɐmɐs dɛ ɐɾʒilɐ fowi kolokɐdɐ ɛm umɐ plɐkɐ dɛ pɛtʁi ɛ kolokɐdɐ no
-foɾno ɐ 80ºk, ondɛ pɛɾmɐnɛzew duɾɐntɛ 16. ɐpɔs ɛʃsɛ pɛɾiodo ɐ ɐɾʒilɐ fowi pɛzɐdɐ
-ɛ o pɛɾsɛntuɐl dɛ idʁɐtɐsɐ̃w̃ fowi kɐlkulɐdo utilizɐndo-sɛ ɐ ɛkɐsɐ̃w̃ iji.5 ɛkɐsɐ̃w̃
-iji.5 – kalkulo do pɛɾsɛntuɐl dɛ aɡɐ nɐ ɐɾʒilɐ (umidɐdɛ). iji.7 – ɐnalizɛ
-kʷimikɐ do ɐso do embolo ɐnɐlizowu-sɛ ɐ konsɛntɾɐsɐ̃w̃ dos pɾinsipajs mɛtajʃ
-konstitujntɛs do ɐso inoks, o fɛʁo, nikʷɛl ɛ kɾomo. fowi ɾɛtiɾɐdɐ ɐmoʃtɾɐ do ɐso
-do embolo (fiɡʁɐ iji.11) nɐ ofizinɐ mɛkanikɐ do kkmn/ufʁʒ. ɐ ɐmoʃtɾɐ do ɐso fowi
-lɛvɐdɐ pɐɾɐ o lɐboɾɐtɔɾio dɛ ɐnalizɛ ɐmbiɛntɐl ɛ minɛɾɐl – lɐm / ik-ufʁʒ, ondɛ
-fowi dɛtɛɾminɐdɐ os tɛoɾɛs dos tɾes pɾinsipajs mɛtajs kʷɛ kompõj̃m o ɐso do
-embolo. ɐ ɐmoʃtɾɐ (0,2000 ɡ) fowi ɐbɛɾtɐ kom aɡɐ ɾeʒiɐ (miʃtuɾɐ dɛ azidoʃ
-nitʁiko ɛ kloɾidʁiko ɐmbos konsɛntɾɐdos ɐ ɾɐzɐ̃w̃ dɛ 1:3), ɐ solusɐ̃w̃ ɾɛzultɐntɛ
-fowi kɐntitɐtivɐmɛntɛ tɾɐnsfɛɾidɐ pɐɾɐ um bɐlɐ̃w̃ volumetʁiko dɛ 0,50 l. o bɐlɐ̃w̃
-kom ɐ ɐmoʃtɾɐ fowi ɐfɛɾido. ɛʃsɐ solusɐ̃w̃ fowi kɐmɐdɐ solusɐ̃w̃ mɐ̃j̃. dɐ solusɐ̃w̃ mɐ̃j̃
-ʁɛtiɾowu-sɛ ɐlikotɐ dɛ 10,0 ml, ɐ kɐl fowi ɐdizionɐdɐ ɛm um bɐlɐ̃w̃ volumetʁiko dɛ
-100 ml. o bɐlɐ̃w̃ fowi ɐfɛɾido, obtɛndo-sɛ ɐʃsim umɐ solusɐ̃w̃ diluj́dɐ 10ks. dɐ
-solusɐ̃w̃ diluj́dɐ 10ks, fowi ɾɛtiɾɐdɐ ɐlikotɐ dɛ 10 ml ɛ ɐdizionɐdɐ ɛm um bɐlɐ̃w̃
-volumetʁiko dɛ 100 ml, pɾɛpɐɾowu-sɛ tɾes pɐdʁõj̃s pɐɾɐ kɐdɐ ɛlɛmɛnto ɐnɐlizɐdo. oʃ
-pɐdʁõj̃s tinɐm ɐs sɛɡʷintɛs konsɛntɾɐsõj̃s 1, 5 ɛ 10 ppm. ɐ ɐmoʃtɾɐ ɛ os pɐdʁõj̃ʃ
-foɾɐm ɐnɐlizɐdos poɾ ɐbsoɾsɐ̃w̃ ɐtomikɐ. o modɛlo do ɐpɐɾɛlo uzɐdo fowi pɛɾkĩ
-ɛlmɛɾ ɐtomik ɐbsoɾption spɛktɾomɛtɛɾ kɐpitulo iv ɾɛzultɐdos iv.1 –
-kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɐɾʒilɐs iv.1.1 – ɐnalizɛ kʷimikɐ ɐ kompozisɐ̃w̃ kʷimikɐ dɐʃ
-sɛtɛ ɐɾʒilɐs ɛʃtudɐdɐs, sob ɐ foɾmɐ dɛ sews ɾɛʃpɛktivos ɔksidos, ɛʃta nɐs tɐbɛlɐʃ
-iv.1 ɛ iv.2. iv.1.2 – ɐnalizɛ minɛɾɐlɔʒikɐ ɐ kompozisɐ̃w̃ minɛɾɐlɔʒikɐ totɐl dɐʃ
-ɐɾʒilɐs ɛʃta nɐ tɐbɛlɐ iv.3. ɐ kompozisɐ̃w̃ dos ɐɾʒilominɛɾajs e ɛnkontɾɐdɐ nɐ
-tɐbɛlɐ iv.4. iv.2 – kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations os kalkulos pɐɾɐ ɐ
-dɛtɛɾminɐsɐ̃w̃ dɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations foɾɐm bɐzɛɐdos nɐ ɾɛlɐsɐ̃w̃
-ɛʃtɛkʷiometʁikɐ dɛ 1:1 do ɐzul dɛ mɛtilɛno ɛ kations tɾokavɛjs dɐs ɐɾʒilɐs.
-fotos dɐs solusõj̃s dɛ ɐzul dɛ mɛtilɛno obtidɐs ɐpɔs ɐ tɾokɐ dɛ kations, ɛʃtɐ̃w̃ nɐ
-fiɡʁɐ iv.1. ɐs solusõj̃s pɾɛpɐɾɐdɐs pɐɾɐ ɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ ɛʃtɐ̃w̃ liʃtɐdɐs nɐ
-tɐbɛlɐ iv.5. obtɛvɛ-sɛ umɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ (fiɡʁɐ iv.2) pɐɾɐ o ɐzul dɛ
-mɛtilɛno kom ɾ2 = 0,9997, ɐ ɛkɐsɐ̃w̃ dɐ ɾɛtɐ obtidɐ fowi: j=70076ks-0,0061. ɐʃ
-difɛɾɛntɛs solusõj̃s dɛ ɐzul dɛ mɛtilɛno uzɐdɐs no pɾozɛʃso dɛ tɾokɐ dɛ kationʃ
-dɐs sɛtɛ ɐɾʒilɐs, foɾɐm ɐnɐlizɐdɐs no mɛʃmo ɛʃpɛktɾofotomɛtʁo ondɛ foɾɐ̃
-ɐnɐlizɐdɐs ɐs solusõj̃s pɐɾɐ o pɾɛpɐɾo dɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃. fɛz-sɛ tɐmbem ɐ
-lɛjtuɾɐ dɛ um bɾɐnko (solusɐ̃w̃ dɛ ɐzul dɛ mɛtilɛno kʷɛ tinɐ ɐ mɛʃmɐ konsɛntɾɐsɐ̃w̃
-dɐs dɛmajs, sɛndo kʷɛ nɛʃtɐ nɐ̃w̃ fowi ɐdizionɐdo ɐɾʒilɐ, ɛmboɾɐ tɛnɐ pɐʃsɐdo pɛlo
-mɛʃmo pɾozɛʃso kʷɛ ɐs dɛmajs). ɐs dilujsõj̃s, lɛjtuɾɐs ɛ kalkulos ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.6. o kɐdʁo iv.1 moʃtɾɐ ɐs siɡlɐs uzɐdɐs nɐ tɐbɛlɐ iv.6. obs.: ɐs ɐmoʃtɾɐs 6,
-7 ɛ 10 foɾɐm dɛʃkɐɾtɐdɐs. kɐdʁo iv.1 – siɡlɐs dɐ tɐbɛlɐ iv.6. ɐ = dilujsɐ̃w̃ dɐʃ
-ɐmoʃtɾɐs. iv.3 - dɛtɛɾminɐsɐ̃w̃ do tɛoɾ dɛ umidɐdɛ dɐs ɐɾʒilɐs ɐ ɛkɐsɐ̃w̃ iji.2 fowi
-uzɐdɐ pɐɾɐ o kalkulo do pɛɾsɛntuɐl dɛ umidɐdɛ. os ɾɛzultɐdos ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.7. os dɐdos ɐkʷi obtidos foɾɐm uzɐdos nos kalkulos iv.4 – ɛnsɐjo dɛ ɾolɐmɛnto
-ʁɛɐlizowu-sɛ o ɛnsɐjo dɛ ɾolɐmɛnto kom ɐs sɛtɛ ɐɾʒilɐs ɛʃtudɐdɐs (fiɡʁɐ iv.3),
-utilizɐndo-sɛ difɛɾɛntɛs tipos dɛ solusõj̃s inibidoɾɐs. ɐs solusõj̃s utilizɐdɐʃ
-nɛʃsɛ itɛm ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.3. ɐs solusõj̃s foɾɐm pɾɛpɐɾɐdɐʃ
-uzɐndo-sɛ idʁɔksido dɛ sɔdio pɐɾɐ ɛlɛvɐɾ o p pɐɾɐ 10. os ɾɛzultɐdos do ɛnsɐjo
-sɛ ɛnkontɾɐm nɐs tɐbɛlɐs iv.8, iv.9, iv.10 ɛ iv.11. ɐ fiɡʁɐ iv.3 moʃtɾɐ fotoʃ
-dɐs ɐɾʒilɐs ɛʃtudɐdɐs nɛʃtɛ tɾɐbɐlo, nɐ ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4-8
-(23,62>ø<4,76mm), uzɐdɐs pɐɾɐ o ɛnsɐjo dɛ ɾolɐmɛnto . iv.5 – ɛnsɐjo dɛ ɐdɛɾensiɐ
-dɐs ɐɾʒilɐs ɐo mɛtɐl nɛʃsɛ itɛm, ɛʃtɐ̃w̃ liʃtɐdos os ɾɛzultɐdos dos ɛnsɐjos dɛ
-ɐdɛɾensiɐ dɐs ɐɾʒilɐs ɐo mɛtɐl. foɾɐm uzɐdɐs ɐs 7 ɐɾʒilɐs, tɾɐtɐdɐs kõ
-difɛɾɛntɛs tipos dɛ solusõj̃s. ɐs solusõj̃s utilizɐdɐs nɛʃsɛ itɛm ɛʃtɐ̃w̃ dɛʃkɾitɐʃ
-nɐ tɐbɛlɐ iji.1. ɛʃsɐs 5 solusõj̃s foɾɐm pɾɛpɐɾɐdɐs utilizɐndo-sɛ idʁɔksido dɛ
-sɔdio pɐɾɐ ɛlɛvɐɾ o p pɐɾɐ 10. ɐs solusõj̃s s1, s2, s3, s4 ɛ s5, uzɐdɐs nɐʃ
-ɐnalizɛs dɛ ɐdɛɾensiɐ dɐ ɐɾʒilɐ no ɐso, ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.1. iv.5.1
-– ɐnalizɛ dɐ ɐɾʒilɐ ɐ1 ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ1 pɛlo ɐso,
-utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p= 10 (s1), ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃
-dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛm sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo
-pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ
-ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐs ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1.
-os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.12, ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ
-ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. os kalkulos dos vɐloɾɛs medios, dɛʃvio
-pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.13. iv.5.2 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ2
-ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ2 pɛlo ɐso, utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p=
-10 (s1) ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛ̃
-sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ
-ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐʃ
-ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1. os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.14. ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. oʃ
-kalkulos dos vɐloɾɛs medios, dɛʃvio pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.15. tɐbɛlɐ iv.14-foɾsɐ maksimɐ (f) pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɐ ɐɾʒilɐ ɐ2
-iv.5.3 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ3 ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ3 pɛlo ɐso,
-utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p= 10 (s1) ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃
-dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛm sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo
-pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ
-ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐs ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1.
-os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.16. ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ
-ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. os kalkulos dos vɐloɾɛs medios, dɛʃvio
-pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.17. iv.5.4 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ4
-ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ4 pɛlo ɐso, utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p=
-10 (s1) ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛ̃
-sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ
-ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐʃ
-ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1. os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.18. ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. oʃ
-kalkulos dos vɐloɾɛs medios, tɐbɛlɐ iv.18 - foɾsɐ maksimɐ (f) pɐɾɐ dɛʃpɾɛndɛɾ o
-embolo dɐ ɐɾʒilɐ ɐ4 iv.5.5 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ5 ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ
-ɐɾʒilɐ ɐ5 pɛlo ɐso, utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p= 10 (s1) ɐs vɐɾiavɛjs dɛ
-ɛntɾɐdɐ ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛm sɛɡʷidɐ , utilizɐndo-sɛ o
-mɛʃmo pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ
-dɐ ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐs ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ
-iji.1. os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.20. ondɛ f e ɐ foɾsɐ (n)
-ɐplikɐdɐ ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. os kalkulos dos vɐloɾɛs medios,
-dɛʃvio pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.21. tɐbɛlɐ iv.20-foɾsɐ maksimɐ
-(f) pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɐ ɐɾʒilɐ ɐ5 iv.5.6 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ6
-ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ6 pɛlo ɐso, utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p=
-10 (s1) ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃ dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛ̃
-sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ
-ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐʃ
-ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1. os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.22. ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. oʃ
-kalkulos dos vɐloɾɛs medios, dɛʃvio pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ
-iv.23. tɐbɛlɐ iv.22-foɾsɐ maksimɐ (f) pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɐ ɐɾʒilɐ ɐ6
-iv.5.7 – ɐnalizɛ dɐ ɐɾʒilɐ ɐ7 ɐnɐlizowu-sɛ ɐ ɐfinidɐdɛ dɐ ɐɾʒilɐ ɐ7 pɛlo ɐso,
-utilizɐndo-sɛ solusɐ̃w̃ dɛ nɐo p= 10 (s1) ɐs vɐɾiavɛjs dɛ ɛntɾɐdɐ ɛʃtɐ̃w̃
-dɛʃkɾitɐs nɐ tɐbɛlɐ iji.2 ɛ iji.3. ɛm sɛɡʷidɐ , utilizɐndo-sɛ o mɛʃmo
-pɾozɛdimɛnto ɛ ɐs mɛʃmɐs vɐɾiavɛjs , ɐnɐlizowu-sɛ ɐ inibisɐ̃w̃ dɐ ɐfinidɐdɛ dɐ
-ɐɾʒilɐ pɛlo ɐso. . ɐs solusõj̃s inibidoɾɐs uzɐdɐs ɛʃtɐ̃w̃ liʃtɐdɐs nɐ tɐbɛlɐ iji.1.
-os ɾɛzultɐdos dɐs ɐnalizɛs ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.24. ondɛ f e ɐ foɾsɐ (n) ɐplikɐdɐ
-ɐo embolo pɐɾɐ dɛʃpɾɛnde-lo dɐ ɐɾʒilɐ. os kalkulos dos vɐloɾɛs medios, dɛʃvio
-pɐdʁɐ̃w̃ ɛ ɛʁos pɐdʁõj̃s ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.25. iv.6 – ɐnalizɛ kʷimikɐ do ɐso do
-embolo ɐnɐlizowu-sɛ ɐ konsɛntɾɐsɐ̃w̃ dos pɾinsipajs mɛtajs konstitujntɛs do ɐso
-inoks, o fɛʁo, nikʷɛl ɛ kɾomo. ɐ lɛjtuɾɐ dos pɐdʁõj̃s dos mɛtajs ɐnɐlizɐdoʃ
-ɛnkontɾɐm-sɛ nɐ tɐbɛlɐ iv.26. ɐs kuɾvɐs dɛ kɐlib��ɐsɐ̃w̃ ɛnkontɾɐm-sɛ
-ʁɛʃpɛktivɐmɛntɛ nɐs fiɡʁɐs iv.4 , iv.5 ɛ iv.6. . os ɾɛzultɐdos dos tɛoɾɛs doʃ
-mɛtajs ɐnɐlizɐdos ɛʃtɐ̃w̃ nɐ tɐbɛlɐ iv.27. kɐpitulo v diʃkuʃsɐ̃w̃ nɛʃsɛ kɐpitulo sɐ̃w̃
-ɐpʁɛzɛntɐs ɐs diʃkuʃsõj̃s ɾɛfɛɾɛntɛs a kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɐɾʒilɐs utilizɐdɐs, ɛ
-ɐs ɐnalizɛs dɛ ɾolɐmɛnto kom os difɛɾɛntɛs tipos dɛ inibidoɾɛs dɐ ɾɛɐtividɐdɛ
-dɐs ɐɾʒilɐs. sɐ̃w̃ ɐpʁɛzɛntɐdɐs tɐmbem, ɐs diʃkuʃsõj̃s sobʁɛ os ɾɛzultɐdos dɐ
-kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations ɛ os tɛʃtɛs dɛ ɐdɛɾensiɐ dɐs ɐɾʒilɐs ɐo mɛtɐl.
-v.2 – kɐɾɐktɛɾizɐsɐ̃w̃ dɐs ɐɾʒilɐs v.2.1 – kompozisɐ̃w̃ kʷimikɐ ɐ ɐnalizɛ kʷimikɐ
-pɾopʁiɐmɛntɛ ditɐ, foɾnɛzɛ ɾɛzultɐdos ɛspɾɛʃsɐndo ɐ kompozisɐ̃w̃ dɐs ɐɾʒilɐs nɐ
-foɾmɐ dɛ ɔksidos (kʷɛ kompõj̃m os ɐɾʒilo-minɛɾajs). ɐ ɐnalizɛ kʷimikɐ moʃtɾowu kʷɛ
-ɐs ɐɾʒilɐs poʃsuɛm um ɐlto tɛoɾ dɛ ɔksido dɛ silizio (sio2) vɛɾ tɐbɛlɐs iv.1 ɛ
-iv.2, o kʷɛ e dɛvido a pɾɛzɛnsɐ dɛ silikɐto ɛ silikɐ livʁɛ (sɐntos, 1992). ɛʃsɛʃ
-ʁɛzultɐdos sɐ̃w̃ dɛvido ɐo fɐto dos ɐɾʒiloʃminɛɾajs poʃsuj́ɾɛm, ɛm suɐ ɛʃtɾutuɾɐ,
-ɡɾɐndɛs kɐntidɐdɛs dɛ silizio, kʷɛ kompõj̃m ɐs -2 (fiɡʁɐ ii.2) ɛ, tɐmbem, ɛ̃
-ʁɐzɐ̃w̃ dɐ pɾɛzɛnsɐ do folɐs tɛtʁɐedʁikɐs dɛ sio4 minɛɾɐl kɐɾtzo. ɐ ɐnalizɛ
-kʷimikɐ moʃtɾowu kʷɛ ɐ sɛɡndɐ mɐjoɾ konsɛntɾɐsɐ̃w̃ nɐs ɐɾʒilɐs ɛʃtudɐs fowi dɛ
-ɔksido dɛ ɐluminio (ɐl2o3), kʷɛ ɐdvem do fɐto dɛ os ɐɾʒilominɛɾajs poʃsuj́ɾɛm ɛ̃
-suɐ ɛʃtɾutuɾɐ ɡɾɐndɛs kɐntidɐdɛs dɛ ɐluminio, kʷɛ kompõj̃ ɐs folɐs ɐktɐedʁikɐʃ
-dɛ suɐ ɛʃtɾutuɾɐ vɛɾ fiɡʁɐ ii.2. v.2.1.1 – ɐɾʒilɐ ɐ1 obsɛɾvɐndo-sɛ ɐ tɐbɛlɐ
-iv.1, e poʃsivɛl notɐɾ kʷɛ ɐ ɐɾʒilɐ ɐpʁɛzɛntɐ 1,1 %p/p dɛ ɔksido dɛ kalsio (kɐo).
-ɛʃsɛ ɾɛzultɐdo ɛʃta dɛ ɐkoɾdo kom ɐ kompozisɐ̃w̃ minɛɾɐlɔʒikɐ dɛʃkɾitɐ nɐ tɐbɛlɐ
-iv.3, kʷɛ moʃtɾɐ ɐ pɾɛzɛnsɐ dɛ kɐlsitɐ nɐ ɐɾʒilɐ ɐ1. ɐ kɐlsitɐ e ɐ pɾinsipɐl
-fontɛ dɛ kalsio nɐs ɐɾʒilɐs (sɐntos, 1992). ɐ pɾɛzɛnsɐ dɛ fɛʁo ɛ titanio suʒɛɾɛ
-ɐ substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛs ions. o mɐɡnezio
-podɛ, ɐlem dɐ substitujsɐ̃w̃ izomɔɾfikɐ, ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o sɔdio nɐ
-foɾmɐ dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs (sɐntos, 1992). ɐ fiɡʁɐ v.1 moʃtɾɐ
-ɐ ɐɾʒilɐ ɐ1 kom ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ ɾolɐmɛnto) ɛ mɛnoɾ
-kʷɛ 30 (uzɐdɐ pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). v.2.1.2 – ɐɾʒilɐ ɐ2 ɐ ɐɾʒilɐ
-ɐ2, ɐʃsim komo ɐs dɛmajs, poʃsuj umɐ mɐjoɾ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio
-(sio2, 56,4 %p/p ) , sɛɡʷidɐ poɾ ɔksido dɛ ɐluminio (ɐl2o3, 16,3 %p/p). poʃsuj
-tɐmbem ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ fɛʁo ( fɛ2o3 , 11,6% p/p ) , o kʷɛ suʒɛɾɛ ɐ
-substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛ ions. . ɐ ɐɾʒilɐ tɐmbẽ
-poʃsuj ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ mɐɡnezio (mɡo 1,4 %p/p), sɛndo kʷɛ ɛʃtɛ podɛ sɛɾ
-ɐtʁibuj́do ɐ substitujsɐ̃w̃ izomɔɾfikɐ, bɛm komo ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o
-sɔdio nɐ foɾmɐ dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs. (sɐntos, 1992). ɐ fiɡʁɐ
-v.2 moʃtɾɐ ɐ ɐɾʒilɐ ɐ2 kom ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ
-ʁolɐmɛnto) ɛ mɛnoɾ kʷɛ 30 (uzɐdɐ pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). v.2.1.3 –
-ɐɾʒilɐ ɐ3 ɐ ɐɾʒilɐ ɐ3 poʃsuj mɐjoɾ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio (sio2, 53,0
-%p/p), sɛɡʷidɐ poɾ ɔksido dɛ ɐluminio (ɐl2o3, 19,9 %p/p). ɐʃsim komo ɐ ɐɾʒilɐ ɐ2,
-ɐ ɐɾʒilɐ ɐ3 poʃsuj ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ fɛʁo (fɛ2o3, 11,1%p/p), o kʷɛ suʒɛɾɛ ɐ
-substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛ ion. ɐ ɐɾʒilɐ ɐ3 poʃsuj
-tɐmbem, ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ mɐɡnezio (mɡo 2,7 %p/p), ɛʃtɛ podɛ sɛɾ
-ɐtʁibuj́do a substitujsɐ̃w̃ izomɔɾfikɐ, bɛm komo ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o
-sɔdio nɐ foɾmɐ dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs. (sɐntos, 1992). ɐ
-konsɛntɾɐsɐ̃w̃ dɛ potaʃsio e mɐjoɾ kʷɛ ɐ konsɛntɾɐsɐ̃w̃ dɛ sɔdio, o kʷɛ suʒɛɾɛ, kʷɛ
-ɐ ɐɾʒilɐ ɐ3 sɛʒɐ umɐ ɐɾʒilɐ potaʃsikɐ. ɐ fiɡʁɐ v.3 moʃtɾɐ ɐ ɐɾʒilɐ ɐ3 kõ
-ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ ɾolɐmɛnto) ɛ mɛnoɾ kʷɛ 30 (uzɐdɐ
-pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). v.2.1.4 – ɐɾʒilɐ ɐ4 ɐ ɐɾʒilɐ ɐ4 poʃsuj mɐjoɾ
-konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio (sio2, 57,0 %p/p), sɛɡʷidɐ poɾ ɔksido dɛ
-ɐluminio (ɐl2o3, 16,6 %p/p). ɐ ɐɾʒilɐ tɐmbem ɐpʁɛzɛntowu um sɛɾto pɛɾsɛntuɐl ɛ̃
-pɛzo dɛ ɔksido dɛ potaʃsio (3,40% p/p), pɾovɐvɛlmɛntɛ dɛvido a pɾɛzɛnsɐ do
-ɐɾʒilominɛɾɐl ilitɐ, o kɐl e tɐmbem um ɐɾʒilominɐɾɐl do ɡɾupo dɐ ɛʃmɛktitɐ ɛ
-kʷɛ ɐpʁɛzɛntɐ ions potaʃsio nɐ intɛɾkɐmɐdɐ plɐnɐɾ bɐzɐl. fowi ɛnkontɾɐdo tɐmbẽ
-um ɐlto tɛoɾ dɛ ɔksido dɛ mɐɡnezio (3,20 %p/p), pɾovɐvɛlmɛntɛ, dɛvido a pɾɛzɛnsɐ
-do ɐɾʒilominɛɾɐl kloɾitɐ. o tɛoɾ dɛ ɔksido dɛ kalsio (1,20 %p/p), pɾovɐvɛlmɛntɛ,
-e dɛvido a pɾɛzɛnsɐ dɛ kɐlsitɐ owu owutʁo minɛɾɐl ɛ ions kalsio kʷɛ podɛm ɛʃtɐɾ
-pɾɛzɛntɛs nɐ foɾmɐ dɛ kations idʁɐtɐdos nɐs intɛɾkɐmɐdɐs, ɐʃsim komo os ionʃ
-sɔdio (sɐntos, 1989). os ɾɛzultɐdos dɛ ɐnalizɛ kʷimikɐ moʃtɾɐɾɐm tɐmbem ɐ
-pɾɛzɛnsɐ dɛ ɔksido dɛ fɛʁo ɛ titanio ɛm tɛoɾɛs dɛ 7,10 ɛ 0,78%
-ʁɛʃpɛkʷitivɐmɛntɛ. ɐ pɾɛzɛnsɐ dɛ fɛʁo ɛ titɐnio podɛ tɛɾ tido oɾiʒɛm nɐ
-substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛs ions. ɐ fiɡʁɐ v.4
-moʃtɾɐ ɐ ɐɾʒilɐ v.2.1.5 – ɐɾʒilɐ ɐ5 ɐ ɐɾʒilɐ ɐ5 poʃsuj, mɐjoɾ konsɛntɾɐsɐ̃w̃ dɛ
-ɔksido dɛ silizio (sio2, 66,4 %p/p), sɛɡʷidɐ poɾ ɔksido dɛ ɐluminio (ɐl2o3, 14,3
-%p/p). poʃsuj umɐ ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ fɛʁo ( fɛ2o3 , 5,5% p/p ) , o kʷɛ
-suʒɛɾɛ ɐ substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛ ions. . poʃsuj
-tɐmbem, ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ mɐɡnezio (mɡo 2,7 %p/p), ɛʃtɛ podɛ sɛɾ
-ɐtʁibuj́do a substitujsɐ̃w̃ izomɔɾfikɐ, bɛm komo ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o
-sɔdio nɐ foɾmɐ dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs. ɐ fiɡʁɐ v.5 moʃtɾɐ ɐ
-ɐɾʒilɐ ɐ5 kom ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ ɾolɐmɛnto) ɛ mɛnoɾ
-kʷɛ 30 (uzɐdɐ pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). ɐ ɐɾʒilɐ ɐ6, ɐʃsim komo ɐʃ
-dɛmajs, poʃsuj mɐjoɾ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio (sio2, 63,7 %p/p ) ,
-sɛɡʷidɐ poɾ ɔksido dɛ ɐluminio (ɐl2o3, 14,7 %p/p). poʃsuj tɐmbem ɾɐzowavɛl
-konsɛntɾɐsɐ̃w̃ dɛ fɛʁo ( fɛ2o3 , 4,5% p/p ) , o kʷɛ suʒɛɾɛ kʷɛ tɛnɐ okoʁido ɐ
-substitujsɐ̃w̃ izomɔɾfikɐ do ɐluminio oktɐedʁiko poɾ ɛʃsɛ ions. . ɐ ɐɾʒilɐ poʃsuj
-tɐmbem ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ mɐɡnezio (mɡo 3,0 %p/p), ɛʃtɛ podɛ sɛɾ ɐtʁibuj́do
-a substitujsɐ̃w̃ izomɔɾfikɐ, bɛm komo ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o sɔdio nɐ
-foɾmɐ dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs. (sɐntos, 1992). ɐ ɐnalizɛ dɐ
-ɐɾʒilɐ ɐ6 ɐpʁɛzɛntowu tɐmbem, bajksɐ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ sɔdio (< 0,1 %p/p),
-ɛ umɐ ɾɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ potaʃsio (0,58 %p/p). ɐ fiɡʁɐ v.6
-moʃtɾɐ ɐ ɐɾʒilɐ ɐ6 kom ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ ɾolɐmɛnto)
-ɛ mɛnoɾ kʷɛ 30 (uzɐdɐ pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). v.2.1.7 – ɐɾʒilɐ ɐ7 ɐ
-ɐɾʒilɐ ɐ7 poʃsuj mɐjoɾ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio (sio2, 59,4 %p/p),
-sɛɡʷidɐ poɾ ɔksido dɛ ɐluminio (ɐl2o3, 13,6 %p/p). poʃsuj tɐmbem ɛlɛvɐdɐ
-konsɛntɾɐsɐ̃w̃ dɛ fɛʁo (fɛ2o3, 11,4%p/p), o kʷɛ suʒɛɾɛ ɐ substitujsɐ̃w̃ izomɔɾfikɐ
-do ɐluminio oktɐedʁiko poɾ ɛʃsɛ ions. ɐ ɐɾʒilɐ ɐ7 poʃsuj tɐmbem, ɾɐzowavɛl
-konsɛntɾɐsɐ̃w̃ dɛ mɐɡnezio (mɡo 2,7 %p/p), ɛ ɛʃtɛ fɐto podɛ sɛɾ ɐtʁibuj́do a
-substitujsɐ̃w̃ izomɔɾfikɐ, bɛm komo ɛʃtɐɾ pɾɛzɛntɛ ʒuntɐmɛntɛ kom o sɔdio nɐ foɾmɐ
-dɛ kations idʁɐtɐdos nɐs ɛntɾɛkɐmɐdɐs. (sɐntos, 1992). ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ7
-ɐpʁɛzɛntowu tɐmbem, bajksɐ konsɛntɾɐsɐ̃w̃ dɛ oksido dɛ sɔdio (< 0,1 %p/p), ɛ umɐ
-ʁɐzowavɛl konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ potaʃsio (1,7 %p/p). ɐ fiɡʁɐ v.7 moʃtɾɐ ɐ
-ɐɾʒilɐ ɐ7 kom ɡɾɐnulomɛtʁiɐ ɛntɾɛ 4 ɛ 8 (uzɐdɐ no ɛnsɐjo dɛ ɾolɐmɛnto) ɛ mɛnoɾ
-kʷɛ 30 (uzɐdɐ pɐɾɐ ɛnsɐjo dɛ ɐdɛɾensiɐ ɐo mɛtɐl). v.2.2 – kompozisɐ̃w̃
-minɛɾɐlɔʒikɐ ɐ ɐnalizɛ minɛɾɐlɔʒikɐ moʃtɾowu kʷɛ ɐ ɐɾʒilɐ ɐ1 poʃsuj 75 %p/p dɛ
-ɐɾʒilominɛɾajs, 20 %p/p dɛ kɐɾtzo ɛ 5 %p/p dɛ kɐlsitɐ. ɐ pɾɛzɛnsɐ dɛ kɐlsitɐ
-ʒuʃtifikɐ o tɛoɾ dɛ kalsio ɛnkontɾɐdo nɐ ɐnɐlizɛ kʷimikɐ, ɐ kɐlsitɐ e pɾinsipɐl
-fontɛ dɛ kalsio nɐs ɐɾʒilɐs (sɐntos, 1992) os 75 %p/p dos ɐɾʒilominɛɾajs sɐ̃w̃
-kompoʃtos poɾ 65 %p/p dɛ ɛʃmɛktitɐ, 30 %p/p dɛ kɐjulinitɐ ɛ 5 %p/p dɛ ilitɐ. ɐ
-ɐnalizɛ dɐ ɐɾʒilɐ ɐ2 ɾɛvɛlowu kʷɛ ɛʃtɐ poʃsuj 90% dɛ suɐ kompozisɐ̃w̃ dɛ ɐpɛnɐs ũ
-ɐɾʒilominɛɾɐl (ɛʃmɛktitɐ) ɛ 10% dɛ kɐɾtzo. ɐ ɐnalizɛ moʃtɾowu kʷɛ ɛʃsɐ ɐɾʒilɐ e
-majs omoʒenɛɐ, kom ɛsɛsɐ̃w̃ dɐ ɐɾʒilɐ ɐ6, kʷɛ poʃsuj kompozisɐ̃w̃ minɛɾɐlɔʒikɐ
-similɐɾ. ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ3 ɾɛvɛlowu kʷɛ ɛʃtɐ poʃsuj 80% dɛ suɐ kompozisɐ̃w̃ dɛ
-ɐɾʒilominɛɾajs, os kajs ɛʃtɐ̃w̃ divididos ɛm 80% dɛ ɛʃmɛktitɐ, 15% dɛ kawlinitɐ ɛ
-5% dɛ ilitɐ. ɐ ɐɾʒilɐ ɐ3 poʃsuj 15% dɛ kɐɾtzo ɛ 5% dɛ plɐʒioklazio dɛ suɐ
-kompozisɐ̃w̃ totɐl. ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ4 ɾɛvɛlowu kʷɛ ɛʃtɐ poʃsuj 45% dɛ suɐ
-kompozisɐ̃w̃ dɛ ɐɾʒilominɛɾajs, 35% dɛ kɐɾtzo, 5% dɛ plɐʒioklazio, 10% dɛ ɐpɐtitɐ
-ɛ 5% dɛ fɛldspɐɾto. os 45% dɛ ɐɾʒilominɛɾajs ɛʃtɐ̃w̃ divididos ɛm 5% dɛ kawlinitɐ,
-35% dɛ ilitɐ, 10% dɛ kloɾitɐ ɛ 50% dɛ ilitɐ/ɛʃmɛktitɐ. ɐ pɾɛzɛnsɐ dɛ ɐltɐ
-konsɛntɾɐsɐ̃w̃ dɛ ilitɐ ʒuʃtifikɐ ɐ suɐ ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ potaʃsio (k2o 3,40%
-p/p), ɐ mɐjoɾ dɐs sɛtɛ ɐɾʒilɐs ɛʃtudɐdɐs. ɐ ilitɐ e um ɐɾʒilominɛɾɐl do ɡɾupo dɐ
-ɛʃmɛktitɐ ɛ ɐpʁɛzɛntɐ ions potaʃsio nos ɛʃpɐsɐmɛntos intɛɾplɐnɐɾɛs (ɡɾim, 1968).
-ɐ ɐnalizɛ minɛɾɐlɔʒikɐ dɛjksɐ klɐɾo kʷɛ ɐ ɐɾʒilɐ ɐ4 e ɐ majs ɛtɛɾoʒenɛɐ dɐʃ
-ɐɾʒilɐs ɛʃtudɐdɐs. ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ5 moʃtɾowu kʷɛ 45% dɛ suɐ kompozisɐ̃w̃ sɐ̃w̃
-dɛ ɐɾʒilominɛɾajs ɛ 55% dɛ kɐɾtzo. os 45% dos ɐɾʒilominɛɾajs ɛʃtɐ̃w̃ divididos ɛ̃
-95% dɛ ilitɐ/ɛʃmɛktitɐ ɛ 5% dɛ kawlinitɐ. ɐ ɐɾʒilɐ ɐ5 poʃsuj o mɐjoɾ pɛɾsɛntuɐl
-dɛ kɐɾtzo dɐs ɐɾʒilɐs ɐkʷi ɛʃtudɐdɐs, iʃso ɛʃta dɛ ɐkoɾdo kom suɐ
-kɐɾɐktɛɾizɐsɐ̃w̃ kʷimikɐ, kʷɛ indikowu ɐ majs ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ ɔksido dɛ silizio
-(sio2, 66,4 %p/p). ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ6 moʃtɾowu kʷɛ 90% dɛ suɐ kompozisɐ̃w̃ e dɛ
-ɛʃmɛktitɐ ɛ 10% dɛ kɐɾtzo. ɛʃsɐ ɐnalizɛ moʃtɾɐ kʷɛ ɐ ɐɾʒilɐ ɐ6 poʃsuj
-kompozisɐ̃w̃ minɛɾɐlɔʒikɐ similɐɾ a dɐ ɐɾʒilɐ ɐ2. ɐ ɐnalizɛ dɐ ɐɾʒilɐ ɐ7 moʃtɾowu
-kʷɛ 65% dɛ suɐ kompozisɐ̃w̃ sɐ̃w̃ dɛ ɐɾʒilominɛɾajs, 25 % dɛ kɐɾtzo ɛ 10 dɛ
-k-fɛldspɐto. os 65% dɛ ɐɾʒilominɛɾajs ɛʃtɐ̃w̃ dividido ɛm 95% dɛ ilitɐ/ɛʃmɛktitɐ ɛ
-5% dɛ kawlinitɐ. v.2.3 – kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations ɐ tɐbɛlɐ v.1 moʃtɾɐ oʃ
-vɐloɾɛs dɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations dɐs 7 ɐɾʒilɐs ɛʃtudɐdɐs. podɛ-sɛ
-obsɛɾvɐɾ kʷɛ ɐs ɐɾʒilɐs poʃsuɛm kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations infɛɾioɾ ɐ 56
-mɛk/100ɡ, iʃto e kʷɛ ɐs ɐɾʒilɐs ɛʃtudɐdɐs poʃsuɛm kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kationʃ
-bɛm mɛnoɾ kʷɛ o vɐloɾ uzuɐl ɛnkontɾɐdo nos ɐɾʒilominɛɾajs do ɡɾupo dɐ ɛʃmɛktitɐ
-konfoɾmɛ ɐ tɐbɛlɐ v.2. no ɛntɐnto, sɛɡndo ɐ ɐnalizɛ minɛɾɐlɔʒikɐ, ɐs ɐɾʒilɐʃ
-nɐ̃w̃ sɐ̃w̃ kompoʃtɐs dɛ ɐpɛnɐs um ɐɾʒilominɛɾɐl. ɐʃsim sɛndo os vɐloɾɛs dɛ
-kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations ɛʃta dɛntɾo dɐ fajksɐ dɛ vɐloɾɛs ɛʃpɛɾɐdos. v.3 –
-ɛnsɐjo dɛ inibisɐ̃w̃ v.3.1 – ɐnalizɛ dɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs kom aɡɐ
-dɛʃtilɐdɐ. ɐnɐlizowu-sɛ ɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs sɛtɛ ɐɾʒilɐs kom aɡɐ. nɐ̃w̃ fowi
-nɛzɛʃsaɾio o ɛnsɐjo dɛ ɾolɐmɛnto pɐɾɐ ɛʃta ɐnalizɛ, viʃto ɐs ɐɾʒilɐs poʃsuj́ɾɛ̃
-ɡɾɐndɛ ɾɛɐtividɐdɛ. o tɛʃtɛ fowi bɛm simplɛs. ɛm um bekɛɾ kom aɡɐ dɛʃtilɐdɐ
-kolokowu-sɛ um pɛkʷɛno pɛdɐso dɛ ɐɾʒilɐ. obsɛɾvowu-sɛ, ɛm todɐs ɐs sɛtɛ ɐɾʒilɐs,
-ʁapido inkɐmɛnto ɛ ɛm powukos minutos ɐ totɐl fɾɐɡmɛntɐsɐ̃w̃ no mɛjo ɐkozo,
-ɛvidɛnsiɐdo ɐ siɡnifikɐtivɐ ɛspɐnsɐ̃w̃ dɐs kɐmɐdɐs intɛɾplɐnɐɾɛs bɐzajs. ɐ fiɡʁɐ
-v.8 moʃtɾɐ o mɛkɐniʃmo dɛ inkɐmɛnto poɾ ɐdsoɾsɐ̃w̃ dɛ aɡɐ. uzowu-sɛ ɐ ɐɾʒilɐ ɐ4
-pɐɾɐ dɛmonstɾɐɾ o pɾozɛʃso dɛ inkɐmɛnto ɛ fɾɐɡmɛntɐsɐ̃w̃ (dɛʃfolɐmɛnto) dɐʃ
-ɐɾʒilɐs kɐndo idʁɐtɐdɐs. ɐ pɾinsipio ɐ ɐɾʒilɐ ɐ4 fowi poʃtɐ dɛntɾo dɛ ũ
-ʁɛzipiɛntɛ kɛjo dɛ aɡɐ, ondɛ podɛ-sɛ obsɛɾvɐɾ suɐ totɐl fɾɐɡmɛntɐsɐ̃w̃. podɛ-sɛ
-obsɛɾvɐɾ ɐ fɾɐɡmɛntɐsɐ̃w̃ dɐ ɐɾʒilɐ ɐ4 nɐ sɛk̈ensiɐ dɛ fotos nɐ fiɡʁɐ v.9.
-ɐdizionowu-sɛ aɡɐ lɛntɐmɛntɛ (ɡotɐ ɐ ɡotɐ) ɐ ɐ4. obsɛɾvowu-sɛ kʷɛ ɐ ɐɾʒilɐ ɐ4
-kɐndo idʁɐtɐdɐ dɛʃfolɐ. ɐ sɛk̈ensiɐ dɛ fotos dɐ fiɡʁɐ v.10 moʃtɾɐ o
-dɛʃfolɐmɛnto dɐ ɐɾʒilɐ. v.3.2 – ɛnsɐjo dɛ ɾolɐmɛnto kom poli (kloɾɛto dɛ
-diɐlildimɛtilɐmonio). o ɛnsɐjo dɛ inibisɐ̃w̃ fowi ɾɛɐlizɐdo kom ɐs sɛtɛ ɐɾʒilɐs,
-utilizowu-sɛ solusɐ̃w̃ ɐ 3 %p/p dɛ poli (kloɾɛto dɛ diɐlildimɛtilɐmonio) ɛm p 10.
-o poli (kloɾɛto dɛ diɐlildimɛtilɐmonio) dɛ bajkso pɛzo molɛkulɐɾ, e um polimɛɾo
-kɐtioniko mujto ɛfiziɛntɛ nɐ inibisɐ̃w̃ dɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs (sowuzɐ,
-2002). obsɛɾvowu-sɛ kʷɛ o poli (kloɾɛto dɛ diɐlildimɛtilɐmonio), inibiw ɐ
-ʁɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs, mɐs ɛm difɛɾɛntɛs pɛɾsɛntuajs. notowu-sɛ duɾɐntɛ
-ɐs ɐnalizɛs kʷɛ ɐ kɐlidɐdɛ dos kɐʃkɐlos inibidos ɛɾɐ mɐjoɾ , owu sɛʒɐ , oʃ
-kɐʃkɐlos pɐɾɛziɐm majs ɾiʒidos kʷɛ os inibidos kom ɛʃtɛɐɾɐto dɛ mpɛɡ 350 ɛ kkl.
-. ɐ tɐbɛlɐ v.3 moʃtɾɐ, os pɛɾsɛntuajs dɛ ɐɾʒilɐ ɾɛkupɛɾɐdos uzɐndo-sɛ o
-polimɛɾo. ɐ fiɡʁɐ v.11 moʃtɾɐ ɐs sɛtɛ ɐɾʒilɐs ɾɛkupɛɾɐdɐs ɛm mɐlɐ 8 ɐpɔs o
-ɛnsɐjo. kompɐɾɐndo-sɛ os ɾɛzultɐdos obtidos kom todos os inibidoɾɛs notɐ-sɛ kʷɛ
-o poli (kloɾɛto dɛ diɐlildimɛtilɐmonio) e o majs ɛfiziɛntɛ ɛm inibiɾ ɐ
-ʁɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs. ɐlem diʃso, obsɛɾvɐndo-sɛ os ɾɛzultɐdoʃ
-dɛʃkɾitos nɐ tɐbɛlɐ v.3, notɐ-sɛ kʷɛ ɐ ɐɾʒilɐ kʷɛ tɛvɛ ɐ mɐjoɾ ɾɛkupɛɾɐsɐ̃w̃
-uzɐndo-sɛ o poli (kloɾɛto dɛ diɐlildimɛtilɐmonio) komo inibidoɾ, fowi ɐ ɐɾʒilɐ
-ɐ4. ɐ ɐɾʒilɐ ɐ4 kuɾiozɐmɛntɛ e ɐ majs ɾɛɐtivɐ dɛ todɐs ɐs ɐɾʒilɐs ɛʃtudɐdɐs.
-ɛnsɐjo dɛ ɾolɐmɛnto kom poli (kloɾɛto dɛ diɐlildimɛtilɐmonio). v.3.3 – ɛnsɐjo dɛ
-ʁolɐmɛnto kom n,n,n-tɾimɛtilkʷitozɐnɐ (tmk). o ɛnsɐjo dɛ ɾolɐmɛnto fowi ɾɛɐlizɐdo
-kom ɐs sɛtɛ ɐɾʒilɐs uzɐndo-sɛ solusɐ̃w̃ 3 %p/p tɾimɛtilkʷitozɐnɐ (tmk) ɛm p 10.
-obsɛɾvowu-sɛ kʷɛ n,n,n-tɾimɛtilkʷitozɐnɐ (tmk) inibiw ɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐʃ
-ɐɾʒilɐs, mɐs ɛm difɛɾɛntɛs pɛɾsɛntuajs. ɐ tɐbɛlɐ v.4 moʃtɾɐ o pɛɾsɛntuɐl dɛ
-ɐɾʒilɐ ɾɛkupɛɾɐdo uzɐndo-sɛ o polimɛɾo. ɐ fiɡʁɐ v.12 moʃtɾɐ ɐs sɛtɛ ɐɾʒilɐʃ
-ʁɛkupɛɾɐdɐs ɛm mɐlɐ 8 ɐpɔs o ɛnsɐjo. ɐ tɾimɛtilkʷitozɐnɐ sɛ moʃtɾowu mujto
-ɛfiziɛntɛ nɐ inibisɐ̃w̃ dɛ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs, sɛndo majs ɛfiziɛntɛ
-nɐ inibisɐ̃w̃ dɐ ɐɾʒilɐ ɐ3 (73,07% dɛ ɾɛkupɛɾɐsɐ̃w̃) sɛɡʷidɐ pɛlɐ ɐɾʒilɐ ɐ4 (70,83%
-dɛ ɾɛkupɛɾɐsɐ̃w̃), sɛndo kʷɛ ɐ ɐɾʒilɐ ɐ4 e ɐ majs ɾɛɐtivɐ. v.3.4 – ɛnsɐjo dɛ
-ʁolɐmɛnto kom monowɛʃtɛɐɾɐto dɛ poli (ɡlikol ɛtileniko) 350. o ɛnsɐjo dɛ
-ʁolɐmɛnto fowi ɾɛɐlizɐdo kom ɐs sɛtɛ ɐɾʒilɐs uzɐndo-sɛ solusɐ̃w̃ 3%p/p dɛ ɛʃtɛɐɾɐto
-dɛ poli (ɡlikol ɛtileniko) 350 ɛm p 10. obsɛɾvowu-sɛ kʷɛ o mɛʃmo nɐ̃w̃ fowi
-ɛfiziɛntɛ ɛm inibiɾ ɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs. ɐ tɐbɛlɐ v.5 moʃtɾɐ, o
-pɛɾsɛntuɐl dɛ ɐɾʒilɐ ɾɛkupɛɾɐdo uzɐndo-sɛ o polimɛɾo. ɐ fiɡʁɐ v.13 moʃtɾɐ ɐʃ
-sɛtɛ ɐɾʒilɐs ɾɛkupɛɾɐdɐs ɛm mɐlɐ 8 ɐpɔs ɛnsɐjo. ɛnsɐjo dɛ ɾolɐmɛnto kõ
-ɛʃtɛɐɾɐto dɛ poli (ɡlikol ɛtileniko) 350. v.3.5 – ɛnsɐjo dɛ ɾolɐmɛnto kõ
-kloɾɛto dɛ potaʃsio. o ɛnsɐjo dɛ ɾolɐmɛnto fowi ɾɛɐlizɐdo kom ɐs sɛtɛ ɐɾʒilɐʃ
-uzɐndo-sɛ solusɐ̃w̃ 3%p/p dɛ kloɾɛto dɛ potaʃsio ɛm p 10 (p ɐʒuʃtɐdo kom nɐo).
-obsɛɾvowu-sɛ kʷɛ ɐ solusɐ̃w̃, nɐ̃w̃ fowi mujto ɛfiziɛntɛ ɛm inibiɾ ɐ ɾɛɐtividɐdɛ
-nɐtuɾɐl dɐs ɐɾʒilɐs. ɐ tɐbɛlɐ v.6 moʃtɾɐ o pɛɾsɛntuɐl dɛ ɐɾʒilɐ ɾɛkupɛɾɐdo. ɐ
-fiɡʁɐ v.14 moʃtɾɐ ɐs sɛtɛ ɐɾʒilɐs ɾɛkupɛɾɐdɐs ɛm mɐlɐ 8 ɐpɔs ɛnsɐjo. ɛnsɐjo dɛ
-ʁolɐmɛnto kom kloɾɛto dɛ potaʃsio. v.4 – ɛnsɐjo dɛ ɐdɛɾensiɐ dɐ ɐɾʒilɐ ɐo mɛtɐl
-v.4.1 – ɛnsɐjo dɛ ɐdɛɾensiɐ dɐs ɐɾʒilɐs ɐo mɛtɐl utilizɐndo o pɐɾamɛtʁo foɾsɐ
-pɐɾɐ kompɾovɐsɐ̃w̃ dɐ ɛfiziensiɐ do tɛʃtɛ, uzowu-sɛ ɐɾɛjɐ ɛ ɐ solusɐ̃w̃ dɛ idʁɔksido
-dɛ sɔdio p= 10. ɛʃsɛ fowi o ɛnsɐjo ɛm bɾɐnko pɐɾɐ o tɛʃtɛ, powis ɐ ɐɾɛjɐ uzɐdɐ
-nɐ̃w̃ poʃsuj nɛnumɐ tɛndensiɐ ɐ kolɐɾ no mɛtɐl. ɐ ɐɾɛjɐ fowi ɾɛkolidɐ ɛm umɐ
-pɾɐjɐ do ɾio dɛ ʒɐnɛjɾo. ɐ foɾsɐ maksimɐ pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɐ ɐɾɛjɐ fowi
-0n. o ɡɾafiko ɐ dɐ fiɡʁɐ v.15 fowi ʒɛɾɐdo duɾɐntɛ o tɛʃtɛ kom ɐɾɛjɐ, o ɡɾafiko b
-kom ɐɾʒilɐ. o sɛɡndo piko no ɡɾafiko b e ɐ foɾsɐ nɛzɛʃsaɾiɐ pɐɾɐ dɛʃpɾɛndɛɾ ɐ
-ɐɾʒilɐ do embolo. notɐ-sɛ kʷɛ o ɡɾafiko ɐ nɐ̃w̃ poʃsuj ɛʃsɛ sɛɡndo piko, powiʃ
-ɛʃsɐ foɾsɐ fowi nulɐ. o ɛnsɐjo dɛ ɐdɛɾensiɐ dɐ ɐɾʒilɐ ɐo mɛtɐl ɾɛɐlizɐdo nɐ
-makʷinɐ dɛ ɛnsɐjo univɛɾsɐl ɛmik, uzɐndo-sɛ solusɐ̃w̃ dɛ nɐo p= 10, nos pɛɾmitiw
-obsɛɾvɐɾ kʷɛ ɐs ɐɾʒilɐs ɐ5, ɐ6 ɛ ɐ7, nɐ̃w̃ poʃsuɛm ɡɾɐndɛ tɛndensiɐ ɐ ɐdɛɾiɾ ɐo
-mɛtɐl. ɐ foɾsɐ nɛzɛʃsaɾiɐ pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɛʃsɐs ɐɾʒilɐs fowi infɛɾioɾ
-as nɛzɛʃsaɾiɐs pɐɾɐ dɛʃpɾɛndɛɾ ɐs dɛmajs, sɛndo ɐ ɐɾʒilɐ ɐ5 ɐ kʷɛ nɛzɛʃsitowu dɐ
-mɛnoɾ foɾsɐ pɐɾɐ dɛʃpɾɛndɛɾ-sɛ do embolo (26,73n), ɛ ɐ ɐɾʒilɐ ɐ4 ɐ kʷɛ
-nɛzɛʃsitowu ɐ mɐjoɾ foɾsɐ (403,96n). dɛntɾɛ ɐs solusõj̃s inibidoɾɐs uzɐdɐs, ɐs kʷɛ
-ɐpʁɛzɛntɐɾɐm os mɛloɾɛs ɾɛzultɐdos foɾɐm ɐ dɛ poli (kloɾɛto dɛ
-diɐlildimɛtilɐmonio) ɛ ɐ dɛ n,n,n-tɾimɛtilkʷitozɐnɐ. podɛmos konfiɾmɐɾ iʃso
-obsɛɾvɐndo ɐ tɐbɛlɐ v.7 (ɐs ɐbʁɛviɐtuɾɐs dɛʃsɐ tɐbɛlɐs ɛʃtɐ̃w̃ no kɐdʁo v.1) . o
-ɛʁo pɐdʁɐ̃w̃ vɐɾiowu dɛ 0 ɐte 26,38, s��ndo kʷɛ nɐ mɐjoɾiɐ dɐs ɐnalizɛs ɛlɛ fikowu
-ɐbajkso dɛ 10, komo podɛ-sɛ obsɛɾvɐɾ nɐ tɐbɛlɐ v.8. o vɐloɾ medio do ɛʁo pɐdʁɐ̃w̃
-fowi dɛ 5,46. no ɛntɐnto, obsɛɾvowu-sɛ kʷɛ os ɾɛzultɐdos pɐɾɐ ɛʃsɛ pɐɾamɛtʁo ɛɾɐ̃
-mujto iʁɛɡlɐɾɛs. os vɐloɾɛs dɛ mɐʃsɐ pɾɛzɐ ɐo embolo duɾɐntɛ ɐ ɐnalizɛ dɛ umɐ
-mɛʃmɐ ɐɾʒilɐ foɾɐm totɐlmɛntɛ inkowɛɾɛntɛs, kompɾovɐndo ɐʃsim suɐ
-iʁɛpʁodutibilidɐdɛ. duɾɐntɛ ɐ ɐnalizɛ dɛ umɐ mɛʃmɐ ɐɾʒilɐ, poɾ ɛksɛmplo, ɛ̃
-ɐlɡns ɛspɛɾimɛntos o embolo dɛʃpɾɛndiɐ-sɛ kom pɾɐtikɐmɛntɛ todɐ ɐɾʒilɐ pɾɛzɐ ɐ
-ɛʃtɛ, ɛ ɛm owutʁos, nɐs mɛʃmɐs kondisõj̃s dɛ ɐnalizɛ, dɛʃpɾɛndiɐ-sɛ sɛm ɐɾʒilɐ
-ɐlɡmɐ pɾɛzɐ. podɛ-sɛ obsɛɾvɐɾ nɐ fiɡʁɐ v.15, ɐ ɐnalizɛ dɛ umɐ mɛʃmɐ ɐɾʒilɐ,
-sob ɐs mɛʃmɐs kondisõj̃s. dɛvido a iʁɛpʁodutibilidɐdɛ dos vɐloɾɛs dɛ mɐʃsɐ dɛ
-ɐɾʒilɐ ɐdɛɾidɐ ɐo embolo, fowi dɛʃkɐɾtɐdɐ ɐ pɾopoʃtɐ dɛʃsɐ ɛtɐpɐ nɐ mɛtodoloʒiɐ
-dɛ ɐnalizɛ. ɐ pɾinsipio, tɾɐbɐlowu-sɛ kom ɐ ipɔtɛzɛ dɛ kʷɛ, kɐnto mɐjoɾ o
-pɛɾsɛntuɐl dɛ ɛʃmɛktitɐ dɛ umɐ ɐɾʒilɐ, mɐjoɾ sɛɾiɐ suɐ ɐfinidɐdɛ pɛlo mɛtɐl.
-iʃso pɐɾɛziɐ bɛm lɔʒiko, viʃto kʷɛ ɐ ɐɾʒilɐ sɔ ɐpʁɛzɛntɐ ɛʃsɐ ɐfinidɐdɛ kɐndo
-idʁɐtɐdɐ. komo ʒa mɛnsionɐdo (ii.4.4.1), ɐ liɡɐsɐ̃w̃ fɾowuksɐ ɛntɾɛ ɐs kɐmɐdɐs ɛ o
-ɛlɛvɐdo ɡɾaw dɛ substitujsɐ̃w̃ izomɔɾfikɐ toɾnɐ fazil ɐ klivɐʒɛm ɛm mɛjo likʷido
-dɐs pɐɾtikulɐs dɛ ɐɾʒilominɛɾajs ɛʃmɛktitikɐs; a umɐ tɛndensiɐ mujto ɡɾɐndɛ a
-sɛpɐɾɐsɐ̃w̃ dɐs kɐmɐdɐs ɛʃtɾutuɾajs ɛm mɛjo ɐkozo, podɛndo iɾ ɐte a monokɐmɐdɐ
-ɛʃtɾutuɾɐl dɛ 10 ɐ̊, obsɛɾvavɛl poɾ mikʁoʃkopiɐ ɛlɛtʁonikɐ. no ɛntɐnto, oʃ
-ɛspɛɾimɛntos moʃtɾɐɾɐm kʷɛ nɐ̃w̃ e tɐ̃w̃ simplɛs ɐʃsim, ɛ kʷɛ ɐ ɐfinidɐdɛ dɐʃ
-ɐɾʒilɐs pɛlo ɐso, kɐndo idʁɐtɐdɐs, nɐ̃w̃ awmɛntɐ kom o awmɛnto do tɛoɾ dɛ
-ɛʃmɛktitɐ. fowi poʃsivɛl vɛɾifikɐɾ ɛʃtɛ fɐto ɐtʁɐves do ɡɾafiko dɐ fiɡʁɐ v.16. o
-ɡɾafiko dɐ fiɡʁɐ v.16, nos moʃtɾɐ ɐ vɐɾiɐsɐ̃w̃ dɐ foɾsɐ ɐplikɐdɐ no embolo pɐɾɐ o
-dɛʃpɾɛndɛɾ do siʃtɛmɐ ɐɾʒilɐ-solusɐ̃w̃ dɛ nɐo p 10 (siʃtɛmɐ sɛm ɐditivo inidoɾ)
-kom o pɛɾsɛntuɐl do ɐɾʒilominɛɾɐl ɛʃmɛktitɐ pɾɛzɛntɛ nɐ ɐɾʒilɐ. e impoɾtɐntɛ
-ʁɛʃsɐltɐɾ kʷɛ ɐs ɐɾʒilɐs ɐ4, ɐ5 ɛ ɐ7 poʃsuɛm ɛʃmɛktitɐ intɛɾɛʃtɾɐtifikɐdɐ kõ
-ilitɐ. ɐ ɐnalizɛ minɛɾɐlɔʒikɐ moʃtɾowu kʷɛ ɐs ɐɾʒilɐs kʷɛ poʃsuɛm mɐjoɾ
-pɛɾsɛntuɐl dɛ ɛʃmɛktitɐ sɐ̃w̃ ɐs ɐ2 ɛ ɐ6, sɛndo kʷɛ ɐ ɐɾʒilɐ ɐ6 nɛzɛʃsitowu dɐ
-sɛɡndɐ mɛnoɾ foɾsɐ (33,72n) pɐɾɐ sɛ dɛʃpɾɛndɛɾ do embolo, ɐ ɐɾʒilɐ ɐ2 ʒa
-nɛzɛʃsitowu dɛ foɾsɐ bɛm mɐjoɾ (233,71n). ɐ ɐɾʒilɐ ɐ4 fowi ɐ kʷɛ majs sɛ pɾɛndew
-ɐo mɛtɐl, ɛ pɐɾɐ dɛʃpɾɛnde-lɐ fowi nɛzɛʃsaɾio ɐplikɐɾ ɐ mɐjoɾ foɾsɐ (403,96n), no
-ɛntɐnto e ɐ kʷɛ poʃsuj mɛnoɾ pɛɾsɛntuɐl dɛ ɛʃmɛktitɐ. ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ
-kations dɐs ɐɾʒilɐs tɐmbem nɐ̃w̃ tɛm koʁɛlɐsɐ̃w̃ kom ɐ ɐfinidɐdɛ dɐs ɐɾʒilɐs ɐo
-mɛtɐl, kɐndo idʁɐtɐdɐs. ɐ fiɡʁɐ v.17 motʁɐ ɐ vɐɾiɐsɐ̃w̃ dɐ foɾsɐ nɛzɛʃsaɾiɐ
-pɐɾɐ dɛʃpɾɛndɛɾ o embolo dɐ ɐɾʒilɐ kom ɐ kɐpɐzidɐdɛ dɛ tɾokɐ dɛ kations dɛ kɐdɐ
-ɐɾʒilɐ, ondɛ e poʃsivɛl pɛɾsɛbɛɾ kʷɛ nɐ̃w̃ ɛksiʃtɛ mujtɐ koʁɛlɐsɐ̃w̃ ɛntɾɛ ɐʃ
-vɐɾiavɛjs. koʁɛlɐzionowu-sɛ os dɐdos dos ɛnsɐjos dɛ ɐdɛɾensiɐ dɐ ɐɾʒilɐ ɐo mɛtɐl
-kom os dɛ inibisɐ̃w̃ dɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs. komo ʒa mɛnsionɐdo,
-uzowu-sɛ ɐs mɛʃmɐs solusõj̃s pɐɾɐ os dowis ɛnsɐjos. ɐs solusõj̃s ɛʃtɐ̃w̃ dɛʃkɾitɐs no
-kɐdʁo v.2. ɐs fiɡʁɐs v.18, v.19, v.20, v.21, v.22, v.23, v.24, moʃtɾɐm oʃ
-ɡɾafikos dɐ vɐɾiɐsɐ̃w̃ dɐ foɾsɐ ɐplikɐdɐ no ɛnsɐjo dɛ ɐdɛɾensiɐ dɐ ɐɾʒilɐ ɐo
-mɛtɐl, kom ɐ poɾsɛntɐʒɛm dɛ ɐɾʒilɐ ɾɛkupɛɾɐdɐ nos ɛnsɐjos dɛ ɾolɐmɛnto, ɐondɛ e
-poʃsivɛl sɛ obsɛɾvɐɾ umɐ tɛndensiɐ, obsɛɾvɐ-sɛ kʷɛ pɐɾɐ ɐlɡmɐs ɐɾʒilɐs ɐʃ
-solusõj̃s majs ɛfiziɛntɛs nɐ inibisɐ̃w̃ dɐ ɐdɛɾensiɐ dɐ ɐɾʒilɐ ɐo mɛtɐl (mɛnoɾ
-foɾsɐ pɐɾɐ dɛʃpɾɛndɛɾ o embolo), poʃsuɛm, ɛm ʒɛɾɐl, umɐ mɐjoɾ ɛfiziensiɐ nɐ
-inibisɐ̃w̃ dɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs. iʃso indikɐ kʷɛ, dɛpɛndɛndo dɐ
-ɐɾʒilɐ, ɛʃsɛs fɐtoɾɛs podɛm ɛʃtɐɾ liɡɐdos, ɛ kʷɛ inibindo-sɛ ɐ ɾɛɐtividɐdɛ dɐʃ
-ɐɾʒilɐs, podɛ-sɛ inibiɾ ɐ ɐfinidɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs pɛlo mɛtɐl. ɛʃtɛ ɛfɛjto
-fikowu majs klɐɾo pɐɾɐ ɐs ɐɾʒilɐs ɐ4, ɐ5 ɛ ɐ7, kowinsidɛntɛmɛntɛ ɐs kʷɛ
-ɐpʁɛzɛntɐɾɐm ɛʃmɛktitɐ intɛɾɛʃtɾɐtifikɐdɐ kom ilitɐ. kɐdʁo v.2 – solusõj̃ʃ
-uzɐdɐs nos ɛnsɐjos fowi obsɛɾvɐdo tɐmbem kʷɛ o poli (kloɾɛto dɛ
-diɐlildimɛtilɐmonio) dɛ bajkso pɛzo molɛkulɐɾ ɛ ɐ n,n,n-tɾimɛtilkʷitozɐnɐ foɾɐ̃
-os inibidoɾɛs majs ɛfiziɛntɛs, tɐnto dɐ ɾɛɐtividɐdɛ nɐtuɾɐl dɐs ɐɾʒilɐs, komo dɐ
-tɛndensiɐ dɐ ɐɾʒilɐ ɐ ɐdɛɾiɾ ɐo mɛtɐl. kɐpitulo vi konkluzõj̃s ɛ obsɛɾvɐsõj̃ʃ
-impoɾtɐntɛs vi.1 – konkluzɐ̃w̃  o novo ɛnsɐjo pɾopoʃto nɛʃtɛ tɾɐbɐlo moʃtɾowu-sɛ
-ɛfiziɛntɛ nɐ idɛntifikɐsɐ̃w̃ dɐs ɐɾʒilɐs (idʁɐtɐdɐs) kʷɛ poʃsuɛm ɐfinidɐdɛ pɛlo
-mɛtɐl. o ɛnsɐjo tɐmbem fowi dɛ utilidɐdɛ nɐ kompɐɾɐsɐ̃w̃ dɐ ɛfiziensiɐ doʃ
-inibidoɾɛs. uzɐndo-sɛ ɐ mɛtodoloʒiɐ pɾopoʃtɐ pɐɾɐ o ɛnsɐjo e poʃsivɛl
-kɐɾɐktɛɾizɐɾ ɐ tɛndensiɐ dɐs ɐɾʒilɐs ɐo ɛnsɛɾɐmɛnto dɛ bɾokɐ. ɛʃsɛ ultimo pɐɾɛzɛ
-sɛɾ o majs indikɐdo, dɛvido ɐo fɐto dɛ sɛɾ biodɛɡʁɐdavɛl, nɐ̃w̃ tɔksiko ɛ
-bɐktɛɾizidɐ. podɛ-sɛ obsɛɾvɐɾ kʷɛ ɐs ɐɾʒilɐs idʁɐtɐdɐs kʷɛ ɐpʁɛzɛntɐm ɐfinidɐdɛ
-pɛlo mɛtɐl sɐ̃w̃, ɛm ʒɛɾɐl ɾɛɐtivɐs. no ɛntɐnto, o fɐto dɛ sɛɾɛm ɾɛɐtivɐs nɐ̃w̃
-siɡnifikɐ kʷɛ tɛɾɐ̃w̃, nɛzɛʃsɐɾiɐmɛntɛ, ɐfinidɐdɛ pɛlo mɛtɐl. kɐpitulo vii
-ʁɛfɛɾensiɐs biblioɡafikɐʃ
-
-intɾodusɐ̃w̃ ɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ e umɐ bɐziɐ intɾɐkʁɐtonikɐ ɛ koʁɛʃpondɛ ɐo
-ʁɛʒiʃtɾo fɐnɛɾozowiko do kɾaton do sɐ̃w̃ fɾɐnsiʃko. o ɡɾupo ɐɾɛɐdo, obʒɛto dɛʃtɛ
-ɛʃtudo, e o ɾɛpʁɛzɛntɐntɛ ɛokʁɛtaziko dɛʃtɐ bɐziɐ ɛ dividɛ-sɛ nɐs foɾmɐsõj̃ʃ
-ɐbɐɛte, kʷiɾikɔ ɛ tɾes bɐʁɐs, dɐ bɐzɛ pɐɾɐ o topo ɾɛʃpɛktivɐmɛntɛ. divɛɾsoʃ
-tɾɐbɐlos ɐzɛɾkɐ do ɡɾupo dɛʃtɐkɐm-sɛ os tɾɐbɐlos dɛ sɛɛɾ ɛt ɐl. (1989), sɡɐɾbi
-(1989), kɐttɐ (1991), ɐɾaj ɛt ɐl. (1995), kɐmpos ɛ dɐɾdɛnnɛ (1997), sɡɐɾbi ɛ
-dɐɾdɛnnɛ (1998), mɛndonsɐ (2003), kɐɾmo (2004) ɛ sɡɐɾbi (2011). ɛntɾɛtɐnto,
-nɛnum tɾɐbɐlo fowi sɛntɾɐdo nɐ ɐnalizɛ dɛ pɐlɛokoʁɛntɛs ɛ suɐ ɾɛlɐsɐ̃w̃ kom ɐ
-pɐlɛoʒɛoɡʁɐfiɐ dɐ bɐziɐ. ɛʃtɛ tɾɐbɐlo poʃsibilitɐɾa ɾɛkonstitujsɐ̃w̃
-pɐlɛoʒɛoɡʁafikɐ ɛmbɐzɐdɐ poɾ ɐnalizɛ siʃtɛmatikɐ dɛ pɐlɛokoʁɛntɛs ɛ ɐnalizɛ dɛ
-faziɛs sɛdimɛntɐɾɛs, kontɾibujndo pɐɾɐ mɛloɾ kompɾɛɛnsɐ̃w̃ dos pɾozɛʃsoʃ
-okoʁidos no kɾɛtazɛo infɛɾioɾ dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ. o ɡɾupo ɐɾɛɐdo ɛʃta
-kompɾɛɛndido ɛntɾɛ o bɐʁɛmiɐno infɛɾioɾ ɛ o ɐlbiɐno medio (kɐmpos ɛ dɐɾdɛnnɛ,
-1997). ɛʃtɛ pɛɾiodo dɛ tɛmpo e dɛ siɡnifikɐtivɐ impoɾtansiɐ pɐɾɐ ɐ ʒɛoloʒiɐ do
-pɛtʁɔlɛo no bɾɐzil, viʃto kʷɛ ɛʃtɛ intɛɾvɐlo e poɾtɐdoɾ dɛ impoɾtɐntɛs ɾokɐʃ
-ʒɛɾɐdoɾɐs ɛ ɾɛzɛɾvɐtɔɾios dɛ idʁokɐɾbonɛtos nɐs bɐziɐs bɾɐzilɛjɾɐs. o mɛloɾ
-ɛntɛndimɛnto dos siʃtɛmɐs dɛpozisionajs ɐtuɐntɛs ɛ ɐ ɾɛkonstitujsɐ̃w̃
-pɐlɛoʒɛoɡʁafikɐ dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ kontɾibujɾa pɐɾɐ o konɛzimɛnto dɐ
-ɛvolusɐ̃w̃ ʒɛolɔʒikɐ no intɛɾioɾ do kontinɛntɛ duɾɐntɛ ɛʃtɛ siɡnifikɐtivo
-intɛɾvɐlo dɛ tɛmpo dos siʃtɛmɐs pɛtʁolifɛɾos bɾɐzilɛjɾos. lokɐlizɐsɐ̃w̃ ɛ
-fizioɡʁɐfiɐ dɐ aɾɛɐ ɐ aɾɛɐ dɛ ɛʃtudo ɐpʁɛzɛntɐ sɛɾkɐ dɛ 15.600 km² ɛ lokɐlizɐ-sɛ
-nɐ poɾsɐ̃w̃ owɛʃtɛ dɛ minɐs ʒɛɾajs, nɐ sub-bɐziɐ ɐbɐɛte (fiɡʁɐ 1). os ɐfloɾɐmɛntoʃ
-ɛʃtudɐdos ɛnkontɾɐm-sɛ nos ɐʁɛdoɾɛs dɐs sidɐdɛs dɛ pɾɛzidɛntɛ olɛɡaɾio, ʒowɐ̃w̃
-pinɛjɾo, vɐɾʒɐ̃w̃ dɛ minɐs, pɐtos dɛ minɐs ɛ kɐɾmo do pɐɾɐnaj́bɐ. ɐbʁɐnʒɛ ɐʃ
-kɐɾtɐs topoɡʁafikɐs dɛ pɾɛzidɛntɛ olɛɡaɾio (folɐ sɛ.23-j-b-i), sɛʁɐ dɐs ɐlmɐʃ
-(folɐ sɛ.23-j-b-ii), kɐɾmo do pɐɾɐnaj́bɐ (folɐ sɛ.23-j-b-iv), ɾio do sono
-(folɐ sɛ.23-v-d-v) ɛ kɐnɐbʁɐvɐ (folɐ sɛ.23-v-d-ii). os pɾinsipajs ɐzɛʃsos a
-aɾɛɐ sɛ dɐ̃w̃ pɛlɐs ɾodoviɐs bɾ 352, bɾ 365, bɾ 354, bɾ 040, mɡ 410 ɛ mɡ 408.
-kontudo, o ɐzɛʃso ɐ ɡɾɐndɛ pɐɾtɛ dos pontos ɛʃtudɐdos sɛ da poɾ ɛʃtɾɐdɐʃ
-vizinajs ɛm tɛʁɐ. o biomɐ dɐ ɾɛʒiɐ̃w̃ dɛ intɛɾɛʃsɛ e o sɛʁɐdo, sɛndo o klimɐ
-sɛmi-umido, kom 4 ɐ 5 mɛzɛs sɛkos, kom tɛmpɛɾɐtuɾɐs mediɐs ɐzimɐ dɛ 18ºk ɛ̃
-kɐzɛ todos os mɛzɛs ɛ pluviozidɐdɛ ɐnuɐl dɛ 1350 mm (ibʒɛ 2013). sɛɡndo sɡɐɾbi
-(2011), ɐs pɾinsipajs fɛjsõj̃s ʒɛomoɾfolɔʒikɐs dɐ aɾɛɐ sɐ̃w̃ moʁotɛs dɛ moɾfoloʒiɐ
-plɐnɐ, kolinɐs bajksɐs, kɾiʃtɐs ɛlɛvɐdɐs ɛ vɐlɛs ɛnkajksɐdos. fiɡʁɐ 1 –
-lokɐlizɐsɐ̃w̃ dɐ aɾɛɐ dɛ ɛʃtudo (kowoɾdɛnɐdɐs utm, dɐtum wɡs84, zonɐ 23 – dɐdoʃ
-ʁɛtiɾɐdos do kpɾm) 1.2 obʒɛtivos ɛʃtɛ tɾɐbɐlo tɛm poɾ ɛʃkopo ɐ ɾɛɐlizɐsɐ̃w̃ dɛ
-ɐnalizɛ dɛ faziɛs sɛdimɛntɐɾɛs ɛ dɛ pɐlɛokoʁɛntɛs do ɡɾupo ɐɾɛɐdo dɐ bɐziɐ
-sɐnfɾɐnsiʃkɐnɐ, vizɐndo obt��ɾ os ɐmbiɛntɛs dɛpozisionajs ɛ ɐ ɾɛkonstitujsɐ̃w̃
-pɐlɛoʒɛoɡʁafikɐ dɐ bɐziɐ. sɐ̃w̃ obʒɛtivos ɛʃpɛzifikos dɛʃtɐ pɛʃkʷizɐ: (ɐ)
-dɛʃkɾisɐ̃w̃ ɛ intɛɾpɾɛtɐsɐ̃w̃ dɛ faziɛs sɛdimɛntɐɾɛs do ɡɾupo ɐɾɛɐdo; (b)
-lɛvɐntɐmɛnto dɛ sɛsõj̃s ɛʃtɾɐtiɡʁafikɐs vɛɾtikajs; (k) idɛntifikɐsɐ̃w̃ do pɐdʁɐ̃w̃ dɛ
-pɐlɛokoʁɛntɛs, intɛɾpɾɛtɐsɐ̃w̃ do pɐlɛomɛɾɡlo dɛpozisionɐl, dɛfinisɐ̃w̃ dɐʃ
-aɾɛɐs-fontɛ ɛ diɾɛsɐ̃w̃ dos pɐlɛovɛntos; (d) intɛɾpɾɛtɐsɐ̃w̃ dos pɐlɛowɐmbiɛntɛʃ
-dɛpozisionajs; ɛ (ɛ) diʃkuʃsɐ̃w̃ dɐ pɐlɛoʒɛoɡʁɐfiɐ. kontɛstuɐlizɐsɐ̃w̃ ʒɛolɔʒikɐ do
-ɡɾupo ɐɾɛɐdo ɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ e umɐ bɐziɐ intɾɐkʁɐtonikɐ ɛ fɐnɛɾozowikɐ.
-poʃsuj moɾfoloʒiɐ ɐlonɡɐdɐ, kom ɐpʁoksimɐdɐmɛntɛ 1.100km dɛ ɛstɛnsɐ̃w̃ ɛ 200km dɛ
-lɐɾɡɾɐ (sɡɐɾbi ɛt ɐl., 2001), kompɾɛɛndɛndo pɐɾtɛ dos ɛʃtɐdos dɛ minɐs ʒɛɾajs,
-bajɐ, tokɐntins ɛ ɡowjas (fiɡʁɐ 2). limitɐ-sɛ ɐ sul kom ɐ bɐziɐ do pɐɾɐna, pɛlo
-ɐlto do pɐɾɐnaj́bɐ, ɛ ɐ noɾtɛ pɛlo ɐlto do sɐ̃w̃ fɾɐnsiʃko, kʷɛ ɐ sɛpɐɾɐ dɐ bɐziɐ
-do pɐɾnaj́bɐ (kɐmpos ɛ dɐɾdɛnnɛ, 1997). ɐs fajksɐs bɾɐziliɐ ɛ ɐɾɐsuaj́/ɛʃpinɐso
-sɛtɛntɾionɐl limitɐm, ɾɛʃpɛktivɐmɛntɛ, ɐs boɾdɐs ozidɛntɐl ɛ oɾiɛntɐl dɐ bɐziɐ
-sɐnfɾɐnsiʃkɐnɐ (kɐmpos ɛ dɐɾdɛnnɛ, 1997). ɐ bɐziɐ e subdivididɐ poɾ kɐmpos ɛ
-dɐɾdɛnnɛ (1997) ɛm duɐs sub-bɐziɐs, ɐbɐɛte (sul) ɛ uɾukujɐ (sɛntɾo-noɾtɛ), sɛndo
-sɛpɐɾɐdɐs pɛlo ɐlto dɛ pɐɾɐkɐtu. ɐs ɾokɐs dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ ɐʃsɛntɐm-sɛ,
-ɛm diʃkoɾdansiɐ ɛɾozivɐ ɛ ɐnɡlɐɾ, sobʁɛ ɾokɐs pɐlɛopʁotɛɾozowikɐs do
-ɛmbɐzɐmɛnto, ɾokɐs nɛopʁotɛɾozowikɐs do ɡɾupo bɐmbuj́, ɾokɐs mɛzopʁotɛɾozowikɐʃ
-do ɡɾupo nɐtividɐdɛ ɛ sobʁɛ ɾokɐs sɛdimɛntɐɾɛs dɐ bɐziɐ do pɐɾnaj́bɐ (sɡɐɾbi,
-2011). sɡɐɾbi (2011) dividiw ɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ ɛm kɐtʁo sikloʃ
-tɛktono-sɛdimɛntɐɾɛs: 1º - ɡɾupo sɐntɐ fe (do pɛɾmo-kɐɾbonifɛɾo); 2º ɡɾupo
-ɐɾɛɐdo (do ɛokʁɛtazɛo); 3º ɡɾupo mɐtɐ dɐ koɾdɐ (do nɛokʁɛtazɛo); 4º ɡɾupo
-uɾukujɐ (do nɛokʁɛtazɛo). o ɡɾupo ɐɾɛɐdo (fiɡʁɐ 3), kompɾɛɛndido ɛntɾɛ o
-bɐʁɛmiɐno infɛɾioɾ ɛ o ɐlbiɐno medio (kɐmpos ɛ dɐɾdɛnnɛ, 1997), fowi o obʒɛto dɛ
-ɛʃtudo nɛʃtɛ pɾoʒɛto. olivɛjɾɐ (1881 ɐpud sɡɐɾbi, 2011) ɛ liʃbowɐ (1906 ɐpud
-sɡɐɾbi, 2011) foɾɐm os pionɛjɾos nos ɛʃtudos sobʁɛ ɐ sɛdimɛntɐsɐ̃w̃ do ɡɾupo
-ɐɾɛɐdo, sɛndo o tɛɾmo ɐɾɛɐdo dɛziɡnɐdo pɾimɛjɾɐmɛntɛ poɾ ɾimɐnn (1917 ɐpud
-sɡɐɾbi, 2011). kowubɛ ɐ bɐɾbozɐ (1965) ɐ subdivizɐ̃w̃, ɛm tɾes mɛmbɾos, dɐ ɛntɐ̃w̃
-foɾmɐsɐ̃w̃ ɐɾɛɐdo: ɐbɐɛte, kʷiɾikɔ ɛ tɾes bɐʁɐs. ɛʃtɐ unidɐdɛ fowi ɛlɛvɐdɐ a
-kɐtɛɡoɾiɐ dɛ ɡɾupo poɾ koʃtɐ ɛ ɡɾoʃsi sɐd (1968). fowi tɐmbem tɾɐtɐdɐ komo ɡɾupo
-poɾ kɐttɐ (1991) ɛ komo foɾmɐsɐ̃w̃ poɾ limɐ (1979), sɛɛɾ (1989), sɡɐɾbi (1989) ɛ
-kɐʃtɾo (1996). kontudo, dɛʃdɛ os tɾɐbɐlos dɛ kɐmpos ɛ dɐɾdɛnnɛ (1997) a
-pɾɐtikɐmɛntɛ konsɛnso ɛm konsidɛɾɐɾ komo ɡɾupo ɐɾɛɐdo. ɐ sɛdimɛntɐsɐ̃w̃ dɛʃtɛ
-ɡɾupo dew-sɛ ɛm klimɐ dɛzeɾtiko, sɛndo umɐ dɛ suɐs kɐɾɐktɛɾiʃtikɐs ɐ ɡɾɐndɛ
-vɐɾiɐsɐ̃w̃ lɐtɛɾɐl dɛ faziɛs dɛkoʁɛntɛs dos divɛɾsos pɾozɛʃsos ɐtuɐntɛs (kɐmpos ɛ
-dɐɾdɛnnɛ, 1997; sɡɐɾbi, 2011). o ɡɾupo ɐɾɛɐdo dividɛ-sɛ nɐs foɾmɐsõj̃s ɐbɐɛte,
-kʷiɾikɔ ɛ tɾes bɐʁɐs, dɐ bɐzɛ pɐɾɐ o topo ɾɛʃpɛktivɐmɛntɛ. ɐ foɾmɐsɐ̃w̃ ɐbɐɛte
-ɐpʁɛzɛntɐ-sɛ diʃtɾibuj́dɐ pɾinsipɐlmɛntɛ nɐ poɾsɐ̃w̃ sɛntɾo-sul dɐ bɐziɐ, nɐ
-sub-bɐziɐ ɐbɐɛte, sɛndo dɛʃkontinuɐ pɐɾɐ noɾtɛ. ɛʃtɐ foɾmɐsɐ̃w̃ e konsidɛɾɐdɐ o
-mɛloɾ ɡʷiɐ ɛʃtɾɐtiɡʁafiko dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ (kɐmpos ɛ dɐɾdɛnnɛ, 1997). ɐ
-foɾmɐsɐ̃w̃ ɐbɐɛte e konstituj́dɐ poɾ konɡlomɛɾɐdos, ɐɾɛnitos konɡlomɛɾatikos,
-ɐɾɛnitos ɛ lɐmitos sɛndo kʷɛ ɐ kompozisɐ̃w̃ dos konɡlomɛɾɐdos vɐɾiɐ do sul pɐɾɐ ɐʃ
-dɛmajs ɾɛʒiõj̃s dɐ bɐziɐ (kɐmpos ɛ dɐɾdɛnnɛ, 1995). sɡɐɾbi ɛt ɐl. (2001)
-dividiɾɐm ɐ foɾmɐsɐ̃w̃ ɐbɐɛte ɛm dowis mɛmbɾos: kɐɾmo ɛ kɐnɐbʁɐvɐ. o mɛmbɾo kɐɾmo,
-sɛɡndo sɡɐɾbi (2011), okoʁɛ nɐ ɾɛʒiɐ̃w̃ dɛ kɐɾmo do pɐɾɐnaj́bɐ (mɡ) ɛ e
-konstituj́do poɾ konɡlomɛɾɐdos mɐtʁiz-suʃtɛntɐdo ɛ ɐɾɛnitos litikos dɛpozitɐdoʃ
-poɾ lɛkʷɛs ɐluviajs ɛ fluksos ɐkozos kʷɛ ʒɛɾɐɾɐm dɛpɔzitos do tipo wɐdi. o
-mɛmbɾo kɐnɐbʁɐvɐ e dɛʃkɾito nɐ poɾsɐ̃w̃ noɾtɛ dɐ sub-bɐziɐ ɐbɐɛte, kom aɾɛɐ tipo
-nɐ ɾɛʒiɐ̃w̃ omonimɐ, ɛ e kompoʃto poɾ konɡlomɛɾɐdos klɐʃto-suʃtɛntɐdos, ɛ
-sɛkundɐɾiɐmɛntɛ poɾ ɐɾɛnitos kon��lomɛɾatikos, ɐɾɛnitos, siltitos ɛ ɐɾʒilitos.
-kɐmpos ɛ dɐɾdɛnnɛ (1997) kɐɾɐktɛɾizɐɾɐm ɛʃtɛ mɛmbɾo komo oɾiʒinɐdo ɛm siʃtɛmɐ
-fluviɐl ɛntɾɛlɐsɐdo. sɛɡndo sɡɐɾbi (2011), ɐ foɾmɐsɐ̃w̃ kʷiɾikɔ, dɛ sɛdimɛntɐsɐ̃w̃
-pɾɛdominɐntɛmɛntɛ lɐkuʃtɾɛ, ɐpʁɛzɛntɐ ɐmplɐ okoʁensiɐ ʒɛoɡʁafikɐ, kõ
-moɾfoloʒiɐ ɐlonɡɐdɐ dɛ sul pɐɾɐ noɾtɛ, ɛ kom dɛpozɛntɾos izolɐdos,
-kɐɾɐktɛɾizɐndo lɐɡos sɐzonajs. ɐ foɾmɐsɐ̃w̃ kʷiɾikɔ e kompoʃtɐ poɾ pɛlitos, kõ
-intɛɾkɐlɐsõj̃s dɛ ɐɾɛnitos, o kʷɛ e majs komum pɐɾɐ o topo dɐ foɾmɐsɐ̃w̃ (kɐmpos ɛ
-dɐɾdɛnnɛ, 1997). lokɐlmɛntɛ okoʁɛm kɐlkaɾios mikʁitikos sinzɐ ɛʃvɛɾdɛɐdos,
-mɐzisos, ɛm bɐnkos intɛɾkɐlɐdos nos pɛlitos (sɡɐɾbi, 1989). konsidɛɾɐ-sɛ kʷɛ
-ɛʃtɛ lɐɡo fowi ɐʃsoɾɛɐdo, no ɛokʁɛtazɛo, poɾ dɛltɐs do tipo ʒilbɛɾt (sɡɐɾbi 1989,
-sɡɐɾbi, 2011) ɛ pɛlɐ pɾoɡʁɐdɐsɐ̃w̃ dɛ dunɐs ɛɔlikɐs (kɐmpos ɛ dɐɾdɛnnɛ, 1997;
-sɡɐɾbi, 2011). ɐ foɾmɐsɐ̃w̃ tɾes bɐʁɐs e ɐ unidɐdɛ kom mɐjoɾ vɐɾiɐsɐ̃w̃ lɐtɛɾɐl dɛ
-faziɛs, kom ɐtuɐsɐ̃w̃ simultanɛɐ dɛ siʃtɛmɐs fluviajs, fluvio-dɛltajkos ɛ ɛɔlikos.
-tɐmbem e ɐ foɾmɐsɐ̃w̃ kom mɐjoɾ ɛʃpɛʃsuɾɐ ɛ dɛ majs ɐmplɐ okoʁensiɐ (kɐmpos ɛ
-dɐɾdɛnnɛ, 1997; sɡɐɾbi, 2011). ɛʃtɐ foɾmɐsɐ̃w̃ podɛ ɐlkɐnsɐɾ ɛʃpɛʃsuɾɐs maksimɐs dɛ
-150 m, nɐ sub-bɐziɐ ɐbɐɛte, ɛ e konstituj́dɐ ɛʃsɛnsiɐlmɛntɛ poɾ ɐɾɛnito medio ɐ
-fino, podɛndo ɐpʁɛzɛntɐɾ simɛnto dɛ kɐɾbonɐto ɛ silikɐ. sɡɐɾbi (2011) dɛʃkɾɛvɛ
-dɛfoɾmɐsõj̃s ɐtɛktonikɐs nos ɐɾɛnitos dɛʃtɐ foɾmɐsɐ̃w̃. tɐmbem foɾɐm dɛʃkɾitoʃ
-siʃmitos nɛʃtɐ unidɐdɛ, ɾɛpʁɛzɛntɐdos poɾ dɛfoɾmɐsõj̃s duktɛjs ɛ ɾuptɛjs noʃ
-ɐɾɛnitos, ɛ tɛɾiɐm sido ʒɛɾɐdɐs poɾ ɐbɐlos siʃmikos ɛm dɛkoʁensiɐ dɛ ɐtividɐdɛ
-tɛktonikɐ tɾɐnstɾɐtivɐ (kɐttɐ, 1992). tɛktonikɐmɛntɛ, duɾɐntɛ ɐ dɛpozisɐ̃w̃ do
-ɡɾupo ɐɾɛɐdo dominɐvɐ ɛʃfoɾsos diʃtɛnsionajs ɾɛlɐzionɐdos a ɐbɛɾtuɾɐ do
-ɐtlantiko sul (kɐmpos ɛ dɐɾdɛnnɛ, 1997). nɛʃtɛ pɛɾiodo tɐmbem okoʁew ɐ
-ʁɛɐtivɐsɐ̃w̃ dɛ fɐlɐs ɐntiɡɐs do ɛmbɐzɐmɛnto, sɛndo kʷɛ sɛɡndo kɐmpos ɛ dɐɾdɛnnɛ
-(1997) ɛʃtɐs fɐlɐs foɾɐm ɾɛʃponsavɛjs pɛlo sowɛɾɡʷimɛnto do ɐlto pɐɾɐnaj́bɐ ɛ
-pɛlɐ subsidensiɐ mɛkanikɐ kʷɛ dew oɾiʒɛm a sub-bɐziɐ ɐbɐɛte. sɛɡndo fɾɐɡozo
-(2011) ɛʃtɐ tɛktonikɐ ɛstɛnsionɐl lɛvowu ɐo ɐbɐtimɛnto dɛ um bloko sɛntɾɐl, kʷɛ
-sɛ limitɐvɐ ɐ owɛʃtɛ poɾ fɐlɐs noɾmajs ɛ ɐ lɛʃtɛ pɛlɐ ɾɛɐtivɐsɐ̃w̃ dɐ fɐlɐ dɛ
-ɡɐlɛnɐ, foɾmɐndo ɐʃsim um siʃtɛmɐ oɾst-ɡɾɐbɛn. o ɡɾupo ɐɾɛɐdo ɐdkʷiɾiw enfɐzɛ,
-iniziɐlmɛntɛ, dɛvido a pɾoʃpɛksɐ̃w̃ dɛ diɐmɐntɛs nos konɡlomɛɾɐdos dɐ foɾmɐsɐ̃w̃
-ɐbɐɛte. todɐviɐ, ɐpɛzɐɾ dɐ siɡnifikɐtivɐ kontɾibujsɐ̃w̃ dɛ tɾɐbɐlos ɾɛɐlizɐdoʃ
-sobʁɛ ɛʃtɛ ɡɾupo, ɐlɡmɐs kʷɛʃtõj̃s ajndɐ kontinuɐm ɛm ɐbɛɾto. komo poɾ ɛksɛmplo,
-sɛ owuvɛ umɐ poʃsivɛl inɡɾɛʃsɐ̃w̃ mɐɾinɐ, ɐtɛʃtɐdɐ poɾ ɾɐdiolɐɾitos dɛʃkɾitos poɾ
-kɐttɐ (1991). ɐdɛmajs, a tɐmbem kɐɾensiɐ dɛ infoɾmɐsõj̃s no kʷɛ tɐnʒɛ ɐ ũ
-ɛʃtudo siʃtɛmatiko dɐs pɐlɛokoʁɛntɛs pɐɾɐ ɛʃtɛ ɡɾupo, ɛ mɛloɾ ɛntɛndimɛnto
-sobʁɛ ɐ pɐlɛoʒɛoɡʁɐfiɐ dɐ sub-bɐziɐ ɐbɐɛte. 2.1. kɾonowɛʃtɾɐtiɡʁɐfiɐ do ɡɾupo
-ɐɾɛɐdo nɐ̃w̃ ɛksiʃtɛm dɐtɐsõj̃s ɐbsolutɐs pɐɾɐ o ɡɾupo ɐɾɛɐdo. dɐtɐsõj̃s pɛloʃ
-metodos k-ɐɾ ɛ u-pb dɐs ɾokɐs vulkanikɐs do ɡɾupo mɐtɐ dɐ koɾdɐ, sobʁɛpoʃto ɐo
-ɡɾupo ɐɾɛɐdo, foɾnɛzɛɾɐm idɐdɛs ɛm toɾno dɛ 80 mɐ (sɡɐɾbi ɛt ɐl., 2004). sɐbɛ-sɛ
-ɐʃsim kʷɛ o ɡɾupo ɐɾɛɐdo e majs ɐntiɡo kʷɛ 80 mɐ, mɐs nɐ̃w̃ ɛksiʃtɛm infoɾmɐsõj̃ʃ
-sufiziɛntɛs pɐɾɐ ɛʃtɐbɛlɛzɛɾ o inizio dɐ sɛdimɛntɐsɐ̃w̃. dɛʃtɛ modo, ɐ
-biowɛʃtɾɐtiɡʁɐfiɐ e o pɾinsipɐl instɾumɛnto pɐɾɐ ɐ dɐtɐsɐ̃w̃ dɐs ɾokɐs do ɡɾupo
-ɐɾɛɐdo. o konteẃdo pɐlɛontolɔʒiko ɛnkontɾɐ-sɛ ɛm mɐjoɾ kɐntidɐdɛ nɐ foɾmɐsɐ̃w̃
-kʷiɾikɔ, sɛndo dɛʃkɾitos pɛjksɛs, tɾonkos, pɔlɛns, oʃtɾɐkodɛs ɛ ɾɐdiolaɾios.
-tɐmbem sɐ̃w̃ dɛʃkɾitɐs pɛɡɐdɐs dɛ dinoʃsawɾos ɛm sɛdimɛntos dɐ foɾmɐsɐ̃w̃ ɐbɐɛte
-(kɐɾvɐlo ɛ kɐttɐ, 1998). o ɛʃtudo kʷɛ pɛɾmitiw ɐ pɾimɛjɾɐ dɐtɐsɐ̃w̃ pɐɾɐ ɐ
-foɾmɐsɐ̃w̃ kʷiɾikɔ fowi dɛ skoɾzɐ ɛ sɐntos (1955), kʷɛ dɛʃkɾɛvɛɾɐm fɔʃsɛjs dɛ
-pɛjksɛs tɛlɛɔʃtɛos, dɛ aɡɐ dozɛ, dɐ ɛʃpeziɛ dɐʃtilbɛ moɾɐɛnsɛs nov. ɛʃp.,
-ɐʃsoziɐdos ɐ ɾɛʃtos vɛʒɛtajs indɛtɛɾminɐdos. ɛʃtɛs fɔʃsɛjs okoʁɛm ɛm um nivɛl
-dɛ folɛlo pɾɛto no munizipio dɛ vɐɾʒɐ̃w̃ dɛ minɐs. o ɛʃtudo dɛʃtɛs pɛjksɛʃ
-pɛɾmitiw pozisionɐɾ ɐ foɾmɐsɐ̃w̃ kʷiɾikɔ no ɐptiɐno. dɛʃdɛ ɛntɐ̃w̃, divɛɾsos awtoɾɛʃ
-buʃkɐɾɐm, ɐtʁɐves dɛ ɛʃtudos pɐlɛontolɔʒikos, dɛtɛɾminɐɾ ɐ idɐdɛ dɐ foɾmɐsɐ̃w̃
-kʷiɾikɔ. dɛntɾɛ ɛʃtɛs, ɡɾɐndɛ pɐɾtɛ dos awtoɾɛs ɐtʁibuju idɐdɛ
-bɐʁɛmiɐnɐ/ɐptiɐnɐ pɐɾɐ ɛʃtɐ foɾmɐsɐ̃w̃. ɛntɾɛtɐnto, ɛʃtudos dɛ konkoʃtɾazɛoʃ
-(kɐɾdozo, 1971) ɛ dɛ oʃtɾɐkodɛs (sɡɐɾbi, 1989), ɛnkontɾɐdos nɐ foɾmɐsɐ̃w̃ kʷiɾikɔ,
-konfɛɾiɾɐm idɐdɛs majs ɐntiɡɐs do kʷɛ ɐs konsidɛɾɐdɐs pɛlos dɛmajs awtoɾɛs,
-ʁɛʃpɛktivɐmɛntɛ nɛoʒuɾaʃsikɐ-ɛokʁɛtazɛɐ ɛ bɛʁiɐziɐnɐ. dɛntɾɛ os tɾɐbɐloʃ
-biowɛʃtɾɐtiɡʁafikos, dɛʃtɐkɐm-sɛ os dɛ ɐɾaj ɛt ɐl. (1995) ɛ kɐɾmo ɛt ɐl. (2004).
-o pɾimɛjɾo tɾɐbɐlo ɐpʁɛzɛntowu ɾɛzultɐdos pɐlinolɔʒikos dɛ ɐmoʃtɾɐs kolɛtɐdɐs nɐ
-ʁɛʒiɐ̃w̃ dɛ pɐtos dɛ minɐs. os dɐdos pɐlinolɔʒikos, ɛm ʒɛɾɐl, konvɛɾʒɛm a
-pɐlinozonɐ dɛ tɾɐnsitoɾipollis kɾizopolɛnsis (p-230), owu sɛʒɐ, koʁoboɾɐɾɐm oʃ
-dɐdos dɛ limɐ (1979), kʷɛ ɐ konsidɛɾowu dɛ idɐdɛ bɐʁɛmiɐnɐ. o tɾɐbɐlo dɛ kɐɾmo
-ɛt ɐl. (2004) konsiʃtiw nɐ ɐnalizɛ dɛ oʃtɾɐkodɛs pɾɛzɛntɛs ɛm duɐs lokɐlidɐdɛs:
-munizipio dɛ kɐɾmo do pɐɾɐnaj́bɐ ɛ ʒowɐ̃w̃ pinɛjɾo (pɾɔksimo ɐo ɾio do sono). foɾɐ̃
-ɛʃtudɐdɐs 15 ɛʃpeziɛs dɛ oʃtɾɐkodɛs (tɐbɛlɐ 1), todɐs nɐ̃w̃ mɐɾinɐs. ɐlɡmɐs dɐʃ
-ɛʃpeziɛs dɛ oʃtɾɐkodɛs ɛʃtudɐdɐs tɐmbem sɐ̃w̃ ɛnkontɾɐdɐs ɛm owutʁɐs bɐziɐs ɛ,
-dɛntɾɛ ɐs ɛʃpeziɛs ʒa ɛʃtudɐdɐs, tɾes dɛlɐs foɾɐm dɐtɐdɐs komo ɐptiɐnɐs. kontudo
-foɾɐm obsɛɾvɐdɐs duɐs ɛʃpeziɛs dɛ oʃtɾɐkodɛs tipikɐs do bɐʁɛmiɐno dɐ ɐɾʒɛntinɐ
-(wolbuɾʒiopsis plɐʃtikɐ ɛ wolbuɾʒiopsis kinɐmuɛɾtɛnsis). kom ɛʃtɛs dɐdos, oʃ
-awtoɾɛs konkluj́ɾɐm kʷɛ ɐ poɾsɐ̃w̃ infɛɾioɾ dɛʃtɐ foɾmɐsɐ̃w̃ e dɛ idɐdɛ bɐʁɛmiɐnɐ,
-koʁoboɾɐndo dɐdos dɛ awtoɾɛs ɐntɛɾioɾɛs kʷɛ konsidɛɾɐɾɐm ɛʃtɐ idɐdɛ pɐɾɐ pɐɾtɛ
-dɐ foɾmɐsɐ̃w̃ kʷiɾikɔ. os dɐdos biowɛʃtɾɐtiɡʁafikos dɐ foɾmɐsɐ̃w̃ kʷiɾikɔ konvɛɾʒɛ̃
-pɐɾɐ dɛpozisɐ̃w̃ bɐʁɛmiɐnɐ, ɐpɛzɐɾ dɛ ɐlɡmɐs divɛɾʒensiɐs dɐs idɐdɛs ɐtʁibuj́dɐʃ
-a foɾmɐsɐ̃w̃ kʷiɾikɔ poɾ divɛɾsos awtoɾɛs. ɐʃsim sɛndo, o ɡɾupo ɐɾɛɐdo tɛɾiɐ sido
-dɛpozitɐdo no kɾɛtazɛo infɛɾioɾ, pozisionɐdo dɛʃtɐ foɾmɐ ɛm um pɛɾiodo dɛ tɛmpo
-dɛ siɡnifikɐtivɐ impoɾtansiɐ pɐɾɐ ɐ ʒɛoloʒiɐ do pɛtʁɔlɛo no bɾɐzil. owutʁɐ
-kʷɛʃtɐ̃w̃ ɾɛlɛvɐntɛ, ɛ ajndɐ polemikɐ pɐɾɐ ɐ biowɛʃtɾɐtiɡʁɐfiɐ ɛ pɐlɛowɛkoloʒiɐ do
-ɡɾupo ɐɾɛɐdo, sɐ̃w̃ os ɾɐdiolaɾios dɛʃkɾitos pionɛjɾɐmɛntɛ poɾ kɐttɐ (1991). ɐ
-awtoɾɐ dɛʃkɾɛvew nivɛjs dɛlɡɐdos dɛ silɛksitos kom pɾɛzɛnsɐ dɛ ɾɐdiolaɾios,
-ɛʃtɐndo ɛʃtɛs nivɛjs ɐʃsoziɐdos ɐ pɐkotɛs ɐɾɛnozos dɛ oɾiʒɛm fluviɐl owu ɛɔlikɐ
-(kɐʃtɾo, 1996). kontudo, tɐnto os ɾɐdiolaɾios, komo ɐ biotɐ dɛʃkɾitɐ
-poʃtɛɾioɾmɛntɛ (foɾɐminifɛɾos, bivɐlvɛs ɛ ɛʃpikulɐs dɛ ɛʃponʒɐs) ɛm owutʁoʃ
-ɛʃtudos (pɛʃsɐɡno ɛ diɐs-bɾito, 1996. diɐs-bɾito ɛt ɐl., 1999) indikɐ̃
-pɐlɛowɐmbiɛntɛ dɛpozisionɐl mɐɾino nɛɾitiko pɾofundo. ɛʃtɛs nivɛjs kõ
-ʁɐdiolaɾios koʁɛʃpondɛm ɐ umɐ kontɾɐdisɐ̃w̃ dos dɐdos pɐlɛontolɔʒikos ɛ o
-ɐmbiɛntɛ dɛpozisionɐl intɛɾpɾɛtɐdo pɛlɐs faziɛs sɛdimɛntɐɾɛs ondɛ ɛlɛs okoʁɛm.
-ɐpɛzɐɾ dɛ divɛɾsos awtoɾɛs tɛɾɛm tɛntɐdo ɛsplikɐɾ ɛʃtɛs ɾɐdiolaɾios, kõ
-inɡɾɛʃsõj̃s mɐɾinɐs do ɐtlantiko noɾtɛ (kɐttɐ, 1991) owu do ozɛɐno pɐzifiko
-(pɛʃsɐɡno ɛ diɐs-bɾito, 1996. metodos ɛ ɐtividɐdɛs ɛksɛkutɐdɐs ɐ pɛʃkʷizɐ sɛ
-iniziowu pɛlo lɛvɐntɐmɛnto biblioɡʁafiko ɛm ɐɾtiɡos, tɛzɛs ɛ diʃsɛɾtɐsõj̃s, mɐpɐʃ
-ɛ dɛmajs mɐtɛɾiajs ɾɛfɛɾɛntɛs a bɐziɐ sɐnfɾɐnsiʃkɐnɐ, ɛnfokɐndo tɾɐbɐloʃ
-pɛɾtinɛntɛs ɐo ɡɾupo ɐɾɛɐdo. tɐmbem fowi konsultɐdɐ biblioɡʁɐfiɐ dos pɾinsipajʃ
-ɐɾtiɡos ɛ livʁos ɾɛfɛɾɛntɛs ɐ pɾozɛʃsos sɛdimɛntɐɾɛs poʃsivɛlmɛntɛ ɐtuɐntɛs nɐ
-dɛpozisɐ̃w̃ dos sɛdimɛntos dɛʃtɛ ɡɾupo. ɛʃtɛ mɐtɛɾiɐl biblioɡʁafiko lɛvɐntɐdo fowi
-oɾɡɐnizɐdo ɛm bɐnko dɛ dɐdos ɐ fim dɛ fɐzilitɐɾ o sew mɐnuzɛjo. foɾɐm ɾɛɐlizɐdɐʃ
-duɐs kɐmpɐnɐs dɛ kɐmpo, sɛndo ɐ pɾimɛjɾɐ no pɛɾiodo dɛ 20 ɐ 28 dɛ ʒulo dɛ
-2013. ɐ sɛɡndɐ kɐmpɐnɐ ɐkontɛzew ɛntɾɛ os diɐs 17 ɛ 24 dɛ mɐjo dɛ 2014. ɐ
-kolɛtɐ dɛ dɐdos okoʁew nɐ ɾɛʒiɐ̃w̃ dos munizipios dɛ pɾɛzidɛntɛ olɛɡaɾio, ʒowɐ̃w̃
-pinɛjɾo, vɐɾʒɐ̃w̃ dɛ minɐs, pɐtos dɛ minɐs ɛ kɐɾmo do pɐɾɐnaj́bɐ. pɾɛzɛdɛndo ɐʃ
-ɐtividɐdɛs dɛ kɐmpo owuvɛ ɛtɐpɐs pɾɛpɐɾɐtɔɾiɐs ɐ fim dɛ ɛlɐboɾɐɾ ɐ pɾoɡʁɐmɐsɐ̃w̃
-dos kɐmpos. ɛʃtɐ ɛtɐpɐ konsiʃtiw no plɐnɛʒɐmɛnto dɐ loʒiʃtikɐ dos kɐmpos ɛ nɐ
-pɾe-sɛlɛsɐ̃w̃ dɛ pontos dɛ intɛɾɛʃsɛ, ɐtʁɐves dɐ litɛɾɐtuɾɐ ɛ dɐ ɐnalizɛ dɛ
-imɐʒɛns do ɡowoɡlɛ ɛɐɾt ɛ dɛ imɐʒɛns sɾtm ɛ lɐndsɐt pɾozɛʃsɐdɐs. nɐs kɐmpɐnɐʃ
-dɛ kɐmpo foɾɐm dɛʃkɾitos ɐo todo 103 pontos, sɛndo kʷɛ ɛm 41 dɛʃtɛs foɾɐ̃
-lɛvɐntɐdɐs ɛʃtɐsõj̃s dɛ pɐlɛokoʁɛntɛs (fiɡʁɐ 4). nɐ tɐbɛlɐ 2 ɛnkontɾɐm-sɛ todoʃ
-os pontos lɛvɐntɐdos kom suɐs ɾɛʃpɛktivɐs kowoɾdɛnɐdɐs. nɛʃtɛs pontos foɾɐ̃
-dɛʃkɾitɐs faziɛs sɛdimɛntɐɾɛs ɐdotɐndo-sɛ modɛlos dɛ dɛʃkɾisɐ̃w̃ ɛ intɛɾpɾɛtɐsɐ̃w̃
-dɛ faziɛs uzuajs ɛm ɐnalizɛ sɛdimɛntɐɾ. o kɔdiɡo dɛ faziɛs utilizɐdo nɛʃtɛ
-tɾɐbɐlo sɛɡʷiw o modɛlo do kɔdiɡo dɛ faziɛs pɾopoʃto iniziɐlmɛntɛ poɾ miɐll
-(1978) ɛ modifikɐdo poɾ miɐll (1996), mɐs kom ɐdɐptɐsõj̃s dɛ ɐkoɾdo kom ɐʃ
-nɛzɛʃsidɐdɛs do tɾɐbɐlo (tɐbɛlɐ 3). tɐbɛlɐ 2. pontos lɛvɐntɐdos kom suɐʃ
-ʁɛʃpɛktivɐs kowoɾdɛnɐdɐs (kowoɾdɛnɐdɐs utm, dɐtum wɡs84, zonɐ 23). ɐ fim dɛ
-kompɾɛɛndɛɾ ɐ suzɛʃsɐ̃w̃ vɛɾtikɐl dɛ faziɛs ɛ ɛntɛndɛɾ mɛloɾ ɐ ɾɛlɐsɐ̃w̃ dɛ kontɐto
-ɛntɾɛ ɐs unidɐdɛs ɛʃtɾɐtiɡʁafikɐs, bɛm komo suɐs vɐɾiɐsõj̃s dɛ ɛʃpɛʃsuɾɐs ɐo
-lonɡo dɐ sub-bɐziɐ ɐbɐɛte, foɾɐm lɛvɐntɐdɐs sinko sɛsõj̃s-kolunɐɾɛs (fiɡʁɐ 5).
-ɛm todɐs ɐs sɛsõj̃s fowi fɛjtɐ ɐ dɛʃkɾisɐ̃w̃ dɐs faziɛs sɛdimɛntɐɾɛs, ɐ dokumɛntɐsɐ̃w̃
-fotoɡʁafikɐ ɛ ɐ mɛdisɐ̃w̃ dɛ pɐlɛokoʁɛntɛs, kɐndo poʃsivɛl. nɐ tɐbɛlɐ 4 sɐ̃w̃
-ɐpʁɛzɛntɐdɐs ɐs kowoɾdɛnɐdɐs do ponto iniziɐl dɛ kɐdɐ sɛsɐ̃w̃. ɐs pɐlɛokoʁɛntɛʃ
-foɾɐm mɛdidɐs kom buʃsolɐ bɾunton. buʃkowu-sɛ obtɛɾ, kɐndo poʃsivɛl, minimo dɛ
-20 mɛdidɐs ɛm kɐdɐ ɛʃtɐsɐ̃w̃, numɛɾo uzuɐl dɛ mɛdidɐs kom siɡnifikɐsɐ̃w̃ ɛʃtɐtiʃtikɐ
-ʒa konsolidɐdɐ nɐ litɛɾɐtuɾɐ. os dɐdos foɾɐm diʃkɾiminɐdos dɛ ɐkoɾdo kom ɐʃ
-ɛʃtɾutuɾɐs sɛdimɛntɐɾɛs ɛ pɾozɛʃsos sɛdimɛntɐɾɛs ʒɛɾɐdoɾɛs. ɛʃtɛs dɐdos foɾɐ̃
-tɾɐtɐdos ɛ intɛɾpɾɛtɐdos kom o softwɐɾɛ ɾokk woɾks. os dɐdos foɾɐm diʃtɾibuj́doʃ
-ɛm klɐʃsɛs dɛ 30°, sɛndo ɐpʁɛzɛntɐdos nɐ foɾmɐ dɛ iʃtoɡʁɐmɐs siɾkulɐɾɛs dɛ
-izofʁɛkʷensiɐ (ɾozɛtɐs). poɾ mɛjo do softwɐɾɛ utilizɐdo, foɾɐm kɐlkulɐdos pɐɾɐ
-kɐdɐ ɛʃtɐsɐ̃w̃ o vɛtoɾ medio ɛ o fɐtoɾ dɛ konsiʃtensiɐ (fk). tɐbɛlɐ 3. tɐbɛlɐ dɐʃ
-faziɛs dɛʃkɾitɐs no tɾɐbɐlo. foɾmɐsɐ̃w̃ ɐbɐɛte ɐ foɾmɐsɐ̃w̃ ɐbɐɛte, unidɐdɛ bɐzɐl
-do ɡɾupo ɐɾɛɐdo, e kompoʃtɐ pɾɛdominɐntɛmɛntɛ poɾ konɡlomɛɾɐdos ɛ ɐɾɛnitos. ɛʃtɐ
-foɾmɐsɐ̃w̃ ɛnkontɾɐ-sɛ sobʁɛpoʃtɐ ɐs ɾokɐs do ɡɾupo bɐmbuj́, kom kontɐto ɐnɡlɐɾ ɛ
-ɛɾozivo, konfiɡʁɐndo umɐ diʃkonfoɾmidɐdɛ, owu ɐʃsɛntɐ-sɛ sobʁɛ ɾokɐʃ
-ɡlɐzioʒenikɐs do ɡɾupo sɐntɐ fe. ɾokɐs dɐ fm. ɐbɐɛte foɾɐm dɛʃkɾitɐʃ
-pɾinsipɐlmɛntɛ nɐ ɾɛʒiɐ̃w̃ dɛ kɐnɐ bɾɐvɐ, munizipio dɛ ʒowɐ̃w̃ pinɛjɾo (mɡ), ondɛ
-okoʁɛm kom ɾɛlɐtivɐ fɾɛkʷensiɐ ɛ kom ɛʃpɛʃsuɾɐs siɡnifikɐtivɐs. pɾɔksimo ɐ
-pɾɛzidɛntɛ olɛɡaɾio (mɡ) foɾɐm dɛʃkɾitos nɛʃtɛ ɛʃtudo pɐkotɛs siliziklaʃtikoʃ
-ʁɛlɐtivɐmɛntɛ ɛʃpɛʃsos (ɐte 60 m) pɛɾtɛnsɛntɛs ɐ ɛʃtɐ foɾmɐsɐ̃w̃. nɐs dɛmajs aɾɛɐʃ
-ɛʃtɐ foɾmɐsɐ̃w̃ nɐ̃w̃ e ɛspɾɛʃsivɐ, okoʁɛndo ɛm vɐlɛs ɛ kom ɛʃpɛʃsuɾɐs ɾɛduzidɐs.
-ɛm kɐmpo foɾɐm dɛʃkɾitos 20 pontos pɛɾtɛnsɛntɛs a fm. ɐbɐɛte (fiɡʁɐ 4). dɛntɾɛ
-ɛʃtɛs pontos, ɛm 10 foɾɐm fɛjtɐs ɛʃtɐsõj̃s dɛ pɐlɛokoʁɛntɛs, totɐlizɐndo 238
-mɛdidɐs. tɐmbem foɾɐm lɛvɐntɐdɐs duɐs sɛsõj̃s-kolunɐɾɛs kʷɛ ɐbʁɐnʒɛɾɐm sɛdimɛntoʃ
-dɐ fm. ɐbɐɛte: sɛsɐ̃w̃-kolunɐɾ kɔʁɛɡo tiɾiɾikɐ (fiɡʁɐ 6) ɛ sɛsɐ̃w̃-kolunɐɾ
-kɐpɐdɐ̃w̃ (fiɡʁɐ 7). ɐ sɛsɐ̃w̃-kolunɐɾ kɔʁɛɡo tiɾiɾikɐ lokɐlizɐ-sɛ ɐ
-ɐpʁoksimɐdɐmɛntɛ 12,6 km ɐ nɛ dɛ pɾɛzidɛntɛ olɛɡaɾio ɛ suɐ bɐzɛ ɛʃta pɾɔksimɐ dɐ
-dɾɛnɐʒɛm omonimɐ. ʒa ɐ sɛsɐ̃w̃ kɐpɐdɐ̃w̃ e umɐ sɛsɐ̃w̃-kolunɐɾ kompoʃtɐ ɛ
-ɛnkontɾɐ-sɛ ɐ 3 km ɐ sul dɐ sɛsɐ̃w̃ kɔʁɛɡo tiɾiɾikɐ. ɐ sɛsɐ̃w̃-kolunɐɾ kɔʁɛɡo
-tiɾiɾikɐ ɐpʁɛzɛntɐ 42 m dɛ ɛʃpɛʃsuɾɐ, umɐ dɐs mɐjoɾɛs obsɛɾvɐdɐs nɛʃtɛ ɛʃtudo
-pɐɾɐ ɐ fm. ɐbɐɛte nɐ aɾɛɐ, ɛ ɐbʁɐnʒew kɐzɛ todo o pɐkotɛ sɛdimɛntɐɾ dɛʃtɐ
-foɾmɐsɐ̃w̃. ɐ sɛsɐ̃w̃ ɐʃsɛntɐ-sɛ sobʁɛ filitos do ɛmbɐzɐmɛnto ɛ podɛ sɛɾ konsidɛɾɐdɐ
-sɛsɐ̃w̃ ɾɛpʁɛzɛntɐtivɐ dɐ fm. ɐbɐɛte pɐɾɐ ɐ aɾɛɐ ɛʃtudɐdɐ. ɐbɐɛte podɛm sɛɾ
-subdivididos ɛm dowis pɐkotɛs diʃtintos dɛvido ɐ ɐʃsoziɐsõj̃s dɛ faziɛs. ɐ poɾsɐ̃w̃
-infɛɾioɾ, kom ɐpʁoksimɐdɐmɛntɛ 40 m dɛ ɛʃpɛ��suɾɐ, e kompoʃtɐ poɾ ɐɾɛnitos ɛ
-ɐɾɛnitos konɡlomɛɾatikos, noɾmɐlmɛntɛ mɐl sɛlɛzionɐdos, kom ɛʃtɾɐtifikɐsɐ̃w̃
-kɾuzɐdɐ ɐkɐnɐlɐdɐ owu mɐzisos. okoʁɛm ɛm sɛts tɐbulɐɾɛs ɛ kunɛjfoɾmɛs, ɛ
-oɾɡɐnizɐ-sɛ ɛm siklos ɡɾɐnodɛkʁɛʃsɛntɛs ɐʃsɛndɛntɛs, kom tɛndensiɐ ʒɛɾɐl dɛ
-ɐfinɐmɛnto pɐɾɐ o topo. foɾɐm obsɛɾvɐdos nivɛjs dɛ klɐʃtos ɐnɡlozos nɐ bɐzɛ dɛ
-ɐlɡns siklos. ɐ poɾsɐ̃w̃ supɛɾioɾ e kompoʃtɐ poɾ ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃
-kɾuzɐdɐ ɐkɐnɐlɐdɐ metʁikɐ, kom bowɐ sɛlɛsɐ̃w̃ ɛ bimodɐlidɐdɛ bɛm mɐɾkɐdɐ. ɐ bɐzɛ dɐ
-sɛsɐ̃w̃-kolunɐɾ kɐpɐdɐ̃w̃ kompɾɛɛndɛ sɛdimɛntos dɐ fm. ɐbɐɛte, sɛndo nɛʃtɐ sɛsɐ̃w̃
-poʃsivɛl obsɛɾvɐɾ o kontɐto supɛɾioɾ ɛntɾɛ ɛʃtɐ foɾmɐsɐ̃w̃ ɛ ɐ fm. kʷiɾikɔ. o
-ʁɛʒiʃtɾo sɛdimɛntɐɾ dɐ fm. ɐbɐɛte nɛʃtɐ sɛsɐ̃w̃ e ɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs supɛɾioɾ
-dɛʃtɐ unidɐdɛ, mujto sɛmɛlɐntɛ akʷɛlɐ obsɛɾvɐdɐ pɐɾɐ ɐ poɾsɐ̃w̃ dɛ topo dɐ sɛsɐ̃w̃
-kɔʁɛɡo tiɾiɾikɐ. nɐ sɛsɐ̃w̃ kɐpɐdɐ̃w̃ okoʁɛm mɐjoɾɛs ɛʃpɛʃsuɾɐs pɐɾɐ ɛʃtɐ
-ɐʃsoziɐsɐ̃w̃ supɛɾioɾ do kʷɛ nɐ sɛsɐ̃w̃ kɔʁɛɡo tiɾiɾikɐ, sɛndo dɛʃkɾitos kɐzɛ 20 
-dɛ ɐɾɛnitos kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ metʁikɐ, ɐte o kontɐto ɐbʁupto
-kom sɛdimɛntos majs finos dɐ fm. kʷiɾikɔ. sɐ̃w̃ obsɛɾvɐdɐs dobʁɐs konvolutɐʃ
-dɛzimetʁikɐs nos ɐɾɛnitos pɾɔksimo ɐo kontɐto kom os pɛlitos , komo podɛ sɛɾ
-obsɛɾvɐdo nɐ fiɡ. . 7. 4.1 ɐʃsoziɐsɐ̃w̃ dɛ faziɛs sɛdimɛntɐɾɛs ɐs sɛsõj̃s-kolunɐɾɛʃ
-lɛvɐntɐdɐs pɐɾɐ ɐ fm. ɐbɐɛte pɛɾmitiɾɐm ɛntɛndɛɾ o ɛmpilɐmɛnto dɐs faziɛs pɐɾɐ
-ɛʃtɐ foɾmɐsɐ̃w̃, tɛndo sido idɛntifikɐdɐs duɐs poɾsõj̃s diʃtintɐs dɛvido a
-ɐʃsoziɐsɐ̃w̃ dɐs faziɛs. ɐ poɾsɐ̃w̃ infɛɾioɾ e ɐ majs ɾɛkoʁɛntɛ nɐ sub-bɐziɐ
-ɐbɐɛte, ɛ ɐfloɾɐ noɾmɐlmɛntɛ kom powukos mɛtʁos, podɛndo ɐlkɐnsɐɾ ɐte 40 m dɛ
-ɛʃpɛʃsuɾɐ. nɐ bɐzɛ dɛʃtɛ konʒunto sɐ̃w̃ dɛʃkɾitos konɡlomɛɾɐdos mɐtʁiz-suʃtɛntɐdoʃ
-owu klɐʃto-suʃtɛntɐdos, ʒɛɾɐlmɛntɛ powuko ɛʃpɛʃsos, kom mɐjoɾɛs ɛʃpɛʃsuɾɐʃ
-ʁɛʒiʃtɾɐdɐs ɐ noɾtɛ dɐ aɾɛɐ ɛʃtudɐdɐ. nɐ ɾɛʒiɐ̃w̃ dɛ kɐnɐbʁɐvɐ, munizipio dɛ ʒowɐ̃w̃
-pinɛjɾo, noɾtɛ dɐ aɾɛɐ ɛʃtudɐdɐ, fowi dɛʃkɾito nɛʃtɛ ɛʃtudo kɐzɛ kʷɛ somɛntɛ
-konɡlomɛɾɐdo klɐʃto-suʃtɛntɐdo ɛ kom ɛʃpɛʃsuɾɐ ɛlɛvɐdɐ, difɛɾindo ɐʃsim dɐʃ
-dɛmajs ɾɛʒiõj̃s. ɛm kɐmpo obsɛɾvowu-sɛ konɡlomɛɾɐdos klɐʃto-suʃtɛntɐdos (faziɛʃ
-ɡ), kompoʃtos poɾ klɐʃtos dɛ difɛɾɛntɛs dimɛnsõj̃s, vɐɾiɐndo dɛ ɐlɡns milimɛtʁoʃ
-ɐte 40 km, noɾmɐlmɛntɛ bɛm ɐʁɛdondɐdos, ɛ kom mɐtʁiz ɐɾɛnozɐ. os sɛts sɐ̃w̃
-tɐbulɐɾɛs, dɛzimetʁikos ɐ metʁikos, mɐs tɐmbem okoʁɛm sɛts kunɛjfoɾmɛs. nɐ
-mɐjoɾiɐ dos kɐzos os klɐʃtos ɛnkontɾɐm-sɛ imbɾikɐdos, mɐs obsɛɾvɐ-sɛ tɐmbẽ
-ɐkɐmɐmɛnto oɾizontɐl ɛ konɡlomɛɾɐdos ɐpɐɾɛntɛmɛntɛ mɐzisos (fiɡʁɐ 8). nɐ
-poɾsɐ̃w̃ noɾtɛ dɐ aɾɛɐ, ɐ faziɛs ɡ fɾɛkʷɛntɛmɛntɛ ɛnkontɾɐ-sɛ ɐʃsoziɐdɐ as faziɛʃ
-st, s ɛ pɾinsipɐlmɛntɛ sm (fiɡʁɐ 8). foɾɐm obsɛɾvɐdos ɐfloɾɐmɛntos kom ɐte 25
-nɐ dimɛnsɐ̃w̃ vɛɾtikɐl, kom intɛɾkɐlɐsõj̃s dɛ sɛts tɐbulɐɾɛs metʁikos dɛ
-konɡlomɛɾɐdo klɐʃto-suʃtɛntɐto (ɡ) ɛ ɐɾɛnitos kom sɛlɛsɐ̃w̃ modɛɾɐdɐ ɐ ɾujm,
-mɐzisos (sm) owu majs ɾɐɾɐmɛntɛ kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ dɛzimetʁikɐ
-(st) owu ɛʃtɾɐtifikɐsɐ̃w̃ plɐno-pɐɾɐlɛlɐ (s). os ɐɾɛnitos nɐs dɛmajs ɾɛʒiõj̃s dɐ
-sub-bɐziɐ ɐbɐɛte foɾɐm dɛʃkɾitos pɾinsipɐlmɛntɛ konɡlomɛɾɐdos mɐtʁiz-suʃtɛntɐdo
-(faziɛs ɡmm). tɾɐtɐ-sɛ dɛ konɡlomɛɾɐdo kom klɐʃtos milimetʁikos ɐ sɛntimetʁikos,
-ɐʁɛdondɐdos ɐ sub-ɐnɡlɐɾɛs, kom mɐtʁiz ɐɾɛnozɐ (fiɡʁɐ 9). ɛʃtɛs konɡlomɛɾɐdoʃ
-sɐ̃w̃ mɐzisos ɛ nɐ̃w̃ ɐpʁɛzɛntɐm ɛʃpɛʃsuɾɐs siɡnifikɐtivɐs. ɐɾɛnitos nɐ faziɛs st
-tɐmbem foɾɐm dɛʃkɾitos pɐɾɐ ɐ ɐʃsoziɐsɐ̃w̃ dɛ fazɛs infɛɾioɾ. ɛlɛs ɛksibɛm sɛlɛsɐ̃w̃
-modɛɾɐdɐ ɐ ɾujm, vɐɾiɐndo dɛ fino ɐ mujto ɡɾoʃso, as vɛzɛs kom mɐtʁiz siltozɐ ɛ
-podɛndo kontɛɾ ɡɾanulos diʃpɛɾsos owu no foɾɛzɛt. os ɐɾɛnitos ɐ poɾsɐ̃w̃ supɛɾioɾ
-dɐ foɾmɐsɐ̃w̃ ɐbɐɛte nɐ̃w̃ e tɐ̃w̃ ɾɛkoʁɛntɛ nɐ aɾɛɐ dɛ ɛʃtudo, sɛndo dɛʃkɾitɐ nɛʃtɛ
-tɾɐbɐlo nɐs sɛsõj̃s kɔʁɛɡo tiɾiɾikɐ (fiɡ. 6) ɛ kɐpɐdɐ̃w̃ (fiɡ. 7) ɛ nɐ ɛʃtɾɐdɐ
-kʷɛ liɡɐ ɐs sidɐdɛs dɛ pɾɛzidɛntɛ olɛɡaɾio (mɡ) ɛ ɡɐlɛnɐ (mɡ) (pontos 26, 28,
-90, 91, 93 ɛ 94 – tɐbɛlɐ 2). ɛʃtɛ pɐkotɛ ɐfloɾɐ kom ɐte 30 m dɛ ɛʃpɛʃsuɾɐ ɛ
-foɾɐm obsɛɾvɐdɐs ɐs faziɛs st ɛ sd. os ɐɾɛnitos vɐɾiɐm dɛ fino ɐ ɡɾoʃso, bɛ̃
-sɛlɛzionɐdos, kom ɡɾɐ̃w̃s ɐʁɛdondɐdos ɛ kom ɛʃtɾutuɾɐ pin stɾipɛ dɛvido a
-bimodɐlidɐdɛ dos ɡɾɐ̃w̃s bɛm mɐɾkɐdɐ. ɐs ɛʃtɾɐtifikɐsõj̃s sɐ̃w̃ kɾuzɐdɐs ɐkɐnɐlɐdɐʃ
-dɛ dimɛnsõj̃s metʁikɐ ɐ dɛkɐmetʁikɐ, ɛm sɛts tɐbulɐɾɛs (fiɡʁɐ 10). nɐ sɛsɐ̃w̃
-kɐpɐdɐ̃w̃ , pɾɔksimo ɐo kontɐto kom ɐ fm. kʷiɾikɔ , foɾɐm dɛʃkɾitos ɐɾɛnitos kõ
-dɛfoɾmɐsõj̃s konvolutɐs , ɛ kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ pɐɾsiɐlmɛntɛ
-oblitɛɾɐdɐ , komo podɛ sɛɾ obsɛɾvɐdo nɐ fiɡ. . 10. intɛɾpɾɛtɐsɐ̃w̃ pɐlɛowɐmbiɛntɐl
-ɐ ɐʃsoziɐsɐ̃w̃ dɐs faziɛs dɐ bɐzɛ (ɡ, st, s ɛ sm), dɛʃkɾitɐ nɐ ɾɛʒiɐ̃w̃ dɛ
-kɐnɐbʁɐvɐ, ʒa ɐviɐ sido intɛɾpɾɛtɐdɐ komo dɛ siʃtɛmɐ fluviɐl ɛntɾɛlɐsɐdo
-(kɐmpos ɛ dɐɾdɛnnɛ, 1995), ɛ dɛnominɐdɐ poɾ sɡɐɾbi (2000) komo mɛmbɾo kɐnɐbʁɐvɐ.
-ɐ ɐʃsoziɐsɐ̃w̃ dɐs faziɛs sɛdimɛntɐɾɛs obsɛɾvɐdɐs pɐɾɐ ɐ sɛsɐ̃w̃-kolunɐɾ kɔʁɛɡo
-tiɾiɾikɐ (fiɡ. 6) e sɛmɛlɐntɛ akʷɛlɐ ɛnkontɾɐdɐ nɐ ɾɛʒiɐ̃w̃ dɛ kɐnɐbʁɐvɐ, nɐ̃w̃
-okoʁɛndo ɐpɛnɐs ɐ faziɛs ɡ, bɛm kɐɾɐktɛɾiʃtikɐ ɛ ɾɛkoʁɛntɛ nɐ ɾɛʒiɐ̃w̃ noɾtɛ dɐ
-aɾɛɐ. ɐlem dɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs sɛmɛlɐntɛ, ɐ awzensiɐ dɛ sɛdimɛntoʃ
-pɛlitikos no ɾɛʒiʃtɾo sɛdimɛntɐɾ ɛ ɐ bajksɐ diʃpɛɾsɐ̃w̃ dɐs mɛdidɐs dɛ
-pɐlɛokoʁɛntɛs tɐmbem sɐ̃w̃ indikɐtivɐs dɛ sɛdimɛntɐsɐ̃w̃ fluviɐl do tipo
-ɛntɾɛlɐsɐdo pɐɾɐ ɐ poɾsɐ̃w̃ infɛɾioɾ dɐ sɛsɐ̃w̃ kɔʁɛɡo tiɾiɾikɐ. dɛʃtɐ foɾmɐ, ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɛ kɐmpos ɛ dɐɾdɛnnɛ (1995) podɛ sɛɾ ɛʃtɛndidɐ pɐɾɐ dɛmajʃ
-lokɐlidɐdɛs dɐ sub-bɐziɐ ɐbɐɛte. os konɡlomɛɾɐdos mɐtʁiz-suʃtɛntɐdos (faziɛʃ
-ɡmm) pɛɾtɛnsɛntɛs ɐo mɛmbɾo kɐɾmo (sɡɐɾbi, 2000), powuko obsɛɾvɐdos nɛʃtɛ
-tɾɐbɐlo, ʒa ɐviɐm sido bɛm tɾɐtɐdos poɾ sɡɐɾbi (1989) ɛ intɛɾpɾɛtɐdos komo
-dɛpɔzitos dɛ lɛkʷɛs ɐluviajs. st dɛʃkɾitɐ pɐɾɐ ɐ poɾsɐ̃w̃ supɛɾioɾ dɐ foɾmɐsɐ̃w̃
-ɐbɐɛte ɾɛzultɐ dɐ miɡʁɐsɐ̃w̃ dɛ dunɐs dɛ kɾiʃtɐs sinuozɐs, ɛm flukso unidiɾɛzionɐl
-ɛ sob ɾɛʒimɛ dɛ flukso infɛɾioɾ (miɐll, 2006). o ɡɾɐndɛ poɾtɛ dɐs ɛʃtɾɐtifikɐsõj̃ʃ
-ɛ dos sɛts, ɐ bowɐ sɛlɛsɐ̃w̃ ɡɾɐnulometʁikɐ, o ɐʁɛdondɐmɛnto dos ɡɾɐ̃w̃s ɛ ɐ
-bimodɐlidɐdɛ sɐ̃w̃ ɛvidensiɐs dɛ sɛdimɛntɐsɐ̃w̃ ɛm siʃtɛmɐ ɛɔliko. powukos awtoɾɛʃ
-kʷɛ ɛʃtudɐɾɐm o ɡɾupo ɐɾɛɐdo ɾɛkonɛzɛɾɐm siʃtɛmɐ dɛpozisionɐl ɛɔliko pɐɾɐ ɐ fm.
-ɐbɐɛte. mɛndonsɐ (2003) dɛʃkɾɛvɛ ɛʃtɐs faziɛs ɛɔlikɐs intɛɾdiʒitɐdɐs kom faziɛʃ
-dɛ lɛkʷɛ ɐluviɐl, ɛ nɐ̃w̃ sobʁɛpoʃtɐ ɐ sɛdimɛntos fluviajs komo fowi obsɛɾvɐdo
-nɛʃtɛ ɛʃtudo. fɾɐɡozo (2011) tɐmbem tɾɐtɐ bɾɛvɛmɛntɛ dɛʃtɛs sɛdimɛntos ɛɔlikos,
-todɐviɐ konfɛɾindo ɐ ɛʃtɛs powukɐs ɛʃpɛʃsuɾɐs (maksimo 1 m). 4.3 pɐlɛokoʁɛntɛs ɐʃ
-pɐlɛokoʁɛntɛs fluviajs dɐ fm. ɐbɐɛte foɾɐm mɛdidɐs nos foɾɛzɛts dos ɐɾɛnitos nɐ
-faziɛs st ɛ nɐ imbɾikɐsɐ̃w̃ dos klɐʃtos (faziɛs ɡ). ɐo todo foɾɐm fɛjtɐs 66
-mɛdidɐs kʷɛ indikɐɾɐm pɐlɛoflukso pɐɾɐ wnw (ɐzimutɛ medio 300°) (fiɡʁɐ 11). o
-fɐtoɾ dɛ konsiʃtensiɐ (fk=0,62) fowi ɾɛlɐtivɐmɛntɛ ɛlɛvɐdo, dɛmonstɾɐndo ɐʃsĩ
-bajksɐ diʃpɛɾsɐ̃w̃ dos dɐdos. kɐmpos ɛ dɐɾdɛnnɛ (1995) ʒa ɐviɐm obtido 92 mɛdidɐʃ
-dɛ pɐlɛokoʁɛntɛs pɐɾɐ ɐ poɾsɐ̃w̃ infɛɾioɾ dɐ fm. ɐbɐɛte, ɾɛzultɐndo ɛ̃
-pɐlɛofluksos dɛ n30w ɐ n45ɛ (fiɡʁɐ 12). ɐpɛzɐɾ dos ɛʃtudos dɛʃtɛs awtoɾɛs tɛɾɛ̃
-sido ɾɛʃtɾitos a ɾɛʒiɐ̃w̃ dɛ kɐnɐbʁɐvɐ, noɾdɛʃtɛ dɐ aɾɛɐ ɛʃtudɐdɐ nɛʃtɛ tɾɐbɐlo,
-notɐm-sɛ sɛmɛlɐnsɐs ɛntɾɛ os ɾɛzultɐdos dɐkʷɛlɛs awtoɾɛs ɛ os dɐdos ɐkʷi
-ɐpʁɛzɛntɐdos. dɛpʁɛɛndɛ-sɛ ɐʃsim kʷɛ o pɐlɛoflukso fluviɐl pɐɾɐ ɐ sub-bɐziɐ
-ɐbɐɛte ɛɾɐ pɐɾɐ nw/n, sɛndo ɛʃtɐ diɾɛsɐ̃w̃ pɾɛfɛɾɛnsiɐl konsiʃtɛntɛ tɐnto pɐɾɐ ɐʃ
-poɾsõj̃s sɛntɾajs komo pɐɾɐ ɐ poɾsɐ̃w̃ majs sɛtɛntɾionɐl dɐ sub-bɐziɐ. foɾɐ̃
-lɛvɐntɐdɐs powukɐs ɛʃtɐsõj̃s dɛ pɐlɛokoʁɛntɛs ɛɔlikɐs pɐɾɐ ɐ fm. ɐbɐɛte ɛ̃
-dɛkoʁensiɐs dɐ ɛʃkɐʃsɛz dɛ ɐfloɾɐmɛntos. kontudo, fowi poʃsivɛl obtɛɾ
-ʁɛlɐtivɐmɛntɛ mujtɐs mɛdidɐs ɛm dɛkoʁensiɐ dɐ ɛʃpɛʃsuɾɐ do pɐkotɛ sɛdimɛntɐɾ
-(ɛm toɾno dɛ 30 m). ɐs mɛdidɐs foɾɐm fɛjtɐs no foɾɛzɛts dɛ ɐɾɛnitos st. os dɐdoʃ
-foɾɐm ɐɡʁupɐdos ɛm dowis ɡɾupos pɾinsipajs dɛ ɐkoɾdo kom o pɐdʁɐ̃w̃ dɛ
-pɐlɛokoʁɛntɛ obsɛɾvɐdo, sɛndo ɛm ɐmbos os ɡɾupos dɛʃkɾitɐ ɐ mɛʃmɐ faziɛs. o
-pɾimɛjɾo ɡɾupo (kom 114 mɛdidɐs) sɐ̃w̃ ɐs mɛdidɐs obtidɐs nɐs sɛsõj̃s kɔʁɛɡo
-tiɾiɾikɐ ɛ kɐpɐdɐ̃w̃. o sɛɡndo ɡɾupo ɐbʁɐnʒɛ ɐs dɛmajs ɛʃtɐsõj̃s, kompɾɛɛndɛndo
-58 mɛdidɐs. pɐɾɐ o pɾimɛjɾo ɡɾupo obsɛɾvowu-sɛ pɐdʁɐ̃w̃ pɾɛdominɐntɛmɛntɛ unimodɐl,
-kom bajksɐ diʃpɛɾsɐ̃w̃ ɛ konsiʃtensiɐ dɛ pɐlɛoflukso pɐɾɐ nw (ɐzimutɛ medio 312º)
-(fiɡʁɐs 11). ʒa pɐɾɐ o sɛɡndo ɡɾupo notowu-sɛ pɐdʁɐ̃w̃ fɾɐkɐmɛntɛ bimodɐl, kõ
-pɛloflukso pɾinsipɐl pɐɾɐ sw (fiɡʁɐs 11). ɛʃtɐ vɐɾiɐsɐ̃w̃ ɛntɾɛ os ɡɾupos, tɐnto
-no sɛntido do pɐlɛovɛnto komo no pɐdʁɐ̃w̃ dɛ diʃtɾibujsɐ̃w̃ dos dɐdos, podɛ sɛɾ
-ʁɛflɛkso dɐ bajksɐ kɐntidɐdɛ dɛ ɛʃtɐsõj̃s diʃtintɐs lɛvɐntɐdɐs. owutʁɐ ipɔtɛzɛ e
-ɛʃtɐ vɐɾiɐsɐ̃w̃ sɛɾ ɾɛflɛkso dɛ tipos dɛ pɐlɛodunɐs diʃtintɐs ɛksiʃtɛntɛs nɐ epokɐ
-dɐ dɛpozisɐ̃w̃, sɛndo ʒɛɾɐdɐs poɾ diɾɛsõj̃s dɛ pɐlɛovɛntos difɛɾɛntɛs. foɾmɐsɐ̃w̃
-kʷiɾikɔ ɐ foɾmɐsɐ̃w̃ kʷiɾikɔ e ɐ unidɐdɛ intɛɾmɛdiaɾiɐ do ɡɾupo ɐɾɛɐdo, ɛ
-difɛɾɛntɛmɛntɛ dɐs dɛmajs foɾmɐsõj̃s dɛʃkɾitɐs nɛʃtɛ tɾɐbɐlo, nɛʃtɐ foɾmɐsɐ̃w̃
-pɾɛdominɐm os sɛdimɛntos pɛlitikos sobʁɛ os psɐmitikos. nɐ aɾɛɐ ɛʃtudɐdɐ ɐ
-ɛʃpɛʃsuɾɐ dɐ fm. kʷiɾikɔ e pɾɔksimɐ dos 25 m, mɐs podɛndo ɐlkɐnsɐɾ ɐte 40m nɐ
-ʁɛʒiɐ̃w̃ dɛ vɐɾʒɐ̃w̃ dɛ minɐs (mɡ). ɐo todo foɾɐm dɛʃkɾitos 34 pontos dɐ fm. kʷiɾikɔ
-(fiɡʁɐ 4). dɛntɾɛ ɐs sinko sɛsõj̃s lɛvɐntɐdɐs nɛʃtɛ tɾɐbɐlo, ɐpɛnɐs nɐ
-sɛsɐ̃w̃-kolunɐɾ kɔʁɛɡo tiɾiɾikɐ nɐ̃w̃ ɐfloɾɐm sɛdimɛntos dɐ fm. kʷiɾikɔ. ɐ
-sɛsɐ̃w̃-kolunɐɾ sɐ̃w̃ ʒoze ɾomɐ̃w̃ (fiɡʁɐ 13) lokɐlizɐ-sɛ nɐ sidɐdɛ dɛ vɐɾʒɐ̃w̃ dɛ
-minɐs – mɡ, ɛ fowi lɛvɐntɐdɐ ɐo lonɡo do kɔʁɛɡo do kɾiko ɐte ɐ sɛdɛ dɐ fɐzɛndɐ
-sɐ̃w̃ ʒoze ɾomɐ̃w̃. ɐzimɐ dos folɛlos, sɐ̃w̃ dɛʃkɾitɐs duɐs sɛkʷensiɐʃ
-ɡɾɐnokʁɛʃsɛntɛs ɐʃsɛndɛntɛs kʷɛ ɡɾɐdɐm dɛ folɛlo sinzɐ ɐte ɐɾɛnitos mujto
-finos. nɐ suzɛʃsɐ̃w̃, obsɛɾvɐm-sɛ faziɛs ɛtɛɾolitikɐs tipikɐs pɐɾɐ ɛʃtɐ foɾmɐsɐ̃w̃,
-intɛɾkɐlɐdɐ kom lɛntɛs ɛ kɐmɐdɐs dɛ ɐɾɛnito. sobʁɛpondo ɛʃtɐ sɛkʷensiɐ
-pɾɛdominɐntɛmɛntɛ pɛlitikɐ, okoʁɛm ɐpʁoksimɐdɐmɛntɛ 20m dɛ sɛsɐ̃w̃ psɐmitikɐ dɐ
-fm. tɾes bɐʁɐs. o kontɐto ɛntɾɛ ɛʃtɐ foɾmɐsɐ̃w̃ ɛ ɐ fm. kʷiɾikɔ nɐ̃w̃ fowi obsɛɾvɐdɐ
-nɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze ɾomɐ̃w̃. ɐ sɛsɐ̃w̃-kolunɐɾ kɐpɐdɐ̃w̃ ( fiɡʁɐ 7 ) ɐpʁɛzɛntɐ
-ɛʃpɛʃsuɾɐ ɾɛduzidɐ pɐɾɐ ɐ foɾmɐsɐ̃w̃ ɐkʷi tɾɐtɐdɐ , ɛ nɛlɐ fowi poʃsivɛl obsɛɾvɐɾ o
-kontɐto infɛɾioɾ dɐ fm. . kʷiɾikɔ kom ɐ foɾmɐsɐ̃w̃ sotopoʃtɐ . ʒa nɐ sɛsɐ̃w̃ do
-kɾuzɛjɾo fowi dɛʃkɾito o kontɐto supɛɾioɾ dɐ fm. kʷiɾikɔ kom ɐ fm. tɾes bɐʁɐs. ɐ
-sɛsɐ̃w̃ do kɾuzɛjɾo (fiɡʁɐ 14) ɛnkontɾɐ-sɛ ɐ sul do diʃtɾito dɛ ɡɐlɛnɐ – mɡ, ɛ
-fowi lɛvɐntɐdɐ pɾɔksimo ɐo moʁo do ɛʃkutɐ, sɛndo kʷɛ o fim dɐ sɛsɐ̃w̃ kowinsidɛ kõ
-o topo do moʁo. nɛʃtɐ sɛsɐ̃w̃ obsɛɾvɐɾɐm-sɛ faziɛs tipikɐs dɐ fm. kʷiɾikɔ,
-dɛʃkɾɛvɛndo-sɛ faziɛs ɛtɛɾolitikɐs, mɐs kom ɾɛkoʁɛntɛ kontɾibujsɐ̃w̃ ɐɾɛnozɐ,
-kom lɛntɛs ɛ kɐmɐdɐs dɛ ɐɾɛnitos. tɐmbem foɾɐm dɛʃkɾitos nivɛjs kom ɡɾɛtɐs dɛ
-ʁɛʃsɛkɐmɛnto nɛʃtɐ sɛsɐ̃w̃. obsɛɾvowu-sɛ mɐjoɾ ɐpoɾtɛ psɐmitiko pɐɾɐ o topo dɐ
-sɛsɐ̃w̃, ɐte kʷɛ pɐʃsɐm ɐ okoʁɛɾ ɐpɛnɐs sɛdimɛntos ɐɾɛnozos dɐ fm. tɾes bɐʁɐs,
-kɐɾɐktɛɾizɐndo ɐʃsim kontɐto do tipo tɾɐnsizionɐl ɛntɾɛ ɛʃtɐ foɾmɐsɐ̃w̃ ɛ ɐ fm.
-kʷiɾikɔ. ɐ sɛsɐ̃w̃-kolunɐɾ do bɛksiɡɐ (fiɡʁɐ 15) ɛnkontɾɐ-sɛ nɐ ɛʃtɾɐdɐ kʷɛ liɡɐ
-pɾɛzidɛntɛ olɛɡaɾio (mɡ) ɐ ɡɐlɛnɐ (mɡ), sɛndo ɛʃtɐ ɐ unikɐ sɛsɐ̃w̃ kʷɛ kompɾɛɛndɛ
-ɐpɛnɐs sɛdimɛntos dɐ fm. kʷiɾikɔ. kʷiɾikɔ. lɛʒɛndɐ 5.1. ɐʃsoziɐsɐ̃w̃ dɛ faziɛʃ
-sɛdimɛntɐɾɛs ɐ sɛsɐ̃w̃-kolunɐɾ sɐ̃w̃ ʒoze ɾomɐ̃w̃ ɛnsɛʁɐ faziɛs unikɐs pɐɾɐ ɐ fm.
-kʷiɾikɔ. nɛlɐ foɾɐm obsɛɾvɐdos folɛlos pɾɛtos (fl), ɾikos ɛm mɐteɾiɐ oɾɡanikɐ,
-kom simɛnto kɐɾbonatiko, intɛɾkɐlɐdos ɐ laminɐs dɛlɡɐdɐs dɛ kɐɾbonɐto lɐminɐdo.
-notowu-sɛ kʷɛ kɐndo a o pɾɛdominio dɛ folɛlos ɐ lɐminɐsɐ̃w̃ tɛndɛ ɐ sɛɾ
-monɔtonɐ. kontudo, kɐndo a mɐjoɾɛs pɾopoɾsõj̃s dɛ kɐɾbonɐto, ɛʃtɐs ɾokɐʃ
-ɐpʁɛzɛntɐm dɛfoɾmɐsõj̃s ɛ ɾuptuɾɐs (lowop bɛddinɡ), komo sɛ obsɛɾvɐ nɐ fiɡʁɐ 16.
-os fɔʃsɛjs dɛ pɛjksɛs dɐ ɛʃpeziɛ dɐʃtilbɛ moɾɐɛnsɛs nov. ɛʃp ɛʃtɐ̃w̃ pɾɛzɛntɛs ɛ̃
-ɐpɛnɐs um nivɛl, sɛndo kʷɛ nɛʃtɛ nivɛl pɾɛdominɐm folɛlos (fiɡʁɐ 16). ɛʃtɐ
-kɐmɐdɐ dɛ folɛlo pɾɛto mɐɾɡozo ɐpʁɛzɛntɐ ɐpʁoksimɐdɐmɛntɛ 1,5 m dɛ ɛʃpɛʃsuɾɐ ɛ
-foɾɐm obsɛɾvɐdɐs ɡɾɛtɐs dɛ kontɾɐsɐ̃w̃ no topo. ɛʃtɛ pɐkotɛ e suzɛdido nɐ vɛɾtikɐl
-poɾ sɛkʷensiɐs ɡɾɐnokʁɛʃsɛntɛs ɐʃsɛndɛntɛs kʷɛ ɡɾɐdɐm dɛ folɛlo sinzɐ ɐ
-ɐɾɛnitos mujto finos. nos folɛlos dɐ bɐzɛ sɐ̃w̃ dɛʃkɾitos dowis nivɛjʃ
-milimetʁikos dɛ kɐlsitɐ fibʁozɐ (fiɡʁɐ 16). o pɐkotɛ siliziklaʃtiko kʷɛ suzɛdɛ
-ɐ kɐmɐdɐ dɛ folɛlo mɐɾɡozo nɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze ɾomɐ̃w̃ sɛ ɐʃsɛmɛlɐ kom ɐ
-ɐʃsoziɐsɐ̃w̃ dɛ faziɛs tipikɐ dɛʃkɾitɐ pɐɾɐ ɐ fm. kʷiɾikɔ nɐs dɛmajs lokɐlidɐdɛʃ
-dɐ sub-bɐziɐ ɐbɐɛte. dɛntɾɛ os sɛdimɛntos pɛlitikos, ɐ faziɛs ɛtɛɾolitikɐ ()
-fowi ɐ kʷɛ ɐpʁɛzɛntowu mɐjoɾɛs ɛʃpɛʃsuɾɐs ɛ fowi dɛʃkɾitɐ kom mɐjoɾ ɾɛkoʁensiɐ
-pɐɾɐ ɐ fm. kʷiɾikɔ. ɛʃtɐ faziɛs ɐpʁɛzɛntɐ koloɾɐsɐ̃w̃ kɾɛmɛ ɛʃvɛɾdɛɐdɐ
-kɐɾɐktɛɾiʃtikɐ, ɛ suɐ ɛʃpɛʃsuɾɐ vɐɾiɐ dɛ powukos sɛntimɛtʁos ɐte 5 mɛtʁos. ɛʃtɐ
-faziɛs e kompoʃtɐ poɾ intɛɾkɐlɐsõj̃s milimetʁikɐs ɐ sɛntimetʁikɐs, kɐzɛ
-ʁitmikɐs, dɛ lɐmito ɛ ɐɾɛnito mujto fino, noɾmɐlmɛntɛ pɾɛdominɐndo lɐmito/lɐmito
-ɐɾɛnozo (fiɡʁɐ 17). ɛm ɐlɡns kɐzos foɾɐm obsɛɾvɐdɐs ɾipplɛs no ɐɾɛnito. ɛʃtɐ
-faziɛs fowi dɛʃkɾitɐ ɛm todɐs ɐs sɛsõj̃s-kolunɐɾɛs kʷɛ kompɾɛɛndɛɾɐm ɐ fm.
-kʷiɾikɔ. ɐʃsoziɐdo a faziɛs  foɾɐm dɛʃkɾitɐs owutʁɐs faziɛs pɛlitikɐs, komo
-lɐmitos (m) ɛ folɛlos (fl) (fiɡʁɐ 17), okoʁɛndo dɛ foɾmɐ suboɾdinɐdɐ ɛ
-noɾmɐlmɛntɛ powuko ɛspɾɛʃsivɐ. ɐʃsoziɐdos ɐos sɛdimɛntos pɛlitikos, foɾɐ̃
-dɛʃkɾitos ɐɾɛnitos mɐzisos (sm); kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ
-dɛzimetʁikɐ (st); kom lɐminɐsɐ̃w̃ kɾuzɐdɐ kɐvɐlɡɐntɛ (sɾ) ɛ ɐɾɛnitos kõ
-ɛʃtɾɐtifikɐsɐ̃w̃ plɐno-pɐɾɐlɛlɐ (s) (fiɡʁɐ 17). tɐmbem foɾɐm obsɛɾvɐdoʃ
-fɾɐɡmɛntos dɛ ɐɾʒilɐ ɛ dobʁɐs konvolutɐs (faziɛs sd) nɛʃtɛs ɐɾɛnitos (fiɡʁɐ
-17), komo podɛ sɛɾ notɐdo nɐ sɛsɐ̃w̃ do kɾuzɛjɾo (fiɡʁɐ 14). os ɐɾɛnitos okoʁɛ̃
-komo lɛntɛs ɛ sɛts tɐbulɐɾɛs intɛɾkɐlɐdos ɐos pɛlitos (sɛsɐ̃w̃ do kɾuzɛjɾo), owu
-komo sɛts dɛ bɐzɛ plɐnɐ ɛ topo ondulɐdo, komo ɐpʁɛzɛntɐdo nɐ sɛsɐ̃w̃ do bɛksiɡɐ
-(fiɡʁɐ 15). fowi obsɛɾvɐdo awmɛnto dɐ kɐntidɐdɛ dɛ ɐɾɛnito, nɐs faziɛs s ɛ st,
-pɐɾɐ o topo dɐ fm. kʷiɾikɔ, ɐte sɛʃsɐɾ ɐ okoʁensiɐ dɛ pɛlitos. divɛɾsos nivɛjʃ
-kom ɡɾɛtɐs dɛ ɾɛʃsɛkɐmɛnto foɾɐm dɛʃkɾitos nɐ fm. kʷiɾikɔ. nɐ sɛsɐ̃w̃ do kɾuzɛjɾo,
-poɾ ɛksɛmplo, dowis nivɛjs dɛ ɡɾɛtɐmɛnto foɾɐm idɛntifikɐdos. tɐmbem foɾɐ̃
-obsɛɾvɐdos nivɛjs dɛlɡɐdos dɛ kɐlikɛ ɛ kɐmɐdɐ sɛntimetʁikɐ dɛ silɛksito (sɛsɐ̃w̃
-do bɛksiɡɐ) ɐʃsoziɐdos ɐos sɛdimɛntos dɐ fm. kʷiɾikɔ. kɐzɛ todɐs ɐs faziɛs dɛʃtɐ
-foɾmɐsɐ̃w̃ ɛnkontɾɐm-sɛ simɛntɐdɐs poɾ kɐɾbonɐto dɛ kalsio. intɛɾpɾɛtɐsɐ̃w̃
-pɐlɛowɐmbiɛntɐl ɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs dɛʃkɾitɐ pɐɾɐ ɐ bɐzɛ dɐ sɛsɐ̃w̃-kolunɐɾ sɐ̃w̃
-ʒoze ɾomɐ̃w̃, kom faziɛs pɾovɛniɛntɛs dɛ dɛkɐntɐsɐ̃w̃, komo o folɛlo, ɛ kõ
-awzensiɐ dɛ sɛdimɛntos psɐmitikos, e o uniko siʃtɛmɐ dɛpozisionɐl pɾopʁiɐmɛntɛ
-lɐkuʃtɾɛ intɛɾpɾɛtɐdo pɐɾɐ ɐ fm. kʷiɾikɔ. sɛɡndo bɾiɛɾɛ (2000), siʃtɛmɐ
-lɐkuʃtɾɛ e akʷɛlɛ kʷɛ pɐʃsɐ ɐo mɛnos 75% do tɛmpo kom aɡɐ. ɐ ɐʃsɛmblɛjɐ
-foʃsilifɛɾɐ pɾɛzɛntɛ nɛʃtɐ lokɐlidɐdɛ tɐmbem koʁoboɾɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ
-sɛdimɛntɐsɐ̃w̃ ɛm ɐmbiɛntɛ lɐkuʃtɾɛ (skoɾzɐ ɛ sɐntos, 1955). o ɡɾɛtɐmɛnto do topo
-dɛʃtɛ nivɛl, suzɛdido poɾ litotipos kom mɐjoɾ kontɾibujsɐ̃w̃ psɐmitikɐ, indikɐ
-ʁɐzɛɐmɛnto dɛʃtɛ pɐlɛolɐɡo. ɐs faziɛs pɛlitikɐs kom kontɾibujsɐ̃w̃ ɐɾɛnozɐ (faziɛʃ
-), dɛʃkɾitɐs ɐzimɐ dos folɛlos mɐɾɡozos ɛ majs komuns pɐɾɐ ɐ aɾɛɐ, sɐ̃w̃
-intɛɾpɾɛtɐdɐs komo dɛpɔzitos dɛ lɐɡos ɛfemɛɾos. sɛɡndo nikols (2009), lɐɡoʃ
-ɛfemɛɾos sɐ̃w̃ mɐʃsɐs dɛ aɡɐ kʷɛ sɛkɐm pɛɾiodikɐmɛntɛ, tipikos dɛ ɐmbiɛntɛʃ
-aɾidos ɛ sɛmi-aɾidos, kom lonɡos pɛɾiodos sɛkos intɛʁompidos poɾ kuvɐʃ
-toʁɛnsiajs. ɛʃtɛs lɐɡos ɛfemɛɾos, kʷɛ sɐ̃w̃ umɐ tɾɐnsisɐ̃w̃ ɛntɾɛ ɐmbiɛntɛ dɛ plɐjɐ
-ɛ lɐɡos pɾopʁiɐmɛntɛ ditos, podɛm sɛɾ dɛnominɐdos ajndɐ komo plɐjɐ lɐkɛ (bɾiɛɾɛ,
-2000). ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃ e ɾɛfoɾsɐdɐ pɛlos divɛɾsos nivɛjs dɛ pɛlitos kom ɡɾɛtɐ
-dɛ ɾɛʃsɛkɐmɛnto, dɛmoʃtɾɐndo ɛspozisɐ̃w̃ ɐeɾɛɐ dɐ supɛɾfiziɛ, owu sɛʒɐ, pɛɾiodos ɛ̃
-kʷɛ sɛkɐm o lɐɡo. nivɛjs kom ɡɾɛtɐs dɛ ɾɛʃsɛkɐmɛnto foɾɐm dɛʃkɾitos ɛm divɛɾsɐʃ
-poɾsõj̃s dɐ sub-bɐziɐ ɐbɐɛte, inkluzivɛ nɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze ɾomɐ̃w̃, kʷɛ ɐpʁɛzɛntɐ
-sɛdimɛntɐsɐ̃w̃ pɾopʁiɐmɛntɛ lɐkuʃtɾɛ. sɛndo ɐʃsim, ɛspozisõj̃s subɐeɾɛɐs nɐ̃w̃
-ɛʃtɐɾiɐm ɾɛʃtɾitɐs nɐs faziɛs mɐɾʒinajs dɛ um ɡɾɐndɛ lɐɡo, komo pɾopoʃto poɾ
-kɐmpos ɛ dɐɾdɛnnɛ (1997), ɛ sim sɛɾiɐm ɛspozisõj̃s pɛɾiɔdikɐs dɛ lɐɡos ɛfemɛɾos.
-um pɾoblɛmɐ nɐ intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɐs faziɛs komo plɐjɐ lɐkɛ e ɐ pɾɛzɛnsɐ powuko
-ɛspɾɛʃsivɐ dɛ faziɛs ɛvɐpoɾitikɐs, noɾmɐlmɛntɛ dɛʃkɾitɐs pɐɾɐ ɛʃtɛ ɐmbiɛntɛ
-(bɾiɛɾɛ, 2000; nikols, 2009), tɛndo sido obsɛɾvɐdos ɐpɛnɐs ɐlɡns nivɛjʃ
-dɛlɡɐdos dɛ kɐlikɛ ɛ kɐlsitɐ fibʁozɐ. ɐpɛzɐɾ dɛ nɛʃtɛ ɛʃtudo tɛɾɛm sido
-dɛʃkɾitos powukos sɛdimɛntos ɛvɐpoɾitikos, ɐlɡns awtoɾɛs ʒa ɐviɐm dɛʃkɾito
-ɐntɛɾioɾmɛntɛ faziɛs ɛvɐpoɾitikɐs ɐʃsoziɐdɐs ɐ ɛʃtɛs pɛlitos (kɐmpos ɛ dɐɾdɛnnɛ,
-1997; sɡɐɾbi, 2011). ɐs faziɛs psɐmitikɐs dɛʃkɾitɐs pɐɾɐ ɐ fm. kʷiɾikɔ
-koʁɛʃpondɛm as intɛɾɐsõj̃s dɛ divɛɾsos pɾozɛʃsos kom o ɐmbiɛntɛ dɛ plɐjɐ lɐkɛ.
-tɐmbem okoʁɛ intɛɾɐsɐ̃w̃ fluvio-dɛltajkɐ, ɾɛpʁɛzɛntɐdɐ pɛlɐs faziɛs sɛɡndo
-nikols (2009), e ɛʃpɛɾɐdɐ ɐ intɛɾɐsɐ̃w̃ dɛ plɐjɐ lɐkɛs kom siʃtɛmɐs tipikɐmɛntɛ
-aɾidos, komo obsɛɾvɐdo pɐɾɐ ɐ fm. kʷiɾikɔ, foɾmɐndo, ɐʃsim, ɐʃsoziɐsɐ̃w̃ dɛ faziɛʃ
-kɐɾɐktɛɾiʃtikɐ dɛ ɐmbiɛntɛ dɛpozisionɐl dɛzeɾtiko. foɾmɐsɐ̃w̃ tɾes bɐʁɐs ɐ fm.
-tɾes bɐʁɐs, poɾsɐ̃w̃ supɛɾioɾ do ɡɾupo ɐɾɛɐdo, e ɐ unidɐdɛ majs ɾɛkoʁɛntɛ no
-ʁɛʒiʃtɾo sɛdimɛntɐɾ dɐ aɾɛɐ dɛ ɛʃtudo. sews pɾinsipajs ɐfloɾɐmɛntos ɛnkontɾɐm-sɛ
-no munizipio dɛ pɾɛzidɛntɛ olɛɡaɾio (mɡ), mɐs podɛndo sɛɾ obsɛɾvɐdos ɛm todɐ ɐ
-aɾɛɐ ɛʃtudɐdɐ. ɛʃtɐ foɾmɐsɐ̃w̃ e kompoʃtɐ pɾinsipɐlmɛntɛ poɾ sɛdimɛntoʃ
-psɐmitikos, mɐs kom pɛlitos suboɾdinɐdos. suɐs ɛʃpɛʃsuɾɐs podɛm ɐlkɐnsɐɾ ɐte 130
-m, mɐs ʒɛɾɐlmɛntɛ vɐɾiɐm dɛ 30 ɐ 40 mɛtʁos. noɾmɐlmɛntɛ ɐ fm. tɾes bɐʁɐʃ
-ɛnkontɾɐ-sɛ sobʁɛpoʃtɐ a fm. kʷiɾikɔ, kontudo sɡɐɾbi (1991) tɐmbem ɐ dɛʃkɾɛvɛ
-sobʁɛ o ɛmbɐzɐmɛnto. ɐ sɛsɐ̃w̃ do kɾuzɛjɾo tɐmbem e dɛ ɡɾɐndɛ ɾɛlɛvansiɐ poɾ
-ɐpʁɛzɛntɐɾ dowis nivɛjs dɛ silɛksitos ɐʃsoziɐdos ɐos ɐɾɛnitos. ɛʃtɛs silɛksitos do
-moʁo do kɾuzɛjɾo ʒa foɾɐm obʒɛto dɛ ɛʃtudos ɐntɛɾioɾɛs (kɐttɐ, 1991; pɛʃsɐɡno
-ɛ diɐs-bɾito, 1996. diɐs-bɾito ɛt ɐl., 1999) ɛ nɛlɛs sɛ dɛʃkɾɛvɛm ɾɐdiolaɾioʃ
-ɐʃsoziɐdos ɐ biotɐ tipikɐmɛntɛ mɐɾinɐ. komo ʒa tɾɐtɐdo no kɐpitulo 2, ɛʃtɛʃ
-nivɛjs dɛ silɛksitos kompɾɛɛndɛm um dos mɐjoɾɛs ɛniɡmɐs dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ.
-ɐ sɛsɐ̃w̃ kɐpɐdɐ̃w̃ (fiɡʁɐ 7) ɐpʁɛzɛntɐ ɐpʁoksimɐdɐmɛntɛ 40 m kontinuos dɛ ɾokɐʃ
-dɐ fm. tɾes bɐʁɐs, sɛndo ɛʃtɐ ɛʃpɛʃsuɾɐ majs ɾɛduzidɐ pɐɾɐ ɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze
-ʁomɐ̃w̃ (ɐpʁoksimɐdɐmɛntɛ 25 m) (fiɡʁɐ 13). pɐɾɐ ɐmbɐs ɐs sɛsõj̃s-kolunɐɾɛʃ
-obsɛɾvɐm-sɛ duɐs diʃtintɐs ɐʃsoziɐsõj̃s dɛ faziɛs, umɐ infɛɾioɾ ɛ owutʁɐ supɛɾioɾ.
-ɐ infɛɾioɾ kompɾɛɛndɛ ɐɾɛnitos dɛ ɡɾɐnulomɛtʁiɐ finɐ ɐ ɡɾoʃsɐ, sɛlɛsɐ̃w̃ modɛɾɐdɐ,
-kom simɛnto kɐɾbonatiko ɛ kom ɛʃtɾɐtifikɐsõj̃s plɐno-pɐɾɐlɛlɐ, kɾuzɐdɐ ɐkɐnɐlɐdɐ
-owu sɛm ɛʃtɾutuɾɐs ɐpɐɾɛntɛs. nɐ ɐʃsoziɐsɐ̃w̃ supɛɾioɾ os ɐɾɛnitos nɐ̃w̃ ɛʃtɐ̃w̃
-simɛntɐdos ɛ ɐpʁɛzɛntɐm ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ ɛ kom ɐlɡns sikloʃ
-ɡɾɐnokʁɛʃsɛntɛ ɐʃsɛndɛntɛs, intɛɾkɐlɐdos ɐ ɐlɡns sɛts dɛ ɐɾɛnitos mɐzisos.
-nɛʃtɐ poɾsɐ̃w̃ supɛɾioɾ tɐmbem sɐ̃w̃ dɛʃkɾitɐs dɛfoɾmɐsõj̃s plaʃtikɐs ɛm divɛɾsoʃ
-nivɛjs dɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze ɾomɐ̃w̃. 6.1. ɐʃsoziɐsɐ̃w̃ dɛ faziɛs sɛdimɛntɐɾɛs o kontɐto
-ɛntɾɛ os sɛdimɛntos dɐ fm. tɾes bɐʁɐs ɛ os pɛlitos dɐ fm. kʷiɾikɔ e
-tɾɐnsizionɐl. owu sɛʒɐ, komo sɛ obsɛɾvɐ nɐ sɛsɐ̃w̃ kɾuzɛjɾo (fiɡʁɐ 14), a awmɛnto
-nɐs pɾopoɾsõj̃s dɛ ɐɾɛjɐ ɛm ɾɛlɐsɐ̃w̃ ɐos pɛlitos, ɐte kʷɛ pɐʃsɐ ɐ okoʁɛɾɛm ɐpɛnɐʃ
-ɐɾɛnitos. nɛʃtɐ tɾɐnsisɐ̃w̃ a intɛɾkɐlɐsõj̃s dɛ finos (faziɛs  ɛ m) kom lɛntɛs ɛ
-kɐmɐdɐs tɐbulɐɾɛs dɛ ɐɾɛnitos medios/ɡɾoʃsos, ɛm ɐlɡns kɐzos kom mɐtʁiz. ɛʃtɛʃ
-ɐɾɛnitos noɾmɐlmɛntɛ sɐ̃w̃ mɐzisos owu ɐpʁɛzɛntɐm ɛʃtɾɐtifikɐsɐ̃w̃ plɐno-pɐɾɐlɛlɐ
-(faziɛs s) owu lɐminɐsɐ̃w̃ kɾuzɐdɐ kɐvɐlɡɐntɛ (faziɛs sɾ) (fiɡʁɐ 18). nɛʃtɐʃ
-faziɛs ɐɾɛnozɐs dɛʃkɾɛvɛm-sɛ fɾɐɡmɛntos dɛ ɐɾʒilɐ ɛ dobʁɐs konvolutɐʃ
-sinsɛdimɛntɐɾɛs (faziɛs sd), komo podɛ sɛɾ obsɛɾvɐdo nɐ fiɡʁɐ 18. ɐzimɐ dɛʃsɛʃ
-ɐɾɛnitos nɐ̃w̃ sɐ̃w̃ majs ɾɛʒiʃtɾɐdos pɛlitos, pɐʃsɐndo ɐ okoʁɛɾɛm ɐs faziɛs sm, s
-ɛ st. os ɐɾɛnitos s vɐɾiɐm dɛ fino ɐ medio, as vɛzɛs kom mɐtʁiz lɐmozɐ, kõ
-sɛlɛsɐ̃w̃ modɛɾɐdɐ ɐ ɾujm. os ɐɾɛnitos ɐs faziɛs st ɛnkontɾɐm-sɛ noɾmɐlmɛntɛ
-sobʁɛpoʃtɐs ɐos ɐɾɛnitos s, ɛm ɐlɡns kɐzos ɐpʁɛzɛntɐndo bɐzɛ mɐɾkɐdɐ poɾ
-ɛɾozɐ̃w̃. ɐ ɐʃsoziɐsɐ̃w̃ dɐs faziɛs st, sɾ, s ɛ sd e dɛʃkɾitɐ ɛm diɾɛsɐ̃w̃ ɐo topo dɐ
-sɛsɐ̃w̃. nɐ faziɛs notɐm-sɛ, ɛm ɐlɡns kɐzos, kunɐs kom ɡɾɐdɐsɐ̃w̃ invɛɾsɐ no
-foɾɛzɛt (pɾoduto dɛ ɡɾajn flow), komo obsɛɾvɐdo nɐ fiɡʁɐ 19, ɛ kom ɛʃtɾutuɾɐ
-pin stɾipɛ (fiɡʁɐ 19). ɐʃsoziɐdɐs ɐ ɛʃtɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐs dɛ medio ɐ
-ɡɾɐndɛ poɾtɛ (faziɛs st), as vɛzɛs, okoʁɛm lɐminɐsõj̃s kɾuzɐdɐs kɐvɐlɡɐntɛʃ
-(sɾ). tɐmbem sɐ̃w̃ obsɛɾvɐdɐs supɛɾfiziɛs plɐnɐs tɾunkɐndo sɛts dɛ ɐɾɛnitos kõ
-ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ (fiɡʁɐ 20). intɛɾkɐlɐdos ɐos ɐɾɛnitos ɐʃ
-kɐmɐdɐs dɛ sd ɛ s podɛm ɐlkɐnsɐɾ ɐte 15m dɛ ɛʃpɛʃsuɾɐ. tɐmbem foɾɐm dɛʃkɾitoʃ
-nɔdulos kɐɾbonatikos (fiɡʁɐ 20) ɛ kɐlkɾɛtɛs ɾɛlɐzionɐdos ɐ ɛʃtɐ ɐʃsoziɐsɐ̃w̃ dɛ
-faziɛs, sɛndo ɾɛkoʁɛntɛ simɛntɐsɐ̃w̃ poɾ kɐɾbonɐto dɛ kalsio nɛʃtɐs faziɛs.
-fiɡʁɐ 18. obsɛɾvɐ-sɛ faziɛs pɛlitikɐs suboɾdinɐdɐs ɾɛlɐzionɐdɐs kom ɐ
-ɐʃsoziɐsɐ̃w̃ dɛ faziɛs dɛʃkɾitɐ ɐzimɐ (st, sɾ, s ɛ sd). um dos pɾinsipajʃ
-ɛzɛmplos dɛʃtɐs faziɛs pɛlitikɐs e o ɐfloɾɐmɛnto no ɾibɛjɾɐ̃w̃ tɾes bɐʁɐs (ponto
-64 – tɐbɛlɐ 2). nɛlɛ fowi obsɛɾvɐdo, nɐ bɐzɛ, sɛkʷensiɐ dɛ ɐɾɛnitos st, kõ
-ɛʃtɾɐtifikɐsɐ̃w̃ dɛ bajkso anɡlo; ɐzimɐ voltɐ ɐ okoʁɛɾ ɐ intɛɾkɐlɐsɐ̃w̃ dɐs faziɛʃ
-st, kom ɛʃtɾutuɾɐ dɛzimetʁikɐ ɛ dɛ bajkso anɡlo, ɛ dɐ faziɛs fm obsɛɾvɐ-sɛ
-ɡɾɛtɐs dɛ ɾɛʃsɛkɐmɛnto. ɛlɐ podɛ sɛɾ notɐdɐ tɐnto ɛm imɐʒɛns lɐndsɐt ɛ do ɡowoɡlɛ
-ɛɐɾt, komo ɛm kɐmpo, ɛʃtɐndo iluʃtɾɐdɐ nɐ fiɡʁɐ 21. ɐzimɐ dɛʃtɐ
-dɛʃkontinujdɐdɛ okoʁɛm pɾioɾitɐɾiɐmɛntɛ ɐɾɛnitos dɐ faziɛs st. ɛʃtɛs ɐɾɛnitoʃ
-sɐ̃w̃ bimodajs, bɛm sɛlɛzionɐdos, kom ɛʃtɾɐtifikɐsɐ̃w̃ kɾuzɐdɐ ɐkɐnɐlɐdɐ metʁikɐ ɐ
-dɛkɐmetʁikɐ, kom sɛts tɐbulɐɾɛs. o ɡɾɐndɛ poɾtɛ dɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐʃ
-ɐkɐnɐlɐdɐs podɛ sɛɾ obsɛɾvɐdo nɐ fiɡʁɐ 22. tɐmbem ɐpʁɛzɛntɐm okoʁensiɐs dɛ
-kunɐs kom ɡɾɐdɐsɐ̃w̃ invɛɾsɐ no foɾɛzɛt (pɾoduto dɛ ɡɾajn flow), ɛ kom ɛʃtɾutuɾɐ
-pin stɾipɛ. nɐ sɛsɐ̃w̃ sɐ̃w̃ ʒoze ɾomɐ̃w̃ (fiɡʁɐ 13) e poʃsivɛl notɐɾ sikloʃ
-ɡɾɐnokʁɛʃsɛntɛs ɐʃsɛndɛntɛs nos sɛts dɛ ɐɾɛnitos st. intɛɾkɐlɐdos kom ɐs faziɛʃ
-st, okoʁɛm sɛts dɛzimetʁikos dɛ ɐɾɛnitos mɐzisos (sm), finos ɐ medios ɛ bɛ̃
-sɛlɛzionɐdos. st ɛ sm e mɐɾkɐntɛ. ɐɾɛnitos dɛfoɾmɐdos (faziɛs sd) foɾɐ̃
-fɾɛkʷɛntɛmɛntɛ obsɛɾvɐdos no pɐkotɛ siliziklaʃtiko dɛʃkɾito ɐzimɐ dɐ
-dɛʃkontinujdɐdɛ. ɐs dɛfoɾmɐsõj̃s sɐ̃w̃ pɾinsipɐlmɛntɛ dobʁɐs, noɾmɐlmɛntɛ dɛ poɾtɛ
-dɛzimetʁiko ɐ dɛkɐmetʁiko, kom flɐnkos bɛm mɐɾkɐdos ɛ ɐ ɛʃtɾutuɾɐ pɾimaɾiɐ doʃ
-ɐɾɛnitos ɛnkontɾɐ-sɛ mujtɐs vɛzɛs dɛfoɾmɐdɐ plɐʃtikɐmɛntɛ (fiɡʁɐ 22). ɛʃtɐʃ
-dɛfoɾmɐsõj̃s sɐ̃w̃ ʒɛɾɐdɐs poɾ ɛʃkɐpɛ dɛ flujdos, ɛʃkoʁɛɡɐmɛnto dɛ ɛʃtɾɐtoʃ
-(slump) owu poɾ pɾɛʃsɐ̃w̃ difɛɾɛnsiɐl. intɛɾpɾɛtɐsɐ̃w̃ pɐlɛowɐmbiɛntɐl ɐ ɐʃsoziɐsɐ̃w̃ dɛ
-faziɛs dɛʃkɾitɐ nɐ tɾɐnsisɐ̃w̃ ɛntɾɛ ɐs foɾmɐsõj̃s kʷiɾikɔ ɛ tɾes bɐʁɐs pɾovɛm dɛ
-sɛdimɛntɐsɐ̃w̃ poɾ dɛkɐntɐsɐ̃w̃ (pɛlitos), ɐʃsoziɐdɐs a faziɛs ʒɛɾɐdɐs poɾ koʁɛntɛ
-dɛ tuɾbidɛz (sm) ɛ faziɛs pɾovɛniɛntɛs dɛ flukso unidiɾɛzionɐl, sob ɾɛʒimɛ dɛ
-flukso supɛɾioɾ (s) ɛ ɾɛʒimɛ dɛ flukso infɛɾioɾ (st). ɛʃtɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs e
-intɛɾpɾɛtɐdɐ komo siʃtɛmɐ fluvio-dɛltajko intɛɾɐʒindo kom o siʃtɛmɐ dɛ plɐjɐ
-lɐkɛ. os fɾɐɡmɛntos dɛ ɐɾʒilɐ suʒɛɾɛm o ɾɛtʁɐbɐlɐmɛnto dos pɛlitos lɐkuʃtɾɛʃ
-subʒɐzɛntɛs, ɛ ɐs dɛfoɾmɐsõj̃s konvolutɐs sinsɛdimɛntɐɾɛs sɐ̃w̃ ʒɛɾɐdɐs poɾ
-ʁɛkɐlkʷɛ difɛɾɛnsiɐl kawzɐdo pɛlo ɐpoɾtɛ dɛ ɐɾɛjɐ fluvio-dɛltajkɐ ɛm fundo
-lɐkuʃtɾɛ nɐ̃w̃ konsolidɐdo (lutozinɛzɛ). pɐɾɐ o topo, kɐndo sɛʃsɐ ɐ okoʁensiɐ dɛ
-pɛlitos ɛ pɐʃsɐm ɐ pɾɛdominɐɾ ɐs faziɛs s (nɐ bɐzɛ) ɛ st (no topo) infɛɾɛ-sɛ o
-ɛʃtɐbɛlɛzimɛnto dɛ siʃtɛmɐ fluviɐl. os siʃtɛmɐs fluvio-dɛltajkos ɛ fluviajs ʒa
-ɐviɐm sido ɐtʁibuj́dos pɐɾɐ ɐ fm. tɾes bɐʁɐs ɐntɛɾioɾmɛntɛ (kɐmpos ɛ dɐɾdɛnnɛ,
-1997; sɡɐɾbi, 2011). ɐzimɐ dɐs ɾokɐs fluviajs ɛ fluvio-dɛltajkɐs dɛʃkɾɛvɛ-sɛ ɐ
-ɐʃsoziɐsɐ̃w̃ dɐs faziɛs st, sd, s, sɾ ɛ suboɾdinɐdɐmɛntɛ lɐmitos. ɐlɡmɐs fɛjsõj̃ʃ
-dɛʃkɾitɐs ɛm kɐmpo, komo lɛntɛs kom ɡɾɐdɐsɐ̃w̃ invɛɾsɐ pɾoduzidɐs poɾ ɡɾajn flow,
-ɛʃtɾutuɾɐ pin stɾipɛ, faziɛs sɾ ɛ ɡɾɐndɛ poɾtɛ dɐs ɛʃtɾɐtifikɐsõj̃s kɾuzɐdɐʃ
-ɐkɐnɐlɐdɐs (st) sɐ̃w̃ kɐɾɐktɛɾiʃtikɐs dɛ dunɐs ɛɔlikɐs (mowuntnɛj, 2006). ʒa ɐ
-ɐʃsoziɐsɐ̃w̃ dɐs faziɛs sd ɛ s, limitɐdɐ poɾ sɛts dɛ dunɐs ɛɔlikɐs, koʁɛʃpondɛ
-ɐo dɛpɔzito dɛ intɛɾdunɐ. owu sɛʒɐ, tɾɐtɐ-sɛ dɐ ɐʃsoziɐsɐ̃w̃ dɛ dunɐs ɛ intɛɾdunɐʃ
-(fiɡʁɐ 23), tipikos dɛ siʃtɛmɐ dɛpozisionɐl ɛɔliko. ɐs supɛɾfiziɛs plɐnɐs kʷɛ
-tɾunkɐm ɛʃtɐs faziɛs sɐ̃w̃ supɛɾfiziɛs dɛ dɛflɐsɐ̃w̃ ɛɔlikɐ. ɐs ɾokɐs ɛɔlikɐʃ
-okoʁɛm sobʁɛpondo os siʃtɛmɐs fluvio-dɛltajko ɛ fluviɐl, pɛɾtɛnsɛntɛs ɐ fm.
-tɾes bɐʁɐs, owu sobʁɛpondo diɾɛtɐmɛntɛ os sɛdimɛntos pɛlitikos do plɐjɐ lɐkɛ dɐ
-fm. kʷiɾikɔ. ɐzimɐ dɐ supɛɾfiziɛ dɛ dɛʃkontinujdɐdɛ ɾɛʒionɐl obsɛɾvɐdɐ
-intɛɾnɐmɛntɛ a fm. tɾes bɐʁɐs, okoʁɛ ɐ ɐʃsoziɐsɐ̃w̃ dɛ faziɛs st, sm ɛ sd. st,
-kom ɛʃtɾutuɾɐs pin stɾipɛ, lɛntɛs kom ɡɾɐdɐsɐ̃w̃ invɛɾsɐ ɛ ɛʃtɾɐtifikɐsõj̃s dɛ
-ɡɾɐndɛ poɾtɛ, e tipikɐ dɛ dunɐs ɛɔlikɐs (mowuntnɛj, 2006). kokuɾɛk ɛ ɐvol
-(1993) klɐʃsifikɐm os siʃtɛmɐs ɛɔlikos ɛm sɛkos, umidos ɛ ɛʃtɐbilizɐdos, ɛ o
-pɾinsipɐl kɾiteɾio pɐɾɐ ɛʃtɐ klɐʃsifikɐsɐ̃w̃ e ɐ pozisɐ̃w̃ do nivɛl fɾɛatiko ɛ̃
-ʁɛlɐsɐ̃w̃ a supɛɾfiziɛ dɛ dɛpozisɐ̃w̃. siʃtɛmɐs ɛɔlikos umidos sɐ̃w̃ ɐkʷɛlɛs ɛm kʷɛ o
-lɛnsol fɾɛatiko ɛnkontɾɐ-sɛ pɾɔksimo ɐ supɛɾfiziɛ, ɛ tɛndɛm ɐ pɾɛzɛɾvɐɾ mɐjoɾɛʃ
-poɾsõj̃s dɛ intɛɾdunɐs, powis o lɛnsol fɾɛatiko ɐlto ɾɛduz ɐ ɛɾozɐ̃w̃ dɛʃtɛʃ
-sɛdimɛntos (kokuɾɛk, 1996). ɐ ɾɛdusɐ̃w̃ dɛʃtɛ potɛnsiɐl ɛɾozivo tɐmbem podɛ lɛvɐɾ
-ɐo ɐpɐɾɛzimɛnto dɛ faziɛs subɐkozɐs, komo ɐs sɐbkɐs (kokuɾɛk ɛ ɐvolm, 1993).
-nos siʃtɛmɐs ɛɔlikos sɛkos o nivɛl fɾɛatiko ɛnkontɾɐ-sɛ ɐbajkso dɐ supɛɾfiziɛ
-dɛpozisionɐl, ɛ ɐpɛzɐɾ dɛ podɛɾɛm okoʁɛɾ ɡɾɐndɛs dɛpɔzitos dɛ intɛɾdunɐs sɛkɐs,
-nɐ̃w̃ e ɛʃpɛɾɐdɐ pɾɛzɛɾvɐsɐ̃w̃ siɡnifikɐtivɐ dɛʃtɐs intɛɾdunɐs ɛm siʃtɛmɐs sɛkoʃ
-(kokuɾɛk, 1996). os dɛpɔzitos dɛ intɛɾdunɐs obsɛɾvɐdos nɛʃtɛ ɛʃtudo, ɐbajkso dɐ
-supɛɾfiziɛ dɛ dɛʃkontinujdɐdɛ, foɾɐm dɛʃkɾitos kom fɾɛkʷensiɐ, kom ɛʃpɛʃsuɾɐʃ
-metʁikɐs, ɛ mujtɐs vɛzɛs ɛnkontɾɐvɐm-sɛ flujdifikɐdos. tɐmbem foɾɐm dɛʃkɾitoʃ
-pɛlitos nɛʃtɛs dɛpɔzitos. ɛʃtɐs kɐɾɐktɛɾiʃtikɐs sɐ̃w̃ indikɐtivɐs dɛ intɛɾdunɐ
-umidɐ. ɐlem do kʷe, ɛʃtɛ siʃtɛmɐ ɛɔliko okoʁɛ intɛɾdiʒitɐdo a faziɛs dɛ sɐbkɐs,
-suʒɛɾindo mɐjoɾ umidɐdɛ ɛm todo o siʃtɛmɐ. ɐzimɐ dɐ dɛʃkontinujdɐdɛ ɾɛʒionɐl nɐ̃w̃
-a nɛnum ɾɛʒiʃtɾo dɛ pɛlitos, ɐlem do kʷɛ os dɛpɔzitos dɛ intɛɾdunɐs sɐ̃w̃ majʃ
-ʁɐɾos ɛ powuko ɛʃpɛʃsos. ɛʃsɛs dɐdos suʒɛɾɛm um dɛkʁeʃsimo dɛ umidɐdɛ ɐzimɐ dɐ
-supɛɾfiziɛ dɛ dɛʃkontinujdɐdɛ, tɐlvɛz kɐɾɐktɛɾizɐndo ɐ mudɐnsɐ dɛ um siʃtɛmɐ
-ɛɔliko umido pɐɾɐ um siʃtɛmɐ ɛɔliko sɛko. 6.3. pɐlɛokoʁɛntɛs foɾɐm lɛvɐntɐdɐʃ
-569 mɛdidɐs, ɛm 33 ɛʃtɐsõj̃s diʃtintɐs, sɛndo ɐs mɛdidɐs obtidɐs pɾinsipɐlmɛntɛ
-nos foɾɛzɛts dɛ ɐɾɛnitos st. ɐ fiɡʁɐ 24 ɐpʁɛzɛntɐ ɐs ɾozɛtɐs dɛ izofʁɛkʷensiɐʃ
-dɐ aɾɛɐ ɛʃtudɐdɐ, sɛndo kʷɛ ɛʃtɐsõj̃s pɾɔksimɐs ɛ kom ɾɛzultɐdos sɛmɛlɐntɛs foɾɐ̃
-ɐɡʁupɐdɐs dɛvido a ɛʃkɐlɐ do mɐpɐ ɐpʁɛzɛntɐdo. o ɾɛzultɐdo obtido fowi
-pɐlɛovɛntos pɾɛdominɐntɛs pɐɾɐ sw, kom pɐdʁɐ̃w̃ dominɐntɛ unimodɐl,
-sɛkundɐɾiɐmɛntɛ bimodɐl. ɐ ɾozɛtɐ mediɐ, kom todos os dɐdos, ɾɛzultowu ɛm ɐzimutɛ
-medio 213° ɛ kom diʃpɛɾsɐ̃w̃ (fk) iɡɐl ɐ 0,5 (fiɡʁɐs 25). diʃpɛɾsõj̃s infɛɾioɾɛs,
-kom fɐtoɾɛs dɛ konsiʃtensiɐ (fk) vɐɾiɐndo dɛ 0,61 ɐ 0,93, foɾɐm obsɛɾvɐdɐs ɛ̃
-divɛɾsɐs ɾozɛtɐs, sɛndo ɛʃtɐs diʃpɛɾsõj̃s ɾɛlɐtivɐmɛntɛ bajksɐs ɐo konsidɛɾɐɾ
-dɛpozisɐ̃w̃ poɾ vɛntos. tɾɐto dɛpozisionɐl ɛ pɐlɛoʒɛoɡʁɐfiɐ o tɾɐto dɛpozisionɐl
-do ɡɾupo ɐɾɛɐdo kompɾɛɛndɛ um konʒunto dɛ siʃtɛmɐs dɛpozisionajs intɛɾpɾɛtɐdoʃ
-pɐɾɐ ɐ sub-bɐziɐ ɐbɐɛte. ɐ ɡɾɐndɛ vɐɾiɐsɐ̃w̃ dɛ faziɛs obsɛɾvɐdɐ pɐɾɐ ɐ unidɐdɛ dɛ
-intɛɾɛʃsɛ sɛ da ɛm dɛkoʁensiɐ dos divɛɾsos ɐmbiɛntɛs dɛpozisionajs kʷɛ
-kowɛksiʃtiɾɐm. ɐ tɐbɛlɐ 5 e umɐ sintɛzɛ dɐs ɐʃsoziɐsõj̃s dɛ faziɛs dɛʃkɾitɐs no
-tɾɐbɐlo, kontɛndo tɐmbem ɐ intɛɾpɾɛtɐsɐ̃w̃ do siʃtɛmɐ dɛpozisionɐl ɛ ɐ fotoɡʁɐfiɐ
-ʁɛpʁɛzɛntɐtivɐ dɛ kɐdɐ ɐʃsoziɐsɐ̃w̃. ɐ suzɛʃsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ mediɐ pɐɾɐ o ɡɾupo
-ɐɾɛɐdo nɐ sub-bɐziɐ ɐbɐɛte tem sɛɾkɐ dɛ 140 m. ɛʃtɐ ɛʃpɛʃsuɾɐ e infɛɾioɾ akʷɛlɐ
-konsidɛɾɐdɐ poɾ ɐlɡns tɾɐbɐlos pɾevios (kɐmpos ɛ dɐɾdɛnnɛ, 1997; fɾɐɡozo,
-2011), ɛ ɐ pɾinsipɐl diʃtinsɐ̃w̃ e ɐ ɛʃpɛʃsuɾɐ ɐtʁibuj́dɐ poɾ ɛʃtɛs awtoɾɛs pɐɾɐ ɐ
-fm. kʷiɾikɔ, nɐ oɾdɛm dɛ 80 ɐ 100 m, sɛndo nɛʃtɛ tɾɐbɐlo obsɛɾvɐdo no maksimo 45
-m ɛm umɐ poɾsɐ̃w̃ ɾɛʃtɾitɐ. ɐ fiɡʁɐ 26 ɐpʁɛzɛntɐ ɐ suzɛʃsɐ̃w̃ ɛʃtɾɐtiɡʁafikɐ
-komplɛtɐ pɐɾɐ o ɡɾupo ɐɾɛɐdo nɐ aɾɛɐ ɛʃtudɐdɐ. ɛʃtɐ e umɐ sɛsɐ̃w̃-kolunɐɾ do tipo
-kompoʃtɐ kʷɛ fowi ɛlɐboɾɐdɐ kom o ɛmpilɐmɛnto dɐs sɛsõj̃s kolunɐɾɛs kɔʁɛɡo
-tiɾiɾikɐ, kɐpɐdɐ̃w̃, sɐ̃w̃ ʒoze ɾomɐ̃w̃ ɛ kɾuzɛjɾo, sɛndo kʷɛ nɐ fiɡʁɐ ɛʃtɐ̃w̃
-indikɐdos os tɾɛkos pɛɾtɛnsɛntɛs ɐ kɐdɐ sɛsɐ̃w̃-kolunɐɾ. nɐ sɛsɐ̃w̃ kolunɐɾ
-kompoʃtɐ ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos kɐzɛ todos os siʃtɛmɐs dɛpozisionajs intɛɾpɾɛtɐdoʃ
-pɐɾɐ ɐ sɛdimɛntɐsɐ̃w̃ ɛokʁɛtazikɐ dɐ bɐziɐ sɐnfɾɐnsiʃkɐnɐ, kom ɛsɛsɐ̃w̃ dos lɛkʷɛʃ
-ɐluviajs. iniziɐlmɛntɛ, ɐ bɐziɐ sɛdimɛntɐɾ fowi pɾɛɛnkidɐ pɾɛdominɐntɛmɛntɛ poɾ
-sɛdimɛntos psɐmitikos ɛ psɛfitikos pɾovɛniɛntɛs dɛ ɾios ɛntɾɛlɐsɐdos ɛ dɛ fluksoʃ
-ɡɾɐvitɐzionajs. ɐ sɛdimɛntɐsɐ̃w̃ kontɾolɐdɐ poɾ flukso ɡɾɐvitɐzionɐl okoʁiɐ ɛ̃
-lɛkʷɛs ɐluviajs ɛ sew ɾɛʒiʃtɾo fowi majs mɐɾkɐntɛ nɐ poɾsɐ̃w̃ sul dɐ bɐziɐ.
-pɾovɐvɛlmɛntɛ ɛʃtɛs sɛdimɛntos foɾmɐɾɐm-sɛ pɾɔksimos ɐ pɐlɛoʁɛlɛvos ɐltos, kõ
-ɡɾɐdiɛntɛ ɐzɛntuɐdo. nɐs dɛmajs poɾsõj̃s dɐ sub-bɐziɐ ɐbɐɛte pɾɛdominɐvɐm ɾioʃ
-ɛntɾɛlɐsɐdos. ɐs pɐlɛokoʁɛntɛs obtidɐs nɛʃtɛ ɛʃtudo pɛɾmitɛm ɛʃtɐbɛlɛzɛɾ
-pɐlɛoflukso fluviɐl pɐɾɐ nw (ɐzimutɛ medio 300º), sɛndo ɛʃtɛ ɾumo pɾɛfɛɾɛnsiɐl
-konsiʃtɛntɛ pɐɾɐ todɐ ɐ sub-bɐziɐ. ɐs pɾinsipajs ɛʃtɾutuɾɐs ɐtuɐntɛs no
-ɛokʁɛtazɛo tinɐm diɾɛsɐ̃w̃ nw-sɛ, inkluzivɛ o ɐɾko do ɐlto pɐɾɐnaj́bɐ ɛ ɐ fɐlɐ dɛ
-ɡɐlɛnɐ, sɛkundɐɾiɐmɛntɛ kom fɐlɐs nnɛ-sw (fɾɐɡozo ɛt ɐl., 2011; ɐlkimin,
-2011). ɐs pɐlɛodʁɛnɐʒɛns kom flukso pɐɾɐ nw sɐ̃w̃ pɐɾɐlɛlɐs a ɛʃtɾutuɾɐsɐ̃w̃
-pɾinsipɐl dɐ bɐziɐ, suʒɛɾindo kondizionɐmɛnto moɾfo-ɛʃtɾutuɾɐl dɐʃ
-pɐlɛodʁɛnɐʒɛns. dunɐs ɛɔlikɐs dɛkɐmetʁikɐs dɐ fm. ɐbɐɛte supɛɾpõj̃m os sɛdimɛntoʃ
-ɐluviajs nɐ poɾsɐ̃w̃ sɛntɾɐl dɐ aɾɛɐ ɛʃtudɐdɐ. os dɐdos dɛ pɐlɛokoʁɛntɛʃ
-moʃtɾɐɾɐm dowis pɐdʁõj̃s diʃtintos dɛ pɐlɛovɛntos: 1) unimodɐl pɐɾɐ nw; 2) bimodɐl
-pɐɾɐ sw. komo ʒa tɾɐtɐdo no kɐpitulo 4, ɐ vɐɾiɐsɐ̃w̃ dɐs mɛdidɐs obtidɐs podɛ sɛɾ
-ʁɛflɛkso dɛ dunɐs dɛ moɾfoloʒiɐ diʃtintɐs ʒɛɾɐdɐs poɾ pɐlɛovɛntos dɛ diɾɛsõj̃ʃ
-difɛɾɛntɛs, owu sɛɾ dɛkoʁensiɐ dɛ numɛɾo insufiziɛntɛ dɛ dɐdos ɛ dɛ ɛʃtɐsõj̃ʃ
-lɛvɐntɐdɐs. ɐ sub-bɐziɐ ɐbɐɛte pɐʃsowu ɐ sɛɾ pɾɛɛnkidɐ poɾ sɛdimɛntos majʃ
-pɛlitikos, mɐs ajndɐ kom kontɾibujsɐ̃w̃ ɐɾɛnozɐ, poʃsivɛlmɛntɛ ɛm dɛkoʁensiɐ dɛ
-awmɛnto nɐ umidɐdɛ. ɛʃtɛs sɛdimɛntos sɐ̃w̃ ɾɛflɛksos dɐ instɐlɐsɐ̃w̃ dɛ koɾpoʃ
-ɐkozos sobʁɛ os sɛdimɛntos ɐluviajs ɛ ɛɔlikos. ɛm vɐɾʒɐ̃w̃ dɛ minɐs, pɾɔksimo a
-fɐlɐ dɛ ɡɐlɛnɐ, o ɾɛʒiʃtɾo sɛdimɛntɐɾ indikɐ implɐntɐsɐ̃w̃ dɛ lɐɡo pɛɾɛnɛ,
-pɾovɐvɛlmɛntɛ pɾofundo ɛ kom kolunɐ d’aɡɐ ɛʃtɾɐtifikɐdɐ, kʷɛ pɛɾmitiw ɐ
-pɾɛzɛɾvɐsɐ̃w̃ dɛ mɐteɾiɐ oɾɡanikɐ. konsidɛɾɐndo kʷɛ ɛʃtɛ lɐɡo ɛɾɐ ɾɛʃtɾito ɛ
-pɾofundo, kʷɛ ɛʃta nɐ boɾdɐ dɐ fɐlɐ dɛ ɡɐlɛnɐ (fiɡʁɐ 27), ɛ kʷɛ ɛʃtɐ ɛʃtɾutuɾɐ
-fowi ɾɛɐtivɐdɐ komo fɐlɐ noɾmɐl duɾɐntɛ ɐ dɛpozisɐ̃w̃ do ɡɾupo ɐɾɛɐdo (fɾɐɡozo ɛt
-ɐl., 2011; ɐlkimin, 2011), intɛɾpɾɛtowu-sɛ ɐ ʒenɛzɛ dɛʃtɛ lɐɡo komo tɛktonikɐ.
-dɛfoɾmɐsõj̃s (lowop bɛddinɡ) sinsɛdimɛntɐɾɛs ɛnkontɾɐdɐs nos kɐlkaɾios lɐminɐdoʃ
-dɛʃtɐ sɛkʷensiɐ lɐkuʃtɾɛ podɛm sɛɾ ɾɛflɛksos dɐ ɐtividɐdɛ dɐ fɐlɐ dɛ ɡɐlɛnɐ.
-ɐpɛzɐɾ dɐ okoʁensiɐ ɾɛʃtɾitɐ dɛ um siʃtɛmɐ lɐkuʃtɾɛ, ɛm vɐɾʒɐ̃w̃ dɛ minɐs, nɐ
-mɐjoɾ pɐɾtɛ dɐ bɐziɐ okoʁiɐ ɐ sɛdimɛntɐsɐ̃w̃ ɛm lɐɡos ɾɐzos ɛ ɛfemɛɾos, do tipo
-plɐjɐ lɐkɛ. os pɛlitos dɛʃkɾitos sobʁɛ o ɛmbɐzɐmɛnto suʒɛɾɛm kʷɛ nos pɛɾiodoʃ
-majs umidos ɛʃtɛs lɐɡos ɛfemɛɾos ɛspɐndiɐm o sitio dɛpozisionɐl ɛ ɾɛkobʁiɐ̃
-diɾɛtɐmɛntɛ o ɛmbɐzɐmɛnto. pɛlɐ ɐʃsoziɐsɐ̃w̃ fɐziolɔʒikɐ notowu-sɛ kʷɛ divɛɾsoʃ
-pɾozɛʃsos ɛ siʃtɛmɐs dɛpozisionajs intɛɾɐʒiɾɐm kom o ɐmbiɛntɛ dɛ plɐjɐ lɐkɛ. ɐ
-kontɾibujsɐ̃w̃ dɛ sɛdimɛntos ɛɔlikos ɛɾɐ konstɐntɛ no ɾɛʒiʃtɾo dos plɐjɐ lɐkɛs,
-kom ɐɾɛjɐs dɛpozitɐdɐs no koɾpo ɐkozo ɾɐzo. owutʁɐ intɛɾɐsɐ̃w̃ komum ɛɾɐ kom o
-siʃtɛmɐ fluviɐl, sɛndo ɐ sɛdimɛntɐsɐ̃w̃ fluvio-dɛltajkɐ, mɐɾkɐdɐ pɛlos ɐɾɛnitos, ɐ
-intɛɾfɐzɛ ɛntɾɛ ɛʃtɛs siʃtɛmɐs. ɛʃtɐ intɛɾɐsɐ̃w̃ fluvio-dɛltajkɐ fowi majʃ
-ʁɛkoʁɛntɛ pɐɾɐ o topo do siʃtɛmɐ dɛ plɐjɐ lɐkɛ, komo fowi obsɛɾvɐdo nɐ sɛsɐ̃w̃ do
-kɾuzɛjɾo. tɐbɛlɐ 5. sintɛzɛ dɐs ɐʃsoziɐsõj̃s dɛ faziɛs ɛ siʃtɛmɐs dɛpozisionajʃ
-pɐɾɐ o ɡɾupo ɐɾɛɐdo. os plɐjɐ lɐkɛs foɾɐm ɐʃsoɾɛɐdos poɾ dɛltɐs ɛ dunɐs ɛɔlikɐs,
-pɐʃsɐndo ɐ pɾɛdominɐɾɛm os siʃtɛmɐs fluviɐl ɛ ɛɔliko, ɐte o komplɛto
-ɛʃtɐbɛlɛzimɛnto dɛ um siʃtɛmɐ ɛɔliko dɛzɛnvolvido. nɛʃtɛ siʃtɛmɐ ɛɔliko
-fɾɛkʷɛntɛmɛntɛ okoʁiɐm dunɐs metʁikɐs ɐ dɛkɐmetʁikɐs ɐʃsoziɐdɐs ɐ intɛɾdunɐs.
-ɐmbiɛntɛs dɛ intɛɾdunɐ mujtɐs vɛzɛs ɛɾɐm bɛm dɛzɛnvolvidos ɛ ɐlɡmɐs dɛ suɐʃ
-kɐɾɐktɛɾiʃtikɐs, komo konstɐntɛ dɛfoɾmɐsɐ̃w̃ poɾ flujdifikɐsɐ̃w̃ ɛ likʷɛfɐsɐ̃w̃ ɛ
-pɾɛzɛnsɐ dɛ ɾokɐs pɛlitikɐs, pɛɾmitiɾɐm intɛɾpɾɛta-lɐs komo intɛɾdunɐs umidɐs.
-o siʃtɛmɐ ɛɔliko pɛɾmɐnɛzew ɐtuɐntɛ nɐ bɐziɐ, kontudo kom ɛvidensiɐs dɛ mɐjoɾ
-ɐɾidɛz pɐɾɐ o topo, kom pɾɛdominio dɛ dunɐs dɛ ɡɾɐndɛ poɾtɛ ɛ kom intɛɾdunɐʃ
-sɛkɐs powuko dɛzɛnvolvidɐs. fɾɛkʷɛntɛmɛntɛ obsɛɾvɐm-sɛ supɛɾfiziɛs dɛ tɾunkɐmɛnto
-dɛntɾo do siʃtɛmɐ ɛɔliko, koʁɛʃpondɛntɛs ɐ pɛɾiodos dɛ dɛflɐsɐ̃w̃ ɛɔlikɐ. ɐ
-dɛflɐsɐ̃w̃ e kontɾolɐdɐ pɾinsipɐlmɛntɛ pɛlo nivɛl fɾɛatiko owu pɛlo ɾɛʒimɛ dɛ flukso
-ɛɔliko (ʒiɐnnini ɛt ɐl., 2008). ɐs pɐlɛokoʁɛntɛs dɐdɐs pɛlɐ miɡʁɐsɐ̃w̃ dɐs dunɐʃ
-ɛɔlikɐs dɐ fm. tɾes bɐʁɐs pɛɾmitiɾɐm dɛtɛɾminɐɾ pɛlɛovɛntos kom sɛntido pɐɾɐ
-sw. o ɾumo dɛʃtɛs pɐlɛovɛntos fowi konsiʃtɛntɛ pɐɾɐ todɐ ɐ sub-bɐziɐ ɐbɐɛte ɛ
-sɛm mudɐnsɐs siɡnifikɐtivɐs mɛʃmo kom o dɛkʁeʃsimo dɛ umidɐdɛ pɐɾɐ o topo.
-ɐpɛzɐɾ dɛ nɐ̃w̃ obsɛɾvɐdo nɛʃtɛ tɾɐbɐlo, sɡɐɾbi (1991) ɛ fɾɐɡozo (2011) dɛʃkɾɛvɛ̃
-sɛdimɛntos ɛɔlikos sobʁɛpoʃtos ɐo ɛmbɐzɐmɛnto, owu sɛʒɐ, ɐ dɛpozisɐ̃w̃ do siʃtɛmɐ
-ɛɔliko ɛsɛdew os limitɛs iniziajs dɐ sub-bɐziɐ ɐbɐɛte. ɐ tɛndensiɐ ɛ ɐ
-vɐɾiɐbilidɐdɛ dɐs mɛdidɐs dɛ pɐlɛovɛntos sɐ̃w̃ obtidɐs ɛm ɾozɛtɐs dɛ
-izofʁɛkʷensiɐ, ɛ ɛʃtɐs kɐɾɐktɛɾiʃtikɐs podɛm sɛɾ ɾɛflɛksos do tipo dɛ pɐlɛodunɐ
-(nikols, 2009). ɐs pɐlɛokoʁɛntɛs podɛm foɾnɛzɛɾ, ɐlem do ɾumo dos pɐlɛovɛntos,
-infoɾmɐsõj̃s kɐnto ɐo tipo dɛ dunɐ kʷɛ ʒɛɾowu ɐkʷɛlɐ ɛʃtɾutuɾɐ. sɛɡndo nikolʃ
-(2009) ɛʃtɐs infoɾmɐsõj̃s toɾnɐm-sɛ majs konfiavɛjs a mɛdidɐ kʷɛ sɛ tɛm mɐjoɾ
-kɐntidɐdɛ dɛ dɐdos. ɡɾɐndɛ pɐɾtɛ dɐs ɾozɛtɐs dɛ pɐlɛokoʁɛntɛs ɛɔlikɐs dɛʃtɐ
-foɾmɐsɐ̃w̃ ɾɛvɛlowu pɐdʁɐ̃w̃ unimodɐl ɛ kom diʃpɛɾsõj̃s ɾɛlɐtivɐmɛntɛ bajksɐs, kõ
-fɐtoɾɛs dɛ konsiʃtensiɐ (fk) vɐɾiɐndo dɛ 0,61 ɐ 0,93. ɛʃtɛ pɐdʁɐ̃w̃ e
-kɐɾɐktɛɾiʃtiko dɛ dunɐs do tipo bɐɾkɐnõj̃dɛ owu tɾɐnsvɛɾsajs (fiɡʁɐ 28). ɛ komo
-dominɐm diʃpɛɾsõj̃s mɛdiɐnɐs, kom fk~0.7, pɾovɐvɛlmɛntɛ pɾɛdominɐvɐm dunɐs do
-tipo bɐɾkɐnõj̃dɛ nɐ epokɐ dɐ dɛpozisɐ̃w̃. sɛkundɐɾiɐmɛntɛ tɐmbem foɾɐm obtidɐʃ
-ʁozɛtɐs kom pɐdʁɐ̃w̃ bimodɐl ɛ mɐjoɾ diʃpɛɾsɐ̃w̃ dɛ dɐdos, sɛndo kʷɛ ɛʃtɐʃ
-pɐlɛokoʁɛntɛs podɛɾiɐm sɛɾ ɾɛzultɐntɛs dɛ dunɐs linɛɐɾɛs. os dɐdos dɛ
-pɐlɛokoʁɛntɛs obtidos pɛɾmitiɾɐm ɛʃtɐbɛlɛzɛɾ sɛnaɾio pɐlɛoʒɛoɡʁafiko dɛ
-pɾɛɛnkimɛnto dɐ bɐziɐ kom aɾɛɐ-fontɛ situɐdɐ ɐ sɛ ɛ pɐlɛomɛɾɡlo dɛpozisionɐl
-pɐɾɐ nw. os pɐlɛovɛntos, pɐɾɐ nw, ɛɾɐm oɾtoɡonajs a pɐlɛodʁɛnɐʒɛm, mɐs pɐɾɐlɛloʃ
-ɐo stɾikɛ dɛpozisionɐl dɐ bɐziɐ. ɐ fiɡʁɐ 29 e um modɛlo pɐlɛoʒɛoɡʁafiko pɐɾɐ o
-ɡɾupo ɐɾɛɐdo. ɛlɛ fowi konfɛksionɐdo konsidɛɾɐndo pɾinsipɐlmɛntɛ os dɐdos dɛ
-pɐlɛokoʁɛntɛs ɛ ɐs ɐʃsoziɐsõj̃s dɛ faziɛs sɛdimɛntɐɾɛs kʷɛ pɛɾmitiɾɐm ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dos siʃtɛmɐs dɛpozisionajs ɐtuɐntɛs nɐ sub-bɐziɐ ɐbɐɛte no
-kɾɛtazɛo infɛɾioɾ. umɐ supɛɾfiziɛ dɛ dɛʃkontinujdɐdɛ fowi konstɐtɐdɐ ɛntɾɛ oʃ
-siʃtɛmɐs ɛɔlikos umido ɛ sɛko. ɛʃtɐ supɛɾfiziɛ fowi ɾɛkonɛzidɐ ɾɛʒionɐlmɛntɛ
-pɐɾɐ ɐ sub-bɐziɐ ɐbɐɛte. ɛʃtɐ dɛʃkontinujdɐdɛ okoʁɛ ɛm duɐs sɛsõj̃s-kolunɐɾɛʃ
-lɛvɐntɐdɐs: sɐ̃w̃ ʒoze ɾomɐ̃w̃ ɛ kɾuzɛjɾo. simɛntɐsɐ̃w̃ diɐʒɛnetikɐ poɾ kɐɾbonɐto dɛ
-kalsio okoʁɛ nɐs faziɛs lokɐlizɐdɐs ɐbajkso dɛʃtɐ dɛʃkontinujdɐdɛ, indikɐndo kʷɛ
-poʃtɛɾioɾmɛntɛ a sɛdimɛntɐsɐ̃w̃ do siʃtɛmɐ ɛɔliko umido owuvɛ pɾozɛʃsoʃ
-diɐʒɛnetikos kʷɛ o ɐfɛtɐɾɐm. sɔ poʃtɛɾioɾmɛntɛ instɐlowu-sɛ um siʃtɛmɐ ɛɔliko
-majs sɛko, ɛʃtɐndo ɐ nɐtuɾɛzɐ dɐ dɛʃkontinujdɐdɛ ajndɐ poɾ sɛɾ mɛloɾ
-kɐɾɐktɛɾizɐdɐ. konkluzõj̃s ɛ konsidɛɾɐsõj̃s finajʃ
-
-1. - intɾodusɐ̃w̃ ɐ mitiɡɐsɐ̃w̃ dɐs mudɐnsɐs klimatikɐs e konsidɛɾɐdo um ɡɾɐndɛ
-dɛzɐfio pɐɾɐ ɐ umɐnidɐdɛ. foɾnɛzɛɾ todos os mɐtɛɾiajs ɛ ɛnɛɾʒiɐ kʷɛ ɐ
-sivilizɐsɐ̃w̃ nɛzɛʃsitɐ pɐɾɐ sew pɾɔpʁio kɾɛʃsimɛnto, dɛ foɾmɐ komplɛtɐmɛntɛ
-suʃtɛntavɛl e ajndɐ um sɛnaɾio iʁɛɐl. o kʷɛ sɛ ve, nɐ vɛɾdɐdɛ, e um kɾɛʃsimɛnto
-kɐdɐ vɛz mɐjoɾ dɐ dɛmɐndɐ ɛnɛɾʒetikɐ, kʷɛ ɐkɐbɐ poɾ intɛnsifikɐɾ ɐs ɛmiʃsõj̃s dɛ
-ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ (ʒɛɛ). ɐ ɛmiʃsɐ̃w̃ dɛ ɡɐzɛs komo o diɔksido dɛ kɐɾbono
-(ko2), o ɔksido nitʁozo (n2o) ɛ o mɛtɐno (k4) kontɾibuɛm pɐɾɐ o awmɛnto do
-ɛfɛjto ɛʃtufɐ ɛ, konsɛkʷɛntɛmɛntɛ, pɐɾɐ o awmɛnto dɐs tɛmpɛɾɐtuɾɐs mediɐs dɐ
-tɛʁɐ kawzɐndo o kɐmɐdo ɐkʷɛzimɛnto ɡlobɐl, o pɾɛkuɾsoɾ dɐs ɐltɛɾɐsõj̃ʃ
-klimatikɐs ɡlobajs. ɐs uzinɐs sidɛɾuɾʒikɐs sɐ̃w̃ ɐltɐmɛntɛ kɐɾbono intɛnsivɐs, owu
-sɛʒɐ, ɐpʁɛzɛntɐm ɐltos indizɛs dɛ ɛmiʃsɐ̃w̃ dɛ ɡɐzɛs do ɛfɛjto ɛʃtuɡɐ,
-pɾinsipɐlmɛntɛ o ko2. ɐs duɐs mɐjoɾɛs uzinɐs sidɛɾuɾʒikɐs intɛɡʁɐdɐs do ɛʃtɐdo
-do ɾio dɛ ʒɐnɛjɾo, ɐ ksn ɛ ɐ ksɐ, ɐpʁɛzɛntɐm um nivɛl dɛ ɛmiʃsɐ̃w̃ dɛ ko2 mujto
-ɐlto, somɐndo majs dɛ 20 milõj̃s dɛ tonɛlɐdɐs dɛ ɡas kɐɾboniko ɛmitidos poɾ ɐno.
-loɡo, e ɛstɾɐmɛntɛ impoɾtɐntɛ kʷɛ ɛʃsɐs ɛmiʃsõj̃s sɛʒɐm mitiɡɐdɐs. ɐ kɐptuɾɐ ɛ
-ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ kɐɾbono (kɐɾbon kɐptuɾɛ ɐnd ʒɛoloziɐl stoɾɐʒɛ – kkɡs)
-e umɐ impoɾtɐntɛ tɛknoloʒiɐ pɐɾɐ ɾɛduziɾ ɐ kɐntidɐdɛ dɛ ʒɛɛ kʷɛ e ɛmitidɐ. o
-kkɡs implikɐ kɐptuɾɐɾ o ko2, o pɾinsipɐl ɡas ɐɡʁɐvɐdoɾ do ɛfɛjto ɛʃtufɐ,
-pɾoduzido pɛlɐ kʷɛjmɐ dɛ idʁokɐɾbonɛtos (komo o ɡas nɐtuɾɐl, o ɔlɛo ɛ o kɐɾvɐ̃w̃)
-ɐntɛs dɛ ɛntɾɐɾ nɐ ɐtmoʃfɛɾɐ, ɐɾmɐzɛnɐndo ɛm foɾmɐsõj̃s ɾokozɐs no solo ondɛ
-pɛɾmɐnɛzɛɾa indɛfinidɐmɛntɛ. o kkɡs sɛ dɛʃtɐkɐ dɛvido ɐ suɐ ɛfiziensiɐ ɛ̃
-kompɐɾɐsɐ̃w̃ kom owutʁɐs tɛknoloʒiɐs dɛ mitiɡɐsɐ̃w̃ dɛ ɛmiʃsõj̃s dɛ ʒɛɛ. ɐo mɛʃmo
-tɛmpo, divɛɾsos mɛkɐniʃmos intɛɾnɐzionajs dɛ kontɾolɛ ɛ mitiɡɐsɐ̃w̃ dɛ ɛmiʃsõj̃ʃ
-tomɐɾɐm foɾmɐ, sɛndo o mɛkɐniʃmo dɛ dɛzɛnvolvimɛnto limpo (mdl), kɾiɐdos dɛntɾo
-dɐ ɛʃtɾutuɾɐ do pɾotokolo dɛ kʷioto, um dos majs ɛfikɐzɛs. um pɾoʒɛto dɛ kkɡʃ
-ɐlem dɛ ɾɛduziɾ ɐs ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ (ʒɛɛ) ɐtʁɐves do sɛkʷɛʃtɾo
-ʒɛolɔʒiko dɛ ko2, podɛ kontɾibujɾ tɐmbem pɐɾɐ awmɛntɐɾ ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo dɛ
-um poso no pɾozɛʃso dɛ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo, konɛzido
-intɛɾnɐzionɐlmɛntɛ komo ɛoɾ (ɛnɐnsɛd owil ɾɛkovɛɾj). ɐlem dɛ ɐpʁɛzɛntɐɾ
-bɛnɛfizios ɐmbiɛntajs pɐɾɐ ɐs ɛmpɾɛzɐs, minimizɐndo os impɐktos dɐs ɛmiʃsõj̃s dɛ
-ʒɛɛ, ɛ bɛnɛfizios ɛkonomikos, ɐtʁɐves dɐ ɛoɾ, o kks tɐmbem podɛɾa ʒɛɾɐɾ ɐʃ
-ʁɛdusõj̃s sɛɾtifikɐdɐs dɛ ɛmiʃsõj̃s (ɾsɛ) ɐtʁɐves do mdl, podɛndo ɛʃsɐs ɾɛdusõj̃ʃ
-sɛɾtifikɐdɐs sɛɾɛm komɛɾsiɐlizɐdɐs ɛm mɛɾkɐdos dɛ kɐɾbono owu mɐntidɐs pɛlɐʃ
-ɛmpɾɛzɐs pɐɾtizipɐntɛs do pɾoʒɛto. ɛʃsɛ tɾɐbɐlo iɾa ɐpʁɛzɛntɐɾ todɐs ɐʃ
-infoɾmɐsõj̃s vitajs dɛ um pɾoʒɛto ɛm lɐɾɡɐ ɛʃkɐlɐ dɛ kkɡs, dɛʃdɛ ɐ kɐntidɐdɛ dɛ
-diɔksido dɛ kɐɾbono kʷɛ sɛɾa kɐptuɾɐdɐ ɐte ɐ kɐntidɐdɛ kʷɛ sɛɾa ɐɾmɐzɛnɐdɐ. todɐ
-ɐ ɛstɛnsɐ̃w̃ do pɾoʒɛto, dɛʃdɛ ɐs fontɛs dɛ kɐptuɾɐ ɐte os posos dɛ inʒɛsɐ̃w̃, foɾɐ̃
-mɐpɛɐdos ɛ dɛmonstɾɐdos ɐtʁɐves do uzo dɛ um softwɐɾɛ dɛ siʃtɛmɐ dɛ infoɾmɐsɐ̃w̃
-ʒɛoɡʁafikɐ, o ɐɾkʒis. os mɐpɐs fɐzilitɐm ɐ kompɾɛɛnsɐ̃w̃ do pɾoʒɛto, sɛndo vitajʃ
-pɐɾɐ ɐ ɛlɐboɾɐsɐ̃w̃ dos kuʃtos dɛ todɐs ɐs ɛtɐpɐs. ɐ vɛɾifikɐsɐ̃w̃ dɐ kɐntidɐdɛ dɛ
-ʁɛdusõj̃s sɛɾtifikɐdɐs dɛ ɛmiʃsɐ̃w̃ do pɾoʒɛto iɾa vɐlidɐɾ ɐ kɐpɐzidɐdɛ dɛ
-mitiɡɐsɐ̃w̃ dɐs ɛmiʃsõj̃s do mdl. 2. - obʒɛtivos o obʒɛtivo dɛʃsɛ tɾɐbɐlo e
-ɛʃtudɐɾ ɐ viɐbilidɐdɛ teknikɐ ɛ ɛkonomikɐ dɛ um pɾoʒɛto dɛ ɡɾɐndɛ ɛʃkɐlɐ dɛ kkɡʃ
-dɛ sɛɾ ɐplikɐdo komo umɐ ɐtividɐdɛ dɛ mdl, ɛvidɛnsiɐndo, no intujto dɛ
-kompɾovɐsɐ̃w̃ dɛ ɐbɐtimɛnto ɾɛɐl dɐs ɛmiʃsõj̃s, ɐ kɐntidɐdɛ dɛ ɾɛdusõj̃ʃ
-sɛɾtifikɐdɐs dɛ ɛmiʃsõj̃s (ɾsɛs) kʷɛ sɛɾa ʒɛɾɐdɐ ɛ os lukʁos pɾovɛniɛntɛs dɐ
-ʁɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo. 3. - mɛtodoloʒiɐ pɐɾɐ ɐ ɛlɐboɾɐsɐ̃w̃ dɛ todɐs ɐʃ
-ɛtɐpɐs do pɾoʒɛto dɛ kkɡs, fowi utilizɐdo o softwɐɾɛ ɐɾkʒis dɛ siʃtɛmɐ dɛ
-infoɾmɐsõj̃s ʒɛoɡʁafikɐ. kom ɛlɛ fowi poʃsivɛl dɛtɐlɐɾ todos ɐs ɛtɐpɐʃ
-intɛɾmitɛntɛs do pɾoʒɛto pɾopoʃto, dɛmonstɾɐndo ɡɾɐfikɐmɛntɛ ɐ kɐptuɾɐ dɛ ko2 nɐ
-ksn ɛ ksɐ, o tɾɐnspoɾtɛ ɐte ɐ bɐziɐ dɛ kɐmpos ɛ ɐ inʒɛsɐ̃w̃ ɛ ɐɾmɐzɛnɐmɛnto do ɡaʃ
-nos ɾɛzɛɾvɐtɔɾios dɛ mɐɾlim ɛ bɐʁɐkudɐ. ɐpɔs o pɾoʒɛto ɛʃtɐɾ todo dimɛnsionɐdo
-ɛ kom suɐs ɛmiʃsõj̃s kɐptuɾɐdɐs ɛ ɐɾmɐzɛnɐdɐs kɐntifikɐdɐs, sɛɾa poʃsivɛl
-kɐlkulɐɾ ɐ kɐntidɐdɛ ɾɛɐl dɛ ɛmiʃsõj̃s ɛvitɐdɐs pɛlo pɾoʒɛto, utilizɐndo ɐ
-mɛtodoloʒiɐ pɾɛzɛntɛ no ɛʃkopo do mdl. tɐmbem foɾɐm kɐlkulɐdos os kuʃtos do
-pɾoʒɛto. pɐɾɐ toɾnɐɾ viavɛl ɐ ɛlɐboɾɐsɐ̃w̃ dɛ um ɛʃkopo dɛ um pɾoʒɛto dɛ lɐɾɡɐ
-ɛʃkɐlɐ dɛ kkɡs fowi nɛzɛʃsaɾio ɐlinɐɾ todɐs ɐs infoɾmɐsõj̃s kolɛtɐdɐs ɛm umɐ bɐzɛ
-dɛ siʃtɛmɐ dɛ infoɾmɐsɐ̃w̃ ʒɛoɡʁafikɐ (siɡ), simplifikɐndo ɐ kompɾɛɛnsɐ̃w̃ dɐʃ
-ɛtɐpɐs intɛɾmitɛntɛs do pɾoʒɛto. sɛm ɛʃsɐ fɛʁɐmɛntɐ nɐ̃w̃ sɛɾiɐ poʃsivɛl
-dɛmonstɾɐɾ, kom ɛksɐtidɐ̃w̃, ɐ ɛstɛnsɐ̃w̃ do pɾoʒɛto, dɛʃdɛ ɐs fontɛs dɛ kɐptuɾɐ ɐte
-ɐ o ponto finɐl dɛ inʒɛsɐ̃w̃ do kɐɾbono. utilizɐndo os konsɛjtos ɐboɾdɐdos nɐ
-ʁɛvizɐ̃w̃ biblioɡʁafikɐ, fowi poʃsivɛl ɛlɐboɾɐɾ todo o pɾoʒɛto dɛ kkɡs.
-pɾimɛjɾɐmɛntɛ fowi dɛʃkɾito o pɾozɛʃso induʃtɾiɐl dɐs fontɛs ɛmiʃsoɾɐs, no
-intujto dɛ idɛntifikɐɾ ɛm kajs unidɐdɛs sidɛɾuɾʒikɐs okoʁɛɾa a kɐptuɾɐ dɛ ko2
-ɛ dɛmonstɾɐɾ kɐl ɐ tɛknoloʒiɐ ɐdotɐdɐ pɐɾɐ ɛʃtɛ fim. ɐtʁɐves dɐ kɐntifikɐsɐ̃w̃
-dɐ kɐntidɐdɛ dɛ diɔksido dɛ kɐɾbono kʷɛ fowi kɐptuɾɐdo, fowi poʃsivɛl dimɛnsionɐɾ
-o tɾɐnspoɾtɛ do mɛʃmo poɾ kɐɾbodutos, utilizɐndo o ɐɾkʒis pɐɾɐ mɛdiɾ ɐʃ
-diʃtansiɐs ɛ ɐ dɛmonstɾɐsɐ̃w̃ ɡɾafikɐ do pɾoʒɛto. nɐ ɛtɐpɐ dɛ inʒɛsɐ̃w̃ ɛ
-ɐɾmɐzɛnɐmɛnto, foɾɐm kɐlkulɐdos divɛɾsos pɐɾamɛtʁos ɾɛfɛɾɛntɛs a kɐntidɐdɛ
-ʁɛkupɛɾɐdɐ dɛ ɔlɛo, konsidɛɾɐndo sɛɾtos fɐtoɾɛs komo ɐ kɐntidɐdɛ dɛ ko2 kʷɛ
-ʁɛtoɾnɐ ʒunto ɐo ɔlɛo, ɐ inʒɛsɐ̃w̃ maksimɐ dɛ ko2 poɾ poso, ɐ kɐntidɐdɛ dɛ posoʃ
-nɛzɛʃsaɾios, ɐ kɐntidɐdɛ maksimɐ dɛ ko2 kʷɛ podɛ sɛɾ ɐɾmɐzɛnɐdɐ, ɐ kɐntidɐdɛ
-maksimɐ dɛ ɔlɛo kʷɛ podɛ sɛɾ ɾɛkupɛɾɐdo, ɐ tɐksɐ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo, ɛntɾɛ
-owutʁos. os kalkulos dɛ kuʃto dɛ instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ dɛ todɐs ɐʃ
-ɛtɐpɐs foɾɐm ɛlɐboɾɐdos ɐ pɐɾtiɾ dɛ mɛtodoloʒiɐs dɛ kalkulo pɾɛzɛntɛs owu
-ɐdɐptɐdɐs dɐ litɛɾɐtuɾɐ. os ɾɛzultɐdos obtidos poɾ ɛʃsɛs kalkulos sɛɾɐ̃w̃
-fundɐmɛntajs pɐɾɐ dɛmonstɾɐɾ ɐ viɐbilidɐdɛ ɛkonomikɐ do pɾoʒɛto. os ɾɛzultɐdoʃ
-foɾɐm dɛmonstɾɐdos no kɐpitulo owito dɛʃsɛ tɾɐbɐlo. ɐ vɛɾifikɐsɐ̃w̃ dɐ
-ɐdizionɐlidɐdɛ do pɾoʒɛto, owu sɛʒɐ, sɛ o pɾoʒɛto e ɾɛɐlmɛntɛ kɐpɐz dɛ mitiɡɐɾ
-ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ sob o ɛʃkopo do mdl, fowi dɛmonstɾɐdɐ ɐpɔs o
-dɛtɐlɐmɛnto dɛ todos os dɐdos do pɾoʒɛto. foɾɐm ɾɛɐlizɐdɐs duɐs ɐboɾdɐʒɛns pɐɾɐ
-ɐ kɐntifikɐsɐ̃w̃ dɐs ɾɛdusõj̃s nɐs ɛmiʃsõj̃s dɛ ʒɛɛ, umɐ kom ɐs ɛmiʃsõj̃ʃ
-pɾovɛniɛntɛs dɐ kʷɛjmɐ do ɔlɛo pɾoduzido ɛm viɾtudɛ dɐ inʒɛsɐ̃w̃ dɛ ko2 ɛ ɐ owutʁɐ
-dɛʃkonsidɛɾɐndo ɛʃsɐs ɛmiʃsõj̃s. os ɾɛzultɐdos foɾɐm dɛmonstɾɐdos ɛ diʃkutidos,
-konsidɛɾɐndo ɐ kɐntidɐdɛ kʷɛ sɛɾiɐ ʒɛɾɐdɐ dɛ ɾsɛs, kɐzo o pɾoʒɛto sɛʒɐ pɐʃsivɛl
-dɛ vɐlidɐsɐ̃w̃ pɛlo mdl. 4. - ɾɛvizɐ̃w̃ biblioɡʁafikɐ dɛ kkɡs ɛ siɡ ɐ kɐptuɾɐ ɛ
-ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ kɐɾbono (kkɡs) konsiʃtɛ num pɾozɛʃso dɛ sɛpɐɾɐsɐ̃w̃ ɛ
-kɐptuɾɐ do ko2 dɛ pɾozɛʃsos induʃtɾiajs ɛ pɾozɛʃsos ɾɛlɐzionɐdos a ʒɛɾɐsɐ̃w̃ dɛ
-ɛnɛɾʒiɐ, ɐtʁɐves dɐ kʷɛjmɐ dɛ idʁokɐɾbonɛtos, sɛɡʷido dɛ tɾɐnspoɾtɛ pɐɾɐ ũ
-lokɐl pɾopizio dɛ ɐɾmɐzɛnɐmɛnto sɛɡʁo, dɛ modo kʷɛ o diɔksido dɛ kɐɾbono
-pɛɾmɐnɛsɐ pɾɛzo duɾɐntɛ um pɛɾiodo indɛfinido dɛ tɛmpo. ɐs ɛtɐpɐs do kkɡs sɐ̃w̃:
-kɐptuɾɐ, 4.1. kɐptuɾɐ o pɾopɔzito dɐ kɐptuɾɐ dɛ ko2 e pɾoduziɾ um flukso
-konsɛntɾɐdo dɛ diɔksido dɛ kɐɾbono ɛm ɐltɐ pɾɛʃsɐ̃w̃ kʷɛ poʃsɐ sɛɾ tɾɐnspoɾtɐdo ɐte
-o lokɐl dɛ ɐɾmɐzɛnɐmɛnto. ɐpɛzɐɾ dɛ todo o ɡas ɛksawʃto dɐ plɐntɐ induʃtɾiɐl,
-kontɛndo umɐ pɛkʷɛnɐ fɾɐsɐ̃w̃ dɛ ko2, podɛɾ sɛɾ tɾɐnspoɾtɐdo ɛ inʒɛtɐdo no
-subsolo, os kuʃtos dɛ ɛnɛɾʒiɐ ɛ owutʁos kuʃtos ɐʃsoziɐdos toɾnɐm ɛʃsɐ ɐboɾdɐʒɛ̃
-impɾɐtikavɛl. poɾtɐnto, e nɛzɛʃsaɾio pɾoduziɾ um ɛksawʃto puɾo ɛm ko2 pɐɾɐ o
-tɾɐnspoɾtɛ ɛ ɐɾmɐzɛnɐmɛnto. divɛɾsɐs ɐplikɐsõj̃s dɛ sɛpɐɾɐsɐ̃w̃ dɛ ɡɐzɛs sɐ̃w̃
-ɐplikɐdɐs ɛm ɡɾɐndɛs plɐntɐs induʃtɾiajs, inklujndo plɐntɐs dɛ tɾɐtɐmɛnto dɛ
-ɡɐzɛs ɛ unidɐdɛs pɾodutoɾɐs dɛ ɐmoniɐ. oʒɛ ɛm diɐ, o ko2 e ɾɛmovido pɐɾɐ
-puɾifikɐɾ owutʁos ɡɐzɛs induʃtɾiajs, ɛ ɛm powukos kɐzos o diɔksido dɛ kɐɾbono e
-ɐɾmɐzɛnɐdo. ɐ tɛknoloʒiɐ dɛ kɐptuɾɐ dɛ ɡas kɐɾboniko podɛ sɛɾ implɐntɐdɐ ɛ̃
-kɐlkʷɛɾ fontɛ ɛʃtɐzionaɾiɐ ʒɛɾɐdoɾɐ do ɡas, dɛ pɾɛfɛɾensiɐ ɡɾɐndɛs uzinɐʃ
-tɛɾmowɛletʁikɐs, sidɛɾuɾʒikɐs, ɾɛfinɐɾiɐs, simɛntɛjɾɐs, induʃtɾiɐs kʷimikɐs,
-plɐntɐs pɾodutoɾɐs dɛ ɐmoniɐ ɛ fɛɾtilizɐntɛs, ɛtk. 4.1.1. ɾotɐs dɛ kɐptuɾɐ
-dɛpɛndɛndo do pɾozɛʃso induʃtɾiɐl owu dɐ uzinɐ dɛ pɾodusɐ̃w̃ dɛ ɛnɛɾʒiɐ ondɛ sɛɾa
-kɐptuɾɐdo o diɔksido dɛ kɐɾbono, sɛɾa ɐdotɐdo umɐ dɐs kɐtʁo ɾotɐs poʃsivɛjs dɛ
-kɐptuɾɐ. fiɡʁɐ 1 - pɾozɛʃsos ɛ siʃtɛmɐs dɛ kɐptuɾɐ dɛ ko2 fontɛ: ɐdɐptɐdo dɛ
-ipkk, 2005 4.1.1.1. pɔs-kombuʃtɐ̃w̃ os siʃtɛmɐs dɛ pɔs-kombuʃtɐ̃w̃ sɛpɐɾɐm o ko2 do
-ɡas ɛksawʃto pɾoduzido pɛlɐ kombuʃtɐ̃w̃ do kombuʃtivɛl pɾimaɾio kom o ɐɾ.
-noɾmɐlmɛntɛ, ɛʃsɛ siʃtɛmɐ utilizɐ solvɛntɛs pɐɾɐ kɐptuɾɐɾ umɐ pɛkʷɛnɐ fɾɐsɐ̃w̃ dɛ
-ko2, ɛntɾɛ 3% ɛ 15% dɐ konsɛntɾɐsɐ̃w̃ ɛm volumɛ no ɡas, o nitʁoʒenio ɾɛpʁɛzɛntɐ ɐ
-mɐjoɾ konsɛntɾɐsɐ̃w̃. os solvɛntɛs utilizɐdos sɐ̃w̃ os kʷimikos a bɐzɛ dɛ ɐminɐ,
-powis ɛʃtɛs sɐ̃w̃ idɛajs pɐɾɐ bajksɐs konsɛntɾɐsõj̃s dɛ diɔksido dɛ kɐɾbono no
-ɛzawʃto. umɐ vɐntɐʒɛm ɛm ɾɛlɐsɐ̃w̃ a pɔs-kombuʃtɐ̃w̃ e kʷɛ ɛʃtɐ tɛknoloʒiɐ podɛ sɛɾ
-ɐplikɐdɐ nɐ mɐjoɾiɐ dɐs tɛɾmɛletʁikɐs konvɛnsionajs, komo uzinɐs ɐ ɡas ɛ kɐɾvɐ̃w̃.
-poɾem, komo o ɛksawʃto pɾovɛniɛntɛ dɛʃsɐs plɐntɐs dɛ ɛnɛɾʒiɐ poʃsuj bajksɐ
-konsɛntɾɐsɐ̃w̃ dɛ ko2, ɛʃtɛ poʃsujɾa bajksɐ pɾɛʃsɐ̃w̃, nɛzɛʃsitɐndo dɛ ɡɾɐndɛʃ
-kompɾɛʃsõj̃s pɐɾɐ sɛɾ tɾɐnspoɾtɐdo ɛ ɐɾmɐzɛnɐdo. 4.1.1.2. pɾe-kombuʃtɐ̃w̃ ɐ
-tɛknoloʒiɐ dɛ kɐptuɾɐ dɛ pɾe-kombuʃtɐ̃w̃ e uzɐdɐ komɛɾsiɐlmɛntɛ ɛm vaɾiɐʃ
-ɐplikɐsõj̃s induʃtɾiajs, komo ɐ pɾodusɐ̃w̃ dɛ idʁoʒenio. um siʃtɛmɐ dɛ
-pɾe-kombuʃtɐ̃w̃ pɾozɛʃsɐ o kombuʃtivɛl pɾimaɾio ɛm um ɾɛɐtoɾ kom vɐpoɾ ɛ ɐɾ (owu
-oksiʒenio) pɐɾɐ pɾoduziɾ umɐ miʃtuɾɐ konsiʃtindo bɐzikɐmɛntɛ dɛ monɔksido dɛ
-kɐɾbono (ko) ɛ idʁoʒenio, kɐmɐdo dɛ ɡas dɛ sintɛzɛ. majs idʁoʒenio, ʒunto kõ
-ɡas kɐɾboniko (ko2), e pɾoduzido ɐtʁɐves dɐ ɾɛɐsɐ̃w̃ do ko kom o vɐpoɾ ɛm sɛɡndo
-ʁɛɐtoɾ (sift ɾɛɐktoɾ). ɐ miʃtuɾɐ ɾɛzultɐntɛ dɛ idʁoʒenio ɛ ko2 (15 ɐ 60% dɛ
-ko2) podɛ, ɛntɐ̃w̃, sɛɾ sɛpɐɾɐdɐ ɛm um flukso dɛ ko2 ɛ dɛ 2 (ipkk, 2005). ɐpɛzɐɾ
-dɐ konvɛɾsɐ̃w̃ dɛ kombuʃtivɛl iniziɐl sɛɾ komplɛksɐ, kom ɐltos kuʃtos ɐʃsoziɐdos,
-ɐs ɐltɐs konsɛntɾɐsõj̃s ɛ pɾɛʃsõj̃s do ko2 fɐvoɾɛzɛ suɐ sɛpɐɾɐsɐ̃w̃ do ɾɛʃtɐntɛ do
-ɡas. os pɾozɛʃsos majs komuns pɐɾɐ sɛpɐɾɐsɐ̃w̃ sɐ̃w̃ ɐbsoɾsɐ̃w̃ kʷimikɐ ɛ/owu fizikɐ
-utilizɐndo solvɛntɛs kʷimikos ɛ fizikos, mɛmbɾɐnɐs polimeɾikɐs, lowopinɡ kʷimiko
-ɛ ɐ sɛpɐɾɐsɐ̃w̃ ɛm plɐntɐs dɛ ɛnɛɾʒiɐ kom siʃtɛmɐ intɛɡʁɐdo dɛ ɡɐzɛjfikɐsɐ̃w̃ kõ
-siklo kombinɐdo (iɡkk). 4.1.1.3. oksjfuɛl ɛʃsɛ ɡas ɾɛzultɐntɛ poʃsuj ɐltɐʃ
-konsɛntɾɐsõj̃s dɛ ko2, o kʷɛ pɛɾmitɛ pɾozɛʃsos dɛ mɛnoɾɛs kuʃtos pɐɾɐ sɛpɐɾɐsɐ̃w̃
-do ko2. o vɐpoɾ d’aɡɐ e ɾɛmovido ɐtʁɐves dɛ um ɾɛʃfɾiɐmɛnto ɛ kompɾɛʃsɐ̃w̃ do
-ɡas. ɛʃsɛ siʃtɛmɐ ɛksiʒɛ um tɾɐtɐmɛnto dos ɡɐzɛs pɐɾɐ ɾɛmovɛɾ poluɛntɛs do ɐɾ ɛ
-ɡɐzɛs kʷɛ nɐ̃w̃ sɛ kondɛnsɐɾɐm, komo o nitʁoʒenio. ɛʃsɛ siʃtɛmɐ ɾɛkʷɛɾ ɐ sɛpɐɾɐsɐ̃w̃
-do oksiʒenio do ɐɾ, obtɛndo umɐ puɾɛzɐ ɐzimɐ dɛ 95%. ɐ dɛʃtilɐsɐ̃w̃ kɾioʒenikɐ podɛ
-sɛɾ utilizɐdɐ pɐɾɐ sɛpɐɾɐɾ o oksiʒenio do ɐɾ pɐɾɐ. o pɾozɛʃso nɛzɛʃsitɐ dɛ ɡɾɐndɛ
-kɐntidɐdɛ dɛ o2, ɛnkɐɾɛzɛndo todo o pɾozɛʃso. 4.1.1.4. pɾozɛʃsos induʃtɾiajs o
-diɔksido dɛ kɐɾbono tɛm sido kɐptuɾɐdo ɛm pɾozɛʃsos induʃtɾiajs duɾɐntɛ majs dɛ
-80 ɐnos (ipkk, 2005), mɐs ɐ mɐjoɾ pɐɾtɛ do ko2 kʷɛ e kɐptuɾɐdo e,
-poʃtɛɾioɾmɛntɛ, ɛmitido pɐɾɐ ɐ ɐtmoʃfɛɾɐ, poɾkʷɛ nɐ̃w̃ ɐviɐ ɐ nɛzɛʃsidɐdɛ owu
-insɛntivo dɛ ɐɾmɐzɛnɐɾ o ɡas. ɐ puɾifikɐsɐ̃w̃ do ɡas nɐtuɾɐl ɛ ɐ pɾodusɐ̃w̃
-idʁoʒenio kontɛndo ɡas dɛ sintɛzɛ pɐɾɐ ɐ fɐbʁikɐsɐ̃w̃ dɛ ɐmoniɐ, alkowol ɛ
-kombuʃtivɛjs likʷidos sintetikos, sɐ̃w̃ ɛksɛmplos ondɛ okoʁɛ ɐ kɐptuɾɐ dɛ ko2. bowɐ
-pɐɾtɛ dɐ tɛknoloʒiɐ ɛmpɾɛɡɐ nɛʃsɛs pɾozɛʃsos e similɐɾ a ɾotɐ tɛknolɔʒikɐ dɛ
-kɐptuɾɐ pɾe-kombuʃtɐ̃w̃. 4.1.2. tɛknoloʒiɐs dɛ kɐptuɾɐ os siʃtɛmɐs dɛ kɐptuɾɐ
-utilizɐm divɛɾsɐs tɛknoloʒiɐs konɛzidɐs dɛ sɛpɐɾɐsɐ̃w̃ dɛ ɡɐzɛs, ɛʃtɐndo
-intɛɡʁɐdɐs kom ɐ ɾotɐ dɛ kɐptuɾɐ, dɛʃkɾitɐ ɐntɛɾioɾmɛntɛ. sɛɾɐ̃w̃ dɛʃkɾitos dɛ
-foɾmɐ bɾɛvɛ ɐs pɾinsipajs tɛknoloʒiɐs dɛ kɐptuɾɐ. 4.1.2.1. ɐbsoɾsɐ̃w̃ ɐ tɛknoloʒiɐ
-dɛ ɐbsoɾsɐ̃w̃ e umɐ dɐs majs utilizɐdɐs nɐ induʃtɾiɐ, pɾinsipɐlmɛntɛ kɐndo ɐ ɾotɐ
-tɛknolɔʒikɐ ɐdotɐdɐ e ɐ dɛ pɔs-kombuʃtɐ̃w̃. ɐ ɐbsoɾsɐ̃w̃ sɛ dividɛ ɛm dowis ɡɾupoʃ
-diʃtintos, ɐ ɐbsoɾsɐ̃w̃ fizikɐ ɛ ɐ ɐbsoɾsɐ̃w̃ kʷimikɐ. ɐ kɐpɐzidɐdɛ dɛ ɐbsoɾsɐ̃w̃ do
-solvɛntɛ e pɾopoɾsionɐl a pɾɛʃsɐ̃w̃ pɐɾsiɐl nɐ unidɐdɛ dɛ ɐbsoɾsɐ̃w̃ (ɡptɐ, 2003).
-ɐ sɛpɐɾɐsɐ̃w̃ nɐ ɐbsoɾsɐ̃w̃ kʷimikɐ e fɛjtɐ ɐtʁɐves do kontɐto do ɡas kom solvɛntɛʃ
-kʷimikos. ɛʃtɛs solvɛntɛs sɐ̃w̃ kɐpɐzɛs dɛ ɾɛɐʒiɾ kom o ɡas ɛksawʃto, ɐbsoɾvɛndo ũ
-komponɛntɛ ɛʃpɛzifiko do ɡas, no kɐzo o ko2, sɛpɐɾɐndo-o do ɾɛʃto do ɡas. komo ɐ
-ɐbsoɾsɐ̃w̃ kʷimikɐ e ʒɛɾɐlmɛntɛ ɐplikɐdɐ nɐ ɾotɐ tɛknolɔʒikɐ dɛ pɔs-kombuʃtɐ̃w̃, o
-ɡas ɛksawʃto pɾɛzisɐ ɾɛzɛbɛɾ um pɾe-tɾɐtɐmɛnto pɐɾɐ ɾɛmovɛɾ pɐɾtikulɐdos ɛ owutʁɐʃ
-impuɾɛzɐs ɐntɛs dɛ ɾɛɐʒiɾ kom o solvɛntɛ. o ɡas tɐmbem e submɛtido ɐ um pɾozɛʃso
-dɛ ɾɛʃfɾiɐmɛnto. dɛpowis dɛ tɾɐtɐdo ɛ ɾɛʃfɾiɐdo, o ɡas pɐʃsɐ poɾ umɐ unidɐdɛ dɛ
-ɐbsoɾsɐ̃w̃ (toʁɛ dɛ ɐbsoɾsɐ̃w̃) ondɛ o mɛʃmo ɛntɾɐ ɛm kontɐto kom o solvɛntɛ. o
-kompoʃto, foɾmɐdo ɐtʁɐves dɛ umɐ ɾɛɐsɐ̃w̃ kʷimikɐ ɛntɾɛ o ko2 ɛ o solvɛntɛ, e
-sɛpɐɾɐdo do ɾɛʃto do ɡas ɛm umɐ toʁɛ difɛɾɛnsiɐdɐ, ondɛ o kompoʃto sɛɾa
-submɛtido ɐ um awmɛnto dɛ tɛmpɛɾɐtuɾɐ pɐɾɐ ɾɛvɛɾtɛɾ ɐ ɐbsoɾsɐ̃w̃ ɛ libɛɾɐɾ o ko2.
-ɐpɔs libɛɾɐɾ o ko2 o solvɛntɛ sɛɾa ɾɛʒɛnɛɾɐdo, pɛɾmitindo novɐmɛntɛ o sew uzo no
-pɾozɛʃso dɛ kɐptuɾɐ. dɛpowis dɐ sɛpɐɾɐsɐ̃w̃, o ko2 e kompɾimido, pɐɾɐ ɛntɐ̃w̃ sɛɾ
-tɾɐnspoɾtɐdo. um pɾoblɛmɐ komum nɛʃsɛ pɾozɛʃso e kʷɛ ɡɾɐndɛs kɐntidɐdɛs dɛ
-solvɛntɛs sɐ̃w̃ nɛzɛʃsaɾiɐs pɐɾɐ konsɛɡʷiɾ pɾozɛʃsɐɾ umɐ ɡɾɐndɛ vɐzɐ̃w̃ dɛ ko2, o
-kʷɛ sɛ tɾɐduz ɛm nɛzɛʃsidɐdɛ dɛ ɡɾɐndɛs ɛkʷipɐmɛntos kom ɡɾɐndɛs ɡɐʃtos dɛ
-ɛnɛɾʒiɐ ɛ konsɛkʷɛntɛmɛntɛ ɐltos kuʃtos. o ɡɐʃto ɛnɛɾʒetiko dɐ ɐbsoɾsɐ̃w̃ kʷimikɐ
-pɐɾɐ ɾɛɐlizɐɾ ɐ ɾɛʒɛnɛɾɐsɐ̃w̃ do solvɛntɛ kʷimiko e ɡɾɐndɛ ɛ ɐ ɛfiziensiɐ e bajksɐ.
-(lɛɐl dɐ koʃtɐ, 2009). ɐ ɐbsoɾsɐ̃w̃ fizikɐ e ɐdɛkɐdɐ pɐɾɐ ɐ ɾɛmosɐ̃w̃ dɛ ko2 ɛ̃
-ɐltɐs pɾɛʃsõj̃s ɛ konsɛntɾɐsõj̃s no ɡas ɛksawʃto poɾkʷɛ os solvɛntɛs fizikos nɐ̃w̃
-poʃsuɛm o mɛʃmo podɛɾ dɛ ɐbsoɾsɐ̃w̃ dos solvɛntɛs kʷimikos. ɛm kompɛnsɐsɐ̃w̃, ɐ
-kɐptuɾɐ poɾ ɐbsoɾsɐ̃w̃ kʷimikɐ nɛzɛʃsitɐ dɛ mɛnos ɛnɛɾʒiɐ no pɾozɛʃso dɛ sɛpɐɾɐsɐ̃w̃
-do ko2 do kompoʃto foɾmɐdo ɛ dɛ ɾɛʒɛnɛɾɐsɐ̃w̃. o kɐdʁo ɐbajkso ɐpʁɛzɛntɐ oʃ
-pɾinsipajs solvɛntɛs kʷimikos ɛ fizikos utilizɐdo pɛlɐ induʃtɾiɐ. 4.1.2.2.
-ɐdsoɾsɐ̃w̃ ɐ ɐdsoɾsɐ̃w̃ utilizɐ mɐtɛɾiajs sɔlidos kʷɛ ɐtʁɐves do kontɐto dɐ
-supɛɾfiziɛ dɛʃtɛs kom os ɡɐzɛs ɾɛɐlizɐ ɐ sɛpɐɾɐsɐ̃w̃. ɛm ʒɛɾɐl, os mɐtɛɾiajʃ
-ɐdsoɾvɛntɛs sɐ̃w̃ o kɐɾvɐ̃w̃ ɐtivɐdo ɛ ɐs pɛnɛjɾɐs molɛkulɐɾɛs. vɐɾiavɛjs kɾitikɐʃ
-pɐɾɐ ɐ ɐdsoɾsɐ̃w̃ sɐ̃w̃: tɛmpɛɾɐtuɾɐ, pɾɛʃsɐ̃w̃, foɾsɐs nɐs supɛɾfiziɛs dos mɐtɛɾiajs,
-ɛ o tɐmɐno dos poɾos nɐ supɛɾfiziɛ dos mɐtɛɾiajs. o pɾozɛʃso e sikliko kom ɐʃ
-ɛtɐpɐs dɛ ɐdsoɾsɐ̃w̃ ɛ ɾɛʒɛnɛɾɐsɐ̃w̃. kɐndo o mɐtɛɾiɐl ɐdsoɾvɛntɛ fikɐ sɐtuɾɐdo,
-ɛlɛ e ɾɛʒɛnɛɾɐdo, libɛɾɐndo o ko2 (ɡptɐ, 2003). 4.1.2.3. mɛmbɾɐnɐ ɐs mɛmbɾɐnɐʃ
-sɐ̃w̃ mɐtɛɾiajs ɛʃpɛziɐlmɛntɛ fɐbʁikɐdos kʷɛ pɛɾmitɛm kʷɛ ɡɐzɛs ɛʃpɛzifikoʃ
-pɛɾmɛjɛm pɛlɐ mɛmbɾɐnɐ. ɐ sɛlɛtividɐdɛ dɐ mɛmbɾɐnɐ pɐɾɐ difɛɾɛntɛs ɡɐzɛs ɛʃta
-intimɐmɛntɛ ɾɛlɐzionɐdɐ kom ɐ nɐtuɾɛzɐ do mɐtɛɾiɐl dɐ mɛmbɾɐnɐ, ɛntɾɛtɐnto, o
-flukso dɛ ɡas kʷɛ ɐtʁɐvɛʃsɐ ɐ mɛmbɾɐnɐ e uzuɐlmɛntɛ pɾovokɐdo pɛlɐ difɛɾɛnsɐ dɛ
-pɾɛʃsɐ̃w̃ ɛntɾɛ os dowis lɐdos dɐ mɛmbɾɐnɐ. poɾtɐnto, ɾɛkomɛndɐ-sɛ kʷɛ ɐs mɛmbɾɐnɐʃ
-sɛʒɐm ɐplikɐdɐs ɛm ɛksawʃtos kom ɐltɐs pɾɛʃsõj̃s. ɛksiʃtɛm divɛɾsos tipos dɛ
-mɐteɾiɐs pɐɾɐ mɛmbɾɐnɐs sintetikɐs, kʷɛ sɐ̃w̃ divididɐs ɛm dowis subɡɾupos:
-oɾɡanikɐs (polimeɾikɐs) ɛ inoɾɡanikɐs. ɐs mɛmbɾɐnɐs majs utilizɐdɐs pɐɾɐ
-sɛpɐɾɐsɐ̃w̃ dɛ ko2 sɐ̃w̃ ɐs oɾɡanikɐs polimeɾikɐs, poɾem ɐs mɛmbɾɐnɐs inoɾɡanikɐʃ
-sɛɾamikɐs ɛ mɛtalikɐs tɐmbem sɐ̃w̃ utilizɐdɐs. ɐ sɛpɐɾɐsɐ̃w̃ poɾ mɛmbɾɐnɐs podɛ sɛɾ
-utilizɐdɐ pɐɾɐ sɛpɐɾɐɾ idʁoʒenio dɛ um ɡas kombuʃtivɛl, ko2 dɛ pɾozɛʃsos ɛ
-oksiʒenio do ɐɾ. fiɡʁɐ 3 - ɛʃkʷɛmɐ dɛ sɛpɐɾɐsɐ̃w̃ poɾ mɛmbɾɐnɐs fontɛ: ipkk, 2005
-4.1.2.4. dɛʃtilɐsɐ̃w̃ kɾioʒenikɐ um ɡas podɛ sɛ toɾnɐɾ likʷido ɐtʁɐves dɛ umɐ
-seɾiɛ dɛ ɛtɐpɐs dɛ kompɾɛʃsɐ̃w̃, ɾɛʃfɾiɐmɛnto ɛ ɛspɐnsɐ̃w̃. umɐ vɛz nɐ fɐzɛ likʷidɐ,
-ɐ sɛpɐɾɐsɐ̃w̃ dos komponɛntɛs do ɡas okoʁɛ ɛm umɐ kolunɐ dɛ dɛʃtilɐsɐ̃w̃. kɐndo oʃ
-ɡɐzɛs sɐ̃w̃ ɾɛʃfɾiɐdos ɐ tɛmpɛɾɐtuɾɐs ɐbajkso dɛ sews pontos dɛ vɐpoɾizɐsɐ̃w̃,
-kondɛnsɐm ɛ sɛ sɛpɐɾɐm, powis kɐdɐ um poʃsuj um ponto dɛ vɐpoɾizɐsɐ̃w̃ ɛʃpɛzifiko
-(iɛɐ, 2002). ɛʃsɐ tɛknoloʒiɐ e ɐmplɐmɛntɛ uzɐdɐ nɐ induʃtɾiɐ pɐɾɐ ɐ sɛpɐɾɐsɐ̃w̃
-dos komponɛntɛs do ɐɾ, vizɐndo ɾɛtiɾɐɾ o oksiʒenio pɐɾɐ ɾɛɐlizɐɾ ɐ kombuʃtɐ̃w̃
-utilizɐndo ɐpɛnɐs o oksiʒenio. ɛʃsɛ metodo dɛ sɛpɐɾɐsɐ̃w̃ tɐmbem podɛ sɛɾ utilizɐdo
-pɐɾɐ sɛpɐɾɐɾ o ko2 dɛ owutʁos ɡɐzɛs, pɾinsipɐlmɛntɛ kɐndo o ɛksawʃto kontem umɐ
-ɐltɐ puɾɛzɐ dɛ ko2. ɐ mɐjoɾ dɛʃvɐntɐʒɛm dɛʃsɛ metodo dɛ sɛpɐɾɐsɐ̃w̃ e ɐ ɐltɐ
-dɛmɐndɐ ɛnɛɾʒetikɐ nɛzɛʃsaɾiɐ pɐɾɐ ɐs ɛtɐpɐs dɛ ɾɛʃfɾiɐmɛnto ɛ kompɾɛʃsɐ̃w̃. 4.2.
-tɾɐnspoɾtɛ ɐpɔs o diɔksido dɛ kɐɾbono sɛɾ kɐptuɾɐdo nɐs plɐntɐs ɛ uzinɐʃ
-induʃtɾiɐs, ɛlɛ sɛɾa nɛzɛʃsaɾio tɾɐnspoɾtɐ-lo ɐte o lokɐl dɛziɡnɐdo pɐɾɐ inʒɛsɐ̃w̃
-ɛ ɐɾmɐzɛnɐmɛnto, ɐo mɛnos kʷɛ o lokɐl dɛ kɐptuɾɐ sɛ situɛ bɛm ɐzimɐ do lokɐl ɐ
-sɛɾ ɐɾmɐzɛnɐdo. bɐzikɐmɛntɛ, o ko2 podɛ sɛɾ tɾɐnspoɾtɐdo ɛm dowis ɛʃtɐdoʃ
-fizikos, ɡas ɛ likʷido, ɛ nɐ mɐjoɾ pɐɾtɛ dɐs vɛzɛs, no ɛʃtɐdo supɛɾkɾitiko.
-4.2.1. kɐɾbodutos o tɾɐnspoɾtɛ dɛ ko2 poɾ mɛjo dɛ kɐɾbodutos e o majs indikɐdo
-pɐɾɐ tɾɐnspoɾtɐɾ ɡɾɐndɛs kɐntidɐdɛs dɛ ko2, pɾinsipɐlmɛntɛ poɾ ɾɐzõj̃ʃ
-ɛkonomikɐs (ipkk, 2005). os kɐɾbodutos sɐ̃w̃ similɐɾɛs ɐos ɡɐzodutos. ɛksiʃtɛ̃
-ɐpʁoksimɐdɐmɛntɛ 5.600 kʷilomɛtʁos dɛ kɐɾbodutos kʷɛ tɾɐnspoɾtɐm ko2 no mundo,
-kom diamɛtʁos kʷɛ kɛɡɐm ɐte 0,762 mɛtʁos (30 polɛɡɐdɐs), kʷɛ tɾɐnspoɾtɐm majʃ
-dɛ 50 milõj̃s dɛ tonɛlɐdɐs poɾ ɐno (ɡɐlɛ, 2002). somɛntɛ nos ewɐ, sɐ̃w̃ majs dɛ
-2.500 kʷilomɛtʁos dɛ kɐɾbodutos tɾɐnspoɾtɐndo 40 milõj̃s dɛ tonɛlɐdɐs todo o
-ɐno, sɛndo ɐ mɐjoɾ pɐɾtɛ do ko2 tɾɐnspoɾtɐdo ɛm ɛʃtɐdo supɛɾkɾitiko. o mɐjoɾ
-kɐɾboduto do mundo tɐmbem sɛ ɛnkontɾɐ nos ewɐ, o koɾtɛz pipɛlinɛ e kɐpɐz dɛ
-tɾɐnspoɾtɐɾ 50 milõj̃s dɛ tonɛlɐdɐs dɛ ko2 poɾ um tɾɛko dɛ 800 km poɾ ɐno
-(ipkk, 2005). ɐ mɐjoɾ pɐɾtɛ dos kɐɾbodutos utilizɐ kompɾɛʃsoɾɛs a montɐntɛ,
-pɾɛzɛntɛs nɐ unidɐdɛ dɛ kɐptuɾɐ dɐ uzinɐ, pɐɾɐ kʷɛ o ko2 tɛnɐ ɐ pɾɛʃsɐ̃w̃
-nɛzɛʃsaɾiɐ pɐɾɐ sɛɾ dɛʃlokɐdo. poɾem, ɐlɡmɐs diʃtansiɐs sɐ̃w̃ tɐ̃w̃ ɡɾɐndɛs kʷɛ
-nɛzɛʃsitɐm dɛ ɾɛkompɾɛʃsoɾɛs intɛɾmɛdiaɾios kɐmɐdos dɛ bowoʃtɛɾ stɐtion. o
-pɾoduto ɐ sɛɾ tɾɐnspoɾtɐdo tɛm dɛ tɛɾ no minimo 95% dɛ diɔksido dɛ kɐɾbono ɛm suɐ
-kompozisɐ̃w̃. pɐɾɐ ɾɛɐlizɐɾ o tɾɐnspoɾtɛ o ko2 e dɛzidʁɐtɐdo pɐɾɐ ɾɛduziɾ oʃ
-ɛfɛjtos dɛ koʁozɐ̃w̃. os dutos sɐ̃w̃ fɛjtos dɛ ɐso, kʷɛ nɐ̃w̃ sɐ̃w̃ koʁowidos pɛlo
-diɔksido dɛ kɐɾbono sɛko. pɐɾɐ tɾɛkos ondɛ o ɡas ajndɐ nɐ̃w̃ fowi dɛzidʁɐtɐdo sɐ̃w̃
-instɐlɐdos liɡɐs ɾɛziʃtɛntɛs a koʁozɐ̃w̃ (ipkk, 2005). ɛm ɾɛlɐsɐ̃w̃ ɐos ɾiʃkos, o
-ko2 nɐ̃w̃ ofɛɾɛzɛ pɛɾiɡos dɛ ɛsplozɐ̃w̃ owu insendio, mɐs sɛ okoʁɛɾ vɐzɐmɛntoʃ
-ɐvɛɾa ɾiʃkos potɛnsiajs ɐ saẃdɛ, dɛpɛndɛndo dɐ konsɛntɾɐsɐ̃w̃ do vɐzɐmɛnto. ɐ
-pɾɛzɛnsɐ dɛ impuɾɛzɐs komo o diɔksido dɛ ɛnksofʁɛ (so2) ɛ o sulfɛto dɛ idʁoʒenio
-(2s) awmɛntɐm os ɾiʃkos ɐʃsoziɐdos dɛ vɐzɐmɛntos dos dutos ɛm kɐzos dɛ
-koʁozɐ̃w̃, dɐno owu fɐlɐs dɛ valvulɐs owu ʒunsõj̃s. os dɛtɐlɛs dɛ pɾoʒɛtos dɛ
-kɐɾbodutos sɛɾɐ̃w̃ viʃtos no kɐpitulo dɛʃkɾitivo do pɾoʒɛto. fiɡʁɐ 5 – duto
-montɐdo no ɐlɐʃkɐ fontɛ: kommons.wikimɛdiɐ.oɾɡ 4.2.2. nɐvios ɐs pɾopʁiɛdɐdɛʃ
-fiziko-kʷimikɐs do diɔksido dɛ kɐɾbono pɛɾmitɛm kʷɛ o mɛʃmo poʃsɐ tɐmbem sɛɾ
-tɾɐnspoɾtɐdo ɛm nɐvios sɛmi-ɾɛfiʒɛɾɐdos (-50°k ɛ 7 bɐɾɛs dɛ pɾɛʃsɐ̃w̃) owu ɛ̃
-nɐvios tɾɐnspoɾtɐdoɾɛs dɛ ɡas nɐtuɾɐl kompɾimido. ɐtuɐlmɛntɛ, ɐ ɛnʒɛnɐɾiɐ ɛʃta
-fokɐndo ɛm konstɾujɾ nɐvios kɐpɐzɛs dɛ kɐʁɛɡɐɾ ɛntɾɛ 10.000 ɛ 50.000 tonɛlɐdɐʃ
-dɛ ɡas. o tɾɐnspoɾtɛ dɛ ko2 poɾ nɐvios ofɛɾɛzɛ flɛksibilidɐdɛ, pɛɾmitindo ɐ
-kolɛtɐ dɛ pɛkʷɛnɐs ɛ mediɐs fontɛs do ɡas, o kʷɛ ɐkɐbɐ ɾɛduzindo os kuʃtoʃ
-kɐpitajs dɛ infɾɐɛʃtɾutuɾɐ. ɛntɾɛtɐnto o nɐvio nɐ̃w̃ e ɛkonomikɐmɛntɛ ɛ
-tɛknikɐmɛntɛ viavɛl pɐɾɐ tɾɐnspoɾtɐɾ ɡɾɐndɛs kɐntidɐdɛs dɛ ko2. fiɡʁɐ 6 -
-nɐvio tɐnkʷɛ dɛ ɡas nɐtuɾɐl likʷɛfɛjto, utilizavɛl pɐɾɐ ko2 fontɛ:
-www.ɡlobɐlsɛkuɾitj. oɾɡ 4.3. ɐɾmɐzɛnɐmɛnto ɐ ultimɐ ɛtɐpɐ do kkɡs e ɐ inʒɛsɐ̃w̃ do
-diɔksido dɛ kɐɾbono ɛm umɐ foɾmɐsɐ̃w̃ ʒɛolɔʒikɐ ɐdɛkɐdɐ pɐɾɐ ɐɾmɐzɛnɐɾ todo o
-kɐɾbono. sɐ̃w̃ tɾes tipos dɛ foɾmɐsõj̃s ʒɛolɔʒikɐs idɛjɐs pɐɾɐ o ɐɾmɐzɛnɐmɛnto:
-ʁɛzɛɾvɐtɔɾios dɛ ɔlɛo owu ɡas (mɐduɾos owu dɛplɛtɐdos), ɐkʷifɛɾos sɐlinos ɛ
-kɐmɐdɐs dɛ kɐɾvɐ̃w̃, kɐdɐ um podɛ ɐpʁɛzɛntɐɾ difɛɾɛntɛs tipos dɛ mɛkɐniʃmos dɛ
-tɾɐpɛɐmɛnto. kɐzo o lokɐl dɛ ɐɾmɐzɛnɐmɛnto sɛʒɐ kujdɐdozɐmɛntɛ ɛʃtudɐdo,
-konsidɛɾɐ-sɛ kʷɛ 99% owu majs do diɔksido dɛ kɐɾbono inʒɛtɐdo pɛɾmɐnɛzɛɾa ɾɛtido
-poɾ 1000 ɐnos (ipkk, 2005). fiɡʁɐ 7 - tipos dɛ ɐɾmɐzɛnɐmɛnto dɛ kɐɾbono fontɛ:
-ttp://www.pukʁs. bɾ/sɛpɐk 4.3.1. mɛkɐniʃmos dɛ ɐɾmɐzɛnɐmɛnto dɛ ko2 ɛ̃
-foɾmɐsõj̃s ʒɛolɔʒikɐs ɐ ɛfiziensiɐ do ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ kɐɾbono dɛpɛndɛ
-dɐs kombinɐsõj̃s dos mɛkɐniʃmos dɐs ɐɾmɐdilɐs fizikɐs ɛ ʒɛokʷimikɐs. os mɛloɾɛʃ
-lokajs pɐɾɐ sɛ ɐɾmɐzɛnɐɾ o ko2 sɐ̃w̃ ɐkʷɛlɛs kʷɛ ɐpʁɛzɛntɐm ɾokɐs sɛlɐntɛs dɛ
-bajksɐ pɛɾmɛɐbilidɐdɛ owu lokajs ondɛ o ko2 sɛ diʃsolvɛ nɐ ɾokɐ owu kʷɛ sɛʒɐ
-ɐbsoɾvido poɾ mikʁopoɾos. ɐ sɛɡʷiɾ sɛɾɐ̃w̃ dɛʃkɾitos os mɛkɐniʃmos. 4.3.1.1.
-tɾɐpɛɐmɛnto fiziko: ɛʃtɾutuɾɐl ɛ ɛʃtɾɐtiɡʁafikɐ o tɾɐpɛɐmɛnto fiziko dɛ ko2 ɛ̃
-ʁokɐs sɛlɐntɛs dɛ bajksɐ pɛɾmɛɐbilidɐdɛ e o pɾinsipɐl mɛjo dɛ ɐɾmɐzɛnɐmɛnto dɛ
-kɐɾbono utilizɐdo bɐziɐs sɛdimɛntɐɾɛs poʃsuɛm ɐɾmɐdilɐs owu ɛʃtɾutuɾɐs bɛ̃
-fɛkɐdɐs, kom bɐʁɛjɾɐs dɛ ɾokɐs kom pɛɾmɛɐbilidɐdɛs minimɐs, sɛndo okupɐdɐʃ
-poɾ ɔlɛo, ɡas owu aɡɐ sɐlɡɐdɐ. ɐɾmɐdilɐs ɛʃtɾutuɾajs inkluɛm ɐs ɾokɐs dobʁɐdɐʃ
-owu fɾɐtuɾɐdɐs. ɐs ɐɾmɐdilɐs ɛʃtɾɐtiɡʁafikɐs sɐ̃w̃ foɾmɐdɐs pɛlɐ mudɐnsɐ no tipo
-dɛ ɾokɐ kawzɐdɐ pɛlɐ vɐɾiɐsɐ̃w̃ nɐ solidifikɐsɐ̃w̃ ondɛ owuvɛ dɛpozisɐ̃w̃ dɛ ɾokɐ.
-ɐmbos tipos dɛ ɐɾmɐdilɐs sɐ̃w̃ ɛfiziɛntɛs no ɐɾmɐzɛnɐmɛnto dɛ ko2. 4.3.1.2.
-tɾɐpɛɐmɛnto fiziko: idʁodinamikɐ o tɾɐpɛɐmɛnto idʁodinamiko podɛ okoʁɛɾ ɛ̃
-foɾmɐsõj̃s sɐlinɐs (ɐkʷifɛɾos) kʷɛ nɐ̃w̃ ɐpʁɛzɛntɐm ɐɾmɐdilɐs fɛkɐdɐs, ɛm kʷɛ oʃ
-flujdos miɡʁɐm kom bajksɐ vɛlozidɐdɛ, mɐs ɐtinʒɛm lonɡɐs diʃtansiɐs. ɐo sɛɾ
-inʒɛtɐdo, o ko2 tɛndɛ ɐ dɛʃlokɐɾ pɐɾtɛ dɐ aɡɐ pɾɛzɛntɛ nɐ foɾmɐsɐ̃w̃, poɾem poɾ
-sɛɾ mɛnos dɛnso, o ko2 tɛndɛ ɐ pɛɾmɐnɛzɛɾ no topo do ɾɛzɛɾvɐtɔɾio. ɛm lonɡo
-pɾɐzo, o ko2 e diʃsolvido pɐʃsɐndo ɐ miɡʁɐɾ kom ɐ aɡɐ subtɛʁanɛɐ nɐ kɐl fowi
-diʃsolvido, podɛndo ɐlkɐnsɐɾ sɛntɛnɐs dɛ kʷilomɛtʁos. 4.3.1.3. tɾɐpɛɐmɛnto
-ʒɛokʷimiko o tɾɐpɛɐmɛnto ʒɛokʷimiko konsiʃtɛ ɛm pɾozɛʃsos ɛm kʷɛ okoʁɛ ɐ ɾɛɐsɐ̃w̃
-do o ko2 inʒɛtɐdo kom ɐ aɡɐ nɐ foɾmɐsɐ̃w̃ ɛ kom ɐ ɾokɐ. o ko2 ɐo sɛɾ diʃsolvido
-nɐ aɡɐ ɛ ɐo ɾɛɐʒiɾ kom ɐ ɾokɐ, pɾovokɐɾa um awmɛnto do p. ɐlɡmɐ fɾɐsɐ̃w̃ do
-ko2 sɛ diʃsolvɛ nɐ ɾokɐ foɾmɐndo minɛɾajs kɐɾbonɐtos, kʷɛ e konsidɛɾɐdo o
-ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko majs pɛɾmɐnɛntɛ (ipkk, 2005). 4.3.2. ɾɛzɛɾvɐtɔɾioʃ
-dɛplɛtɐdos dɛ ɔlɛo ɛ ɡas: os ɾɛzɛɾvɐtɔɾios dɛ ɔlɛo ɛ ɡas dɛplɛtɐdos sɐ̃w̃ umɐ dɐʃ
-opsõj̃s majs fɐvoɾavɛjs pɐɾɐ sɛ inʒɛtɐɾ o ko2, powis ʒa poʃsuɛm tɾɐpɐs ʒɛolɔʒikɐʃ
-nɐtuɾajs, ɾɛɐlizɐndo o tɾɐpɛɐmɛnto fiziko ɛʃtɾutuɾɐl ɛ poɾ iʃso sɐ̃w̃ majs sɛɡʁoʃ
-pɐɾɐ o ɐɾmɐzɛnɐmɛnto. owutʁɐ vɐntɐʒɛm e kʷɛ ɛʃsɛs ɾɛzɛɾvɐtɔɾios ʒa sɐ̃w̃ bɐʃtɐntɛ
-konɛzidos ɛ ɛʃtudɐdos dɛvido a ɛsploɾɐsɐ̃w̃ pɐɾɐ pɾodusɐ̃w̃ dɛ ɔlɛo ɛ ɡas, ɐlem dɛ
-utilizɐɾɛm modɛlos pɐɾɐ simulɐɾ ɛ pɾɛvɛɾ poʃsivɛjs movimɛntɐsõj̃s do pɛtʁɔlɛo owu
-do ɡas pɾɛzɛntɛs no ɾɛzɛɾvɐtɔɾio, fɐzilitɐndo o monitoɾɐmɛnto do diɔksido dɛ
-kɐɾbono ɐɾmɐzɛnɐdo. os ɾɛzɛɾvɐtɔɾios dɛplɛtɐdos nɐ̃w̃ sofʁɛɾɐm ɐltɛɾɐsõj̃ʃ
-pɾɛʒudiziajs kɐzo sɛʒɐ inʒɛtɐdo umɐ kɐntidɐdɛ ɐdɛkɐdɐ dɛ ko2 no mɛʃmo, ʒa kʷɛ
-suɐ kɐpɐzidɐdɛ dɛ ɐɾmɐzɛnɐmɛnto ɛʃta diɾɛtɐmɛntɛ ɾɛlɐzionɐdɐ as pɾɛʃsõj̃s nɐ̃w̃
-ɛsɛdɛntɛs kʷɛ podɛm ɛvɛntuɐlmɛntɛ dɐnifikɐɾ ɐs ɾokɐs sɛlo do ɾɛzɛɾvɐtɔɾio.
-4.3.3. ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo (ɾɐp/ɛoɾ) ɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ
-pɛtʁɔlɛo (ɾɐp), ɛnɐnsɛd owil ɾɛkovɛɾj (ɛoɾ) ɛm inɡles, ofɛɾɛzɛ um impoɾtɐntɛ
-ɡɐno ɛkonomiko nɐ inʒɛsɐ̃w̃ dɛ kɐɾbono ɛm ɾɛzɛɾvɐtɔɾios kʷɛ ajndɐ kontem ɔlɛo,
-ʁɛkupɛɾɐndo o kɐpitɐl invɛʃtido pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ do kkɡs. ɛm um pɾimɛjɾo
-momɛnto podɛm sɛ�� ɛstɾaj́dos 5-40% do ɔlɛo totɐl pɾɛzɛntɛ no ɾɛzɛɾvɐtɔɾio,
-utilizɐndo metodos konvɛnsionajs ɾimaɾios dɛ pɾodusɐ̃w̃. num sɛɡndo momɛnto, kõ
-ɐ inʒɛsɐ̃w̃ dɛ aɡɐ podɛm sɛɾ pɾoduzido 10-20% do ɔlɛo oɾiʒinɐl iniziɐl pɾɛzɛntɛ
-no ɾɛzɛɾvɐtɔɾio (ipkk, 2005). poɾem, os ɾɛzɛɾvɐtɔɾios mɐduɾos ajndɐ poʃsuɛ̃
-kɐntidɐdɛs ɾɐzowavɛjs dɛ ɔlɛo, o kʷɛ pɛɾmitɛ kʷɛ metodos dɛ ɾɛkupɛɾɐsɐ̃w̃
-tɛɾsiaɾiɐ owu ɐvɐnsɐdɐ, komo ɐ inʒɛsɐ̃w̃ dɛ ko2, sɛʒɐm bɐʃtɐntɛ ɛfɛtivos nɐ
-pɾodusɐ̃w̃ dɛ idʁokɐɾbonɛtos. ɛʃsɐ ɾɛkupɛɾɐsɐ̃w̃ podɛ kɛɡɐɾ ɐ umɐ fajksɐ dɛ 7-23 %
-do ɔlɛo totɐl iniziɐl no ɾɛzɛɾvɐtɔɾio. ɛʃsɐ poɾsɛntɐʒɛm vɐɾiɐ dɛ um kɐmpo pɐɾɐ
-owutʁo ɛm funsɐ̃w̃ dɐs kɐɾɐktɛɾiʃtikɐs pɐɾtikulɐɾɛs dɛ kɐdɐ kɐmpo. kompɐɾɐndo-sɛ
-kom owutʁos metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ tɛɾsiaɾiɐ, ɐ inʒɛsɐ̃w̃ dɛ ko2, ɛm ɛʃtɐdo
-supɛɾkɾitiko, tɛm um ɛnoɾmɛ potɛnsiɐl dɛ ɛntɾɐɾ ɛm zonɐs kʷɛ nɐ̃w̃ foɾɐ̃
-pɾɛviɐmɛntɛ invɐdidɐs pɛlɐ aɡɐ ɛ ɛntɐ̃w̃ dɛʃpɾɛndɛɾ o ɔlɛo pɾɛzo, kʷɛ nɐ̃w̃ sɛɾiɐ
-ɛstɾaj́do ɛm owutʁɐ foɾmɐ. o tipo dɛ mɛkɐniʃmo dɛ dɛʃlokɐmɛnto dɛ ɔlɛo dɛvido a
-inʒɛsɐ̃w̃ dɛ ko2 vaj dɛpɛndɛɾ do kompoɾtɐmɛnto dɐ fɐzɛ do ko2, dɐs kɐɾɐktɛɾiʃtikɐʃ
-dɛ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio ɛ dɐs pɾopʁiɛdɐdɛs do ɔlɛo, komo ɐ viʃkozidɐdɛ ɛ
-dɛnsidɐdɛ. ɛʃsɛs mɛkɐniʃmos vɐɾiɐm ɛntɾɛ o inkɐso ɛ ɐ ɾɛdusɐ̃w̃ dɐ viʃkozidɐdɛ do
-ɔlɛo dɛ ɐkoɾdo kom ɐ inʒɛsɐ̃w̃ dɛ flujdos imiʃsivɛjs owu miʃsivɛjs. oʃ
-dɛʃlokɐmɛntos imiʃsivɛjs okoʁɛm ɛm ɾɛzɛɾvɐtɔɾios kom umɐ bajksɐ pɾɛʃsɐ̃w̃ ɛ umɐ
-ɐltɐ dɛnsidɐdɛ do pɛtʁɔlɛo. o ko2 nɐ̃w̃ sɛ miʃtuɾɐ kom o ɔlɛo, mɐs kawzɐ ũ
-inkɐso no mɛʃmo, ɾɛduzindo suɐ dɛnsidɐdɛ ɛ mɛloɾɐndo suɐ mobilidɐdɛ, o kʷɛ
-ɐkɐbɐ poɾ awmɛntɐɾ ɐ pɾodusɐ̃w̃ dɛ ɔlɛo. ɛm ʒɛɾɐl o ko2 ɛ o ɔlɛo pɛzɐdo foɾmɐ̃
-duɐs fɐzɛs diʃtintɐs dɛ flujdos, mɐntɛndo umɐ intɛɾfɐzɛ dɛ sɛpɐɾɐsɐ̃w̃ duɾɐntɛ
-todo o pɾozɛʃso. ɐ kɐpɐzidɐdɛ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo oɾiʒinɐl nɛʃsɛ mɛkɐniʃmo e
-mɐjoɾ kʷɛ no mɛkɐniʃmo miʃsivɛl. os dɛʃlokɐmɛntos miʃsivɛjs okoʁɛm ɛ̃
-ʁɛzɛɾvɐtɔɾios kom ɐltɐs pɾɛʃsõj̃s, owu sɛʒɐ, ɾɛzɛɾvɐtɔɾios pɾofundos, kom ɔlɛoʃ
-nɐ̃w̃ mujto dɛnsos. nɛʃsɐs kondisõj̃s, o ko2 sɛ miʃtuɾɐ komplɛtɐmɛntɛ kom o
-pɛtʁɔlɛo dɛntɾo do ɾɛzɛɾvɐtɔɾio, foɾmɐndo um flujdo dɛ bajksɐ viʃkozidɐdɛ kʷɛ
-podɛ sɛɾ fɐzilmɛntɛ dɛʃlokɐdo ɛ pɾoduzido. ɐ mɐjoɾ dɛʃvɐntɐʒɛm dɛʃsɛ mɛkɐniʃmo e
-ɐ nɛzɛʃsidɐdɛ dɛ sɛ ɾɛtiɾɐɾ o ko2 diʃsolvido no pɛtʁɔlɛo ɐpɔs ɛʃtɛ sɛɾ
-pɾoduzido. ɛm ʒɛɾɐl, ɛntɾɛ 50% ɛ 67% do ko2 ɾɛtoɾnɐ kom o ɔlɛo, ɐpɔs o ko2 sɛɾ
-ʁɛtiɾɐdo ɛlɛ e novɐmɛntɛ inʒɛtɐdo no ɾɛzɛɾvɐtɔɾio (ipkk, 2005). pɐɾɐ ɡɐɾɐntiɾ ɐʃ
-kondisõj̃s idɛajs dɛ ɐɾmɐzɛnɐmɛnto, o ko2 pɾɛzisɐ sɛɾ inʒɛtɐdo no ɛʃtɐdo
-supɛɾkɾitiko, kom pɾɛʃsõj̃s ɛ tɛmpɛɾɐtuɾɐs pɾɔksimɐs ɐ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio.
-ɐlem diʃso, ɐ ɾokɐ no ponto dɛ inʒɛsɐ̃w̃ dɛvɛ sɛɾ poɾozɐ ɛ pɛɾmɛavɛl pɐɾɐ kʷɛ o
-ko2 pɛnɛtʁɛ kom fɐzilidɐdɛ. konfoɾmɛ ɛʃtɛ sɛ ɐfɐʃtɛ do ponto dɛ inʒɛsɐ̃w̃ nɐ̃w̃
-dɛvɛɾa ɐvɛɾ poɾozidɐdɛ ɛ pɛɾmɛɐbilidɐdɛ ɐzɛntuɐdɐs no ɾɛzɛɾvɐtɔɾio, pɛɾmitindo
-ɐʃsim, um ɐɾmɐzɛnɐmɛnto sɛɡʁo. o ko2 tɐmbem podɛ sɛɾ utilizɐdo pɐɾɐ ɐ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ ɡas nɐtuɾɐl ɛm ɾɛzɛɾvɐtɔɾios. mɛʃmo sɛndo poʃsivɛl pɾoduziɾ, nũ
-pɾimɛjɾo momɛnto, 95% do ɡas pɾɛzɛntɛ no ɾɛzɛɾvɐtɔɾio, o ko2 podɛ sɛɾ inʒɛtɐdo
-no ɾɛzɛɾvɐtɔɾio ɛ pɾomovɛɾ ɐ ɾɛpʁɛʃsuɾizɐsɐ̃w̃ do mɛʃmo ɛ kom iʃso ɛstɾajɾ majʃ
-ɡas (ipkk, 2005). os ɐkʷifɛɾos sɐlinos sɐ̃w̃ ɾokɐs sɛdimɛntɐɾɛs pɾofundɐʃ
-sɐtuɾɐdɐs dɛ aɡɐ kom ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ sajs diʃsolvidos ɛ sɐlmowuɾɐs. ɛʃsɐʃ
-foɾmɐsõj̃s ɐpʁɛzɛntɐm ɛnoɾmɛs kɐntidɐdɛs dɛ aɡɐ, poɾem, nɐ̃w̃ sɐ̃w̃ ɐdɛkɐdɐs pɐɾɐ
-ɐɡʁikultuɾɐ ɛ nɛm pɐɾɐ o konsumo umɐno (ipkk, 2005). o sɛkʷɛʃtɾo ʒɛolɔʒiko ɛ̃
-ɐkʷifɛɾos sɐlinos pɾofundos ɐpʁɛzɛntɐ umɐ ɛnoɾmɛ vɐntɐʒɛm, kʷɛ e ɐ ɐltɐ
-kɐntidɐdɛ dos mɛʃmos ɐo ɾɛdoɾ do plɐnɛtɐ. no ɾɛzɛɾvɐtɔɾio, o ko2 sobɛ pɐɾɐ o
-topo do ɾɛzɛɾvɐtɔɾio ɐdɛɾindo a supɛɾfiziɛ do mɛʃmo ɛ/owu sɛ diʃsolvɛndo nɐ aɡɐ.
-dɛvido a solubilidɐdɛ do ko2 ɛm aɡɐ, komo dito ɐntɛɾioɾmɛntɛ, umɐ pɐɾtɛ do ko2
-inʒɛtɐdo sɛ diʃsolvɛ no mɛjo ɛ owutʁɐ pɐɾtɛ ɾɛɐʒɛ kom os minɛɾajs pɾɛzɛntɛs no
-ʁɛzɛɾvɐtɔɾio. foɾmɐm-sɛ, ɛntɐ̃w̃, kompoʃtos sɔlidos ɛʃtavɛjs komo os kɐɾbonɐtoʃ
-kʷɛ sɛ dɛpozitɐm no fundo, ɐɾmɐzɛnɐndo pɛɾmɐnɛntɛmɛntɛ o diɔksido dɛ kɐɾbono
-(kɐɾbonɐtɐsɐ̃w̃ minɛɾɐl). 4.3.5. kɐmɐdɐs dɛ kɐɾvɐ̃w̃ ɐs kɐmɐdɐs dɛ kɐɾvɐ̃w̃ sɐ̃w̃ owutʁɐ
-opsɐ̃w̃ pɐɾɐ o ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ kɐɾbono, kʷɛ tɐmbem ɐpʁɛzɛntɐ̃
-bɛnɛfizios ɛkonomikos dɛvido ɐ pɾodusɐ̃w̃ ɛstɾɐ dɛ mɛtɐno. o kɐɾvɐ̃w̃ tɛm ɐ
-kɐpɐzidɐdɛ dɛ ɐdsoɾvɛɾ mujtos ɡɐzɛs, ɛʃtɛ kɛɡɐ ɐ tɛɾ sɛɾkɐ dɛ 25 mɛtʁos kubikoʃ
-dɛ mɛtɐno poɾ tonɛlɐdɐ dɛ kɐɾvɐ̃w̃ (ipkk, 2005). o kɐɾvɐ̃w̃ tɛm mɐjoɾ ɐfinidɐdɛ kõ
-ko2 do kʷɛ kom mɛtɐno ɛ, poɾtɐnto, ɛʃtɛ sɛɾa ɐdsoɾvido no kɐɾvɐ̃w̃, dɛʃpɾɛndɛndo o
-ɡas mɛtɐno. ɐo inʒɛtɐɾ o ko2, ɛʃtɛ pɛɾmɛɐɾa pɛlɐ mɐtʁiz do kɐɾvɐ̃w̃ sɛndo
-ɐdsoɾvido nos mikʁopoɾos libɛɾɐndo o mɛtɐno, poʃsibilitɐndo ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɐte
-90% do mɛtɐno pɾɛzɛntɛ nɐ foɾmɐsɐ̃w̃ ʒɛolɔʒikɐ. ʒa os metodos konvɛnsionajs dɛ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ mɛtɐno kʷɛ utilizɐm ɐ vɐɾiɐsɐ̃w̃ nɐtuɾɐl dɛ pɾɛʃsɐ̃w̃ no ɾɛzɛɾvɐtɔɾio
-ʁɛkupɛɾɐm sɛɾkɐ dɛ 50% do mɛtɐno ɐdsoɾvido (ipkk, 2005). ɐ ɾɐzɐ̃w̃ volumetʁikɐ dɛ
-ɐdsoɾsɐ̃w̃ ko2:k4 dɛpɛndɛɾa do tipo dɛ kɐɾvɐ̃w̃, o kɐɾvɐ̃w̃ majs mɐduɾo (ɐntɾɐzito),
-ɐ ɾɐzɐ̃w̃ e majs bajksɐ, ʒa um kɐɾvɐ̃w̃ majs ʒovɛm (liɡnito) ɐpʁɛzɛntɐ umɐ ɾɐzɐ̃w̃ dɛ
-ɐdsoɾsɐ̃w̃ majs ɐltɐ, podɛndo kɛɡɐɾ ɐ 10:1 (ipkk, 2005). ɐs pɾofundidɐdɛs dɐʃ
-kɐmɐdɐs dɛ kɐɾvɐ̃w̃ sɐ̃w̃, ʒɛɾɐlmɛntɛ, ɛntɾɛ 300 -1500 mɛtʁos, ɐʃsim ɐs kondisõj̃s dɛ
-pɾɛʃsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ ɡɐɾɐntɛm ɐs ɾɛɐsõj̃s dɛ ɐdsoɾsɐ̃w̃ nɛzɛʃsaɾiɐs pɐɾɐ kʷɛ o ko2
-pɛɾmɐnɛsɐ ɐɾmɐzɛnɐdo. 4.4. siʃtɛmɐs dɛ infoɾmɐsɐ̃w̃ ʒɛoɡʁafikɐ um siʃtɛmɐ dɛ
-infoɾmɐsɐ̃w̃ ʒɛoɡʁafikɐ (siɡ owu ʒis - ʒɛoɡʁɐpik infoɾmɐtion sjʃtɛm) e um siʃtɛmɐ
-dɛ ɐɾdwɐɾɛ, softwɐɾɛ, infoɾmɐsɐ̃w̃ ɛʃpɐziɐl ɛ pɾozɛdimɛntos komputɐzionajs kʷɛ
-pɛɾmitɛ ɛ fɐzilitɐ ɐ ɐnalizɛ, ʒɛʃtɐ̃w̃ owu ɾɛpʁɛzɛntɐsɐ̃w̃ do ɛʃpɐso ɛ dos fɛnomɛnoʃ
-kʷɛ nɛlɛ okoʁɛm. o siɡ kɐɾɐktɛɾizɐ-sɛ poɾ pɛɾmitiɾ ɐo utilizɐdoɾ, ɐ ɾɛɐlizɐsɐ̃w̃
-dɛ opɛɾɐsõj̃s komplɛksɐs dɛ ɐnalizɛs sobʁɛ dɐdos ɛʃpɐziajs. um siʃtɛmɐ dɛ
-infoɾmɐsɐ̃w̃ ʒɛoɡʁafikɐ podɛ mɐnipulɐɾ dɐdos ɡɾafikos ɛ nɐ̃w̃ ɡɾafikos, pɛɾmitindo ɐ
-intɛɡʁɐsɐ̃w̃ dɛ infoɾmɐsõj̃s ʒɛoɡʁafikɐs pɐɾɐ ɐnalizɛ ɛ konsultɐ. mujtɐs bɐzɛs dɛ
-dɐdos do siɡ konsiʃtɛm dɛ konʒuntos dɛ dɐdos ɛ infoɾmɐsõj̃s kʷɛ sɐ̃w̃ ɐɡʁupɐdos ɛ̃
-kɐmɐdɐs tɛmatikɐs diʃtintɐs, kʷɛ sɐ̃w̃ ɐɾmɐzɛnɐdɐs indɛpɛndɛntɛmɛntɛ. kɐdɐ kɐmɐdɐ
-ʁɛpʁɛzɛntɐ um dɛtɛɾminɐdo tipo dɛ dɐdo ʒɛoɡʁafiko, pɛɾmitindo-sɛ tɾɐbɐlɐɾ kõ
-ɛlɐs dɛ modo ɾapido ɛ simplɛs, konsɛdɛndo ɐo uzuaɾio ɐ poʃsibilidɐdɛ dɛ
-ʁɛlɐzionɐɾ ɐ infoɾmɐsɐ̃w̃ ɛksiʃtɛntɛ ɐtʁɐves dɐ pozisɐ̃w̃ ɛ topoloʒiɐ dos obʒɛtos. oʃ
-mɐpɐs, kʷɛ sɛɾɐ̃w̃ poʃtɛɾioɾmɛntɛ dɛmonstɾɐdos, foɾɐm ɛlɐboɾɐdos ɐtʁɐves do
-softwɐɾɛ ɐɾkʒis, konsidɛɾɐdo um dos mɛloɾɛs do mɛɾkɐdo. o ɐɾkʒis poʃsuj
-divɛɾsɐs funsionɐlidɐdɛs utɛjs ɛ umɐ ɡɾɐndɛ bɐzɛ dɛ dɐdos ɛ mɐpɐs bɐzɛ kʷɛ
-awksiliɐm o uzuaɾio nɐ ɛlɐboɾɐsɐ̃w̃ ɛ no mɐnuzɛjo dɛ dɐdos ʒɛoɡʁafikos. 5. -
-dɛʃkɾisɐ̃w̃ do pɾoʒɛto ɛʃsɛ kɐpitulo ɐboɾdɐɾa todɐs ɐs ɛtɐpɐs do pɾoʒɛto dɛ kkɡʃ
-ɛlɐboɾɐdo pɐɾɐ o ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo, dɛmonstɾɐndo todos os ɐʃpɛktoʃ
-tɛknolɔʒikos ɛnvolvidos nɛlɛ. ɛm kɐdɐ ɛtɐpɐ sɛɾɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐs mɛtodoloʒiɐʃ
-dɛ kalkulo dɛ kuʃtos dɛ invɛʃtimɛnto ɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃. os mɐpɐʃ
-ɛlɐboɾɐdos no ɐɾkʒis tɐmbem sɛɾɐ̃w̃ ɐpʁɛzɛntɐdos nɛʃsɛ kɐpitulo. 5.1. kɐptuɾɐ ɐ
-pɾimɛjɾɐ ɛtɐpɐ dɛ um pɾoʒɛto dɛ kkɡs e ɐ kɐptuɾɐ do diɔksido dɛ kɐɾbono dɛ
-unidɐdɛs owu plɐntɐs induʃtɾiajs divɛɾsɐs. ɐ kɐntidɐdɛ dɛ ko2 ɛmitido vaj
-dɛpɛndɛɾ do tipo dɛ induʃtɾiɐ, do tɐmɐno dɐ plɐntɐ induʃtɾiɐl ɛ dɐ tɛknoloʒiɐ
-ɛnvolvidɐ nɐ pɾodusɐ̃w̃ owu fɐbʁikɐsɐ̃w̃ dos pɾodutos ɛ subpɾodutos. komo ɛʃtɛ
-pɾoʒɛto buʃkɐ ɐvɐliɐɾ ɐs kondisõj̃s teknikɐs ɛ ɛkonomikɐs dɛ um pɾoʒɛto dɛ kkɡʃ
-dɛ lɐɾɡɐ ɛʃkɐlɐ, fowi impɾɛʃsindivɛl kʷɛ sɛ ɛʃkolɛʃsɛ ɡɾɐndɛs fontɛs ɛmiʃsoɾɐʃ
-do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo, ɐkɐʁɛtɐndo ɛm ɡɾɐndɛs volumɛs kɐptuɾɐdos dɛ ko2. ɐ
-ɛʃkolɐ dɛ ɡɾɐndɛs komplɛksos induʃtɾiajs vizɐ diminujɾ os kuʃtos dɛ instɐlɐsɐ̃w̃ ɛ
-opɛɾɐsɐ̃w̃ dɐ ɛtɐpɐ dɛ kɐptuɾɐ, poɾkʷɛ e majs vɐntɐʒozo kɐptuɾɐɾ ɡɾɐndɛʃ
-kɐntidɐdɛs dɛ um numɛɾo mɛnoɾ dɛ fontɛs do kʷɛ kɐptuɾɐɾ pɛkʷɛnɐs kɐntidɐdɛs dɛ
-um ɡɾɐndɛ numɛɾo dɛ fontɛs. owutʁɐ vɐntɐʒɛm, ɛm ɾɛlɐsɐ̃w̃ ɐos kuʃtos, e ɐ ɾɛdusɐ̃w̃
-no numɛɾo dɛ tɾɛkos nɛzɛʃsaɾios dɛ kɐɾbodutos (tɾɐnspoɾtɛ do ko2). ɐpɔs umɐ
-pɛʃkʷizɐ dɛtɐlɐdɐ dos ɡɾɐndɛs komplɛksos induʃtɾiɐs do ɾio dɛ ʒɐnɛjɾo , foɾɐ̃
-ɛʃkolidos dowis komplɛksos kom ɡɾɐndɛs ɛmiʃsõj̃s ɐnuajs dɛ ɡas kɐɾboniko :  ɐ
-uzinɐ sidɛɾuɾʒikɐ pɾɛzidɛntɛ vɐɾɡɐs dɐ kompɐniɐ sidɛɾuɾʒikɐ nɐzionɐl ( ksn ) ,
-lokɐlizɐdɐ no munizipio dɛ voltɐ ɾɛdondɐ  ɐ uzinɐ sidɛɾuɾʒikɐ dɐ tjʃsɛnkɾupp -
-kompɐniɐ sidɛɾuɾʒikɐ do ɐtlantiko (ksɐ), lokɐlizɐdɐ no bajʁo dɛ sɐntɐ kɾuz do
-munizipio do ɾio dɛ ʒɐnɛjɾo. todos os dɐdos dɛ ɛmiʃsɐ̃w̃ dɛ ɡas kɐɾboniko dɛʃsɐʃ
-duɐs sidɛɾuɾʒikɐs foɾɐm obtidos owu kɐlkulɐdos ɐ pɐɾtiɾ dɛ dɐdos publikoʃ
-diʃponivɛjs ɛm ɾɛlɐtɔɾios owu invɛntaɾios koɾpoɾɐtivos dɛ ɛmiʃsɐ̃w̃ dɛ ɡɐzɛs dɛ
-ɛfɛjto ɛʃtufɐ. e ɐ pɐɾtiɾ dɛʃsɛs vɐloɾɛs kʷɛ sɛɾa kɐlkulɐdo ɐ kɐntidɐdɛ
-kɐptuɾɐdɐ dɛ ɡas kɐɾboniko. ɐ kɐntidɐdɛ dɛ kɐɾbono kʷɛ sɛɾa kɐptuɾɐdo vɐɾiɐ dɛ
-ɐkoɾdo kom ɐ tɛknoloʒiɐ kʷɛ sɛɾa ɐplikɐdɐ, ɐs unidɐdɛs kʷɛ tɛɾɐ̃w̃ suɐs ɛmiʃsõj̃ʃ
-kɐptuɾɐdɐs ɛ ɐ kɐntidɐdɛ dɛ ko2 pɾɛzɛntɛ no ɡas ɛksawʃto. sɛɾɐ̃w̃ dɛʃkɾitos, ɐ
-sɛɡʷiɾ, ɐs foɾmɐs dɛ kɐptuɾɐ do diɔksido dɛ kɐɾbono ɛm sidɛɾuɾʒikɐs, o kalkulo
-dɐs ɛmiʃsõj̃s dɛ ɡas kɐɾboniko, o kalkulo dɐs ɛmiʃsõj̃s kɐptuɾɐdɐs, os kuʃtos dɛ
-instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃ dɛʃsɐs fontɛs dɛ ko2 ɛʃkolidɐs. ɐ induʃtɾiɐ sidɛɾuɾʒikɐ e
-ʁɛʃponsavɛl poɾ pɾoduziɾ ɐso, kʷɛ e umɐ mɐteɾiɐ-pɾimɐ pɾimoɾdiɐl pɐɾɐ umɐ ɛnoɾmɛ
-ɡɐmɐ dɛ induʃtɾiɐs. o ɐso e pɾoduzido, bɐzikɐmɛntɛ, ɐ pɐɾtiɾ dɛ mineɾio dɛ
-fɛʁo, kɐɾvɐ̃w̃ ɛ kɐl. bɐzikɐmɛntɛ, o ɐso e umɐ liɡɐ dɛ fɛʁo ɛ kɐɾbono, o kʷɛ o
-toɾnɐ dotɐdo dɛ pɾopʁiɛdɐdɛs komo ɾɛziʃtensiɐ ɐo dɛʃɡɐʃtɛ, ɐo impɐkto, a
-koʁozɐ̃w̃, ɛtk. poɾ kawzɐ dɛʃsɐs pɾopʁiɛdɐdɛs ɛ do sew bajkso kuʃto o ɐso pɐʃsowu ɐ
-ʁɛpʁɛzɛntɐɾ sɛɾkɐ dɛ 90% dɛ todos os mɛtajs konsumidos pɛlɐ sivilizɐsɐ̃w̃
-induʃtɾiɐl. suɐ invɛnsɐ̃w̃ okoʁew duɾɐntɛ ɐ ɾɛvolusɐ̃w̃ induʃtɾiɐl. o fɛʁo e
-ɛnkontɾɐdo ɛm todɐ kɾoʃtɐ tɛʁɛʃtɾɛ, foɾtɛmɛntɛ ɐʃsoziɐdo ɐo oksiʒenio ɛ a
-silikɐ. o mineɾio dɛ fɛʁo e um ɔksido dɛ fɛʁo, miʃtuɾɐdo kom ɐɾɛjɐ finɐ. o
-kɐɾbono e tɐmbem ɾɛlɐtivɐmɛntɛ ɐbundɐntɛ nɐ nɐtuɾɛzɐ ɛ podɛ sɛɾ ɛnkontɾɐdo sob
-divɛɾsɐs foɾmɐs. nɐ sidɛɾuɾʒiɐ, uzɐ-sɛ bɐzikɐmɛntɛ o kɐɾvɐ̃w̃ minɛɾɐl. o kɐɾvɐ̃w̃
-ɛzɛɾsɛ duplo pɐpɛl nɐ fɐbʁikɐsɐ̃w̃ do ɐso. komo kombuʃtivɛl, pɛɾmitɛ ɐlkɐnsɐɾ
-ɐltɐs tɛmpɛɾɐtuɾɐs no ɐlto-foɾno, (sɛɾkɐ dɛ 1.500º sɛlsiws) nɛzɛʃsaɾiɐs a fuzɐ̃w̃
-do mineɾio. komo ɾɛdutoɾ, o kɐɾbono ɐʃsoziɐ-sɛ ɐo oksiʒenio kʷɛ sɛ dɛʃpɾɛndɛ do
-mineɾio kom ɐ ɐltɐ tɛmpɛɾɐtuɾɐ, foɾmɐndo monɔksido dɛ kɐɾbono ɛ diɔksido dɛ
-kɐɾbono, dɛjksɐndo livʁɛ o fɛʁo, kʷɛ tɐmbem sɛ ɐʃsoziɐ ɐo kɐɾbono. o pɾozɛʃso dɛ
-ʁɛmosɐ̃w̃ do oksiʒenio do fɛʁo pɐɾɐ liɡɐɾ-sɛ ɐo kɐɾbono kɐmɐ-sɛ ɾɛdusɐ̃w̃ ɛ okoʁɛ
-dɛntɾo do ɐlto-foɾno. ɐ fɐbʁikɐsɐ̃w̃ do ɐso podɛ sɛɾ divididɐ ɛm kɐtʁo ɛtɐpɐs:
-pɾɛpɐɾɐsɐ̃w̃ dɐ kɐɾɡɐ, ɾɛdusɐ̃w̃, ɾɛfino ɛ lɐminɐsɐ̃w̃. pɾɛpɐɾɐsɐ̃w̃ dɐ kɐɾɡɐ ɐntɛs dɛ
-sɛɾɛm lɛvɐdos ɐo ɐlto-foɾno, o mineɾio dɛ fɛʁo ɛ o kɐɾvɐ̃w̃ sɐ̃w̃ pɾɛviɐmɛntɛ
-pɾɛpɐɾɐdos pɐɾɐ mɛloɾiɐ do ɾɛndimɛnto ɛ ɛkonomiɐ do pɾozɛʃso. ɡɾɐndɛ pɐɾtɛ do
-mineɾio dɛ fɛʁo (finos) e ɐɡlomɛɾɐdɐ utilizɐndo-sɛ kɐl ɛ finos dɛ kokʷɛ. o
-pɾoduto ɾɛzultɐntɛ e kɐmɐdo dɛ sintɛɾ. o kɐɾvɐ̃w̃ e tɾɐnsfoɾmɐdo ɛm kokʷɛ, nɐ
-ɛtɐpɐ dɛ kokʷɛjfikɐsɐ̃w̃. dɛpɛndɛndo do tipo dɛ foɾno dɛ kokʷɛ, podɛ-sɛ ajndɐ
-obtɛɾ ɐlɡns subpɾodutos, komo o ɐlkɐtʁɐ̃w̃. ɾɛdusɐ̃w̃ no pɾozɛʃso dɛ ɾɛdusɐ̃w̃, ɐʃ
-mɐteɾiɐs-pɾimɐs sɐ̃w̃ kɐʁɛɡɐdɐs poɾ simɐ no ɐlto-foɾno ɛ o ɐɾ, ɐkʷɛzido ɐ umɐ
-tɛmpɛɾɐtuɾɐ dɛ 1000ºk, e sopʁɐdo pɛlɐ pɐɾtɛ dɛ bajkso do ɐlto-foɾno. o oksiʒenio,
-kʷɛ koʁɛʃpondɛ ɐ 21% do ɐɾ, kʷɛjmɐ o kɐɾbono do kokʷɛ, ʒɛɾɐndo ko2. o ko2
-ʁɛɐʒiɾa kom majs kɐɾbono ʒɛɾɐndo o monɔksido dɛ kɐɾbono (ko). o ko e um ɡaʃ
-ʁɛdutoɾ kʷɛ iɾa ɾɛɐʒiɾ kom o oksiʒenio pɾɛzɛntɛ no mineɾio dɛ fɛʁo, ʒɛɾɐndo
-novɐmɛntɛ o ko2. ko → 2 fɛ + 3 ko2 ɛm ɾɐzɐ̃w̃ dɐs ɐltɐs tɛmpɛɾɐtuɾɐs, o fɛʁo
-ʁɛduzido sɛ likʷɛfɐz, sɛndo kɐmɐdo dɛ fɛʁo-ɡzɐ. o fɛʁo-ɡzɐ e umɐ liɡɐ dɛ
-fɛʁo kom um tɛoɾ dɛ kɐɾbono mujto ɛlɛvɐdo. ɐ ɛʃkɔɾiɐ, kʷɛ e oɾiwndɐ dɐʃ
-impuɾɛzɐs kʷɛ ɛʃtɐ̃w̃ pɾɛzɛntɛs nɐ kɐɾɡɐ, tajs komo os ɔksidos dɛ silizio (sio2),
-ɔksido dɛ ɐluminio (ɐl2o3), ɔksido dɛ kalsio (kɐo) ɛ ɔksido dɛ mɐɡnezio (mɡo), sɐ̃w̃
-dɛʁɛtidɐs nɐ ɾɛʒiɐ̃w̃ infɛɾioɾ do ɐlto foɾno ɛ sɛɡʁɛɡɐdɐs do pɾoduto mɛtaliko. ɐ
-ɛʃkɔɾiɐ e umɐ dɐs mɐteɾiɐs-pɾimɐs pɐɾɐ ɐ fɐbʁikɐsɐ̃w̃ dɛ simɛnto. ɾɛfino ɐ ɛtɐpɐ
-sɛɡʷintɛ do pɾozɛʃso e o ɾɛfino. o fɛʁo-ɡzɐ, ajndɐ ɛm ɛʃtɐdo likʷido, e lɛvɐdo
-pɐɾɐ ɐ ɐziɐɾiɐ, kʷɛ sɐ̃w̃ foɾnos ɐ oksiʒenio owu ɛletʁikos, pɐɾɐ sɛɾ tɾɐnsfoɾmɐdo ɛ̃
-ɐso, mɛdiɐntɛ kʷɛjmɐ dɛ impuɾɛzɐs ɛ ɐdisõj̃s. ɐziɐɾiɐs podɛm tɾɐnsfoɾmɐɾ o fɛʁo
-ɡzɐ likʷido owu sɔlido, owu ɐ sukɐtɐ dɛ fɛʁo ɛ ɐso ɛm ɐso likʷido. nɛʃsɐ ɛtɐpɐ,
-pɐɾtɛ do kɐɾbono kontido no ɡzɐ e ɾɛmovido ʒuntɐmɛntɛ kom ɐs impuɾɛzɐs. ɐ mɐjoɾ
-pɐɾtɛ do ɐso likʷido e solidifikɐdɐ ɛm ɛkʷipɐmɛntos dɛ linɡotɐmɛnto kontinuo
-pɐɾɐ pɾoduziɾ sɛmi-ɐkɐbɐdos, linɡotɛs ɛ blokos. bloɡspot. o ɐso, ɛm pɾozɛʃso dɛ
-solidifikɐsɐ̃w̃ (sɛmi-ɐkɐbɐdos, linɡotɛs ɛ blokos), e dɛfoɾmɐdo mɛkɐnikɐmɛntɛ poɾ
-lɐminɐdoɾɛs ɛ tɾɐnsfoɾmɐdo ɛm pɾodutos sidɛɾuɾʒikos, utilizɐdos pɛlɐ induʃtɾiɐ
-dɛ tɾɐnsfoɾmɐsɐ̃w̃, komo kɐpɐs ɡɾoʃsɐs ɛ finɐs, bobinɐs, vɛɾɡɐlõj̃s, ɐɾɐmɛs,
-pɛɾfilɐdos, bɐʁɐs, ɛtk. fontɛ: ttp://www.sivil. 5.1.1.2. klɐʃsifikɐsɐ̃w̃ dɐʃ
-uzinɐs ɐs uzinɐs dɛ ɐso do mundo intɛjɾo klɐʃsifikɐm-sɛ sɛɡndo o sew pɾozɛʃso
-pɾodutivo : intɛɡʁɐdɐs – opɛɾɐm ɐs tɾes fɐzɛs bazikɐs : ɾɛdusɐ̃w̃ , ɾɛfino ɛ
-lɐminɐsɐ̃w̃ ; pɐɾtizipɐm dɛ todo o pɾozɛʃso pɾodutivo ɛ pɾoduzɛm ɐso .  
-sɛmi-intɛɡʁɐdɐs - opɛɾɐm duɐs fɐzɛs : ɾɛfino ɛ lɐminɐsɐ̃w̃ . ɛʃtɐs uzinɐs pɐɾtɛ̃
-dɛ fɛʁo ɡzɐ, fɛʁo ɛʃponʒɐ owu sukɐtɐ mɛtalikɐ, ɐdkʷiɾidɐs dɛ tɛɾsɛjɾos pɐɾɐ
-tɾɐnsfoɾma-los ɛm ɐso ɛm ɐziɐɾiɐs ɛletʁikɐs ɛ suɐ poʃtɛɾioɾ lɐminɐsɐ̃w̃. dɛ plɐnoʃ
-ɐsos kɐɾbono (kɐpɐs ɛ bobinɐs)  dɛ plɐnos ɐsos ɛʃpɛziajs / liɡɐdos ( kɐpɐs ɛ
-bobinɐs )  dɛ lonɡos ɐsos kɐɾbono ( bɐʁɐs , pɛɾfis , fio makʷinɐ , vɛɾɡɐlõj̃ʃ
-, ɐɾɐmɛs ɛ tubos sɛm koʃtuɾɐ )  5.1.1.3. ɛmiʃsõj̃s dɐ induʃtɾiɐ sidɛɾuɾʒikɐ ɐ
-induʃtɾiɐ sidɛɾuɾʒikɐ e o sɛtoɾ dɛ fɐbʁikɐsɐ̃w̃ kʷɛ majs konsomɛ ɛnɛɾʒiɐ no mundo,
-ʁɛʃponsavɛl poɾ 10% ɐ 15% do vɐloɾ totɐl konsumido poɾ induʃtɾiɐs. ɛm toɾno dɛ
-60% dɐ pɾodusɐ̃w̃ dɛ ɐso no mundo tɛm suɐ oɾiʒɛm ɛm uzinɐs intɛɡʁɐdɐs, sɛndo kʷɛ
-ɛʃtɐs ɾɛpʁɛzɛtɐm 80% dɐs ɛmiʃsõj̃s dɛ todɐ ɐ induʃtɾiɐ dɛ ɐso (iɛɐ, 2000). ɐʃ
-ɛmiʃsõj̃s ɐʃsoziɐdɐs dɛ ɡas kɐɾboniko foɾɐm ɛʃtimɐdɐs ɛm 1442 milõj̃s dɛ
-tonɛlɐdɐs dɛ ko2 no ɐno dɛ 1995. ɐo todo sɐ̃w̃ 269 sidɛɾuɾʒikɐs no mundo kʷɛ
-ɛmitɛm majs dɛ 100 mil tonɛlɐdɐs dɛ ko2 poɾ ɐno, totɐlizɐndo um totɐl dɛ 646
-milõj̃s dɛ tonɛlɐdɐs dɛ ɡas kɐɾboniko ɛmitidos. poɾtɐnto, ɐs sidɛɾuɾʒikɐs podɛ̃
-sɛɾ konsidɛɾɐdɐs komo induʃtɾiɐs kɐɾbono intɛnsivɐs. sɐ̃w̃ divɛɾsɐs unidɐdɛs kʷɛ
-ɛmitɛm diɔksido dɛ kɐɾbono dɛntɾo dɛ umɐ uzinɐ intɛɡʁɐdɐ, komo ɐ kokʷɛɾiɐ, ɐ
-unidɐdɛ dɛ pɛlotizɐsɐ̃w̃ owu sintɛɾizɐsɐ̃w̃, o ɐlto-foɾno, ɐ ɐziɐɾiɐ ɛ, pɐɾɐ ɐlɡnʃ
-kɐzos, ɐ tɛɾmowɛletʁikɐ. dɛ todɐs ɛʃsɐs unidɐdɛs, ɐ mɐjoɾ ɛmiʃsoɾɐ e o ɐlto-foɾno
-kʷɛ koʁɛʃpondɛ poɾ sɛɾkɐ dɛ 70% dɐs ɛmiʃsõj̃s dɛ kɐɾbono dɛ umɐ uzinɐ
-sidɛɾuɾʒikɐ intɛɡʁɐdɐ (ipkk, 2005). ɛm ʒɛɾɐl, ɐ ɛmiʃsɐ̃w̃ dɛ ko2 poɾ tonɛlɐdɐ dɛ
-ɐso pɾoduzido e ɛntɾɛ 1 ɛ 1,5 tko2/t ɐso. o ɡas ɛksawʃto do ɐlto-foɾno kontẽ
-bɐzikɐmɛntɛ ko2, ko ɛ n2 ɛm suɐ kompozisɐ̃w̃. sɐ̃w̃ 20% dɛ ko2 ɛ 21% dɛ ko ɛ̃
-konsɛntɾɐsɐ̃w̃ dɛ volumɛ, o ɾɛʃtɐntɛ e bɐzikɐmɛntɛ nitʁoʒenio. ɐs pɾɛʃsõj̃s do
-ɛzawʃto sɐ̃w̃ ɛntɾɛ 2 ɛ 3 bɐɾɛs. ɛm mujtɐs uzinɐs intɛɡʁɐdɐs, o ɡas ɛksawʃto do
-ɐlto-foɾno e ɾɛɐpʁovɛjtɐdo ɛm tɛɾmowɛletʁikɐs pɾɛzɛntɛs dɛntɾo do komplɛkso.
-dɛvido ɐo pɛɾfil dɛ ɛmiʃsɐ̃w̃ do ɐlto-foɾno, ɛʃtɛ sɛ klɐʃsifikɐ komo ɐ mɛloɾ
-unidɐdɛ pɐɾɐ sɛ ɛfɛtuɐɾ ɐ kɐptuɾɐ ɛ sɛpɐɾɐsɐ̃w̃ do diɔksido dɛ kɐɾbono. 5.1.1.4.
-pɾozɛʃsos dɛ kɐptuɾɐ dɛ ko2 um siʃtɛmɐ dɛ kɐptuɾɐ dɛ pɔs-kombuʃtɐ̃w̃ utilizɐndo
-ɐbsoɾvɛntɛs kʷimikos nɐ̃w̃ e viavɛl pɐɾɐ kɐptuɾɐ nɐ induʃtɾiɐ sidɛɾuɾʒikɐ dɛvido a
-insufiziensiɐ dɛ kɐloɾ ɾɛziduɐl nɛzɛʃsaɾio pɐɾɐ o pɾozɛʃso. ɐpɛnɐs mɛtɐdɛ do
-kɐloɾ nɛzɛʃsaɾio podɛɾiɐ sɛɾ ɾɛkupɛɾɐdo dɐs unidɐdɛs dɛ kokʷɛjfikɐsɐ̃w̃,
-sintɛɾizɐsɐ̃w̃ ɛ ɐlto-foɾno, o kʷɛ toɾnɐ nɛzɛʃsaɾio konstɾujɾ ɛm sɛpɐɾɐdo unidɐdɛʃ
-dɛ kɐloɾ ɛ ɛnɛɾʒiɐ kombinɐdɐs, dɛmɐndɐndo ɐltos invɛʃtimɛntos ɛ kuʃtoʃ
-ɐʃsoziɐdos (iɛɐ, 2008). komo mɛnsionɐdo ɐntɛɾioɾmɛntɛ, ɐ kɐptuɾɐ sɛɾa ɾɛɐlizɐdɐ
-no ɐlto-foɾno. sɛndo kʷɛ ɐ mɛloɾ opsɐ̃w̃ e ɐtʁɐves dɐ ɾotɐ tɛknolɔʒikɐ dɛ
-oksjfuɛl, ondɛ o foɾno pɐʃsɐ ɐ sɛɾ ɐlimɛntɐdo poɾ oksiʒenio puɾo, ɐo inves do ɐɾ.
-sɛm ɐ pɾɛzɛnsɐ dos owutʁos komponɛntɛs do ɐɾ, o ɡas ɛksawʃto do foɾno pɐʃsɐ ɐ tɛɾ
-umɐ konsɛntɾɐsɐ̃w̃ mujto mɐjoɾ dɛ ko2 o kʷɛ fɐzilitɐ suɐ kɐptuɾɐ poɾ ɐbsoɾvɛntɛʃ
-do tipo fiziko. ɐpɔs ɐ sɛpɐɾɐsɐ̃w̃ do ko2, o ɡas, ɾiko ɛm ko, ɾɛtoɾnɐ ɐo
-ɐlto-foɾno, vizɐndo awmɛntɐɾ o pɾozɛʃso dɛ ɾɛdusɐ̃w̃ ɛ kʷɛjmɐ, ʒa kʷɛ nɛʃsɛ ɡas a
-tɐmbem ɡɾɐndɛs kɐntidɐdɛs dɛ monɔksido dɛ kɐɾbono. loɡo, o ɐlto-foɾno e
-ɐlimɛntɐdo kom umɐ miʃtuɾɐ dɛ oksiʒenio puɾo (o2) ɛ o ɡas ɾɛziklɐdo. umɐ
-kɐntidɐdɛ minimɐ dɛ kokʷɛ ajndɐ e nɛzɛʃsaɾiɐ pɐɾɐ ɐ ɾɛdusɐ̃w̃. ɛʃsɐ tɛknoloʒiɐ e
-kɐpɐz dɛ kɐptuɾɐɾ 70% dɐs ɛmiʃsõj̃s dɛ ko2 dɛ umɐ uzinɐ sidɛɾuɾʒikɐ intɛɡʁɐdɐ
-(ipkk, 2005). ɛʃsɐ tɛknoloʒiɐ dɛ ɾɛziklɐʒɛm do ɡas ʒa ɛksiʃtɛ a um tɛmpo nɐ
-induʃtɾiɐ, ɛlɐ e kɐmɐdɐ dɛ top ɡɐs ɾɛzjklinɡ blɐʃt fuɾnɐzɛ (tɡɾbf), mɐs ɐpɛnɐʃ
-ʁɛzɛntɛmɛntɛ tɛm sɛ kɐptuɾɐdo o ko2. owutʁɐs opsõj̃s kʷɛ podɛm sɛɾ utilizɐdɐs pɐɾɐ
-ɐ kɐptuɾɐ do ko2 , ɐlem dɐ utilizɐsɐ̃w̃ dɛ solvɛntɛs fizikos , sɐ̃w̃ ( dɐnlowj ɛt ɐl.
-, 2009 ) :  ɐdsoɾvɛntɛ sɔlido ɛʃpɛzifiko do tipo vɐkuum pɾɛʃsuɾɛ swinɡ
-ɐdsoɾption ( vpsɐ ) ;  ɐbsoɾsɐ̃w̃ kʷimikɐ , utilizɐndo o solvɛntɛ kʷimiko mɛɐ –
-nɐ̃w̃ ɾɛkomɛndavɛl pɛlɐ ɐltɐ dɛmɐndɐ dɛ ɛnɛɾʒiɐ ɛm foɾmɐ dɛ kɐloɾ ;  mɛmbɾɐnɐʃ
-sɛlɛtivɐs umɐ ɡɾɐndɛ vɐntɐʒɛm dɐ tɡɾbf e ɐ ɾɛdusɐ̃w̃ dɐ nɛzɛʃsidɐdɛ dɛ kokʷɛ no
-pɾozɛʃso dɛ ɾɛdusɐ̃w̃, ɛm ɾɐzɐ̃w̃ dɐ mɐjoɾ ɛfiziensiɐ do pɾozɛʃso dɛ kʷɛjmɐ ɛ
-ʁɛdusɐ̃w̃, ɛʃsɐ ɾɛdusɐ̃w̃ kɛɡɐ ɐ sɛɾ, ɛm mediɐ, dɛ 100 kʷiloɡʁɐmɐs dɛ kokʷɛ poɾ
-tonɛlɐdɐ dɛ ɐso pɾoduzido (biɾɐt, 2011). poɾtɐnto ɐ tɛknoloʒiɐ ɐdotɐdɐ pɐɾɐ
-ʁɛɐlizɐɾ ɐ kɐptuɾɐ nɐs sidɛɾuɾʒikɐs dɐ ksn ɛ ksɐ sɛɾa ɐ tɡɾbf kom ɐ kɐptuɾɐ dɛ
-ko2 poɾ solvɛntɛs fizikos, kɐpɐz dɛ kɐptuɾɐɾ 70% dɐs ɛmiʃsõj̃s dɛ ʒɛɛ dɐ
-sidɛɾuɾʒikɐ. 5.1.2. kompɐniɐ sidɛɾuɾʒikɐ nɐzionɐl (ksn) 5.1.2.1. intɾodusɐ̃w̃ ɐ
-kompɐniɐ sidɛɾuɾʒikɐ nɐzionɐl, fundɐdɐ ɛm 9 dɛ ɐbʁil dɛ 1941 pɛlo ɛntɐ̃w̃
-pɾɛzidɛntɛ ʒɛtulio vɐɾɡɐs, iniziowu suɐs opɛɾɐsõj̃s ɛm 1º dɛ owutubʁo dɛ 1946. ɐ
-ksn fowi ɐ pɾimɛjɾɐ pɾodutoɾɐ intɛɡʁɐdɐ dɛ ɐsos plɐnos no bɾɐzil ɐ uzinɐ
-pɾɛzidɛntɛ vɐɾɡɐs, ɐ pɾinsipɐl sidɛɾuɾʒikɐ dɐ kompɐniɐ, ɛʃta lokɐlizɐdɐ nɐ
-sidɐdɛ dɛ voltɐ ɾɛdondɐ, no ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo. tɾes ɡɾɐndɛs ɛspɐnsõj̃ʃ
-foɾɐm ɾɛɐlizɐdɐs nɐ uzinɐ duɾɐntɛ ɐs dekɐdɐs dɛ 70 ɛ 80, o kʷɛ lɛvowu ɐo awmɛnto
-dɐ kɐpɐzidɐdɛ instɐlɐdɐ dɛ pɾodusɐ̃w̃ ɐnuɐl pɐɾɐ 4,5 milõj̃s dɛ tonɛlɐdɐs dɛ ɐso
-bɾuto. pɾivɐtizɐdɐ ɛm 1993, kɐndo o ɡovɛɾno bɾɐzilɛjɾo vɛndew suɐ pɐɾtizipɐsɐ̃w̃
-dɛ 91%, ɐ pɾodusɐ̃w̃ dɛ ɐso bɾuto dɐ uzinɐ fowi poʃtɛɾioɾmɛntɛ awmɛntɐdɐ pɐɾɐ 5,6
-milõj̃s dɛ tonɛlɐdɐs ɐnuajs ɛ majs dɛ 5 milõj̃s dɛ tonɛlɐdɐs dɛ lɐminɐdos poɾ
-ɐno. ɐ kompɐniɐ tɐmbem ɐtuɐ nɐ ɛstɾɐsɐ̃w̃ do mineɾio dɛ fɛʁo, kɐlkaɾio ɛ kɐɾvɐ̃w̃,
-tɛndo suɐs minɐs nɐ ɾɛʒiɐ̃w̃ dɛ konɡonɐs ɛ ɐɾkos, ɐmbɐs sidɐdɛs do ɛʃtɐdo dɛ
-minɐs ʒɛɾajs ɛ tɐmbem dɛ kɐɾvɐ̃w̃ nɐ ɾɛʒiɐ̃w̃ dɛ sidɛɾɔpolis no ɛʃtɐdo dɛ sɐntɐ
-kɐtɐɾinɐ. o ɐso dɐ ksn ɛʃta pɾɛzɛntɛ ɛm divɛɾsos sɛɡmɛntos dɐ induʃtɾiɐ, ɛntɾɛ
-os kajs: awtomotivo, konstɾusɐ̃w̃ sivil, ɛmbɐlɐʒɛns, linɐ bɾɐnkɐ ɛ owɛm. fontɛ:
-ttp://www. induʃtkɐɾds. kom/st-otɛɾ-bɾɐzil.tm 5.1.2.2. ɛmiʃsõj̃s ɐtmoʃfeɾikɐʃ
-dɛ ko2 ɛ ɛmiʃsõj̃s kɐptuɾɐdɐs os dɐdos dɐs ɛmiʃsõj̃s dɐ uzinɐ dɐ ksn foɾɐm obtidoʃ
-ɐtʁɐves dɛ dɐdos foɾnɛzidos pɛlɐ pɾɔpʁiɐ ɛmpɾɛzɐ ɐo kɐɾbon diʃklozuɾɛ pɾoʒɛkt
-(kdp). o kdp e umɐ oɾɡɐnizɐsɐ̃w̃ intɛɾnɐzionɐl, sɛm fins lukʁɐtivos, kʷɛ
-pɾovidɛnsiɐl um siʃtɛmɐ ɡlobɐl pɐɾɐ ɐs ɛmpɾɛzɐs mɛdiɾɛm, divulɡɐɾɛm ɛ
-ʒɛɾɛnsiɐɾɛm infoɾmɐsõj̃s ɐmbiɛntajs ɐ ɾɛʃpɛjto dɛ suɐs ɐtividɐdɛs, pɾinsipɐlmɛntɛ
-ɛm ɾɛlɐsɐ̃w̃ as ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ. ɐ ɛmiʃsɐ̃w̃ totɐl dɛ ko2 dɐ
-uzinɐ no ɐno dɛ 2011 fowi dɛ 11.958.667 tonɛlɐdɐs, ɛʃsɛ vɐloɾ ɛʃta diʃponivɛl no
-invɛntaɾio koɾpoɾɐtivo dɛ ɛmiʃsõj̃s diʃponivɛjs no sitɛ do kdp. komo dɛʃkɾito
-ɐntɛɾioɾmɛntɛ, 70% dɐs ɛmiʃsõj̃s dɛ ko2 dɛ umɐ uzinɐ sidɛɾuɾʒikɐ okoʁɛm no
-ɐlto-foɾno, unidɐdɛ ondɛ okoʁɛɾa ɐ ɛtɐpɐ dɛ kɐptuɾɐ do ɡas kɐɾboniko. 5.1.3.1.
-intɾodusɐ̃w̃ ɐ tjʃsɛnkɾupp ksɐ e um komplɛkso sidɛɾuɾʒiko intɛɡʁɐdo pɾodutoɾ dɛ
-plɐkɐs dɛ ɐso, lokɐlizɐdo no diʃtɾito induʃtɾiɐl dɛ sɐntɐ kɾuz, zonɐ owɛʃtɛ dɐ
-sidɐdɛ do ɾio dɛ ʒɐnɛjɾo. o ɛmpɾɛɛndimɛnto e fɾuto dɛ pɐɾsɛɾiɐ do ɡɾupo ɐlɛmɐ̃w̃
-tjʃsɛnkɾupp kom ɐ bɾɐzilɛjɾɐ vɐlɛ. inawɡʁɐdɐ ɛm 18 dɛ ʒuno dɛ 2010, ɐ uzinɐ
-tɛm kɐpɐzidɐdɛ pɐɾɐ fɐbʁikɐɾ ɐte 5 milõj̃s dɛ tonɛlɐdɐs dɛ ɐso poɾ ɐno. todɐ ɐ
-pɾodusɐ̃w̃ e diɾɛzionɐdɐ pɐɾɐ unidɐdɛs dɐ ɛmpɾɛzɐ no ɛstɛɾioɾ, fokɐndo no
-ɐbɐʃtɛzimɛnto dɐs induʃtɾiɐs awtomotivɐ, dɛ linɐ bɾɐnkɐ (ɛlɛtʁodomeʃtikos),
-dutos ɛ tubos ɛ dɛ makʷinɐs do sɛɡmɛnto jɛllow linɛ, komo tɾɐtoɾɛs, ɡʷindɐʃtɛs ɛ
-ɛʃkɐvɐdɛjɾɐs. ɐ plɐntɐ tɐmbem foɾnɛzɛ 200 mw dɛ ɛnɛɾʒiɐ pɐɾɐ o siʃtɛmɐ
-intɛɾliɡɐdo nɐzionɐl, ʒɛɾɐdɐ ɐ pɐɾtiɾ dos vɐpoɾɛs ɛ ɡɐzɛs do pɾozɛʃso pɾodutivo.
-ɐ kokʷɛɾiɐ, kompoʃtɐ poɾ tɾes bɐtɛɾiɐs, ɛʃta pɾoʒɛtɐdɐ pɐɾɐ fɐbʁikɐɾ todo o
-kokʷɛ nɛzɛʃsaɾio a induʃtɾiɐ. dos dowis ɐltos-foɾnos saj ɐ ɛʃkɔɾiɐ, um subpɾoduto
-do pɾozɛʃso dɛ fɐbʁikɐsɐ̃w̃ dɛ fɛʁo-liɡɐ, kʷɛ e ɾɛɐpʁovɛjtɐdɐ nɐ fɐbʁikɐsɐ̃w̃ dɛ
-simɛnto ɛm umɐ unidɐdɛ dɐ votoɾɐntim lokɐlizɐdɐ dɛntɾo do komplɛkso.
-kom.bɾ/vɛɾ_notiziɐ. pp? not=121815 5.1.3.2. ɛmiʃsõj̃s ɐtmoʃfeɾikɐs dɛ ko2 ɛ
-ɛmiʃsõj̃s kɐptuɾɐdɐs os dɐdos dɐs ɛmiʃsõj̃s dɐ uzinɐ dɐ ksɐ tɐmbem foɾɐm obtidoʃ
-ɐtʁɐves dɛ dɐdos foɾnɛzidos pɛlɐ pɾɔpʁiɐ ɛmpɾɛzɐ ɐo kdp, poɾem nɐ̃w̃ fowi ɾɛpoɾtɐdo
-o vɐloɾ kɐlkulɐdo dɐ ɛmiʃsɐ̃w̃ dɛ ko2 ɛ sim o fɐtoɾ dɛ ɛmiʃsɐ̃w̃ do ɡas poɾ tonɛlɐdɐ
-dɛ ɐso pɾoduzido. o fɐtoɾ dɛ ɛmiʃsɐ̃w̃ indikɐdo e dɛ 1,7 tonɛlɐdɐs ɛmitidɐs dɛ ko2
-pɐɾɐ kɐdɐ umɐ tonɛlɐdɐ pɾoduzidɐ dɛ ɐso. dɛ ɐkoɾdo kom infoɾmɐsõj̃s dɐ pɾɔpʁiɐ
-ɛmpɾɛzɐ, ɐ pɾodusɐ̃w̃ dɛ ɐso kɛɡɐɾa ɛ sɛ mɐntɛɾa nɐ kɐpɐzidɐdɛ maksimɐ ɛm 2013, owu
-sɛʒɐ, 5 milõj̃s dɛ tonɛlɐdɐs poɾ ɐno. 5.1.4. lokɐlizɐsɐ̃w̃ dɐs uzinɐs ɐʃ
-lokɐlizɐsõj̃s dɐs uzinɐs sidɛɾuɾʒiɐs foɾɐm obtidɐs ɐtʁɐves do ɡowoɡlɛ ɛɐɾt, ũ
-softwɐɾɛ livʁɛ kʷɛ pɛɾmitɛ obtɛɾ ɐ lokɐlizɐsɐ̃w̃ ʒɛoɡʁafikɐ dɛ um ponto dɛ
-intɛɾɛʃsɛ sobʁɛ ɐ supɛɾfiziɛ do plɐnɛtɐ. ɐpɔs obtɛɾ ɐ lokɐlizɐsɐ̃w̃ ɛm lɐtitudɛ ɛ
-lonʒitudɛ dɐs uzinɐs, foɾɐm kɾiɐdos pontos ɛʃpɛzifikos no mɐpɐ bɐzɛ pɐɾɐ ɛʃsɐʃ
-fontɛs dɛ kɐɾbono. o mɐpɐ ɐ sɛɡʷiɾ ɛvidɛnsiɐ ɐ lokɐlizɐsɐ̃w̃ dɛ ɐmbɐs ɐs uzinɐs no
-ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo: fiɡʁɐ 15 - mɐpɐ kom ɐ lokɐlizɐsɐ̃w̃ dɐs fontɛs dɛ
-kɐptuɾɐ - ksn ɛ ksɐ fontɛ: ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ 5.1.5. kuʃtos dɐ ɛtɐpɐ dɛ kɐptuɾɐ
-ɐ kɐptuɾɐ dɛ ko2 e ɐ ɛtɐpɐ do kks kʷɛ majs dɛmɐndɐ invɛʃtimɛntos dɛ kɐpitɐl ɛ
-tɐmbem e ɐ kʷɛ ɐpʁɛzɛntɐ os mɐjoɾɛs kuʃtos dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃. iʃso okoʁɛ
-ɛm funsɐ̃w̃ dɐs tɛknoloʒiɐs dɛ sɛpɐɾɐsɐ̃w̃ dɛ ɡɐzɛs ɛm ɡɾɐndɛs volumɛs kʷɛ dɛmɐndɐ̃
-ɛnoɾmɛs ɡɐʃtos ɛnɛɾʒetiko. o kuʃto dɛ kɐptuɾɐ vɐɾiɐ siɡnifikɐtivɐmɛntɛ kom o
-tipo dɛ tɛknoloʒiɐ ɐdotɐdɐ pɐɾɐ ɐ sɛpɐɾɐsɐ̃w̃ do ko2, kʷɛ dɛpɛndɛ diɾɛtɐmɛntɛ dɐʃ
-kondisõj̃s dɛ pɾɛʃsɐ̃w̃ ɛ konsɛntɾɐsɐ̃w̃ dɛ ko2 no ɡas ɛksawʃto. kɐnto mɐjoɾ foɾ ɐ
-konsɛntɾɐsɐ̃w̃ do diɔksido dɛ kɐɾbono no ɡas ɛfluɛntɛ, mɛnoɾ sɛɾa ɐ dɛmɐndɐ
-ɛnɛɾʒetikɐ nɛzɛʃsaɾiɐ pɐɾɐ ɾɛɐlizɐɾ ɐ sɛpɐɾɐsɐ̃w̃ do ɡas, loɡo tɐmbem sɛɾa mɛnoɾ o
-sew kuʃto. ɐs ɛkɐsõj̃s pɐɾɐ o kalkulo dos ɡɐʃtos finɐnsɛjɾos nɐ ɛtɐpɐ dɛ kɐptuɾɐ
-do pɾoʒɛto ɛʃtɐ̃w̃ dɛʃkɾitos ɐ sɛɡʷiɾ. os ɾɛzultɐdos dos kalkulos sɛɾɐ̃w̃
-ɐpʁɛzɛntɐdos poʃtɛɾioɾmɛntɛ no kɐpitulo 8. 5.1.5.1. kuʃtos dɛ instɐlɐsɐ̃w̃ oʃ
-kuʃtos dɛ instɐlɐsɐ̃w̃ dɐs unidɐdɛs nɛzɛʃsaɾiɐs pɐɾɐ ɐ kɐptuɾɐ dɛ kɐɾbono vɐɾiɐ̃
-siɡnifikɐtivɐmɛntɛ dɛ ɐkoɾdo kom ɐ kɐntidɐdɛ ɐlmɛʒɐdɐ ɐ sɛɾ kɐptuɾɐdɐ ɛ kom ɐ
-tɛknoloʒiɐ ɐdotɐdɐ. os kuʃtos dɛ invɛʃtimɛnto dɛ kɐpitɐl sɐ̃w̃ kɐlkulɐdos ɐ pɐɾtiɾ
-do vɐloɾ pɾɛviʃto do flukso dɛ ko2 kɐptuɾɐdo. pɐɾɐ ɐs unidɐdɛs dɛ ɐlto-foɾno dɐʃ
-uzinɐs sidɛɾuɾʒikɐs, sɛɾa nɛzɛʃsaɾio konstɾujɾ unidɐdɛs pɐɾɐ ɐ ɾɛziklɐʒɛm do ɡaʃ
-dɛ ɐlto-foɾno ɛ unidɐdɛs dɛ sɛpɐɾɐsɐ̃w̃ dɛ oksiʒenio do ɐɾ. o kuʃto dɛ instɐlɐsɐ̃w̃ e
-dɐdo pɛlɐ ɛkɐsɐ̃w̃ (fɐ��lɐ ɛt ɐl., 1995): o kuʃto dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ dɐʃ
-unidɐdɛs dɛ ɾɛziklɐʒɛm do ɡas dɛ ɐlto-foɾno ɛ dɛ kɐptuɾɐ do ko2 ɛ dɐs unidɐdɛʃ
-dɛ sɛpɐɾɐsɐ̃w̃ dɛ oksiʒenio do ɐɾ tɐmbem e kɐlkulɐdo ɐ pɐɾtiɾ dɐ kɐntidɐdɛ totɐl
-dɛ ko2 kʷɛ e kɐptuɾɐdɐ dɐ uzinɐ sidɛɾuɾʒikɐ. dɛntɾo dɛʃsɛ vɐloɾ, tɐmbem ɛʃtɐ̃w̃
-pɾɛzɛntɛs os kuʃtos ɛnɛɾʒetikos dɐ sɛpɐɾɐsɐ̃w̃ do oksiʒenio do ɐɾ ɛ ɐ kompɾɛʃsɐ̃w̃ do
-ko2 pɐɾɐ o tɾɐnspoɾtɛ. 5.2. tɾɐnspoɾtɛ o tɾɐnspoɾtɛ do ɡas kɐɾboniko sɛɾa
-ʁɛɐlizɐdo ɐtʁɐves dɛ kɐɾbodutos ɛʃpɛziɐlmɛntɛ dimɛnsionɐdos pɐɾɐ tɾɐnspoɾtɐɾ o
-mɛʃmo ɐ ɐltɐs pɾɛʃsõj̃s. komo dito ɐntɛɾioɾmɛntɛ, o tɾɐnspoɾtɛ dɛ ko2 poɾ
-kɐɾbodutos e mujto ɛfiziɛntɛ kɐndo sɛ tɾɐtɐ dɛ ɡɾɐndɛs volumɛs ɐ sɛɾɛ̃
-tɾɐnspoɾtɐdos, pɾinsipɐlmɛntɛ kɐndo umɐ pɐɾtɛ konsidɛɾavɛl do tɾɐnspoɾtɛ okoʁɛ
-sob o kontinɛntɛ ɛ nɐ̃w̃ no ozɛɐno, do kɐl sɛɾiɐ poʃsivɛl tɾɐnspoɾtɐɾ o ɡaʃ
-kɐɾboniko ɛm nɐvios tɐnkʷɛs. o pɾoʒɛto dɛ tɾɐnspoɾtɛ inkluj ɐ konstɾusɐ̃w̃ dɛ
-dutos, valvulɐs, bombɐs, kompɾɛʃsoɾɛs ɛ ɾɛkompɾɛʃsoɾɛs, nɛzɛʃsaɾios pɐɾɐ mɐntɛɾ
-o nivɛl dɛ pɾɛʃsɐ̃w̃ ɛʃsɛnsiɐl pɐɾɐ ɐ movimɛntɐsɐ̃w̃ do diɔksido dɛ kɐɾbono. o ko2
-sɛɾa tɾɐnspoɾtɐdo dɐ ksn ɛ ksɐ ɐte ɐs plɐtɐfoɾmɐs sɛmiʃsubmɛɾsivɛjs, p-19 ɛ
-p-26, ɛ fpsos, p-37 ɛ p-43, pɾɛzɛntɛs no kɐmpo dɛ mɐɾlim ɛ bɐʁɐkudɐ, ondɛ o
-diɔksido dɛ kɐɾbono sɛɾa inʒɛtɐdo ɛ ɐɾmɐzɛnɐdo. ɐ fɛʁɐmɛntɐ dɛ siʃtɛmɐ dɛ
-infoɾmɐsɐ̃w̃ ʒɛoɡʁafikɐ fowi impɾɛʃsindivɛl pɐɾɐ pɾoʒɛtɐɾ ɐ ɾɛdɛ dɛ kɐɾbodutoʃ
-ɛntɾɛ ɐs fontɛs dɛ kɐptuɾɐ ɛ os ɾɛzɛɾvɐtɔɾios dɛ dɛʃtino. ɐ pɐɾtiɾ dɐ utilizɐsɐ̃w̃
-do softwɐɾɛ ɐɾkʒis, fowi poʃsivɛl dɛlinɛɐɾ o tɾɐsɐdo dos kɐɾbodutos ɐtʁɐves do
-ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo. ɡɾɐndɛ pɐɾtɛ dos tɾɐsɐdos dos kɐɾbodutos ɛntɾɛ ɐ bɐziɐ
-dɛ kɐmpos ɛ ɐs fontɛs ɛmiʃsoɾɐs foɾɐm bɐzɛɐdos no ɐtuɐl tɾɐʒɛto dos dutos dɐ
-tɾɐnspɛtʁo - umɐ ɛmpɾɛzɐ pɛtʁobʁɐs. ɐ ɛʃkolɐ dɛ sɛ utilizɐɾ o mɛʃmo tɾɐʒɛto doʃ
-dutos dɐ tɾɐnspɛtʁo, pɐɾɐ pɾoʒɛtɐɾ ɐ ɾɛdɛ dɛ kɐɾbodutos, sɛ dɛvɛ ɐ otimizɐsɐ̃w̃
-dos kuʃtos kom ɐ implɛmɛntɐsɐ̃w̃ dos kɐɾbodutos ɛ ɐ ɾɛdusɐ̃w̃ do tɛmpo nɛzɛʃsaɾio
-pɐɾɐ ɐ konkluzɐ̃w̃ dos mɛʃmos. iʃso okoʁɛ poɾkʷɛ ɐ instɐlɐsɐ̃w̃ dos novoʃ
-kɐɾbodutos vaj sɛɾ mujto pɾɔksimɐ ɐos dutos ʒa instɐlɐdos, poɾtɐnto os kuʃtos kõ
-obʁɐs dɛ ɾɛmosɐ̃w̃ dɛ floɾɛʃtɐs ɛ mɐtɐs, tɛʁɐplɐnɐʒɛm ɛ obʁɐs dɛ ɾɛɐʃsɛntɐmɛnto
-(kɐzo owuvɛʃsɛ ɐ nɛzɛʃsidɐdɛ do novo kɐɾboduto sɛɾ instɐlɐdo sob aɾɛɐʃ
-ʁɛzidɛnsiajs) sɛɾɐ̃w̃ ɾɛduzido, ʒa kʷɛ o tɛʁɛno sob os dutos ʒa instɐlɐdos dɐ
-tɾɐnspɛtʁo dɛvɛɾɐ̃w̃ ɛʃtɐɾ livʁɛs dɛ kɐlkʷɛɾ bɐʁɛjɾɐ, kʷɛ impɛsɐ ɐ pɾɛpɐɾɐsɐ̃w̃ do
-tɛʁɛno pɐɾɐ ɐ instɐlɐsɐ̃w̃ dɛ um duto ɛm ɐnɛkso. ɐ ɾɐzɐ̃w̃ do 32 kɐl ɐs aɾɛɐs sob
-os dutos ɛntɛʁɐdos sɛɾɛm livʁɛs dɛ kɐlkʷɛɾ okupɐsɐ̃w̃, sɛ dɛvɛ ɐo fɐto dɛ kʷɛ sɛ
-owuvɛɾ ɐlɡm tipo dɛ ɐzidɛntɛ owu fɐlɐ no duto, ɐ mɐnutɛnsɐ̃w̃ ɛ o ɾɛpɐɾo pɾɛzisɐ̃
-sɛɾ ɾɛɐlizɐdos ɾɐpidɐmɛntɛ no intujto dɛ ɛvitɐɾ ɡɾɐndɛs ɐzidɛntɛs ɐmbiɛntajs.
-fontɛ: ttp://www.pɐnoɾɐmio. kom/poto/31653943 foɾɐm mɐntidos ɐpɛnɐs oʃ
-tɾɐsɐdos ɾɛlɛvɐntɛs pɐɾɐ o pɾoʒɛto, ondɛ os tɾɛkos dɛ dutos ɛkʷivɐlɛm ɐ
-pɾɐtikɐmɛntɛ 100% dos tɾɛkos ondɛ sɛɾɐ̃w̃ konstɾuj́dos os kɐɾbodutos. oʃ
-kɐɾbodutos, nɐ pɐɾtɛ offsoɾɛ, foɾɐm tɾɐsɐdos mɐnuɐlmɛntɛ. pɾimɛjɾɐmɛntɛ fowi
-nɛzɛʃsaɾio obtɛɾ ɐ lokɐlizɐsɐ̃w̃ dɛ todɐs ɐs plɐtɐfoɾmɐs poɾ ondɛ o kɐɾboduto iɾa
-pɐʃsɐɾ , tajs infoɾmɐsõj̃s foɾɐm obtidɐs ɐtʁɐves do poɾtɐl mɐɾinɛtʁɐffik. . kom.
-ɛʃtɛ sitɛ dɐ umɐ lokɐlizɐsɐ̃w̃ ɐtuɐl, ɛm lɐtitudɛ ɛ lonʒitudɛ, dɐ pozisɐ̃w̃ dɛ
-nɐvios ɛ plɐtɐfoɾmɐs. kom ɐ lokɐlizɐsɐ̃w̃ obtidɐ, fowi poʃsivɛl kolokɐ-lɐs no mɐpɐ
-bɐzɛ, toɾnɐndo poʃsivɛl ɾɛɐlizɐɾ o tɾɐsɐdo dos kɐɾbodutos ɐte ɐs plɐtɐfoɾmɐs.
-dɛvido ɐo pozisionɐmɛnto dɐs fontɛs dɛ kɐptuɾɐ, fikowu ɛʃtɐbɛlɛzido kʷɛ, pɐɾɐ
-ʁɛduziɾ os kuʃtos ɛ otimizɐɾ o tɾɐnspoɾtɛ, o ko2 sɛɾa tɾɐnspoɾtɐdo dɐ ksn ɛ dɐ
-ksɐ, kɐdɐ um ɛm um tɾɛko individuɐl dɛ kɐɾboduto diʃtinto um do owutʁo, pɐɾɐ ɐ
-ɛʃtɐsɐ̃w̃ dɛ ɾɛkompɾɛʃsɐ̃w̃ dɐ ɾɛduk, konsɛntɾɐndo o volumɛ dɛ ko2 dɐs duɐʃ
-sidɛɾuɾʒikɐs. o kɐɾboduto iɾa pɾoʃsɛɡʷiɾ ɐte o tɛɾminɐl kɐbiẃnɐs, ɛm mɐkɐe, ɛ
-poʃtɛɾioɾmɛntɛ ɐte ɐ bɐʁɐ do fuɾɐdo, o ultimo ponto dɛ ɾɛfɛɾensiɐ sobʁɛ o
-kontinɛntɛ. dɐ bɐʁɐ do fuɾɐdo, o kɐɾboduto iɾa pɾoʃsɛɡʷiɾ ɐte ɐ plɐtɐfoɾmɐ fiksɐ
-pnɐ-1, lokɐlizɐdɐ sobʁɛ o kɐmpo dɛ nɐmoɾɐdo, pɐʃsɐndo pɛlɐ plɐtɐfoɾmɐ fiksɐ pɡp-1
-no kɐmpo dɛ ɡɐɾowupɐ. o flukso dɛ ko2 sɛɾa dividido ɛm dowis kɐɾbodutos kʷɛ sɐɛm dɐ
-pnɐ-1, um dos kɐɾbodutos sɛɡʷɛ pɐɾɐ ɐ plɐtɐfoɾmɐ fpso p-43 no kɐmpo dɛ bɐʁɐkudɐ
-ɛ o owutʁo sɛɡʷɛ ɐte ɐ plɐtɐfoɾmɐ fpso p-35 no kɐmpo dɛ mɐɾlim, ɛʃtɛ ultimo
-diʃtɾibuj o ko2 ɛm owutʁɐs tɾes plɐtɐfoɾmɐs, ɐs plɐtɐfoɾmɐs sɛmiʃsubmɛɾsivɛjʃ
-p-19 ɛ p-26 ɛ ɐ fpsos p-37. dos tɾɐʒɛtos mɛnsionɐdos ɐzimɐ ɐpɛnɐs ɐ pɐɾtɛ
-offsoɾɛ ɛ ɐ pɛkʷɛnɐs pɐɾtɛs dos tɾɛkos dos kɐɾbodutos onsoɾɛ nɐ̃w̃ ɛʃtɐ̃w̃
-ʁɛlɐzionɐdos kom os dutos dɐ tɾɐnspɛtʁo. ɐ liʃtɐ, ɐ sɛɡʷiɾ, ɾɛzumɛ os tɾɐʒɛtoʃ
-dos kɐɾbodutos: kɐɾbodutos kɐɾbodutos offsoɾɛ :  tɾɛko dɐ bɐʁɐ do fuɾɐdo ɐte
-ɐ plɐtɐfoɾmɐ fiksɐ pnɐ-1 ( b. fuɾɐdo – pnɐ 1 )  tɾɛko dɐ plɐtɐfoɾmɐ fiksɐ pnɐ-1
-ɐte ɐ plɐtɐfoɾmɐ fpso p-43 ( pnɐ-1 – p-43 )  tɾɛko dɐ plɐtɐfoɾmɐ fiksɐ pnɐ-1
-ɐte ɐ plɐtɐfoɾmɐ fpso p-35 ( pnɐ-1 – p-35 )  tɾɛko dɐ plɐtɐfoɾmɐ do tipo fpso
-p-35 ɐte ɐ plɐtɐfoɾmɐ sɛmiʃsubmɛɾsivɛl p-19 ( p-35 – p-19 )  tɾɛko dɐ
-plɐtɐfoɾmɐ do tipo fpso p-35 ɐte ɐ plɐtɐfoɾmɐ sɛmiʃsubmɛɾsivɛl p-26 ( p-35 –
-p-26 )  tɾɛko dɐ plɐtɐfoɾmɐ do tipo fpso p-35 ɐte ɐ plɐtɐfoɾmɐ fpso p-37 (
-p-35 – p-37 ) os mɐpɐs, nɐs paʒinɐs sɛɡʷintɛs, ɛlɐboɾɐdos no ɐɾkʒis ɐpʁɛzɛntɐ̃
-ʁɛʃpɛktivɐmɛntɛ: ɐ ɛstɛnsɐ̃w̃ totɐl dos kɐɾbodutos; os kɐɾbodutos ɛ ɐs unidɐdɛʃ
-induʃtɾiajs ondɛ e fɛjtɐ ɐ kɐptuɾɐ ɛ os kɐɾbodutos ɛ ɐs plɐtɐfoɾmɐs dos kɐmpoʃ
-dɛ bɐʁɐkudɐ ɛ mɐɾlim. fiɡʁɐ 17 - ɛstɛnsɐ̃w̃ totɐl dɐ ɛtɐpɐ dɛ tɾɐnspoɾtɛ do
-pɾoʒɛto fontɛ : ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ bɐzɛɐdo nos dutos dɐ tɾɐnspɛtʁo fontɛ :
-ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ kom dɐdos dɐ ɐnp ɛ mɐɾinɛtʁɐffik. . kom 5.2.1. ɛʃtɐsɐ̃w̃ dɛ
-ʁɛkompɾɛʃsɐ̃w̃ ɛm ɾɐzɐ̃w̃ dɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃ do tɾɛko do kɐɾboduto ɛntɾɛ ɐs fontɛʃ
-dɛ kɐptuɾɐ ɛ ɐs plɐtɐfoɾmɐs dɛ inʒɛsɐ̃w̃ dɛ ko2, sɛɾa nɛzɛʃsaɾio konstɾujɾ duɐʃ
-ɛʃtɐsõj̃s dɛ ɾɛkompɾɛʃsɐ̃w̃ (bowoʃtɛɾ stɐtion). umɐ ɛʃtɐsɐ̃w̃ dɛ ɾɛkompɾɛʃsɐ̃w̃ sɛɾvɛ
-pɐɾɐ kompɾimiɾ novɐmɛntɛ o ko2 ɐ pɾɛʃsõj̃s sufiziɛntɛs pɐɾɐ ɐ mɐnutɛnsɐ̃w̃ dɐ
-vɛlozidɐdɛ dɛ tɾɐnspoɾtɛ. uzuɐlmɛntɛ umɐ ɛʃtɐsɐ̃w̃ dɛ ɾɛkompɾɛʃsɐ̃w̃ e nɛzɛʃsaɾiɐ
-pɐɾɐ kɐdɐ 200 km dɛ kɐɾbodutos (iɛɐ, 2008). tomɐndo poɾ bɐzɛ ɐ ɛstɛnsɐ̃w̃ do mɐjoɾ
-pɛɾkuɾso ɛntɾɛ umɐ fontɛ dɛ kɐptuɾɐ ɛ umɐ plɐtɐfoɾmɐ dɛ inʒɛsɐ̃w̃, kʷɛ e dɛ 474,5
-km, ɾɛfɛɾɛntɛ ɐo tɾɐʒɛto ɛntɾɛ ɐ ksn ɛ ɐ plɐtɐfoɾmɐ p-37, sɛɾɐ̃w̃ nɛzɛʃsaɾiɐs duɐʃ
-ɛʃtɐsõj̃s dɛ ɾɛkompɾɛʃsɐ̃w̃. ɐ pɾimɛjɾɐ ɛʃtɐsɐ̃w̃ dɛ ɾɛkompɾɛʃsɐ̃w̃ sɛɾa lokɐlizɐdɐ
-dɛntɾo dɐ ɾɛfinɐɾiɐ dɛ dukʷɛ dɛ kɐksiɐs (ɾɛduk) ɛ sɛɾa ɾɛʃponsavɛl poɾ ɛlɛvɐɾ ɐ
-pɾɛʃsɐ̃w̃ do ko2 pɾovɛniɛntɛ dɐs uzinɐs sidɛɾuɾʒikɐs ksn ɛ ksɐ. ɐ sɛɡndɐ ɛʃtɐsɐ̃w̃
-dɛ ɾɛkompɾɛʃsɐ̃w̃ sɛɾa dɛntɾo do tɛɾminɐl dɛ kɐbiẃnɐs, lokɐlizɐdɐ no munizipio dɛ
-mɐkɐe, no noɾtɛ fluminɛnsɛ. o tɛɾminɐl dɛ kɐbiẃnɐs e um ponto ɛʃtɾɐteʒiko poɾ
-kawzɐ dɐ suɐ lokɐlizɐsɐ̃w̃ intɛɾmɛdiaɾiɐ ɛntɾɛ o tɛɾminɐl dɐ ɾɛduk ɛ dos kɐmpos dɛ
-pɾodusɐ̃w̃ dɛ mɐɾlim ɛ bɐʁɐkudɐ. o tɛɾminɐl dɛ kɐbiẃnɐs tɐmbem ʒa dotɐ dɛ umɐ
-ɡɾɐndɛ infɾɐɛʃtɾutuɾɐ ɛm opɛɾɐsõj̃s dɛ tɾɐnspoɾtɛ dɛ dutos, poɾkʷɛ ɡɾɐndɛ pɐɾtɛ
-dos ɡɐzodutos ɛ olɛodutos oɾiwndos dɐ bɐziɐ dɛ kɐmpos pɐʃsɐm poɾ ɛʃsɛ tɛɾminɐl.
-fiɡʁɐ 20 - foto do tɛɾminɐl dɛ kɐbiẃnɐs fontɛ: ttp://www.flikkɾ. 5.2.2.
-kɐntidɐdɛ tɾɐnspoɾtɐdɐ dɛ ko2 poɾ tɾɛko pɐɾɐ kɐntifikɐɾ ɐ kɐntidɐdɛ dɛ ko2
-tɾɐnspoɾtɐdo ɛm kɐdɐ tɾɛko, sɛɾa nɛzɛʃsaɾio vɛɾifikɐɾ ɐ kɐntidɐdɛ dɛ ko2 kʷɛ
-kɛɡowu nɛʃsɛ dɛtɛɾminɐdo ponto ɐlimɛntɐdo poɾ kɐɾbodutos ɐntɛɾioɾɛs. o kɐdʁo, ɐ
-sɛɡʷiɾ, dɛʃtɐkɐ os vɐloɾɛs ɛm tɾes diʃtintɐs unidɐdɛs tɛmpoɾajs: kɐdʁo 2 -
-ʁɛlɐsɐ̃w̃ dɐ kɐntidɐdɛ dɛ ko2 tɾɐnspoɾtɐdo ɛm kɐdɐ tɾɛko dɛ kɐɾboduto fontɛ:
-ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ 5.2.3. diʃtansiɐs dos kɐɾbodutos komo todo o pɾoʒɛto dɛntɾo
-do ɐɾkʒis ɛʃta ʒɛoʁɛfɛɾɛnsiɐdo, fowi poʃsivɛl dɛtɛɾminɐɾ ɐs diʃtansiɐs doʃ
-kɐɾbodutos utilizɐndo ɐ fɛʁɐmɛntɐ dɛ mɛdisɐ̃w̃ dɛ diʃtansiɐs do softwɐɾɛ. ɐ
-ɛstɛnsɐ̃w̃ dos tɾɐʒɛtos e ɛʃsɛnsiɐl pɐɾɐ os kalkulos dɛ kuʃtos dɛ instɐlɐsɐ̃w̃ ɛ
-dɛʃpɛzɐs opɛɾɐzionajs. ɐ ɛstɛnsɐ̃w̃ dos kɐbdodutos ɛʃta dɛtɛɾminɐdɐ nɐ liʃtɐ
-ɐbajkso: kɐɾbodutos onsoɾɛ :  ksn – ɾɛduk : 90,33 km  ksɐ – ɾɛduk : 66,25 km 
-ʁɛduk – kɐbiunɐs : 153,18 km  kɐbiẃnɐs - b. fuɾɐdo : 87,84 km kɐɾbodutoʃ
-offsoɾɛ: loɡo, sɛɾa nɛzɛʃsaɾio konstɾujɾ um totɐl dɛ 572,11 kʷilomɛtʁos dɛ
-kɐɾbodutos. 5.2.4. kalkulo dos diamɛtʁos dos kɐɾbodutos o diamɛtʁo dɛ ũ
-kɐɾboduto ɛʃta diɾɛtɐmɛntɛ liɡɐdo a kɐpɐzidɐdɛ do mɛʃmo dɛ tɾɐnspoɾtɐɾ diɔksido
-dɛ kɐɾbono ɐ pɐɾtiɾ dɛ umɐ vɛlozidɐdɛ ɛʃpɛzifikɐ. ɛksiʃtɛm divɛɾsos fɐtoɾɛs kʷɛ
-vɐ̃w̃ influɛnsiɐɾ no diamɛtʁo do kɐɾboduto, sɛndo ɐ kɐntidɐdɛ dɛ ko2 ɐ sɛɾ
-tɾɐnspoɾtɐdo o pɾinsipɐl dɛlɛs. os owutʁos fɐtoɾɛs sɐ̃w̃: ɐ pɾɛʃsɐ̃w̃ ɛ ɐ tɛmpɛɾɐtuɾɐ
-dɛ tɾɐnspoɾtɛ (kʷɛ influɛnsiɐ nɐ dɛnsidɐdɛ do ko2) ɛ ɐ vɛlozidɐdɛ dɛ tɾɐnspoɾtɛ.
-pɐɾɐ o kalkulo do diamɛtʁo do kɐɾboduto , fowi utilizɐdɐ ɐ sɛɡʷintɛ ɛkɐsɐ̃w̃ ( iɛɐ
-, 2005 ) : ondɛ :  d = diamɛtʁo do kɐɾboduto ɛm polɛɡɐdɐs ( pol )  f = flukso
-dɛ mɐʃsɐ kʷɛ pɐʃsɐ pɛlo kɐɾboduto ( kɡ/s )  v = vɛlozidɐdɛ do tɾɐnspoɾtɛ ( m/ʃ
-)  ρ = dɛnsidɐdɛ do ko2 ( kɡ/m3 ) ɐ vɛlozidɐdɛ dɛ tɾɐnspoɾtɛ e, uzuɐlmɛntɛ, dɛ
-2 mɛtʁos poɾ sɛɡndo (ipkk, 2005). os ɾɛzultɐdos dos diamɛtʁos obtidos ɐtʁɐveʃ
-dɐ ɛkɐsɐ̃w̃ foɾɐm ɐʁɛdondɐdos pɐɾɐ um vɐloɾ intɛjɾo ɐzimɐ do vɐloɾ ɛnkontɾɐdo.
-onsoɾɛ : o k:  kɐbiẃnɐs - b. fuɾɐdo : 24 pol kɐɾbodutos offsoɾɛ: 5.2.5.
-kuʃtos dɐ ɛtɐpɐ dɛ tɾɐnspoɾtɛ os tɾes ɛlɛmɛntos kʷɛ dɛmɐndɐm ɐs mɐjoɾɛs dɛʃpɛzɐʃ
-ɛm kɐɾbodutos sɐ̃w̃ ɾɛʃpɛktivɐmɛntɛ, os kuʃtos kom ɐ konstɾusɐ̃w̃ ɛ montɐʒɛm (mɐ̃w̃ dɛ
-obʁɐ, mɐtɛɾiɐl, mɐkʷinaɾio, ɛtk.) os kuʃtos dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃
-(monitoɾɐmɛnto, mɐnutɛnsɐ̃w̃, kuʃtos ɛnɛɾʒetikos, ɛtk.) ɛ owutʁos kuʃtos (sɛɡʁos,
-tɐksɐs, mɛdidɐs kompɛnsɐtɔɾiɐs, ɛtk.). o kuʃto do mɐtɛɾiɐl dɛpɛndɛ dɐ ɛstɛnsɐ̃w̃,
-do diamɛtʁo, dɐ kɐntidɐdɛ dɛ ko2 tɾɐnspoɾtɐdo ɛ dɐ kɐlidɐdɛ (puɾɛzɐ) do
-diɔksido dɛ kɐɾbono. kondisõj̃s ɛʃpɛziajs do tɛʁɛno, komo aɾɛɐs dɛnsɐmɛntɛ
-povowɐdɐs, aɾɛɐs pɾotɛʒidɐs owu ɡɾɐndɛs koɾpos d’aɡɐs podɛm kawzɐɾ vɐɾiɐ õj̃ʃ
-siɡnifikɐtivɐs nɐs dɛʃpɛzɐs kom os kɐɾbodutos. os kuʃtos ɛnvolvɛndo kɐɾbodutoʃ
-offsoɾɛ sɐ̃w̃ dɛ 40% ɐ 70% majs kɐɾos kʷɛ kɐɾbodutos sobʁɛ o kontinɛntɛ, ɛm ɾɐzɐ̃w̃
-dɐs opɛɾɐsõj̃s kom ɛlɛvɐdɐs pɾɛʃsõj̃s ɛ bajksɐs tɛmpɛɾɐtuɾɐs, ɐlem dɐ difikuldɐdɛ
-teknikɐ dɛ sɛ konstɾujɾ dutos submɛɾsos. ɐs ɛkɐsõj̃s pɐɾɐ o kalkulo dos ɡɐʃtoʃ
-finɐnsɛjɾos nɐ ɛtɐpɐ dɛ tɾɐnspoɾtɛ do pɾoʒɛto ɛʃtɐ̃w̃ dɛʃkɾitos ɐ sɛɡʷiɾ. oʃ
-ʁɛzultɐdos dos kalkulos sɛɾɐ̃w̃ ɐpʁɛzɛntɐdos poʃtɛɾioɾmɛntɛ no kɐpitulo 8.
-5.2.5.1. kuʃto dɛ instɐlɐsɐ̃w̃ ɐtʁɐves dɐ utilizɐsɐ̃w̃ do ɡɾafiko dɐ fiɡʁɐ 22, fowi
-poʃsivɛl kɐlkulɐɾ o kuʃto dɛ instɐlɐsɐ̃w̃ dos kɐɾbodutos, utilizɐndo os vɐloɾɛʃ
-medios dɛ kuʃto, owu sɛʒɐ, os vɐloɾɛs ɛntɾɛ ɐs linɐs ɐpʁɛzɛntɐdɐs, tɐnto pɐɾɐ oʃ
-kɐɾbodutos onsoɾɛ komo pɐɾɐ os offsoɾɛ. os vɐloɾɛs maksimos ɛ minimos foɾɐ̃
-bɐzɛɐdos ɛm vɐloɾɛs ɾɛpoɾtɐdos dɛ kɐɾbodutos konstɾuj́dos ɐo ɾɛdoɾ do mundo,
-pɾinsipɐlmɛntɛ nos ɛʃtɐdos unidos dɐ ɐmeɾikɐ. fontɛ: ɐdɐptɐdo dɛ ipkk (2005) oʃ
-kuʃtos dɛ instɐlɐsɐ̃w̃ sɛɾɐ̃w̃ kɐlkulɐdos individuɐlmɛntɛ pɐɾɐ kɐdɐ tɾɛko do
-kɐɾboduto, ʒa kʷɛ todos os tɾɛkos ɐpʁɛzɛntɐm diʃtansiɐs ɛ diamɛtʁos difɛɾɛntɛʃ
-ɛntɾɛ si. poʃtɛɾioɾmɛntɛ os invɛʃtimɛntos nɛzɛʃsaɾios dɛ kɐdɐ tɾɛko sɛɾɐ̃w̃
-somɐdos, ɾɛzultɐndo ɛm um vɐloɾ ɐɡʁɛɡɐdo. pɾimɛjɾɐmɛntɛ, vɛɾifikɐ-sɛ ɐtʁɐves do
-ɡɾafiko, kɐl o kuʃto medio dɛ implɛmɛntɐsɐ̃w̃ dɛ um kɐɾboduto kom 1,00 mɛtʁo dɛ
-diamɛtʁo. komo ɐ unidɐdɛ dɛ mɛdidɐ do diamɛtʁo dos kɐɾbodutos ɛʃta ɛm polɛɡɐdɐs,
-sɛɾa nɛzɛʃsaɾio konvɛɾtɛɾ o vɐloɾ do kuʃto ɛm mɛtʁos pɐɾɐ polɛɡɐdɐs. ɐ pɐɾtiɾ
-dos vɐloɾɛs ɐzimɐ, sɛɾa poʃsivɛl kɐlkulɐɾ o kuʃto dɛ instɐlɐsɐ̃w̃ dɛ todos oʃ
-tɾɛkos multiplikɐndo os mɛʃmos pɛlɐ diʃtansiɐ, ɛm kʷilomɛtʁos, ɛ pɛlo diamɛtʁo,
-ɛm polɛɡɐdɐs. ɐ ɛkɐsɐ̃w̃ ɐ sɛɡʷiɾ ɾɛzumɛ o kalkulo: komo mɛnsionɐdo
-ɐntɛɾioɾmɛntɛ, kɐzɛ ɐ totɐlidɐdɛ dos kɐɾbodutos sɛɾɐ̃w̃ konstɾuj́dos ɐo lɐdo doʃ
-dutos dɐ tɾɐnspɛtʁo, ɾɛzultɐndo ɛm umɐ ɛkonomiɐ no kuʃto dɛ instɐlɐsɐ̃w̃. fikowu
-ɛʃtɐbɛlɛzido kʷɛ ɛʃsɐ ɛkonomiɐ sɛɾa dɛ 15% do kuʃto totɐl dɐ obʁɐ dɛ instɐlɐsɐ̃w̃.
-kuʃto dɛ instɐlɐsɐ̃w̃ of fsoɾɛ finɐl = kuʃto dɛ instɐlɐsɐ̃w̃ offsoɾɛ ks 0,85 dɛvido
-ɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃ do pɾoʒɛto, sɛɾa nɛzɛʃsaɾio konstɾujɾ duɐs ɛʃtɐsõj̃s dɛ
-ʁɛkompɾɛʃsɐ̃w̃ (bowoʃtɛɾ stɐtion), komo dito ɐntɛɾioɾmɛntɛ. o kuʃto dɛ instɐlɐsɐ̃w̃
-dɛ kɐdɐ unidɐdɛ dɛ ɾɛkompɾɛʃsɐ̃w̃ fowi ɛʃtimɐdo ɛm $15.000.000 (ipkk, 2005).
-5.2.5.2. kuʃto dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ ɐtʁɐves dɐ utilizɐsɐ̃w̃ do ɡɾafiko dɐ
-fiɡʁɐ 23, fowi poʃsivɛl kɐlkulɐɾ o kuʃto dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ doʃ
-kɐɾbodutos, utilizɐndo os vɐloɾɛs medios dɛ kuʃto, owu sɛʒɐ, os vɐloɾɛs ɛntɾɛ ɐʃ
-linɐs sɔlidɐs ɛ ɐs linɐs pontilɐdɐs. vɐlɛ ɾɛʃsɐltɐɾ kʷɛ ɛʃsɛs vɐloɾɛʃ
-ʁɛpʁɛzɛntɐm ɐs kondisõj̃s noɾmajs dɛ opɛɾɐsɐ̃w̃, sɛm ɐpʁɛzɛntɐɾ ɛvɛntuajʃ
-ɐnoɾmɐlidɐdɛs, komo ɡɾɐndɛs ɾɛpɐɾos, poɾ ɛksɛmplo. ɐʃsumɛ-sɛ kʷɛ o ko2 sɛʒɐ
-pɾɛʃsuɾizɐdo pɐɾɐ tɾɐnspoɾtɛ, ɐpɔs ɐ ɛtɐpɐ dɛ kɐptuɾɐ, ɐ 10 mpɐ (ipkk, 2005). oʃ
-kuʃtos dɛ opɛɾɐsɐ̃w̃ sɛɾɐ̃w̃ kɐlkulɐdos individuɐlmɛntɛ pɐɾɐ kɐdɐ tɾɛko do
-kɐɾboduto, ʒa kʷɛ todos os tɾɛkos ɐpʁɛzɛntɐm diʃtansiɐs ɛ fluksos dɛ mɐʃsɐ dɛ
-ko2 diʃtintos ɛntɾɛ si. poʃtɛɾioɾmɛntɛ os kuʃtos dɛ opɛɾɐsɐ̃w̃ dɛ kɐdɐ tɾɛko
-sɛɾɐ̃w̃ somɐdos, ɾɛzultɐndo ɛm um vɐloɾ ɐɡʁɛɡɐdo. pɾimɛjɾɐmɛntɛ vɛɾifikɐ-sɛ,
-ɐtʁɐves do ɡɾafiko (utilizɐndo o vɐloɾ dɛ kɐntidɐdɛ tɾɐnspoɾtɐdɐ dɛ ko2 no
-ɐno), kɐl o kuʃto dɛ opɛɾɐsɐ̃w̃ kʷɛ dɛtɛɾminɐdo tɾɛko poʃsuj, konsidɛɾɐndo, ɐ
-pɾinsipio kʷɛ ɛʃtɛ poʃsuj 250 kʷilomɛtʁos dɛ ɛstɛnsɐ̃w̃. ɛm sɛɡʷidɐ, multiplikɐ-sɛ
-ɛʃsɛ vɐloɾ dɛ kuʃto pɛlo flukso dɛ ko2 kʷɛ e tɾɐnspoɾtɐdo nɛʃsɛ tɾɛko dɛ
-kɐɾboduto. pɐɾɐ finɐlizɐɾ, sɛɾa nɛzɛʃsaɾio ɾɛɐlizɐɾ o ɐʒuʃtɛ do pɾɛso pɐɾɐ o
-kuʃto ɛkʷivɐlɛɾ ɐ ɾɛɐl ɛstɛnsɐ̃w̃ do tɾɛko. ɐ ɛkɐsɐ̃w̃ ɐ sɛɡʷiɾ ɾɛzumɛ ɛʃsɛ
-pɾozɛʃso. o kuʃto ɐnuɐl dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ dɐs unidɐdɛs dɛ ɾɛkompɾɛʃsɐ̃w̃
-sɐ̃w̃ ɐpʁoksimɐdɐmɛntɛ 5% do kuʃto dɛ instɐlɐsɐ̃w̃ dɐ unidɐdɛ. loɡo o kuʃto ɐnuɐl
-sɛɾa dɛ $750.000 pɐɾɐ kɐdɐ unidɐdɛ. 5.3. inʒɛsɐ̃w̃ ɐ ultimɐ ɛtɐpɐ do kkɡs e ɐ
-inʒɛsɐ̃w̃ do diɔksido dɛ kɐɾbono ɛm um ɾɛzɛɾvɐtɔɾio ʒɛolɔʒiko, kʷɛ sɛʒɐ kɐpɐz dɛ
-ʁɛtɛɾ o ko2 duɾɐntɛ um tɛmpo indɛtɛɾminɐdo, ɡɐɾɐntindo kʷɛ o ɡas kɐɾboniko nɐ̃w̃
-ʁɛtoɾnɛ pɐɾɐ ɐ ɐtmoʃfɛɾɐ, o kʷɛ ɾɛzultɐɾiɐ ɛm umɐ fɐlɐ dɛ todo o pɾozɛʃso,
-pɾinsipɐlmɛntɛ ɛm ɾɛlɐsɐ̃w̃ a ɐʃsɛɡʁɐsɐ̃w̃ dos kɾeditos dɛ ɾɛdusɐ̃w̃ dɛ ɛmiʃsõj̃ʃ
-oɾiwndos do mɛkɐniʃmo dɛ dɛzɛnvolvimɛnto limpo. pɐɾɐ ɡɐɾɐntiɾ kʷɛ o ko2
-kɐptuɾɐdo sɛʒɐ komplɛtɐmɛntɛ ɐɾmɐzɛnɐdo, ɐ inʒɛsɐ̃w̃ okoʁɛɾa ɛm dowis ɡɾɐndɛʃ
-kɐmpos dɛ pɛtʁɔlɛo dɐ bɐziɐ dɛ kɐmpos. ɐ bɐziɐ dɛ kɐmpos e ɐ bɐziɐ pɛtʁolifɛɾɐ
-kʷɛ majs pɾoduz nɐ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐ, ɾɛʃpondɛndo ɐtuɐlmɛntɛ poɾ
-majs dɛ 80% dɐ pɾodusɐ̃w̃ nɐzionɐl dɛ pɛtʁɔlɛo. ɐ ɛsploɾɐsɐ̃w̃ dɐ bɐziɐ dɛ kɐmpoʃ
-ɡɐnowu impulso ɛm 1974, kom ɐ dɛʃkobɛɾtɐ do kɐmpo dɛ ɡɐɾowupɐ. ɛntɾɛtɐnto, ɐ suɐ
-pɾodusɐ̃w̃ komɛɾsiɐl pɾɛdominɐntɛmɛntɛ dɛ pɛtʁɔlɛo pɛzɐdo tɛvɛ inizio somɛntɛ ɛ̃
-1977, no kɐmpo dɛ ɛnkovɐ. ɛʃsɐ bɐziɐ ɛʃtɛndɛ-sɛ poɾ 100 mil kʷilomɛtʁoʃ
-kɐdʁɐdos do ɛʃtɐdo do ɛʃpiɾito sɐnto, nɐs imɛdiɐsõj̃s dɐ sidɐdɛ dɛ vitɔɾiɐ, ɐte
-ɐʁɐjɐl do kɐbo, no litoɾɐl noɾtɛ do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo ondɛ ɐ pɛtʁobʁɐʃ
-montowu um dos mɐjoɾɛs komplɛksos pɛtʁolifɛɾos do mundo. ɐ ɛʃkolɐ dɛ sɛ inʒɛtɐɾ o
-ko2 kɐptuɾɐdo dɐs sidɛɾuɾʒikɐs nɐ bɐziɐ dɛ kɐmpos, no ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo,
-sɛ ʒuʃtifikɐ dɛvido as divɛɾsɐs vɐntɐʒɛns ɛkonomikɐs, loʒiʃtikɐs ɛ teknikɐs.
-pɾimɛjɾɐmɛntɛ, os ɾɛzɛɾvɐtɔɾios dɛ pɛtʁɔlɛo ɛ ɡas dɐ bɐziɐ ʒa ɛʃtɐ̃w̃ sɛndo
-ɛsploɾɐdos poɾ dɛzɛnɐs dɛ ɐnos, loɡo a umɐ imɛnsɐ infɾɐɛʃtɾutuɾɐ ʒa montɐdɐ
-pɐɾɐ ɐ pɾodusɐ̃w̃ ɛ o ɛʃkowɐmɛnto do pɛtʁɔlɛo ɛ do ɡas pɾoduzido, komo divɛɾsɐʃ
-plɐtɐfoɾmɐs, dutos, mɐnifolds, posos inʒɛtoɾɛs, ɛtk. todɐ ɛʃsɐ ɛʃtɾutuɾɐ
-fɐzilitɐ nɐ implɛmɛntɐsɐ̃w̃ do kkɡs nɐ bɐziɐ dɛ kɐmpos, powis nɐ̃w̃ sɛɾa nɛzɛʃsaɾio
-konstɾujɾ novɐs plɐtɐfoɾmɐs, owu pɛɾfuɾɐɾ novos posos pɐɾɐ ɐ inʒɛsɐ̃w̃ do ɡas, o
-kʷɛ ɾɛpʁɛzɛntɐ umɐ ɡɾɐndɛ ɾɛdusɐ̃w̃ nɐ nɛzɛʃsidɐdɛ dɛ invɛʃtimɛnto dɛ kɐpitɐl.
-owutʁo ɐʃpɛkto pɾimoɾdiɐl nɐ ɛʃkolɐ dɐ bɐziɐ dɛ kɐmpos e ɐ ɾɛlɐsɐ̃w̃ dɛ
-pɾoksimidɐdɛ kom ɐs fontɛs dɛ kɐptuɾɐ dɛ ko2, ɾɛduzindo os kuʃtos dɛ tɾɐnspoɾtɛ.
-poɾ ɛksɛmplo, ɐ mɐjoɾ diʃtansiɐ ɛntɾɛ umɐ fontɛ ɛ o ponto ondɛ o ko2 vaj sɛɾ
-inʒɛtɐdo e dɛ 459 kʷilomɛtʁos, ɾɛfɛɾɛntɛ a ɛstɛnsɐ̃w̃ totɐl dɛ kɐɾbdowuto ɛntɾɛ ɐ
-ksn ɛ ɐ plɐtɐfoɾmɐ fpso p-37. ɐ pɾoksimidɐdɛ dɐ bɐziɐ dɛ kɐmpos kom o kontinɛntɛ
-e owutʁɐ vɐntɐʒɛm kompɐɾɐtivɐ ɛm ɾɛlɐsɐ̃w̃ ɐos ɾɛzɛɾvɐtɔɾios dɐ bɐziɐ dɛ sɐntos,
-poɾ ɛksɛmplo. ɐ mɐjoɾ vɐntɐʒɛm dɛ sɛ inʒɛtɐɾ diɔksido dɛ kɐɾbono nɐ bɐziɐ dɛ
-kɐmpos e ɐ ɡɾɐndɛ kɐpɐzidɐdɛ dɛ divɛɾsos kɐmpos, pɾinsipɐlmɛntɛ os “kɐmpoʃ
-ʒiɡɐntɛs”, dɛ ɐɾmɐzɛnɐɾ ko2 ɛ pɾoduziɾ umɐ mɐjoɾ kɐntidɐdɛ dɛ pɛtʁɔlɛo ɛ̃
-funsɐ̃w̃ dɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo. komo mɛnsionɐdo ɐntɛɾioɾmɛntɛ, ɐ
-kɐpɐzidɐdɛ dɛ pɾodusɐ̃w̃ ɛstɾɐ dɛ pɛtʁɔlɛo, poɾ inʒɛsɐ̃w̃ dɛ ko2, ɛʃta diɾɛtɐmɛntɛ
-ʁɛlɐzionɐdɐ a kɐpɐzidɐdɛ dɛ ɐɾmɐzɛnɐmɛnto dɛ ɡas kɐɾboniko do ɾɛzɛɾvɐtɔɾio, loɡo
-kɐnto mɐjoɾ foɾ ɐ kɐpɐzidɐdɛ dɛ ɐpoɾtɛ dɛ ko2 mɐjoɾ sɛɾa ɐ pɾodu ɐ̃w̃ dɛ ɔlɛo. oʃ
-kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ foɾɐm os ɛʃkolidos pɐɾɐ ɐɾmɐzɛnɐɾ todo o ko2
-kɐptuɾɐdo. ɐmbos poʃsuɛm ɡɾɐndɛ kɐpɐzidɐdɛ dɛ ɐɾmɐzɛnɐmɛnto ɛ um ɡɾɐndɛ
-potɛnsiɐl dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, o kʷɛ sɛɾtɐmɛntɛ e um ɡɾɐndɛ ɐtʁɐtivo
-finɐnsɛjɾo pɐɾɐ ɐ ɛmpɾɛzɐ pɾodutoɾɐ dɛ ɔlɛo ɛ ɡas dɛʃsɛs kɐmpos, ɐ pɛtʁobʁɐs.
-owutʁɐ vɐntɐʒɛm e kʷɛ ɛʃsɛs kɐmpos sɐ̃w̃ mujto pɾɔksimos ɛntɾɛ si, o kʷɛ fɐzilitɐ ɐ
-diʃtɾibujsɐ̃w̃ do ko2 ɛntɾɛ ɐmbɐs. o mɐpɐ ɐ sɛɡʷiɾ, ɛlɐboɾɐdo ɐtʁɐves do ɐɾkʒis,
-dɛʃtɐkɐ lokɐlizɐsɐ̃w̃ dɛʃsɛs dowis kɐmpos dɛ pɾodusɐ̃w̃ ɛm ɾɛlɐsɐ̃w̃ ɐos dɛmajs kɐmpoʃ
-dɐ bɐziɐ dɛ kɐmpos. fontɛ : ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ kom dɐdos dɐ ɐnp 5.3.1. kɐmpo dɛ
-mɐɾlim 5.3.1.1. siʃtɛmɐ dɛ pɾodusɐ̃w̃ ɛ ɛʃkowɐmɛnto ɐ pɾodusɐ̃w̃ do kɐmpo dɛ mɐɾlim e
-kolɛtɐdɐ ɐtʁɐves dɛ sɛtɛ plɐtɐfoɾmɐs, sɛndo kɐtʁo do tipo sɛmiʃsubmɛɾsivɛl,
-p-18, p-19, p-20 ɛ p-26, ɛ tɾes do tipo fpso (flowɐtinɡ pɾoduktion stoɾɐʒɛ ɐnd
-offlowɐdinɡ), p-33, p-35 ɛ p-37. tɐmbem sɐ̃w̃ utilizɐdɐs majs duɐs plɐtɐfoɾmɐs pɐɾɐ
-tɾɐtɐmɛnto, ɐɾmɐzɛnɐmɛnto ɛ o ɛʃkowɐmɛnto dɐ pɾodusɐ̃w̃ do kɐmpo: ɐ p-32 ɛ ɐ p-47,
-ɐmbɐs do tipo fso (flowɐtinɡ stoɾɐʒɛ ɐnd offlowɐdinɡ). ajndɐ ɛksiʃtɛ um poso do
-kɐmpo dɛ mɐɾlim kʷɛ pɾoduz ɐtʁɐves dɐ plɐtɐfoɾmɐ p-27 (sɛmiʃsubmɛɾsivɛl),
-lokɐlizɐdɐ no kɐmpo dɛ vowɐdoɾ. o ɛʃkowɐmɛnto dɐ pɾodu ɐ̃w̃ dɛ ɔlɛo e fɛjto ɐtʁɐveʃ
-dɛ olɛodutos ɛ dowis plɛm’s (pipɛlinɛ ɛnd mɐnifold) kʷɛ intɛɾliɡɐm ɐs plɐtɐfoɾmɐʃ
-pɾodutoɾɐs do tipo s ɐos fso’s p-32 ɛ p-47, dɛ ondɛ ɐ pɾodusɐ̃w̃ e ɛʃkowɐdɐ
-ɐtʁɐves dɛ nɐvios ɐliviɐdoɾɛs, kom ɛsɛsɐ̃w̃ dɐ plɐtɐfoɾmɐ p-26 kuʒɐ pɾodusɐ̃w̃ e
-ɛnviɐdɐ ɐtʁɐves dɛ olɛoduto pɐɾɐ plɐtɐfoɾmɐ p-33. ɐ pɾodu ɐ̃w̃ dɛ ɔlɛo dɐʃ
-plɐtɐfoɾmɐs fpso’s e ɛʃkowɐdɐ ɐtʁɐves dɛ nɐvios ɐliviɐdoɾɛs. o ɛʃkowɐmɛnto do ɡaʃ
-pɾoduzido e fɛjto ɐtʁɐves dɛ umɐ mɐlɐ dɛ ɡɐzodutos kʷɛ intɛɾliɡɐm ɐʃ
-plɐtɐfoɾmɐs ɛ diɾɛzionɐm ɐ pɾodusɐ̃w̃ pɐɾɐ ɐs plɐtɐfoɾmɐs dɛ nɐmoɾɐdo (pnɐ-1) ɛ
-ɡɐɾowupɐ (pɡp-1), ɛ dɛʃtɐs pɐɾɐ o tɛɾminɐl dɛ kɐbiẃnɐs. 5.3.1.2. kɐɾɐktɛɾizɐsɐ̃w̃
-dos ɾɛzɛɾvɐtɔɾios o ɾɛzɛɾvɐtɔɾio dɛ mɐɾlim sɛ tɾɐtɐ dɛ um ɾɛzɛɾvɐtɔɾio
-tuɾbiditiko dɐ foɾmɐsɐ̃w̃ kɐɾɐpɛbus, foɾmɐdo no pɛɾiodo pɐlɛɔʒɛno, dɛ idɐdɛ
-oliɡozenikɐ, ɐ umɐ pɾofundidɐdɛ dɛ 2.631 mɛtʁos. tɐmbem foɾɐm konstɐtɐdɐʃ
-ɐkumulɐsõj̃s ɛm ɾɛzɛɾvɐtɔɾio kɐɾbonatiko dɐ foɾmɐsɐ̃w̃ mɐkɐbu, do ɡɾupo lɐɡowɐ fɛjɐ,
-dɛ idɐdɛ ɐptiɐnɐ. o ɾɛzɛɾvɐtɔɾio ɐpʁɛzɛntɐ umɐ seɾiɛ dɛ lobos submɐɾinoʃ
-kowɐlɛʃsɛntɛs, nɐ̃w̃-konfinɐdos, ɾɛzultɐndo ɛm vɐʃto koɾpo ɐɾɛnozo mɐziso ɛ
-ʁɛlɐtivɐmɛntɛ omoʒenɛo, dɛ ɡɾɐnulomɛtʁiɐ mediɐ ɐ finɐ ɛ poɾozidɐdɛ dɐ oɾdɛm dɛ
-25%, kom ɛʃpɛʃsuɾɐ mediɐ dɛ 47 m, pɾɐtikɐmɛntɛ inkonsolidɐdos. (milɐni ɛ ɐɾawʒo,
-2003). os mɛkɐniʃmos dɛ pɾodusɐ̃w̃ do ɾɛzɛɾvɐtɔɾio sɐ̃w̃, ɛʃsɛnsiɐlmɛntɛ, dɛ
-ɛspɐnsɐ̃w̃ dɛ ɾokɐ ɛ flujdos, ɔlɛo ɛ ɡas ɛm solusɐ̃w̃. utilizɐ-sɛ ɐ inʒɛsɐ̃w̃ dɛ aɡɐ
-komo metodo dɛ ɾɛkupɛɾɐsɐ̃w̃ suplɛmɛntɐɾ, ɛʃtimɐndo-sɛ ɐ ɾɛpʁɛʃsuɾizɐkɐ̃w̃ doʃ
-ʁɛzɛɾvɐtɔɾios ɐte um pɐtɐmɐɾ pɾɔksimo as suɐs pɾɛʃsõj̃s oɾiʒinajs. (ɐnp, 2011) o
-ʁɛzɛɾvɐtɔɾio do kɐmpo dɛ mɐɾlim ɐbʁiɡɐ pɛtʁɔlɛo dɛ dɛnsidɐdɛ mediɐ dɛ 20°ɐpi. o
-ʁɛzɛɾvɐtɔɾio e foɾmɐdo poɾ ɐɾɛnito kom ɛsɛlɛntɛs kɐɾɐktɛɾiʃtikɐs pɛɾmo-poɾozɐs,
-kom ɐltɐ pɛɾmɛɐbilidɐdɛ, ɛm toɾno dɛ 1000 md ɛ ��lɛvɐdos indizɛs dɛ
-pɾodutividɐdɛ. (bɾun ɛt ɐl. 2003). ɐ kɐntidɐdɛ dɛ ɔlɛo oɾiʒinɐl in plɐzɛ ɛ̃
-mɐɾlim fowi ɛʃtimɐdɐ ɛm 8,1 bilõj̃s dɛ bɐʁis dɛ ɔlɛo (bɾun ɛt ɐl. 1996).
-5.3.1.3. iʃtɔɾiko dɛ pɾodusɐ̃w̃ dɛ ɔlɛo o kɐdʁo ɛ ɐ fiɡʁɐ ɐbajkso ɐpʁɛzɛntɐm ɐ
-pɾodusɐ̃w̃ iʃtɔɾikɐ do kɐmpo dɛ mɐɾlim. e vizivɛl ɐ kʷɛdɐ dɐ pɾodusɐ̃w̃ ɐ pɐɾtiɾ do
-ɐno 2002. kɐmpo dɛ bɐʁɐkudɐ 5.3.2.1. siʃtɛmɐ dɛ pɾodusɐ̃w̃ ɛ ɛʃkowɐmɛnto ɐ
-pɾodusɐ̃w̃ do kɐmpo dɛ bɐʁɐkudɐ e kolɛtɐdɐ ɐtʁɐves dɛ duɐs plɐtɐfoɾmɐs fpso
-(flowɐtinɡ pɾoduktion stoɾɐʒɛ ɐnd offlowɐdinɡ): p-43 ɛ p-48, sɛndo kʷɛ ɐ p-48 ɛʃta
-lokɐlizɐdɐ sobʁɛ o kɐmpo dɛ kɐɾɐtinɡɐ, ondɛ ɛʃtɐ̃w̃ intɛɾliɡɐdos os posoʃ
-inʒɛtoɾɛs ɛ pɾodutoɾɛs do kɐmpo. ɐ plɐtɐfoɾmɐ p-48 tɐmbem kolɛtɐ ɐ pɾodusɐ̃w̃ do
-kɐmpo dɛ kɐɾɐtinɡɐ. o ɛʃkowɐmɛnto dɐ pɾodusɐ̃w̃ dɛ ɔlɛo e ɾɛɐlizɐdo ɐtʁɐves dɛ
-nɐvios ɐliviɐdoɾɛs. 5.3.2.2. kɐɾɐktɛɾizɐsɐ̃w̃ dos ɾɛzɛɾvɐtɔɾios os ɾɛzɛɾvɐtɔɾioʃ
-pɾodutoɾɛs do kɐmpo dɛ bɐʁɐkudɐ sɐ̃w̃ ɐɾɛnitos tuɾbiditikos dɐ foɾmɐsɐ̃w̃
-kɐɾɐpɛbus, dɛ idɐdɛs oliɡo-miozenikɐ ɛ pɐlɛozenikɐ, oɾiʒinɐlmɛntɛ subsɐtuɾɐdos,
-ɛ kɐɾbonɐtos dɐ foɾmɐsɐ̃w̃ mɐkɐbu, dɛ idɐdɛ ɐptiɐnɐ (ɾɛzɛɾvɐtɔɾio dɐ sɛsɐ̃w̃ pɾe-sɐl
-kompɐɾtilɐdo kom o kɐmpo dɛ kɐɾɐtinɡɐ). os mɛkɐniʃmos dɛ pɾodusɐ̃w̃ do
-ʁɛzɛɾvɐtɔɾio sɐ̃w̃, ɛʃsɛnsiɐlmɛntɛ, dɛ ɛspɐnsɐ̃w̃ dɛ ɾokɐ ɛ flujdos, ɔlɛo ɛ ɡas ɛ̃
-solusɐ̃w̃. utilizɐ-sɛ ɐ inʒɛsɐ̃w̃ dɛ aɡɐ komo metodo dɛ ɾɛkupɛɾɐsɐ̃w̃ suplɛmɛntɐɾ,
-ɛʃtimɐndo-sɛ ɐ ɾɛpʁɛʃsuɾizɐkɐ̃w̃ dos ɾɛzɛɾvɐtɔɾios ɐte um pɐtɐmɐɾ pɾɔksimo as suɐʃ
-pɾɛʃsõj̃s oɾiʒinajs. o ɾɛzɛɾvɐtɔɾio do kɐmpo dɛ bɐʁɐkudɐ ɐbʁiɡɐ pɛtʁɔlɛo dɛ
-dɛnsidɐdɛ mediɐ dɛ 25°ɐpi. o ɾɛzɛɾvɐtɔɾio ɐpʁɛzɛntɐ kɐɾɐktɛɾiʃtikɐs dɛ ɐltɐ
-pɛɾmɛɐbilidɐdɛ, ɛm toɾno dɛ 1000 md ɛ ɛlɛvɐdos indizɛs dɛ pɾodutividɐdɛ. ɐ
-kɐntidɐdɛ dɛ ɔlɛo oɾiʒinɐl in plɐzɛ ɛm bɐʁɐkudɐ fowi ɛʃtimɐdɐ ɛm 2,25 bilõj̃ʃ
-dɛ bɐʁis dɛ ɔlɛo (ɡʷimɐɾɐɛs ɛt ɐl. 2001). 5.3.2.3. iʃtɔɾiko dɛ pɾodusɐ̃w̃ dɛ
-ɔlɛo o kɐdʁo ɛ ɐ fiɡʁɐ ɐbajkso ɐpʁɛzɛntɐm ɐ pɾodusɐ̃w̃ iʃtɔɾikɐ do kɐmpo dɛ
-bɐʁɐkudɐ. e vizivɛl ɐ kʷɛdɐ dɐ pɾodusɐ̃w̃ ɐ pɐɾtiɾ do ɐno 2006. fontɛ: ɐdɐptɐdo
-dɛ ɐnp, 2011 fiɡʁɐ 26 - ɡɾafiko dɐ pɾodusɐ̃w̃ iʃtɔɾikɐ do kɐmpo dɛ bɐʁɐkudɐ
-5.3.3. kalkulo dɐ pɾɛʃsɐ̃w̃ ɐtuɐl dos ɾɛzɛɾvɐtɔɾios pɐɾɐ podɛɾ ɾɛɐlizɐɾ todos oʃ
-kalkulos ɾɛlɐzionɐdos a inʒɛsɐ̃w̃ dɛ ko2 no poso, sɛɾa nɛzɛʃsaɾio kɐlkulɐɾ ɐ ɐtuɐl
-pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio. dɛvido a difikuldɐdɛ ɛm obtɛɾ dɐdos ɐtuɐlizɐdos dɐ
-pɾɛʃsɐ̃w̃ dos ɾɛzɛɾvɐtɔɾios nos kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ, ɐ pɾɛʃsɐ̃w̃ do
-ʁɛzɛɾvɐtɔɾio sɛɾa ɛʃtimɐdɐ ɐtʁɐves dɐ fiɡʁɐ 27, utilizɐndo os vɐloɾɛs dɛ
-pɾɛʃsɐ̃w̃ iniziɐl do ɾɛzɛɾvɐtɔɾio, ɐ pɾodusɐ̃w̃ ɐkumulɐdɐ dɛ ɔlɛo do ɾɛzɛɾvɐtɔɾio ɛ
-o volumɛ oɾiʒinɐl dɛ ɔlɛo no ɾɛzɛɾvɐtɔɾio. fiɡʁɐ 27 - ɡɾafiko do dɛkajmɛnto dɐ
-pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio ɛm funsɐ̃w̃ dɐ pɾodusɐ̃w̃ ɐkumulɐ dɛ ɔlɛo fontɛ: ɐdɐptɐdo dɛ
-ɡlovɛɾ, p. (2001) o ɡɾafiko ɐpʁɛzɛntɐ o dɛkajmɛnto dɐ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio ɛ̃
-funsɐ̃w̃ dɐ pɾodusɐ̃w̃ ɐkumulɐdɐ dɛ pɛtʁɔlɛo no ɾɛzɛɾvɐtɔɾio, ɐ pɐɾtiɾ dɛ ũ
-dɛtɛɾminɐdo mɛkɐniʃmo dɛ pɾodusɐ̃w̃, kʷɛ podɛ sɛɾ: influkso dɛ aɡɐ; sɛɡʁɛɡɐsɐ̃w̃
-ɡɾɐvitɐzionɐl owu ɡas ɛm solusɐ̃w̃. o mɛkɐniʃmo dɛ pɾodusɐ̃w̃ utilizɐdo nos kɐmpos dɛ
-mɐɾlim ɛ bɐʁɐkudɐ e o influkso dɛ aɡɐ, ɐtʁɐves dɐ inʒɛsɐ̃w̃ do mɛʃmo no
-ʁɛzɛɾvɐtɔɾio, mɐntɛndo ɐ pɾɛʃsɐ̃w̃ ɛlɛvɐdɐ duɾɐntɛ um tɛmpo mɐjoɾ kʷɛ os owutʁoʃ
-mɛkɐniʃmos. ɐtʁɐves dɛʃsɛ pɛɾsɛntuɐl, sɛɾa poʃsivɛl dɛtɛɾminɐɾ o vɐloɾ
-poɾsɛntuɐl dɐ pɾɛʃsɐ̃w̃ ɐtuɐl do ɾɛzɛɾvɐtɔɾio ɐ pɐɾtiɾ do vɐloɾ oɾiʒinɐl dɐ
-pɾɛʃsɐ̃w̃, ɐntɛs do kɐmpo pɾoduziɾ ɔlɛo, utilizɐndo ɐ sɛɡʷintɛ ɛkɐsɐ̃w̃: pɾɛʃsɐ̃w̃
-ɐtuɐl ; - pɾɛʃsɐ̃w̃ oɾiʒinɐl ; . (mpɐ) = % do vɐloɾ oɾiɡnɐl dɛ pɾɛʃsɐ̃w̃ ks 8! i do
-ʁɛzɛɾvɐtɔɾio do ɾɛzɛɾvɐtɔɾio (mpɐ) ɾɛzɛɾvɐtɔɾio dɛ bɐʁɐkudɐ 5.3.4. kalkulo do
-numɛɾo dɛ posos ɛ dɐ vɐzɐ̃w̃ ɐ sɛɾ inʒɛtɐdɐ poɾ poso pɾimɛjɾɐmɛntɛ, dɛvɛ-sɛ
-kɐlkulɐɾ ɐ mobilidɐdɛ do ɡas kɐɾboniko (ko2 mobilitj) dɛntɾo do ɾɛzɛɾvɐtɔɾio,
-kʷɛ koʁɛʃpondɛ a pɛɾmɛɐbilidɐdɛ ɐbsolutɐ do ɾɛzɛɾvɐtɔɾio dividido pɛlɐ
-viʃkozidɐdɛ do ko2 sob ɐs kondisõj̃s dɛ pɾɛʃsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ do ɾɛzɛɾvɐtɔɾio. o
-vɐloɾ dɛ pɛɾmɛɐbilidɐdɛ do ɾɛzɛɾvɐtɔɾio e obtido ɐtʁɐves dos dɐdos foɾnɛzidoʃ
-pɛlɐ litɛɾɐtuɾɐ. o vɐloɾ dɛ viʃkozidɐdɛ do ko2 dɛntɾo do ɾɛzɛɾvɐtɔɾio dɛ
-pɛtʁɔlɛo podɛ sɛɾ obtido ɐtʁɐves dɐ ɾɛlɐsɐ̃w̃ dɛ pɾɛʃsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ do
-ʁɛzɛɾvɐtɔɾio, dɐdɐ pɛlɐ funsɐ̃w̃ ɡɾafikɐ ɐ sɛɡʷiɾ: tɐnto pɐɾɐ o kɐmpo dɛ mɐɾlĩ
-kɐnto pɐɾɐ o kɐmpo dɛ bɐʁɐkudɐ o vɐloɾ dɐ pɛɾmɛɐbilidɐdɛ do ɾɛzɛɾvɐtɔɾio e
-ɛntɾɛ 1000 ɛ 2500 md (bɾun ɛt. ɐl., 2003). pɐɾɐ os kalkulos, fowi konsidɛɾɐdo o
-mɛnoɾ vɐloɾ, o dɛ 1000 md pɐɾɐ ɐmbos os kɐmpos. ɐs tɛmpɛɾɐtuɾɐs dos kɐmpos dɛ
-mɐɾlim ɛ bɐʁɐkudɐ, nɛzɛʃsaɾiɐs pɐɾɐ obtɛɾ ɐ viʃkozidɐdɛ do ko2, sɐ̃w̃,
-ʁɛʃpɛktivɐmɛntɛ, 65°k ɛ 72°k (ɾokkɛtt, 2010). utilizɐndo o ɡɾafiko ɛ os dɐdos dɛ
-tɛmpɛɾɐtuɾɐ ɛ pɾɛʃsɐ̃w̃ ɐtuɐl do ɾɛzɛɾvɐtɔɾio (pɾɛzɛntɛs no itɛm 5.3.3), obtɛvɛ-sɛ
-o vɐloɾ dɛ 0,059 mpɐ.s pɐɾɐ mɐɾlim ɛ 0,063 mpɐ.s pɐɾɐ bɐʁɐkudɐ. utilizɐndo ɐ
-ɛkɐsɐ̃w̃, o vɐloɾ ɾɛzultɐntɛ dɛ inʒɛtividɐdɛ pɐɾɐ os kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ
-sɐ̃w̃: inʒɛtividɐdɛ dɛ ko2 ɛm mɐɾlim = 0,0208 ks 16945,15 = 352,54 t/d/m/ mpɐ ɐ
-inʒɛtividɐdɛ dɛ ko2 koʁɛʃpondɛ ɐo flukso dɛ mɐʃsɐ dɛ ko2 (m), ɛm tonɛlɐdɐs, kʷɛ
-podɛ sɛɾ inʒɛtɐdo poɾ unidɐdɛ dɛ ɛʃpɛʃsuɾɐ do ɾɛzɛɾvɐtɔɾio (), ɛm mɛtʁos, ɛ
-pɛlɐ unidɐdɛ dɛ difɛɾɛnsɐ dɛ pɾɛʃsɐ̃w̃ ɛntɾɛ ɐ pɾɛʃsɐ̃w̃ dɛ inʒɛsɐ̃w̃ no poso ɛ ɐ
-pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio (pinʒ – pɾɛs), dɐdo ɛm mɛɡɐ pɐʃkɐl. dɐdɐ ɐ inʒɛtividɐdɛ
-dɛ ko2, o flukso dɛ mɐʃsɐ maksimo dɛ inʒɛsɐ̃w̃ poɾ poso, dɛ ɐkoɾdo kom ɐs kondisõj̃ʃ
-dɛ pɾɛʃsɐ̃w̃ dɛ inʒɛsɐ̃w̃, ɛm tonɛlɐdɐs dɛ ko2 poɾ diɐ, podɛ sɛɾ kɐlkulɐdɐ ɐtʁɐveʃ
-dɐ sɛɡʷintɛ ɛkɐsɐ̃w̃: vɐzɐ̃w̃, ɛm mɐʃsɐ, maksimɐ poɾ poso (tko2/diɐ) = inʒɛtividɐdɛ
-dɛ ko2 ks  ks (pinʒ – pɾɛs) dɛvido ɐos ɐltos vɐloɾɛs dɛ inʒɛtividɐdɛ dɛ ko2
-kɐlkulɐdos pɐɾɐ os kɐmpos, nɐ̃w̃ sɛɾa nɛzɛʃsaɾio kʷɛ sɛ inʒɛtɛ ko2 ɐ pɾɛʃsõj̃ʃ
-mujto ɛlɛvɐdɐs kompɐɾɐdɐs ɐ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio. poɾtɐnto, ɐ pɾɛʃsɐ̃w̃ dɛ
-inʒɛsɐ̃w̃ sɛɾa 0,25 mpɐ mɐjoɾ do kʷɛ ɐ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio. o vɐloɾ dɛ
-ɛʃpɛʃsuɾɐ mediɐ do ɾɛzɛɾvɐtɔɾio do kɐmpo dɛ mɐɾlim e dɛ 47 mɛtʁos (bɾun ɛt.
-ɐl., 2003) ɛ ɐ do kɐmpo dɛ bɐʁɐkudɐ fowi ɛʃtimɐdɐ ɛm 50 mɛtʁos. um poso ɛ̃
-bɐʁɐkudɐ komo viʃto ɐntɛɾioɾmɛntɛ, o flukso dɛ ko2 kʷɛ vaj sɛɾ inʒɛtɐdo vaj
-vɐɾiɐɾ dɛ ɐkoɾdo kom ɐ kɐntidɐdɛ dɛ ko2 ɾɛziklɐdo kʷɛ ɾɛtoɾnɐ ʒunto kom o
-pɛtʁɔlɛo ɛstɾɐ pɾoduzido, ɛm ɾɐzɐ̃w̃ dɐ miʃsibilidɐdɛ do ko2 kom o ɔlɛo. ɛʃsɛ
-vɐloɾ vɐɾiɐ ɛntɾɛ 50 ɛ 67% (ipkk, 2005), dɛpɛndɛndo dɐs kɐɾɐktɛɾiʃtikɐs do
-ʁɛzɛɾvɐtɔɾio ɛ dɐ kɐntidɐdɛ ɾɛʃtɐntɛ dɛ ɔlɛo pɐʃsivɛl dɛ ɾɛkupɛɾɐsɐ̃w̃. ɛʃsɛ ko2
-sɛɾa sɛpɐɾɐdo do ɔlɛo ɛ ɾɛjnʒɛtɐdo pɛlos mɛʃmos posos dɛ inʒɛsɐ̃w̃. pɐɾɐ ɛfɛjtoʃ
-dɛ kalkulo, fowi konsidɛɾɐdo o pioɾ sɛnaɾio, o dɛ 67% dɛ ɾɛtoɾno dɛ ko2 ʒunto ɐo
-ɔlɛo. o ko2 e ɾɛziklɐdo, kompɾimido ɛ novɐmɛntɛ inʒɛtɐdo ʒunto kom o ko2
-pɾovɛniɛntɛ dɐs ɛmiʃsõj̃s kɐptuɾɐdɐs. ɐ vɐzɐ̃w̃, ɛm mɐʃsɐ, dɛ ko2 iniziɐl kʷɛ sɛɾa
-inʒɛtɐdɐ no ɾɛzɛɾvɐtɔɾio, e iɡɐl a kɐntidɐdɛ dɛ ko2 kʷɛ kɛɡɐ ɐnuɐlmɛntɛ ɐoʃ
-kɐmpos, pɛlos kɐɾbodutos, dividido pɛlo numɛɾo dɛ diɐs ɛm um ɐno,
-dɛʃkonsidɛɾɐndo, nɛʃtɛ pɾimɛjɾo momɛnto, o ko2 ɾɛziklɐdo: kɐntidɐdɛ diaɾiɐ
-iniziɐl ., — mɐʃsɐtotɐl dɛ ko; ɐnuɐl, , : ɐ sɛɾ inʒɛtɐdɐ no kɐmpo (10,/diɐ) =
-dɛʃtinɐdo ɐo kɐmpo (1) + 365 (diɐs) utilizɐndo o vɐloɾ dɐ kɐntidɐdɛ diaɾiɐ
-iniziɐl (ajndɐ sɛm konsidɛɾɐɾ o ɾɛziklo) dɛ ko2 ɐ sɛɾ inʒɛtɐdo nos kɐmpos, fowi
-poʃsivɛl kɐlkulɐɾ ɐ kɐntidɐdɛ maksimɐ diaɾiɐ kʷɛ sɛɾa inʒɛtɐdɐ nos kɐmpoʃ
-dividindo-o pɛlɐ poɾsɛntɐʒɛm maksimɐ dɛ ɾɛtoɾno dɛ ko2 ʒunto kom o ɔlɛo pɾoduzido
-(67%). kɐntidɐdɛ maksimɐ kɐntidɐdɛ maksimɐ diaɾiɐ — sono ɐn 38,940 09100,/diɐ ɐ
-sɛɾ inʒɛtɐdɐ ɛm mɐɾlim ajʃnɛ kɐntidɐdɛ maksimɐ diaɾiɐ = 11 0971 + 670
-=19.470,05tko,/diɐ ɐ sɛɾ inʒɛtɐdɐ ɛm bɐʁɐkudɐ finɐlmɛntɛ, o numɛɾo dɛ posoʃ
-nɛzɛʃsaɾios (n) vaj sɛɾ iɡɐl a kɐntidɐdɛ totɐl dɛ ko2 ɐ sɛɾ inʒɛtɐdo, dividido
-pɛlo flukso maksimo dɛ inʒɛsɐ̃w̃ dɛ um poso (kom o ɾɛziklo do ko2). numɛɾo dɛ posoʃ
-— — 38940,09 + 4142,37 = 9,4 nɛʃsɛʃsaɾios ɛm bɐʁɐkudɐ poɾtɐnto, sɛɾɐ̃w̃
-nɛzɛʃsaɾios dɛz posos inʒɛtoɾɛs ɛm mɐɾlim ɛ sinko posos ɛm bɐʁɐkudɐ. um poso ɛ̃
-bɐʁɐkudɐ poɾtɐnto, pɐɾɐ ɛfɛjtos dɛ dimɛnsionɐmɛnto dɐs instɐlɐsõj̃s nɛzɛʃsaɾiɐʃ
-pɐɾɐ inʒɛtɐɾ o ko2, ɛ dos kalkulos dɛ kuʃto dɛ instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃ ɛ
-mɐnutɛnsɐ̃w̃, sɛɾa konsidɛɾɐdo o vɐloɾ maksimo dɛ inʒɛsɐ̃w̃ dɛ ko2 poɾ poso, 3.894
-tko2/diɐ tɐnto pɐɾɐ mɐɾlim komo pɐɾɐ bɐʁɐkudɐ, sɛndo 10 posos no pɾimɛjɾo ɛ 5
-no sɛɡndo kɐmpo. 5.3.5. kalkulo dɐ kɐpɐzidɐdɛ dɛ ɐɾmɐzɛnɐmɛnto dɛ ko2 kɐlkulɐɾ
-ɐ kɐpɐzidɐdɛ dɛ um ɾɛzɛɾvɐtɔɾio ɛm ɾɛzɛbɛɾ ko2 e ɛʃsɛnsiɐl pɐɾɐ ɐvɐliɐɾ kʷɛzitoʃ
-impoɾtɐntɛs pɐɾɐ o pɾoʒɛto. pɾimɛjɾɐmɛntɛ, kom ɐ kɐpɐzidɐdɛ kɐlkulɐdɐ, podɛɾa
-sɛɾ kɐlkulɐdo o tɛmpo kʷɛ lɛvɐ pɐɾɐ sɐtuɾɐɾ o kɐmpo kom ɐ inʒɛsɐ̃w̃ dɛ ko 2. ɛʃsɛ
-dɐdo e impoɾtɐntɛ ɛm ɾɛlɐsɐ̃w̃ a sɛɡʁɐnsɐ do ɐɾmɐzɛnɐmɛnto no ɾɛzɛɾvɐtɔɾio,
-ɡɐɾɐntindo kʷɛ nɐ̃w̃ ɐʒɐ umɐ kɐntidɐdɛ mɐjoɾ dɛ diɔksido dɛ kɐɾbono do kʷɛ ɐ
-kɐpɐzidɐdɛ dɛ supoɾtɛ. ɐ kɐpɐzidɐdɛ dɛ um ɾɛzɛɾvɐtɔɾio dɛ ɔlɛo dɛ ɐɾmɐzɛnɐɾ
-diɔksido dɛ kɐɾbono dɛpɛndɛ bɐzikɐmɛntɛ dɐ kɐntidɐdɛ dɛ ɔlɛo oɾiʒinɐl do
-ʁɛzɛɾvɐtɔɾio (tɐmɐno do ɾɛzɛɾvɐtɔɾio), dɐ dɛnsidɐdɛ do ɔlɛo ɛ dɐ pɾɛʃsɐ̃w̃ do
-ʁɛzɛɾvɐtɔɾio. pɾimɛjɾɐmɛntɛ, sɛɾa nɛzɛʃsaɾio konvɛɾtɛɾ o volumɛ oɾiʒinɐl dɛ ɔlɛo
-in plɐzɛ, kʷɛ e dɐdo ɛm bɐʁis dɛ ɔlɛo pɐɾɐ mɛtʁos kubikos. dɛ ɐkoɾdo kom ɐ
-pɛtʁobʁɐs, um mɛtʁo kubiko dɛ ɔlɛo kɾu ɛkʷivɐlɛ ɐ 6,3 bɐʁis. loɡo , o owojp , ɛ̃
-mɛtʁos kubikos dos kɐmpos , sɛɾa : owojp dɛ mɐɾlim = 8100 + 6,3 = 1.287,77 ( 10º
-m? ) owojp dɛ bɐʁɐkudɐ = 2250 + 6,3 = 357,71 (10º m?) ɐ pɐɾtiɾ do volumɛ
-oɾiʒinɐl dɛ ɔlɛo in plɐzɛ, sɛɾa kɐlkulɐdo o volumɛ ɾɛkupɛɾavɛl dɛ ɔlɛo (ɛ̃
-kondisõj̃s pɐdʁõj̃s), utilizɐndo o vɐloɾ dɛ ɡɾaw ɐpi do ɔlɛo do ɾɛzɛɾvɐtɔɾio. ɐ
-ɛkɐsɐ̃w̃ sɛ ɛnkontɾɐ ɐ sɛɡʷiɾ (stɛvɛns, 1999): vowil = owojp ks ((ɐpi + 5)/100) vowil
-dɛ bɐʁɐkudɐ = 357,71 ks (ɛ ) = 107,31 (10º m?) kom o vowil kɐlkulɐdo , sɛɾa
-poʃsivɛl kɐlkulɐɾ ɐ kɐntidɐdɛ dɛ ko2 kʷɛ podɛ sɛɾ ɐɾmɐzɛnɐdo nɛʃsɛ kɐmpo ,
-utilizɐndo o fɐtoɾ volumɛ-foɾmɐsɐ̃w̃ dɛ ɔlɛo ɛ ɐ dɛnsidɐdɛ do ko2 nɐs kondisõj̃s do
-ʁɛzɛɾvɐtɔɾio , dɛmonstɾɐdo nɐ ɛkɐsɐ̃w̃ ( iɛɐ , 2005 ) : ondɛ :  vko2 =
-kɐpɐzidɐdɛ dɛ ɐɾmɐzɛnɐmɛnto dɛ ko2 ( milõj̃s dɛ tonɛlɐdɐs )  vowil = volumɛ
-ʁɛkupɛɾavɛl dɛ ɔlɛo ɛm kondisõj̃s pɐdʁõj̃s ( 106 m3 )  bo = fɐtoɾ volumɛ-foɾmɐsɐ̃w̃
-do ɔlɛo  ρ ko2 = dɛnsidɐdɛ do ko2 nɐs kondisõj̃s do ɾɛzɛɾvɐtɔɾio ( kɡ/m3 ) o
-fɐtoɾ volumɛ-foɾmɐsɐ̃w̃ do ɔlɛo dɛ mɐɾlim ɛ dɛ bɐʁɐkudɐ e dɛ 1,51 (ɾutlɛdʒɛ ɛ
-ʁɐʒɐɡopɐl, 2007). ɐ dɛnsidɐdɛ do ko2 no ɾɛzɛɾvɐtɔɾio podɛ sɛɾ obtidɐ ɐtʁɐves do
-sɛɡʷintɛ ɡɾafiko : ɐtʁɐves do ɡɾafiko ɛ dos vɐloɾɛs dɛ pɾɛʃsɐ̃w̃ ( kɐlkulɐdos no
-itɛm ɐntɛɾioɾ ) ɛ tɛmpɛɾɐtuɾɐ , fowi kɐlkulɐdo ɐ dɛnsidɐdɛ do ko2 no ɾɛzɛɾvɐtɔɾio
-:  pɾɛʃsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ dɛ mɐɾlim = 20,8 mpɐ ɛ 650k ∴ ρ ko2 = 780 kɡ / m3 
-pɾɛʃsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ dɛ bɐʁɐkudɐ = 23,8 mpɐ ɛ 720k ∴ ρ ko2 = 800 kɡ / m3
-poɾtɐnto , ɐ kɐpɐzidɐdɛ totɐl dɛ kɐdɐ kɐmpo ɛm ɐɾmɐzɛnɐɾ ko2 sɛɾa : vko2dɛ
-mɐɾlim = ( 321,94/1000 ) ks 1,51 ks 780 = 379,18 ( mt ) ʒɛɾɐlmɛntɛ ɐ kɐpɐzidɐdɛ dɛ
-ɐɾmɐzɛnɐmɛnto e mɐjoɾ do kʷɛ ɐ nɛzɛʃsidɐdɛ dɛ inʒɛsɐ̃w̃ dɛ ko2 totɐl pɐɾɐ pɾoduziɾ
-todo o ɔlɛo pɐʃsivɛl dɛ ɾɛkupɛɾɐsɐ̃w̃ do kɐmpo. sɛndo ɐʃsim o tɛmpo dɛ ɛksɛkusɐ̃w̃ do
-pɾoʒɛto sɛɾa dɛ ɐkoɾdo kom suɐ kɐpɐzidɐdɛ dɛ ɾɛkupɛɾɐɾ pɛtʁɔlɛo. 5.3.6. kalkulo
-dɐ kɐntidɐdɛ ɾɛkupɛɾavɛl dɛ ɔlɛo dos kɐmpos ɛ ɐ tɐksɐ dɛ pɾodusɐ̃w̃ ɛstɾɐ ɐ
-inʒɛsɐ̃w̃ dɛ ko2, um dos poʃsivɛjs metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ tɛɾsiaɾiɐ dɛ pɛtʁɔlɛo,
-ɛm kɐmpos mɐduɾos pɾomovɛ umɐ mɛloɾiɐ siɡnifikɐtivɐ nɐ pɾodusɐ̃w̃ dɛ ɔlɛo. komo
-viʃto no ɡɾafiko dɛ pɾodusɐ̃w̃ iʃtɔɾikɐ dɛ mɐɾlim, ɐ pɾodusɐ̃w̃ ɛʃta ɛm dɛkajmɛnto
-dɛʃdɛ 2002, indikɐndo kʷɛ os metodos pɾimaɾios ɛ sɛkundaɾios dɛ ɾɛkupɛɾɐsɐ̃w̃ ʒa
-nɐ̃w̃ suɾtɛm mujto ɛfɛjto no awmɛnto dɛ pɾodusɐ̃w̃ do kɐmpo. kom ɐ inʒɛsɐ̃w̃ dɛ ko2, ɐ
-pɾodusɐ̃w̃ tɛɾa um ɡɐno ɛspɾɛʃsivo ɛm ɾɛlɐsɐ̃w̃ ɐos nivɛjs ɐtuajs dɛ pɾodusɐ̃w̃. komo
-mɛnsionɐdo ɐntɛɾioɾmɛntɛ, ɐ kɐntidɐdɛ ɾɛkupɛɾavɛl dɛ pɛtʁɔlɛo poɾ ɾɐp (ɛoɾ)
-vɐɾiɐ bɐʃtɐntɛ ɛm ɾɐzɐ̃w̃ do mɛkɐniʃmo dɛ dɛʃlokɐmɛnto dɛ ɔlɛo (miʃsivɛl owu
-imiʃsivɛl) ɛ dɐs kɐɾɐktɛɾiʃtikɐs do kɐmpo, komo ɐ pɾɛʃsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio, ɐ
-kɐntidɐdɛ oɾiʒinɐl dɛ ɔlɛo in plɐzɛ, ɐs ɾɛzɛɾvɐs ɾɛʃtɐntɛs dɛ pɛtʁɔlɛo ɛ o ɡɾaw
-ɐpi do ɔlɛo. tɐnto pɐɾɐ os kɐmpos dɛ mɐɾlim ɛ dɛ bɐʁɐkudɐ, o mɛkɐniʃmo dɛ
-dɛʃlokɐmɛnto dɛ ɔlɛo e o miʃsivɛl, ɛm ɾɐzɐ̃w̃ dɐs ɐltɐs pɾɛʃsõj̃s do ɾɛzɛɾvɐtɔɾio
-kʷɛ supɛɾɐm ɐ pɾɛʃsɐ̃w̃ dɐ zonɐ dɛ miʃsibilidɐdɛ. no dɛʃlokɐmɛnto miʃsivɛl, o ko2
-sɛ miʃtuɾɐ kom o ɔlɛo do ɾɛzɛɾvɐtɔɾio, foɾmɐndo um ɔlɛo mɛnos viʃkozo ɛ,
-poɾtɐnto majs fazil dɛ sɛɾ ɾɛtiɾɐdo do ɾɛzɛɾvɐtɔɾio. ɐntɛs dɛ kɐlkulɐɾ ɐ
-pɾodusɐ̃w̃ ɛstɾɐ ɐnuɐl dɛ pɛtʁɔlɛo kʷɛ okoʁɛɾa ɛm funsɐ̃w̃ dɐ inʒɛsɐ̃w̃ do diɔksido dɛ
-kɐɾbono sɛkʷɛʃtɾɐdo, sɛɾa pɾɛziso kɐlkulɐɾ ɐ kɐntidɐdɛ maksimɐ dɛ ɔlɛo kʷɛ podɛ
-sɛɾ ɾɛkupɛɾɐdɐ. ondɛ :  ɛoɾ ( ɛnɐnsɛd owil ɾɛkovɛɾj ) = kɐntidɐdɛ dɛ ɔlɛo kʷɛ
-podɛ sɛɾ ɾɛkupɛɾɐdo do ɾɛzɛɾvɐtɔɾio ( milõj̃s dɛ bɐʁis )  % ɛstɾɐ =
-poɾsɛntɐʒɛm ɛstɾɐ dɛ ɔlɛo ɾɛkupɛɾavɛl ɛm ɾɐzɐ̃w̃ dɐ inʒɛsɐ̃w̃ dɛ ko2  owojp = volumɛ
-oɾiʒinɐl dɛ ɔlɛo in plɐzɛ do kɐmpo ( milõj̃s dɛ bɐʁis )  k = fɐtoɾ dɛ kontɐto
-do ko2 kom o ɔlɛo ɐʃsumɛ-sɛ kʷɛ o vɐloɾ do fɐtoɾ dɛ kontɐto k e iɡɐl ɐ 0,75
-pɐɾɐ todos os kɐmpos dɛ pɛtʁɔlɛo. e umɐ konsidɛɾɐsɐ̃w̃ konsɛɾvɐtivɐ (ɛndɾiks ɛt
-ɐl., 2002), ʒa kʷɛ e inviavɛl kʷɛ todo o ɔlɛo pɾɛzɛntɛ no ɾɛzɛɾvɐtɔɾio ɛntɾɛ ɛ̃
-kontɐto kom ko2 inʒɛtɐdo, indɛpɛndɛntɛ do mɛkɐniʃmo dɛ dɛʃlokɐmɛnto dɛ ko2
-okoʁido no kɐmpo (miʃsivɛl owu imiʃsivɛl). ɐ poɾsɛntɐʒɛm ɛstɾɐ dɛ ɔlɛo
-ʁɛkupɛɾavɛl ɛm ɾɐzɐ̃w̃ dɐ inʒɛsɐ̃w̃ dɛ ko2 (%ɛstɾɐ) e um vɐloɾ ɛʃtimɐdo bɐzɛɐdo no
-ɡɾaw ɐpi do pɛtʁɔlɛo pɾɛzɛntɛ no kɐmpo. ɛʃtudos ɛ simulɐsõj̃s pɾobɐbiliʃtikɐʃ
-foɾɐm ɾɛɐlizɐdos pɛlɐ iɛɐ ɡɡ (iɛɐ, 2002) pɐɾɐ dɛtɛɾminɐɾ o vɐloɾ dɛ %ɛstɾɐ.
-fikowu dɛtɛɾminɐdo kʷɛ pɐɾɐ ɔlɛos kom um ɡɾaw ɐpi mɛnoɾ kʷɛ 31, o vɐloɾ dɛ %ɛstɾɐ
-sɛɾa ɛntɾɛ 0,3% ɛ 10,3%. milõj̃s dɛ bɐʁis dɛ ɔlɛo ɛoɾ dɛ bɐʁɐkudɐ = 0,085 s
-2250 ks k = 143,44 milõj̃s dɛ bɐʁis dɛ ɔlɛo dɛpowis dɛ kɐlkulɐdo ɐ kɐntidɐdɛ
-maksimɐ ɾɛkupɛɾavɛl dɛ ɔlɛo dos kɐmpos, podɛ-sɛ, ɛntɐ̃w̃, kɐlkulɐɾ o tɛmpo
-nɛzɛʃsaɾio pɐɾɐ pɾoduziɾ todo ɛʃsɛ ɔlɛo ɛstɾɐ, utilizɐndo umɐ ɛʃtimɐtivɐ dɐ tɐksɐ
-dɛ pɾodusɐ̃w̃ dɛʃsɛ ɔlɛo ɛm funsɐ̃w̃ dɐ kɐntidɐdɛ dɛ kɐɾbono kʷɛ e inʒɛtɐdɐ ɛm kɐdɐ
-kɐmpo. ɐ tɐksɐ dɛ pɾodusɐ̃w̃ ɛstɾɐ dɛ ɔlɛo vɐɾiɐ dɛ ɐkoɾdo kom ɐ tɐksɐ dɛ inʒɛsɐ̃w̃ dɛ
-ko2 dos posos ɛ ɐ tɐksɐ unitaɾiɐ dɛ pɾodusɐ̃w̃ dɛ ɔlɛo ɛm funsɐ̃w̃ dɐ kɐntidɐdɛ dɛ
-ko2 kʷɛ e inʒɛtɐdo. os pɾinsipajs fɐtoɾɛs kʷɛ ɐfɛtɐm ɛʃsɐ tɐksɐ dɛ pɾodusɐ̃w̃ ɛstɾɐ
-e o ɡɾaw ɐpi do ɔlɛo do ɾɛzɛɾvɐtɔɾio, owu sɛʒɐ, ɐ dɛnsidɐdɛ do ɔlɛo, ɛ o
-mɛkɐniʃmo dɛ dɛʃlokɐmɛnto dɛ ɔlɛo (miʃsivɛl owu imiʃsivɛl). ɛm ɾɛlɐsɐ̃w̃ ɐo ɡɾaw
-ɐpi, os ɾɛzɛɾvɐtɔɾios kom ɔlɛos majs pɛzɐdos, owu sɛʒɐ, kom um mɛnoɾ ɡɾaw ɐpi,
-nɛzɛʃsitɐm dɛ umɐ mɐjoɾ kɐntidɐdɛ dɛ ko2 pɐɾɐ pɾoduziɾ ɔlɛo do kʷɛ oʃ
-ʁɛzɛɾvɐtɔɾios kom ɔlɛos majs lɛvɛs, kom um mɐjoɾ ɡɾaw ɐpi. ɛm ɾɛlɐsɐ̃w̃ a
-miʃsibilidɐdɛ do ko2 kom o ɔlɛo, ɐ tɐksɐ dɛ pɾodusɐ̃w̃ sɛɾa mɐjoɾ nos kɐzoʃ
-imiʃsivɛjs ɛ mɛnoɾ nos miʃsivɛjs. sɛɡndo ɐ iɛɐ, ɐs tɐksɐs dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo
-sɐ̃w̃ ɛntɾɛ 0,336 ɛ 0,560 tonɛlɐdɐs dɛ ko2 inʒɛtɐdo pɐɾɐ kɐdɐ bɐʁil dɛ ɔlɛo
-pɾoduzido. loɡo , tomɐndo komo bɐzɛ o ɡɾaw ɐpi do ɔlɛo , ɐs tɐksɐs dɛ pɾodusɐ̃w̃
-ɛstɾɐ pɐɾɐ os kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ sɛɾɐ̃w̃ :  mɐɾlim = 0,510 tonɛlɐdɐs dɛ
-ko2 pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ 1 bɐʁil dɛ ɔlɛo  bɐʁɐkudɐ = 0,460 tonɛlɐdɐs dɛ ko2
-pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ 1 bɐʁil dɛ ɔlɛo os ɾɛʃpɛktivos tɛmpos dɛ pɾodusɐ̃w̃ dos kɐmpoʃ
-sɛɾɐ̃w̃: 5.3.7. dɛtɛɾminɐsɐ̃w̃ dos posos inʒɛtoɾɛs ɐpɔs ɐ dɛfinisɐ̃w̃ dɐ kɐntidɐdɛ dɛ
-posos nɛzɛʃsaɾios pɐɾɐ ɐ inʒɛsɐ̃w̃ do ko 2, sɛɾa nɛzɛʃsaɾio ɛʃkolɛɾ os posoʃ
-inʒɛtoɾɛs dɛ aɡɐ ʒa pɛɾfuɾɐdos ɛ komplɛtɐdos. os dɐdos dos posos ɛ suɐʃ
-lokɐlizɐsõj̃s foɾɐm obtidos ɐtʁɐves do bɐnko dɛ dɐdos dɛ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃
-(bdɛp) dɐ ɐʒensiɐ nɐzionɐl do pɛtʁɔlɛo, ɡas nɐtuɾɐl ɛ biokombuʃtivɛjs (ɐnp). o
-bdɛp poʃsuj umɐ ɐmplɐ bɐzɛ dɛ dɐdos diʃponivɛjs ɛm umɐ intɛɾfɐzɛ dɛ siɡ, o bdɛp
-wɛb mɐps. ɐtʁɐves dɛʃtɛ, fowi poʃsivɛl fɐzɛɾ o downlowɐd dɛ um ɐɾkʷivo, kom ɐʃ
-infoɾmɐsõj̃s sobʁɛ os posos pɾɛzɛntɛs nos kɐmpos dɛ bɐʁɐkudɐ ɛ mɐɾlim, no
-foɾmɐto dɛ sɐpɛfilɛ, pɛɾmitindo suɐ mɐnipulɐsɐ̃w̃ no softwɐɾɛ do ɐɾkʒis. foɾɐ̃
-ɛʃkolidos sinko posos inʒɛtoɾɛs ɛm bɐʁɐkudɐ, ɾɛlɐtivɐmɛntɛ pɾɔksimos a
-plɐtɐfoɾmɐ p-43, ɐ unikɐ plɐtɐfoɾmɐ lokɐlizɐdɐ sobʁɛ o kɐmpo. ɛm mɐɾlim foɾɐ̃
-ɛʃkolidos 10 posos inʒɛtoɾɛs, 4 posos oɾiwndos dɐ plɐtɐfoɾmɐ p-19, 3 posoʃ
-oɾiwndos dɐ plɐtɐfoɾmɐ p-26 ɛ 3 posos oɾiwndos dɐ plɐtɐfoɾmɐ p-37. ɐʃ
-infoɾmɐsõj̃s sobʁɛ ɐ pɾofundidɐdɛ dos posos inʒɛtoɾɛs ɛʃkolidos sɛɾa util pɐɾɐ
-dɛtɛɾminɐɾ os kuʃtos ɾɛlɐzionɐdos ɐos ɾɛkondizionɐmɛntos dos posos ɛ ɐo kuʃto
-ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ dos mɛʃmos. kom os dɐdos dos posos, fowi fɛjto um mɐpɐ ɛ ũ
-kɐdʁo, kʷɛ ɾeẃnɛ ɐlɡmɐs infoɾmɐsõj̃s dos posos: fiɡʁɐ 30 - mɐpɐ kom oʃ
-kɐɾbodutos offsoɾɛ ɛ posos inʒɛtoɾɛs dɛ ko2 fontɛ : ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ kõ
-dɐdos dɐ ɐnp ɛ mɐɾinɛtʁɐffik. . kom fontɛ: ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ dɐdos: ɐnp *nɐ̃w̃
-diʃponivɛl – pɐɾɐ os kalkulos dɛ kuʃto, sɛɾa ɐdotɐdo ɐ pɾofundidɐdɛ dɛ 3000
-mɛtʁos 5.3.8. kɐɾbodutos awksiliɐɾɛs komo o pɾoʒɛto pɾɛve ɐ pɾodusɐ̃w̃ dɛ ɡɾɐndɛʃ
-kɐntidɐdɛs ɛstɾɐs dɛ pɛtʁɔlɛo poɾ ɾɐp (ɛoɾ), ɐvɛɾa umɐ ɡɾɐndɛ kɐntidɐdɛ dɛ
-ko2 kʷɛ ɾɛtoɾnɐɾa ʒunto kom o ɔlɛo pɾoduzido poɾ kawzɐ dɐs pɾopʁiɛdɐdɛs dɛ
-miʃsibilidɐdɛ do diɔksido dɛ kɐɾbono kom o pɛtʁɔlɛo. komo todɐs ɐs plɐtɐfoɾmɐʃ
-sobʁɛ os kɐmpos pɾoduzɛm ɔlɛo, todɐs vɐ̃w̃ ɛʃtɐɾ suʒɛjtɐs ɐ pɾoduziɾ ɔlɛo kõ
-ɐltɐs kɐntidɐdɛs dɛ ko2 diʃsolvidos, nɐ̃w̃ sɛ ɾɛʃtɾinʒindo ɐ ɐpɛnɐs ɐʃ
-plɐtɐfoɾmɐs kʷɛ inʒɛtɐm o diɔksido dɛ kɐɾbono. poɾtɐnto, sɛɾa nɛzɛʃsaɾio kʷɛ
-todɐs ɐs plɐtɐfoɾmɐs, pɾodutoɾɐs dɛ pɛtʁɔlɛo sobʁɛ os kɐmpos dɛ mɐɾlim ɛ
-bɐʁɐkudɐ, nɛzɛʃsitɛm dɛ mɔdulos pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛ ɾɛziklɐʒɛm dɛ ko2. pɐɾɐ ɐʃ
-plɐtɐfoɾmɐs kʷɛ nɐ̃w̃ ɐpʁɛzɛntɐm posos inʒɛtoɾɛs dɛ ko2, o mɛʃmo tɛɾa dɛ sɛɾ
-ɛnviɐdo pɐɾɐ ɐ plɐtɐfoɾmɐ inʒɛtoɾɐ majs pɾɔksimɐ ɐtʁɐves dɛ kɐɾbodutos awksiliɐɾɛʃ
-pɐɾɐ kʷɛ o ko2 sɛʒɐ poʃtɛɾioɾmɛntɛ inʒɛtɐdo. o mɐpɐ ɐ sɛɡʷiɾ ɐpʁɛzɛntɐ todɐ ɐ
-ʁɛdɛ dɛ inʒɛsɐ̃w̃, dɛ kɐɾbodutos ɛ dɛ kɐɾbodutos awksiliɐɾɛs: fiɡʁɐ 31 - mɐpɐ kõ
-os kɐɾbodutos, os posos inʒɛtoɾɛs ɛ os kɐɾbodutos awksiliɐɾɛs fontɛ : ɛlɐboɾɐsɐ̃w̃
-pɾɔpʁiɐ kom dɐdos dɐ ɐnp ɛ mɐɾinɛtʁɐffik. . kom 5.3.9. kuʃtos dɐ ɛtɐpɐ dɛ
-inʒɛsɐ̃w̃ os vɐloɾɛs dɛ kuʃto dɐ inʒɛsɐ̃w̃ ɛ do ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ diɔksido
-dɛ kɐɾbono sɐ̃w̃ ɛʃpɛzifikos pɐɾɐ kɐdɐ lokɐl. os kuʃtos dɛpɛndɛm dɐ opsɐ̃w̃ dɛ
-ɐɾmɐzɛnɐmɛnto, komo poɾ ɛksɛmplos, ɾɛzɛɾvɐtɔɾio dɛ ɔlɛo, ɾɛzɛɾvɐtɔɾio dɛ ɡas,
-foɾmɐsɐ̃w̃ sɐlinɐ, ɐkʷifɛɾo sɐlino, kɐmɐdɐs dɛ kɐɾvɐ̃w̃, ɛtk., do lokɐl, dɐ
-pɾofundidɐdɛ, dɐs kɐɾɐktɛɾiʃtikɐs do ɾɛzɛɾvɐtɔɾio. ɛm ʒɛɾɐl, os kuʃtos dɛ
-ɐɾmɐzɛnɐmɛnto offsoɾɛ sɐ̃w̃ mɐjoɾɛs do kʷɛ onsoɾɛ, dɛvido a nɛzɛʃsidɐdɛ dɛ sɛ
-instɐlɐɾ plɐtɐfoɾmɐs ɛ unidɐdɛs subɐkatikɐs, o kʷɛ ɐkɐbɐ poɾ awmɛntɐɾ os kuʃtoʃ
-opɛɾɐzionajs tɐmbem. nos kɐzos ondɛ a ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo owu ɡaʃ
-pɾɛzɛntɛ ɛm kɐmɐdɐs dɛ kɐɾvɐ̃w̃ owu ɾɛzɛɾvɐtɔɾios dɛ pɛtʁɔlɛo, sɛɾɐ̃w̃ nɛzɛʃsaɾiɐʃ
-instɐlɐsõj̃s ɐdizionajs kɐpɐzɛs dɛ pɾoduziɾ ɛʃsɛs idʁokɐɾbonɛtos ɾɛkupɛɾɐdos. o
-ʁewzo dɛ posos ɛ infɾɐɛʃtɾutuɾɐs kontɾibuɛm nɐ ɾɛdusɐ̃w̃ dos kuʃtos dɛ
-invɛʃtimɛnto dɛ kɐpitɐl. os kuʃtos opɛɾɐzionajs inkluɛm ɐ mɐ̃w̃-dɛ-obʁɐ, ɐ
-mɐnutɛnsɐ̃w̃ dɐs instɐlɐsõj̃s ɛ os ɡɐʃtos kom kombuʃtivɛjs. os kuʃtos kom ɐ
-kɐɾɐktɛɾizɐsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio vɐɾiɐm ɐmplɐmɛntɛ dɛ um lokɐl pɐɾɐ owutʁo, powiʃ
-dɛpɛndɛm dɐ pɾe-ɛksiʃtensiɐ dos dɐdos, dɐ komplɛksidɐdɛ ʒɛolɔʒikɐ dɐ foɾmɐsɐ̃w̃ kʷɛ
-sɛɾa ɐɾmɐzɛnɐdo o ko2, komo ɐ ɾokɐ-sɛlɐntɛ ɛ os ɾiʃkos dɛ vɐzɐmɛnto. o
-monitoɾɐmɛnto do ɡas kɐɾboniko ɐɾmɐzɛnɐdo iɾa ɐdizionɐɾ kuʃtos ɛstɾɐs ɐo
-pɾoʒɛto, ɛʃtɛs sɐ̃w̃ ʒɛɾɐlmɛntɛ ɾɛpoɾtɐdos ɐ pɐɾtɛ nɐ litɛɾɐtuɾɐ. o kuʃto dɛ
-monitoɾɐmɛnto vɐɾiɐ dɛ ɐkoɾdo kom ɐ duɾɐsɐ̃w̃ do monitoɾɐmɛnto ɛ os ɾɛkʷɛɾimɛntoʃ
-lɛɡajs dɛ kɐdɐ paj́s owu unidɐdɛ fɛdɛɾɐtivɐ. ɛm lonɡo pɾɐzo, podɛɾa ɐvɛɾ kuʃtoʃ
-ɐdizionajs dɛ ɾɛmɛdiɐsɐ̃w̃ ɛ obʁiɡɐsõj̃s lɛɡajs divɛɾsɐs. ɐs ɛkɐsõj̃s pɐɾɐ o
-kalkulo dos ɡɐʃtos finɐnsɛjɾos nɐ ɛtɐpɐ dɛ inʒɛsɐ̃w̃ ɛ ɐɾmɐzɛnɐmɛnto do pɾoʒɛto
-ɛʃtɐ̃w̃ dɛʃkɾitos ɐ sɛɡʷiɾ. os ɾɛzultɐdos dos kalkulos sɛɾɐ̃w̃ ɐpʁɛzɛntɐdoʃ
-poʃtɛɾioɾmɛntɛ no kɐpitulo 8. 5.3.9.1. kuʃto dɛ instɐlɐsɐ̃w̃ komo mɛnsionɐdo
-ɐntɛɾioɾmɛntɛ, ɐ ɡɾɐndɛ vɐntɐʒɛm dɛ sɛ inʒɛtɐɾ ko2 nos kɐmpos dɛ pɛtʁɔlɛo dɐ
-bɐziɐ dɛ kɐmpos e o ɾɛɐpʁovɛjtɐmɛnto dɛ todɐ ɐ infɾɐɛʃtɾutuɾɐ, o kʷɛ ɾɛduʒ
-dɾɐʃtikɐmɛntɛ os kuʃtos iniziajs dɐ ɛtɐpɐ dɛ inʒɛsɐ̃w̃, komo ɐ konstɾusɐ̃w̃ dɛ
-plɐtɐfoɾmɐs ɛ ɛʃtɾutuɾɐs subɐkatikɐs. os ɛkʷipɐmɛntos nɛzɛʃsaɾios pɐɾɐ ɐ
-inʒɛsɐ̃w̃ do diɔksido dɛ kɐɾbono no ɾɛzɛɾvɐtɔɾio, inkluɛm: kompɾɛʃsoɾɛs,
-ɛkʷipɐmɛntos divɛɾsos nɐ plɐtɐfoɾmɐ, ɛkʷipɐmɛntos subɐkatikos, konɛksõj̃s ɛ
-valvulɐs, ɛtk. ɛksiʃtɛ umɐ ɡɾɐndɛ kɐntidɐdɛ dɛ posos inʒɛtoɾɛs ɛm mɐɾlim, 51 no
-totɐl, ɛ umɐ kɐntidɐdɛ ɾɐzowavɛl ɛm bɐʁɐkudɐ, 23 no totɐl. o kuʃto dɛ
-ʁɛkondizionɐmɛnto dɛ um poso inʒɛtoɾ, owu ɐte mɛʃmo dɛ um poso pɾodutoɾ, e mujto
-mɛnoɾ do kʷɛ os kuʃtos dɛ pɛɾfuɾɐsɐ̃w̃ dɛ um poso, pɾinsipɐlmɛntɛ nos kɐmpos dɛ
-pɛtʁɔlɛo ɛm aɡɐs pɾofundɐs, komo mɐɾlim ɛ bɐʁɐkudɐ. komo dito ɐntɛɾioɾmɛntɛ,
-sɛɾa nɛzɛʃsaɾio konstɾujɾ ɛkʷipɐmɛntos pɐɾɐ ɐ ɾɛziklɐʒɛm dɛ ko2 ɛm todɐs ɐʃ
-plɐtɐfoɾmɐs pɾodutoɾɐs dos kɐmpos. nɛʃsɛ pɾozɛʃso, o ko2 sɛɾa sɛpɐɾɐdo do ɔlɛo
-bɾuto, sɛndo poʃtɛɾioɾmɛntɛ inʒɛtɐdo. ɐs plɐtɐfoɾmɐs kʷɛ nɐ̃w̃ tivɛɾɛm nɛnum poso
-dɛ inʒɛsɐ̃w̃ ɛnviɐɾɐ̃w̃ o ko2, ʒa sɛpɐɾɐdo do ɔlɛo, pɛlos kɐɾbodutos awksiliɐɾɛs,
-pɐɾɐ ɐ plɐtɐfoɾmɐ ɾɛʃponsavɛl pɛlɐ inʒɛsɐ̃w̃ do mɛʃmo. o kalkulo do kuʃto dɐʃ
-plɐntɐs dɛ ɾɛziklɐʒɛm dɛ ko2 lɛvɐ ɛm kontɐ ɐ kɐntidɐdɛ inʒɛtɐdɐ no kɐmpo, loɡo
-os vɐloɾɛs sɛɾɐ̃w̃ umɐ mediɐ ɾɐzowavɛl pɐɾɐ kɐdɐ plɐtɐfoɾmɐ. os kuʃtos dɛ opɛɾɐsɐ̃w̃
-ɛ mɐnutɛnsɐ̃w̃ dɐ inʒɛsɐ̃w̃ sɐ̃w̃ liʒɛjɾɐmɛntɛ ɛlɛvɐdos, pɾinsipɐlmɛntɛ dɛvido a
-komplɛksidɐdɛ teknikɐ dɐ inʒɛsɐ̃w̃ offsoɾɛ dɛ ko2. ɐ pɐɾtiɾ dɐ kɐntidɐdɛ dɛ ko2
-inʒɛtɐdɐ ɐnuɐlmɛntɛ, fowi kɐlkulɐdo os kuʃtos ɐnuajs ɾɛfɛɾɛntɛs ɐos konsumivɛjs.
-os konsumivɛjs sɐ̃w̃ todɐs ɐs dɛʃpɛzɐs ɛnɛɾʒetikɐs ɛ dɛ mɐtɛɾiajs ɡɐʃtos pɛlɐ
-plɐtɐfoɾmɐ pɐɾɐ ɐ inʒɛsɐ̃w̃ do diɔksido dɛ kɐɾbono. ɐ ɛkɐsɐ̃w̃ ɐ sɛɡʷiɾ ʒa ɛʃta ɛ̃
-konfoɾmidɐdɛ kom ɐ kɐntidɐdɛ maksimɐ inʒɛtɐdɐ nos posos (kom ɐ inʒɛsɐ̃w̃ do ko2
-ʁɛziklɐdo), kʷɛ e 3.931 tonɛlɐdɐs dɛ ko2 poɾ diɐ ɛ poɾ poso (ɐdɐptɐdo dɛ nɛtl,
-2010): ewɾos o: = $11.774.624 ks numɛɾo dɛ posos inʒɛtoɾɛs konsumivɛjs poɾ
-plɐtɐfoɾmɐ ɐs dɛʃpɛzɐs dɛ mɐnutɛnsɐ̃w̃ dos ɛkʷipɐmɛntos ɛ dɐs ɛʃtɾutuɾɐʃ
-nɛzɛʃsaɾiɐs pɐɾɐ ɐ inʒɛsɐ̃w̃ dɛ ko2 dɐs plɐtɐfoɾmɐs sɐ̃w̃ kɐlkulɐdɐs ɛm duɐs pɐɾtɛs:
-ɐ pɐɾtɛ supɛɾfiziɐl ɛ ɐ pɐɾtɛ subɐkatikɐ. ɐ ɛkɐsɐ̃w̃ pɐɾɐ o kalkulo do kuʃto
-ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ dos ɛkʷipɐmɛntos ɛ dɐs ɛʃtɾutuɾɐs supɛɾfiziajs dɛ inʒɛsɐ̃w̃
-poɾ plɐtɐfoɾmɐ ɛʃta dɛʃkɾitɐ ɐbajkso (ɐdɐptɐdo dɛ nɛtl, 2010): os kuʃtos dɛ
-mɐnutɛnsɐ̃w̃ dos ɛkʷipɐmɛntos ɛ dɐs ɛʃtɾutuɾɐs subɐkatikɐs vɐ̃w̃ dɛpɛndɛɾ dɐ
-pɾofundidɐdɛ do poso inʒɛtoɾ. loɡo o kuʃto totɐl poɾ plɐtɐfoɾmɐ sɛɾa ɐ somɐ doʃ
-kuʃtos individuajs dɛ kɐdɐ poso. ɐs ɛkɐsõj̃s sɛ ɛnkontɾɐm ɐbajkso (ɐdɐptɐdo dɛ
-nɛtl, 2010): kuʃto ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ dos ɛkʷipɐmɛntos subɐkatikos = $2.16 s
-pɾofundidɐdɛ do poso (m) dɛ inʒɛsɐ̃w̃ poɾ poso kuʃto ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ kuʃto
-ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ dos ɛkʷipɐmɛntos subɐkatikos = $ >. dos ɛkʷipɐmɛntoʃ
-subɐkatikos dɛ inʒɛsɐ̃w̃ poɾ plɐtɐfoɾmɐ dɛ inʒɛsɐ̃w̃ poɾ poso os kuʃtos dɛ opɛɾɐsɐ̃w̃
-ɛ mɐnutɛnsɐ̃w̃ dɐs plɐntɐs ɾɛziklɐdoɾɐs dɛ ko2, pɾɛzɛntɛs ɛm todɐs ɐs plɐtɐfoɾmɐʃ
-do kɐmpo, nɐ̃w̃ somɛntɛ nɐs inʒɛtoɾɐs, vaj sɛɾ ɛkʷivɐlɛntɛ ɐ kɐntidɐdɛ dɛ ko2 kʷɛ
-fowi inʒɛtɐdɐ. os vɐloɾɛs obtidos ɛkʷivɐlɛm as mediɐs pɐɾɐ ɐs plɐtɐfoɾmɐs. ɐ
-ɛkɐsɐ̃w̃ sɛ ɛnkontɾɐ ɐbajkso (ɐdɐptɐdo dɛ sɛɛd, 1995): o monitoɾɐmɛnto doʃ
-ʁɛzɛɾvɐtɔɾios e kɾuziɐl pɐɾɐ o ʒɛɾɛnsiɐmɛnto dos ɾiʃkos dɛ um pɾoʒɛto dɛ
-ɐɾmɐzɛnɐmɛnto ʒɛolɔʒiko dɛ kɐɾbono. sɐ̃w̃ divɛɾsos pɐɾamɛtʁos ɐ sɛɾɛ̃
-ʁotinɛjɾɐmɛntɛ ɐnɐlizɐdos, komo ɐ tɐksɐ dɛ inʒɛsɐ̃w̃ ɛ ɐ pɾɛʃsɐ̃w̃ dɛ inʒɛsɐ̃w̃. tɐmbẽ
-sɐ̃w̃ pɾɛviʃtos ɐ ɾɛɐlizɐsɐ̃w̃ dɛ ɛʃtudos siʃmikos pɐɾɐ vɛɾifikɐɾ ɐ miɡʁɐsɐ̃w̃ do ko 2
-dɛntɾo dos ɾɛzɛɾvɐtɔɾios ɛ ɐmoʃtɾɐʒɛm dɛ ɾokɐs ɛ solo ɐzimɐ do ɾɛzɛɾvɐtɔɾio
-pɐɾɐ vɛɾifikɐɾ sɛ a vɐzɐmɛntos dɛ ko2. ɐ instɐlɐsɐ̃w̃ dɛ dɛtɛktoɾɛs dɛ ko2 noʃ
-posos dɛ inʒɛsɐ̃w̃ tɐmbem e impoɾtɐntɛ pɐɾɐ o monitoɾɐmɛnto. o kuʃto dɛ
-monitoɾɐmɛnto e ɛʃtimɐdo ɐ pɐɾtiɾ dɐ kɐntidɐdɛ dɛ kɐɾbono kʷɛ e inʒɛtɐdo noʃ
-kɐmpos dɛ pɛtʁɔlɛo. komo nɐ̃w̃ e poʃsivɛl pɾɛvɛɾ ɐ kɐntidɐdɛ kʷɛ sɛɾa
-tɾɐnspoɾtɐdɐ ɛm kɐdɐ kɐɾboduto awksiliɐɾ, poɾ kawzɐ dɐ insɛɾtɛzɐ nɐ kɐntifikɐsɐ̃w̃
-dɛ ko2 kʷɛ sɛɾa ɾɛziklɐdo ɛm kɐdɐ plɐtɐfoɾmɐ, os kuʃtos dɛ instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃
-sɛɾɐ̃w̃ ɛʃtimɐdos. os kuʃtos dɛ instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃ (ɐnuɐl) dɛ kɐdɐ tɾɛko
-sɛɾɐ̃w̃, ɾɛʃpɛktivɐmɛntɛ, $1.200.000 ɛ $150.000. 6. - o mɛkɐniʃmo dɛ
-dɛzɛnvolvimɛnto limpo 6.1. intɾodusɐ̃w̃ o mɛkɐniʃmo dɛ dɛzɛnvolvimɛnto limpo (mdl,
-owu klɛɐn dɛvɛlopmɛnt mɛkɐniʃm, kdm, ɛm inɡles) konsiʃtɛ nɐ poʃsibilidɐdɛ dɛ ũ
-paj́s kʷɛ tɛnɐ kompɾomiʃso dɛ ɾɛdusɐ̃w̃ dɛ ɛmiʃsõj̃s (paj́s no ɐnɛkso i) ɐdkʷiɾiɾ
-ʁɛdusõj̃s sɛɾtifikɐdɐs dɛ ɛmiʃsõj̃s (ɾsɛs), ʒɛɾɐdɐs poɾ pɾoʒɛtos implɐntɐdos ɛ̃
-paj́zɛs ɛm dɛzɛnvolvimɛnto (paj́zɛs nɐ̃w̃-ɐnɛkso i), komo foɾmɐ dɛ kumpɾiɾ pɐɾtɛ dɛ
-suɐs obʁiɡɐsõj̃s kɐntifikɐdɐs no ambito do pɾotokolo. ɐ idɛjɐ konsiʃtɛ ɛm kʷɛ ũ
-pɾoʒɛto ʒɛɾɛ, ɐo sɛɾ implɐntɐdo, um bɛnɛfizio ɐmbiɛntɐl (ɾɛdusɐ̃w̃ dɛ ɛmiʃsõj̃s dɛ
-ʒɛɛ owu ɾɛmosɐ̃w̃ dɛ ko2) nɐ foɾmɐ dɛ um ɐtivo finɐnsɛjɾo, tɾɐnsɐzionavɛl,
-dɛnominɐdo ɾɛdusõj̃s sɛɾtifikɐdɐs dɛ ɛmiʃsõj̃s. tajs pɾoʒɛtos dɛvɛm implikɐɾ
-ʁɛdusõj̃s dɛ ɛmiʃsõj̃s ɐdizionajs akʷɛlɐs kʷɛ okoʁɛɾiɐm nɐ awzensiɐ do pɾoʒɛto
-ʁɛʒiʃtɾɐdo komo mdl, ɡɐɾɐntindo bɛnɛfizios ɾɛajs, mɛnsuɾavɛjs ɛ dɛ lonɡo pɾɐzo
-pɐɾɐ ɐ mitiɡɐsɐ̃w̃ dɐ mudɐnsɐ ɡlobɐl do klimɐ, nos tɛɾmos do ɐɾtiɡo 12 do
-pɾotokolo dɛ kʷioto (mkt, 2009). o obʒɛtivo do mdl, komo dɛfinido no ɐɾtiɡo 12
-do pɾotokolo dɛ kʷioto, e ɐʃsiʃtiɾ as pɐɾtɛs nɐ̃w̃-ɐnɛkso i pɐɾɐ kʷɛ kontɾibuɐm kõ
-o obʒɛtivo finɐl dɐ konvɛnsɐ̃w̃ – owu sɛʒɐ, ɐlkɐnsɐɾ ɐ ɛʃtɐbilizɐsɐ̃w̃ dɐʃ
-konsɛntɾɐsõj̃s dɛ ʒɛɛ nɐ ɐtmoʃfɛɾɐ num nivɛl kʷɛ impɛsɐ umɐ intɛɾfɛɾensiɐ
-ɐntɾɔpikɐ pɛɾiɡozɐ no siʃtɛmɐ klimatiko – ɛ pɐɾɐ kʷɛ ɐtinʒɐm o dɛzɛnvolvimɛnto
-suʃtɛntavɛl poɾ mɛjo dɐ implɛmɛntɐsɐ̃w̃ dɛ ɐtividɐdɛs dɛ pɾoʒɛto; ɛ as pɐɾtɛs no
-ɐnɛkso i pɐɾɐ kʷɛ kumpɾɐm suɐs obʁiɡɐsõj̃s kɐntifikɐdɐs dɛ limitɐsɐ̃w̃ ɛ ɾɛdusõj̃ʃ
-dɛ ɛmiʃsõj̃s (mkt, 2009). o mdl e um mɛkɐniʃmo bɐzɛɐdo no dɛzɛnvolvimɛnto dɛ
-pɾoʒɛtos ɛ tɛm komo ɾɛʃponsavɛl poɾ pɐɾtɛ dɛ sew ɡɾɐndɛ suzɛʃso ɐ iniziɐtivɐ do
-ɛmpɾɛzɐɾiɐdo. ɐs ɐtividɐdɛs dɛ pɾoʒɛto dɛ mdl nos paj́zɛs ɛm dɛzɛnvolvimɛnto tẽ
-kʷɛ ɐpʁɛzɛntɐɾ bɛnɛfizios ɾɛajs, mɛnsuɾavɛjs ɛ dɛ lonɡo pɾɐzo; ɛ ɛʃtɐɾ
-diɾɛtɐmɛntɛ ɾɛlɐzionɐdɐs ɐos ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ, podɛndo ɾɛduziɾ ɐs ɛmiʃsõj̃ʃ
-dɛ ʒɛɛ owu awmɛntɐɾ ɐ ɾɛmosɐ̃w̃ dɛ ko2. i ɛ dɐs pɐɾtɛs nɐ̃w̃-ɐnɛkso i, dɛʃdɛ kʷɛ
-dɛvidɐmɛntɛ awtoɾizɐdɐs pɛlos ɾɛʃpɛktivos paj́zɛs. o mdl e um mɛkɐniʃmo dɛ
-mɛɾkɐdo kʷɛ ɛʃtimulɐ ɐ ɐtivɐ pɐɾtizipɐsɐ̃w̃ do sɛtoɾ pɾivɐdo, kom suɐ ɾɛkonɛzidɐ
-ɐʒilidɐdɛ, flɛksibilidɐdɛ ɛ kɐpɐzidɐdɛ dɛ ɾɛʃpoʃtɐ. ɐlem diʃso, o ɛnɡɐʒɐmɛnto
-dɛʃtɛ sɛtoɾ e kɾuziɐl pɐɾɐ ɐ ɛfɛtividɐdɛ dɐs ɐsõj̃s dɛ mitiɡɐsɐ̃w̃. 6.2. konsɛjtoʃ
-do mdl os konsɛjtos ɛ ɐs bɐzɛs mɛtodolɔʒikɐs do mdl ɐpʁɛzɛntɐm infoɾmɐsõj̃ʃ
-impoɾtɐntɛs kʷɛ sɛɾɐ̃w̃ poʃtɛɾioɾmɛntɛ utilizɐdɐs pɐɾɐ ɐ ɛlɐboɾɐsɐ̃w̃ dos kalkuloʃ
-dɛ ɛmiʃsõj̃s do pɾoʒɛto dɛ kkɡs sobʁɛ ɐ pɛɾspɛktivɐ do mdl. 6.2.1. ɐdizionɐlidɐdɛ
-umɐ ɐtividɐdɛ dɛ pɾoʒɛto mdl e ɐdizionɐl sɛ ɐs ɛmiʃsõj̃s ɐntɾɔpikɐs dɛ ɡɐzɛs dɛ
-ɛfɛjto ɛʃtufɐ sɐ̃w̃ ɾɛduzidɐs ɐ nivɛjs infɛɾioɾɛs ɐos kʷɛ tɛɾiɐm okoʁido nɐ
-awzensiɐ dɐ ɐtividɐdɛ dɛ pɾoʒɛto dɛ mdl ɾɛʒiʃtɾɐdɐ (mkt, 2009). owu sɛʒɐ, ɐ
-ɐdizionɐlidɐdɛ e ɐ dɛtɛɾminɐsɐ̃w̃ kʷɛ ɐs ɛmiʃsõj̃s dɛ ʒɛɛ sɛɾɐ̃w̃ mitiɡɐdɐs. ɛʃsɛ
-konsɛjto e ɐ bɐzɛ do mdl. um pɾoʒɛto dɛ mdl iɾa pɾovɐɾ suɐ ɐdizionɐlidɐdɛ
-ɐtʁɐves dɐ ɐplikɐsɐ̃w̃ koʁɛtɐ dɐs mɛtodoloʒiɐs dɛ kalkulo ɐdɛkɐdɐs ɐo ɛʃkopo do
-pɾoʒɛto. 6.2.2. linɐ dɛ bɐzɛ – ɛmiʃsõj̃s dɐ linɐ dɛ bɐzɛ ɐ linɐ dɛ bɐzɛ pɐɾɐ
-umɐ ɐtividɐdɛ dɛ pɾoʒɛto no ambito do mdl e o sɛnaɾio kʷɛ ɾɛpʁɛzɛntɐ dɛ foɾmɐ
-ʁɐzowavɛl ɐs ɛmiʃsõj̃s ɐntɾɔpikɐs poɾ fontɛs dɛ ʒɛɛ kʷɛ okoʁɛɾiɐm nɐ awzensiɐ dɐ
-ɐtividɐdɛ dɛ pɾoʒɛto pɾopoʃtɐ (mkt, 2009). ɛlɐ dɛvɛ kobʁiɾ ɛmiʃsõj̃s dɛ todos oʃ
-ɡɐzɛs ɛmitidos poɾ sɛtoɾɛs ɛ fontɛs kʷɛ ɛʃtɛʒɐm dɛntɾo do limitɛ do pɾoʒɛto.
-6.2.3. ɛmiʃsõj̃s dɛ pɾoʒɛto ɐs ɛmiʃsõj̃s dɛ pɾoʒɛto sɐ̃w̃ ɐs ɛmiʃsõj̃s ɐntɾɔpikɐs dɛ
-ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ dɐ ɐtividɐdɛ dɛ pɾoʒɛto do mdl, owu sɛʒɐ, ɐpɔs ɐ mitiɡɐsɐ̃w̃
-dɐ ɛmiʃsɐ̃w̃ dɛ ko2, poɾ fontɛs, dɛntɾo do limitɛ do pɾoʒɛto. 6.2.4. fuɡɐ ɐʃ
-ɛmiʃsõj̃s fuʒitivɐs koʁɛʃpondɛm ɐo awmɛnto dɐs ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto
-ɛʃtufɐ kʷɛ okoʁɛm foɾɐ do limitɛ dɐ ɐtividɐdɛ dɛ pɾoʒɛto do mdl ɛ kʷɛ, ɐo mɛʃmo
-tɛmpo, sɛʒɐm mɛnsuɾavɛjs ɛ ɐtʁibuj́vɛjs a ɐtividɐdɛ dɛ pɾoʒɛto. ɐ fuɡɐ e dɛduzidɐ
-dɐ kɐntidɐdɛ totɐl dɛ ɾsɛs obtidɐs pɛlɐ ɐtividɐdɛ dɛ pɾoʒɛto do mdl. no kkɡs, ɐ
-fuɡɐ ɾɛpʁɛzɛntɐ ɐ kɐntidɐdɛ dɛ ko2 kʷɛ fowi pɛɾdidɐ no pɾozɛʃso dɛ tɾɐnspoɾtɛ,
-inʒɛsɐ̃w̃ ɛ ɐɾmɐzɛnɐmɛnto. tɐmbem podɛm sɛɾ konsidɛɾɐdɐs, komo ɛmiʃsõj̃s fuʒitivɐʃ
-do pɾoʒɛto, ɐs ɛmiʃsõj̃s dɛ ko2 pɾovɛniɛntɛs dɐ kʷɛjmɐ totɐl do pɛtʁɔlɛo
-pɾoduzido nos kɐmpos dɛ pɛtʁɔlɛo, ɛm konsɛkʷensiɐ dɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ
-pɛtʁɔlɛo. ɾɛdusɐ̃w̃ dɐs ɛmiʃsõj̃s ɐ ɾɛdusɐ̃w̃ dɐs ɛmiʃsõj̃s ɛkʷivɐlɛ ɐ difɛɾɛnsɐ ɛntɾɛ
-ɐs ɛmiʃsõj̃s dɐ linɐ dɛ bɐzɛ ɛ ɐs ɛmiʃsõj̃s do pɾoʒɛto, subtɾajndo poʃsivɛjʃ
-ɛmiʃsõj̃s fuʒitivɐs. o vɐloɾ obtido, ɛm tonɛlɐdɐs dɛ ko2 ɛkʷivɐlɛntɛ, sɛɾa ɐ
-kɐntidɐdɛ ɾɛzɛbidɐ dɛ ɾsɛs. fiɡʁɐ 32 - ɡɾafiko ɐpʁɛzɛntɐndo ɐ ɾɛdusɐ̃w̃ dɛ
-ɛmiʃsõj̃s 6.3. ɛtɐpɐs do mdl nɛʃsɛ subkɐpitulo sɛɾɐ̃w̃ dɛʃkɾitos dɛ foɾmɐ bɾɛvɛ ɐʃ
-ɛtɐpɐs intɛɾmitɛntɛs dɛ um pɾoʒɛto dɛ mdl. ɐ fiɡʁɐ 33 ɐpʁɛzɛntɐ o fluksoɡʁɐmɐ
-dɐs ɛtɐpɐs do mdl. fiɡʁɐ 33 - ɛtɐpɐs dɛ um pɾoʒɛto dɛ mdl 6.3.1. ɛlɐboɾɐsɐ̃w̃ do
-dokumɛnto dɛ konsɛpsɐ̃w̃ do pɾoʒɛto o dokumɛnto dɛ konsɛpsɐ̃w̃ do pɾoʒɛto (dkp) e o
-dokumɛnto kʷɛ ɾeẃnɛ ɐs infoɾmɐsõj̃s kʷɛ kɐɾɐktɛɾizɐm umɐ ɐtividɐdɛ dɛ pɾoʒɛto
-sɛɡndo os pɾozɛdimɛntos ɛʃtɐbɛlɛzidos pɛlo mdl. ɛlɛ tɾɐtɐ dos ɐʃpɛktos teknikoʃ
-ɛ oɾɡɐnizɐzionajs dɐ ɐtividɐdɛ dɛ pɾoʒɛto; ʒuʃtifikɐ ɐ ɛʃkolɐ dɐ mɛtodoloʒiɐ dɛ
-linɐ dɛ bɐzɛ ɛ dɛ monitoɾɐmɛnto; ɛ dɛmonstɾɐ suɐ ɐdizionɐlidɐdɛ. 6.3.2.
-vɐlidɐsɐ̃w̃ ɛ ɐpʁovɐsɐ̃w̃ ɐ vɐlidɐsɐ̃w̃ e o pɾozɛʃso dɛ ɐvɐliɐsɐ̃w̃ indɛpɛndɛntɛ dɛ umɐ
-ɐtividɐdɛ dɛ pɾoʒɛto kʷɛ dɛvɛ sɛɾ ɛfɛtuɐdo poɾ umɐ ɛntidɐdɛ opɛɾɐzionɐl
-dɛziɡnɐdɐ (ɛod), sɛndo ɛʃtɐ ɾɛʃponsavɛl poɾ vɐlidɐɾ owu nɐ̃w̃ o pɾoʒɛto. ɐ ɛod e
-umɐ sɛɾtifikɐdoɾɐ kɾɛdɛnsiɐdɐ pɛlo konsɛlo ɛksɛkutivo do mdl, ɛ dɛziɡnɐdɐ pɛlɐ
-kop/mop, kʷɛ ɡɐɾɐntɛ kʷɛ ɐs ɐtividɐdɛs dɛ pɾoʒɛto ɛʃtɐ̃w̃ ɐplikɐndo koʁɛtɐmɛntɛ
-ɐs noɾmɐs ɛ os pɾozɛdimɛntos ɛʃtɐbɛlɛzidos pɛlo pɾotokolo dɛ kʷioto ɛ pɛlo
-konsɛlo ɛksɛkutivo do mdl. ɐpɔs sɛɾ vɐlidɐdo, o pɾoʒɛto pɐʃsɐ ɐ sɛɾ ɐnɐlizɐdo
-pɛlɐ awtoɾidɐdɛ nɐzionɐl dɛziɡnɐdɐ (ɐnd) kʷɛ ɐpʁovɐɾa owu nɐ̃w̃ o pɾoʒɛto. ɛm kɐzo
-dɛ ɐpʁovɐsɐ̃w̃ e ɛmitido ɐ kɐɾtɐ dɛ ɐpʁovɐsɐ̃w̃ (lowɐ). ɐ obtɛnsɐ̃w̃ dɐ kɐɾtɐ dɛ
-ɐpʁovɐsɐ̃w̃ dɛ kɐdɐ pɐɾtɛ ɛnvolvidɐ nɐ ɐtividɐdɛ dɛ pɾoʒɛto e um pɐʃso
-kondizionɐntɛ pɐɾɐ kʷɛ o pɾoʒɛto poʃsɐ pɐʃsɐɾ a ɛtɐpɐ dɛ ɾɛʒiʃtɾo. ɐ kɐɾtɐ
-konfiɾmɐ kʷɛ ɐ pɐɾtɛ ɾɛpʁɛzɛntɐdɐ ɾɐtifikowu o pɾotokolo dɛ kʷioto; dɛ kʷɛ ɐ
-pɐɾtɛ ɾɛpʁɛzɛntɐdɐ pɐɾtizipɐ voluntɐɾiɐmɛntɛ do mdl; ɛ kʷɛ o pɾoʒɛto kontɾibuj
-pɐɾɐ o dɛzɛnvolvimɛnto suʃtɛntavɛl do paj́s. 6.3.3. ɾɛʒiʃtɾo ɾɛʒiʃtɾo e ɐ
-ɐzɛjtɐsɐ̃w̃ foɾmɐl, pɛlo konsɛlo ɛksɛkutivo, dɛ um pɾoʒɛto vɐlidɐdo komo ɐtividɐdɛ
-dɛ pɾoʒɛto do mdl. ɐs ɾsɛs sɔ dɛvɛm sɛɾ ɛmitidɐs pɐɾɐ um pɛɾiodo dɛ obtɛnsɐ̃w̃ dɛ
-kɾeditos kom inizio ɐpɔs ɐ dɐtɐ dɛ ɾɛʒiʃtɾo dɛ umɐ ɐtividɐdɛ dɛ pɾoʒɛto do mdl.
-6.3.4. monitoɾɐmɛnto o pɾozɛʃso dɛ monitoɾɐmɛnto dɐ ɐtividɐdɛ dɛ pɾoʒɛto inkluj
-o ɾɛkolimɛnto ɛ ɐɾmɐzɛnɐmɛnto dɛ todos os dɐdos nɛzɛʃsaɾios pɐɾɐ kɐlkulɐɾ ɐ
-ʁɛdusɐ̃w̃ dɛ ɛmiʃsõj̃s dɛ ʒɛɛ (owu ɾɛmosõj̃s dɛ ko2) dɛ ɐkoɾdo kom ɐ mɛtodoloʒiɐ dɛ
-linɐ dɛ bɐzɛ ɛ monitoɾɐmɛnto dɐ ɐtividɐdɛ dɛ pɾoʒɛto. sɔ podɛɾɐ̃w̃ sɛɾ ɛmitidɐʃ
-ʁsɛs ɾɛlɐtivɐs a ɾɛdusɐ̃w̃ dɛ ɛmiʃsõj̃s owu awmɛnto dɐs ɾɛmosõj̃s kʷɛ tɛnɐm sido
-dɛvidɐmɛntɛ monitoɾɐdɐs. 6.3.5. vɛɾifikɐsɐ̃w̃ ɛ sɛɾtifikɐsɐ̃w̃ ɐ ɛod vɛɾifikɐɾa sɛ
-ɐs ɾɛdusõj̃s dɛ ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ monitoɾɐdɐs okoʁɛɾɐm komo
-ʁɛzultɐdo dɐ ɐtividɐdɛ dɛ pɾoʒɛto do mdl. ɐ sɛɾtifikɐsɐ̃w̃ e ɐ ɛtɐpɐ poʃtɛɾioɾ a
-vɛɾifikɐsɐ̃w̃ ɛ konsiʃtɛ nɐ ɡɐɾɐntiɐ ɛʃkɾitɐ pɛlɐ ɛod dɛ kʷɛ, duɾɐntɛ o pɛɾiodo dɛ
-tɛmpo dɛklɐɾɐdo no ɾɛlɐtɔɾio dɛ monitoɾɐmɛnto, umɐ ɐtividɐdɛ dɛ pɾoʒɛto ɐtinʒiw
-ɐ ɾɛdusɐ̃w̃ dɛ ɛmiʃsõj̃s dɛ ʒɛ�� owu ɾɛmosõj̃s dɛ ko2. 6.3.6. ɛmiʃsɐ̃w̃ dɐs ɾsɛs ɛtɐpɐ
-nɐ kɐl o konsɛlo ɛksɛkutivo konfiɾmɐ kʷɛ ɐs ɾɛdusõj̃s dɛ ɛmiʃsõj̃s dɛ ʒɛɛ (owu
-ʁɛmosɐ̃w̃ dɛ ko2) dɛkoʁɛntɛs dɛ umɐ ɐtividɐdɛ dɛ pɾoʒɛto sɐ̃w̃ ɾɛajs, mɛnsuɾavɛjs ɛ
-dɛ lonɡo pɾɐzo. ɐtɛndidos ɛʃsɛs ɾɛkʷizitos, o konsɛlo ɛksɛkutivo podɛ ɛmitiɾ ɐʃ
-ʁsɛs. ɐpɔs ɐ ɛmiʃsɐ̃w̃, ɐs ɾsɛs sɐ̃w̃ kɾɛditɐdɐs ɐos pɐɾtizipɐntɛs dɛ umɐ ɐtividɐdɛ
-dɛ pɾoʒɛto nɐ pɾopoɾsɐ̃w̃ poɾ ɛlɛs dɛfinidɐ. dɛpowis dɛ ɛmitido, ɐs ɾsɛs podɛɾɐ̃w̃
-sɛɾ komɛɾsiɐlizɐdɐs owu mɐntidɐs pɛlos pɐɾtizipɐntɛs do pɾoʒɛto. 7. - ɐplikɐsɐ̃w̃
-do pɾoʒɛto dɛ kkɡs komo mdl ɐte ɐ pɾɛzɛntɛ dɐtɐ, nɐ̃w̃ a umɐ mɛtodoloʒiɐ dɛ
-kalkulo dɛ linɐ dɛ bɐzɛ ɛ ɐdizionɐlidɐdɛ pɾontɐ pɐɾɐ sɛɾ ɛmpɾɛɡɐdɐ ɛm pɾoʒɛtoʃ
-dɛ kkɡs. ɐ ɾɐzɐ̃w̃ diʃso e bɐzikɐmɛntɛ ɛm ɾɛlɐsɐ̃w̃ as insɛɾtɛzɐs ɛm ɾɛlɐsɐ̃w̃ ɐ ɾɐp
-(ɛoɾ) ɛ ɐ kɐpɐzidɐdɛ dɛ ɾɛtɛnsɐ̃w̃ do kɐɾbono nos ɾɛzɛɾvɐtɔɾios. komo viʃto no
-kɐpitulo ɐntɛɾioɾ, o pɾoʒɛto iɾa ʒɛɾɐɾ ɡɾɐndɛs kɐntidɐdɛs ɐnuajs dɛ pɛtʁɔlɛo,
-kʷɛ poʃsivɛlmɛntɛ nɐ̃w̃ sɛɾiɐm pɾoduzidos kɐzo nɐ̃w̃ owuvɛʃsɛ um pɾoʒɛto dɛ
-ʁɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ ɔlɛo. ɛʃsɛ ɔlɛo ɛstɾɐ pɾoduzido iɾa sɛɾ ɾɛfinɐdo ɛ
-poʃtɛɾioɾmɛntɛ konsumido komo kombuʃtivɛl, ʒɛɾɐndo novɐs ɛmiʃsõj̃s dɛ ko2. ɐ
-kompɾovɐsɐ̃w̃ dɛ kʷɛ o kɐɾbono inʒɛtɐdo iɾa pɛɾmɐnɛzɛɾ pɾɛzo poɾ um lonɡo pɛɾiodo
-no ɾɛzɛɾvɐtɔɾio ɾɛpʁɛzɛntɐ owutʁɐ difikuldɐdɛ pɐɾɐ o mdl. . o komite do mdl
-ɛziʒɛ, pɐɾɐ todos os pɾoʒɛtos submɛtidos, um monitoɾɐmɛnto ɾiɡoɾozo do
-ɐbɐtimɛnto dɐs ɛmiʃsõj̃s, pɐɾɐ kompɾovɐɾ kʷɛ ɐs ɛmiʃsõj̃s ɛʃtɛʒɐm sɛndo
-pɾopʁiɐmɛntɛ mitiɡɐdɐs dɛ ɐkoɾdo kom o pɾɛviʃto pɛlɐ pɛlos kalkulos dɛ
-ɐdizionɐlidɐdɛ pɾopoʃtos. pɐɾɐ vɛɾifikɐɾ sɛ o pɾoʒɛto dɛ kkɡs ɛlɐboɾɐdo nɛʃsɛ
-tɾɐbɐlo iɾa sɛɾ ɐpto ɐ ʒɛɾɐɾ ɾsɛs, owu sɛʒɐ, sɛ ɛlɛ e ɐdizionɐl owu nɐ̃w̃, sɛɾa
-pɾɛziso kɐlkulɐɾ ɐ ɾɛdusɐ̃w̃ dɐs ɛmiʃsõj̃s dɛ ʒɛɛ, ɐ pɐɾtiɾ dos vɐloɾɛs dɐʃ
-ɛmiʃsõj̃s dɐ linɐ dɛ bɐzɛ, dɐs ɛmiʃsõj̃s dɛ pɾoʒɛto ɛ dɐs ɛmiʃsõj̃s fuʒitivɐs.
-komo a ɐ insɛɾtɛzɐ sobʁɛ ɐ konsidɛɾɐsɐ̃w̃ dɐ kɐntifikɐsɐ̃w̃ dɐs ɛmiʃsõj̃ʃ
-pɾovɛniɛntɛs dɐ poʃtɛɾioɾ kʷɛjmɐ dos idʁokɐɾbonɛtos pɛlɐ pɾodusɐ̃w̃ ɛstɾɐ dɛ
-pɛtʁɔlɛo, sɛɾɐ̃w̃ fɛjtos duɐs ɐboɾdɐʒɛns mɛtodolɔʒikɐs. ɐ pɾimɛjɾɐ ɐboɾdɐʒɛm nɐ̃w̃
-iɾa konsidɛɾɐɾ ɐs ɛmiʃsõj̃s pɾovɛniɛntɛs dɐ kombuʃtɐ̃w̃ dɛ todo o pɛtʁɔlɛo
-pɾoduzido ɛm konsɛkʷensiɐ dɐ inʒɛsɐ̃w̃ dɛ ko2 nos kɐmpos. ɐ sɛɡndɐ ɐboɾdɐʒɛm iɾa
-konsidɛɾɐɾ ɐs ɛmiʃsõj̃s dɛ ko2 pɾovɛniɛntɛs dɐ kʷɛjmɐ totɐl do pɛtʁɔlɛo pɾoduzido
-pɛlo pɾoʒɛto, sɛndo ɛʃtɐs konsidɛɾɐdɐs komo ɛmiʃsõj̃s fuʒitivɐs do pɾoʒɛto. 7.1.
-ɐboɾdɐʒɛm sɛm ɛmiʃsõj̃s do ɛoɾ ɐ ɐboɾdɐʒɛm mɛtodolɔʒikɐ pɐɾɐ o mdl sɛm konsidɛɾɐɾ
-o ɛoɾ iɾa kontɐbilizɐɾ ɐpɛnɐs ɐs ɛmiʃsõj̃s dɛkoʁɛntɛs do pɾoʒɛto dɛ kɐptuɾɐ,
-tɾɐnspoɾtɛ ɛ inʒɛsɐ̃w̃ do ko2. 7.1.1. ɛmiʃsõj̃s dɐ linɐ dɛ bɐzɛ ɐs ɛmiʃsõj̃s dɐ
-linɐ dɛ bɐzɛ (bɛ) ɛkʷivɐlɛm as ɛmiʃsõj̃s ɐtmoʃfeɾikɐs dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ
-kɐzo nɐ̃w̃ owuvɛʃsɛ o pɾoʒɛto dɛ kkɡs. komo o ɛʃkopo dɛfinido nɐs ɛmiʃsõj̃s dɛ
-kɐɾbono ɾɛpʁɛzɛntɐm ɐs duɐs fontɛs dɛ kɐptuɾɐ, ɐ ksn ɛ ɐ ksɐ, ɐs ɛmiʃsõj̃s dɐ
-linɐ dɛ bɐzɛ koʁɛʃpondɛɾa ɐo somɐtɔɾio dɐs ɛmiʃsõj̃s dɐs duɐs uzinɐs sɛ̃
-kɐlkʷɛɾ kɐptuɾɐ dɛ ko2. loɡo o bɛ sɛɾa: bɛ = ɛmiʃsõj̃s dɐ ksn (tko,) + ɛmiʃsõj̃ʃ
-dɐ ksɐ (tko,) bɛ = 11.958.667 tko, + 8.500.000 tko, = 20.458.667 tko, 7.1.2.
-ɛmiʃsõj̃s dɛ pɾoʒɛto ɐs ɛmiʃsõj̃s dɛ pɾoʒɛto (pɛ) sɛɾɐ̃w̃ ɐs ɛmiʃsõj̃s ɐtmoʃfeɾikɐʃ
-dɛ ʒɛɛ ɐpɔs o pɾoʒɛto dɛ kɐptuɾɐ ɛ sɛkʷɛʃtɾo sɛɾ implɛmɛntɐdo. vɐlɛ ɾɛʃsɐltɐɾ
-kʷɛ sɛɾa pɾɛziso kɐntifikɐɾ ɐs ɛmiʃsõj̃s ɐdizionajs kʷɛ okoʁɛɾɐ̃w̃ ɛm dɛtʁimɛnto
-dɐs ɛtɐpɐs dɛ kɐptuɾɐ, tɾɐnspoɾtɛ ɛ ɐɾmɐzɛnɐmɛnto dɛ ko2. ɛmiʃsõj̃s kɐptuɾɐdɐs ko
-ɛmiʃsõj̃s dɛkoʁɛntɛs ko ɐn kowɐ — ʒɐ 1pon (t 2) + ɐɐ awniintn ɐdɐ opɐsks (t 2) ɐʃ
-ɛmiʃsõj̃s dɛkoʁɛntɛs do pɾoʒɛto konsiʃtɛm bɐzikɐmɛntɛ nɐs ɛmiʃsõj̃s ɾɛzultɐntɛʃ
-do ɡɐʃto ɛnɛɾʒetiko kʷɛ e ɛksɛɾsido dɛʃdɛ ɐ kɐptuɾɐ ɐte o ɐɾmɐzɛnɐmɛnto finɐl.
-komo sɛ tɾɐtɐ dɛ um pɾoʒɛto ɛnvolvɛndo ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo, tɐmbẽ
-sɛɾɐ̃w̃ kontɐbilizɐdos ɐs ɛmiʃsõj̃s dɐ ɛtɐpɐ dɛ ɾɛziklɐʒɛm do ko2. 7.1.2.1.
-ɛmiʃsõj̃s dɐ kɐptuɾɐ o ɡɐʃto ɛnɛɾʒetiko dɐ ɛtɐpɐ dɛ kɐptuɾɐ dɐs ɾɛfinɐɾiɐʃ
-kompɾɛɛndɛ o ɡɐʃto ɛnɛɾʒetiko dɐ sɛpɐɾɐsɐ̃w̃ dɛ oksiʒenio ɛ dɐ kɐptuɾɐ ɛ kompɾɛʃsɐ̃w̃
-do ko2. ɐ ɛnɛɾʒiɐ nɛzɛʃsaɾiɐ pɐɾɐ ʒɛɾɐɾ oksiʒenio puɾo pɐɾɐ ɐ kombuʃtɐ̃w̃ e dɛ
-0,210 mw/to2, ɛ ɐ ɛnɛɾʒiɐ pɐɾɐ kɐptuɾɐɾ ɛ kompɾimiɾ o ko2 e dɛ 0,306 mw/t ko2
-(iɛɐ, 2008). ɐ kɐntidɐdɛ dɛ oksiʒenio e dɐdɐ pɛlɐ ɛkɐsɐ̃w̃: kɐntidɐdɛ nɛzɛʃsaɾiɐ
-dɛ oksiʒenio (to0,) = ɛmiʃsõj̃s dɛ ko, (tko,z) ks 32/44 o fɐtoɾ 32/44 e ɾɛlɐtivo ɐ
-kɐntidɐdɛ ɛm mɐʃsɐ dɛ oksiʒenio pɾɛzɛntɛ nɐ molekulɐ dɛ diɔksido dɛ kɐɾbono. oʃ
-vɐloɾɛs dɛ oksiʒenio konsumido nɐs sidɛɾuɾʒikɐs ɛʃtɐ̃w̃ dɛʃkɾitos ɐ sɛɡʷiɾ : 32
-ɐtʁɐves dɐ kɐntidɐdɛ dɛ oksiʒenio konsumido, dɐ kɐntidɐdɛ dɛ ko2 kɐptuɾɐdo ɛ do
-fɐtoɾ dɛ ɛmiʃsɐ̃w̃ poɾ ɛnɛɾʒiɐ konsumidɐ do ɡɾid bɾɐzilɛjɾo, kʷɛ e dɛ 0,1056
-tonɛlɐdɐs dɛ ko2 ɛmitidos poɾ mw konsumido (mkt - fɐtoɾɛs dɛ ɛmiʃsɐ̃w̃ dɛ ko2
-pɛlɐ ʒɛɾɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛletʁikɐ no siʃtɛmɐ intɛɾliɡɐdo nɐzionɐl do bɾɐzil
-kɐlkulɐdo ɐ pɐɾtiɾ dɐs mɛtodoloʒiɐs ɐpʁovɐdɐs pɛlo konsɛlo do mdl - ɐno bɐzɛ
-2011), podɛ-sɛ kɐlkulɐɾ ɐs ɛmiʃsõj̃s ɾɛzultɐntɛs do ɡɐʃto ɛnɛɾʒetiko dɐ ɛtɐpɐ dɛ
-kɐptuɾɐ: ɛmiʃsõj̃s nɐ kɐptuɾɐ ko) o ɾɛzultɐdo finɐl dɛ ɛmiʃsõj̃s nɐ ɛtɐpɐ dɛ
-kɐptuɾɐ sɛɾa iɡɐl ɐo somɐtɔɾio dɐs uzinɐs ksn ɛ ksɐ: ɛkɐptuɾɐ = 436.318 tko, +
-310.127 tko, = 746.445 tko, 7.1.2.2. ɛmiʃsõj̃s no tɾɐnspoɾtɛ ɐs ɛmiʃsõj̃ʃ
-ʁɛzultɐntɛs ɛtɐpɐ dɛ tɾɐnspoɾtɛ dɛ ko2 sɐ̃w̃ oɾiwndɐs do ɡɐʃto ɛnɛɾʒetiko
-ɐdizionɐl nɛzɛʃsaɾio pɐɾɐ mɐntɛɾ o ɡas kompɾimido pɐɾɐ o tɾɐnspoɾtɛ. komo nɐ
-ɛtɐpɐ dɛ kɐptuɾɐ ʒa owuvɛ ɐ kompɾɛʃsɐ̃w̃ iniziɐl do ɡas, sɔ sɛɾɐ̃w̃ kontɐbilizɐdoʃ
-os ɡɐʃtos ɛnɛɾʒetikos dɐ ɾɛkompɾɛʃsɐ̃w̃ okoʁidɐ nos bowoʃtɛɾ stɐtions dɐ ɾɛduk ɛ
-do tɛɾminɐl dɛ kɐbiẃnɐs. utilizɐndo o mɛʃmo fɐtoɾ dɛ ɛmiʃsɐ̃w̃ dɐ ʒɛɾɐsɐ̃w̃ dɛ
-ɛnɛɾʒiɐ do ɡɾid bɾɐzilɛjɾo ɐplikɐdos pɐɾɐ o mdl, kʷɛ e dɛ 0,1056 tonɛlɐdɐs dɛ
-ko2 ɛmitidos poɾ mw konsumido, o ɡɐʃto ɛnɛɾʒetiko dɛ 0,0019 mw/tko2 ɛm kɐdɐ
-ɛʃtɐsɐ̃w̃ dɛ ɾɛkompɾɛʃsɐ̃w̃ (ɛndɾiks ɛ ɡɾaws, 2004), ɛ ɐ kɐntidɐdɛ tɾɐnspoɾtɐdɐ dɛ
-ko2, podɛɾa sɛɾ kɐlkulɐdo ɐ ɛmiʃsɐ̃w̃ dɐ ɛtɐpɐ dɛ tɾɐnspoɾtɛ ɐtʁɐves dɐ ɛkɐsɐ̃w̃ ɐ
-sɛɡʷiɾ. ɛɾtɾɐnspoɾtɛ (tkoz) ɐs ɛmiʃsõj̃s ɾɛzultɐntɛs ɛtɐpɐ dɛ ɐɾmɐzɛnɐmɛnto dɛ
-ko2 sɐ̃w̃ oɾiwndɐs do ɡɐʃto ɛnɛɾʒetiko ɐdizionɐl nɛzɛʃsaɾio pɐɾɐ kompɾimiɾ ɛ
-inʒɛtɐɾ o ɡas dɛntɾo do ɾɛzɛɾvɐtɔɾio. os ɾɛzultɐdos dɐ ɛnɛɾʒiɐ ɡɐʃtɐ nɐ inʒɛsɐ̃w̃
-nos kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ sɐ̃w̃: ɐs plɐtɐfoɾmɐs dɐ bɐziɐ dɛ kɐmpos utilizɐ̃
-owu diɛzɛl owu ɡas nɐtuɾɐl pɐɾɐ foɾnɛzɛɾ ɛnɛɾʒiɐ pɐɾɐ todɐs ɐs opɛɾɐsõj̃s nɐ
-plɐtɐfoɾmɐ. o kombuʃtivɛl e konsumido ɛm umɐ tuɾbinɐ ɐ ɡas ʒɛɾɐndo ɛnɛɾʒiɐ. pɐɾɐ
-o kalkulo dɐs ɛmiʃsõj̃s, konsidɛɾowu-sɛ kʷɛ ɐpɛnɐs o ɡas nɐtuɾɐl fowi utilizɐdo. o
-fɐtoɾ dɛ ɛmiʃsɐ̃w̃ dɛ umɐ tuɾbinɐ ɐlimɛntɐdɐ poɾ ɡas nɐtuɾɐl fowi kɐlkulɐdo ɛ̃
-0,5576 tko2/mw (ɐdɐptɐdo dɛ ɐpi, 2009). poɾtɐnto, ɐs ɛmiʃsõj̃s sɛɾɐ̃w̃ dɛ:
-ɛɐɾmɐzɛnɐmɛnto (tko7z) = ɛnɛɾʒiɐ ɡɐʃtɐ ɛm mɐɾlim ɛ bɐʁɐkudɐ ks 0,5576 tko2/mw
-tkko2 7.1.2.4. ɛmiʃsõj̃s no ɾɛziklo dɛ ko2 ɐs ɛmiʃsõj̃s ɾɛzultɐntɛs ɛtɐpɐ dɛ
-ʁɛziklɐʒɛm do ko2 sɐ̃w̃ oɾiwndɐs do ɡɐʃto ɛnɛɾʒetiko ɐdizionɐl nɛzɛʃsaɾio pɐɾɐ
-sɛpɐɾɐɾ o ko2 do ɔlɛo, kompɾimi-lo ɛ inʒɛtɐ-lo novɐmɛntɛ dɛntɾo do ɾɛzɛɾvɐtɔɾio.
-ɐs ɛmiʃsõj̃s do ɡɐʃto ɛnɛɾʒetiko do ɾɛziklo dɛ ko2 sɛɾɐ̃w̃: 7.1.2.5. ɛmiʃsõj̃ʃ
-totajs do pɾoʒɛto ɐs ɛmiʃsõj̃s fuʒitivɐs ɾɛpʁɛzɛntɐm ɐ kɐntidɐdɛ totɐl dɛ ko2
-kʷɛ e ɛmitidɐ pɐɾɐ ɐtmoʃfɛɾɐ ɛm dɛtʁimɛnto dɛ ɛvɛntuajs fuɡɐs owu vɐzɐmɛntoʃ
-duɾɐntɛ todo o pɾozɛʃso dɛ kɐptuɾɐ, tɾɐnspoɾtɛ, inʒɛsɐ̃w̃ ɛ ɐɾmɐzɛnɐmɛnto. ɛ̃
-pɾoʒɛtos ondɛ a ɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo owu ɡas, kʷɛ e o kɐzo, ɐ
-kɐntidɐdɛ kʷɛ e ɛfɛtivɐmɛntɛ ɐɾmɐzɛnɐdɐ ɛkʷivɐlɛ ɐ 95% do ko2 kɐptuɾɐdo
-(stɛvɛns ɛt. ɐl., 1999). ɛʃsɐ pɛkʷɛnɐ pɛɾdɐ sɛ da no pɾozɛʃso dɛ ɾɛziklo do ko2
-ɛ ɛm ɛvɛntuajs pɛɾdɐs dɛvido ɐ vɐzɐmɛnto dos posos. loɡo o vɐloɾ dɛ ɛmiʃsõj̃ʃ
-fuʒitivɐs sɛɾa 5% do ko2 kɐptuɾɐdo ɐnuɐlmɛntɛ. lɛ (tko,) = ɛmiʃsõj̃s kɐptuɾɐdɐʃ
-(tko,) ks 5% lɛ = 12.888.960 ks 0,05 = 644.448 tko, 7.1.4. ɾɛdusɐ̃w̃ ɛfɛtivɐ dɐʃ
-ɛmiʃsõj̃s dɛpowis dɛ kɐlkulɐdo todos os komponɛntɛs dɐ ɛkɐsɐ̃w̃, o vɐloɾ dɐʃ
-ʁɛdusõj̃s ɛfɛtivɐs do kkɡs, sɛm kontɐbilizɐɾ ɐs ɛmiʃsõj̃s dɐ kombuʃtɐ̃w̃ do ɔlɛo
-pɾoduzido poɾ ɛoɾ, sɛɾa: ɛɾ = 20.458.667 tko, — 8.838.813 tko, — 644.448 tko, =
-10.975.406 tko, 7.2. ɐboɾdɐʒɛm kom ɛmiʃsõj̃s do ɛoɾ ɛʃsɐ ɐboɾdɐʒɛm iɾa konsidɛɾɐɾ
-ɐs ɛmiʃsõj̃s dɛ ko2 pɾovɛniɛntɛs dɐ kʷɛjmɐ totɐl do pɛtʁɔlɛo pɾoduzido pɛlo
-pɾoʒɛto, ɛm konsɛkʷensiɐ dɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo, sɛndo ɛʃtɐʃ
-konsidɛɾɐdɐs komo ɛmiʃsõj̃s fuʒitivɐs do pɾoʒɛto. ɛʃsɐs ɛmiʃsõj̃s sɐ̃w̃ konsidɛɾɐdɐʃ
-fuʒitivɐs poɾkʷɛ ɛlɐs nɐ̃w̃ pɛɾtɛnsɛm ɐo limitɛ do pɾoʒɛto, owu sɛʒɐ, ɐs ɛmiʃsõj̃ʃ
-nɐ̃w̃ sɐ̃w̃ ʒɛɾɐdɐs diɾɛtɐmɛntɛ pɛlo pɾoʒɛto ɛ sim indiɾɛtɐmɛntɛ. ɐs ɾɛdusõj̃s dɐʃ
-ɛmiʃsõj̃s sɛɾɐ̃w̃ konsidɛɾɐvɛlmɛntɛ mɛnoɾɛs do kʷɛ nɐ ɐboɾdɐʒɛm sɛm konsidɛɾɐɾ ɐʃ
-ɛmiʃsõj̃s dɛ ɛoɾ. . os kalkulos dɐs ɛmiʃsõj̃s dɐ linɐ dɛ bɐzɛ ɛ ɛmiʃsõj̃s dɛ
-pɾoʒɛto sɛɾɐ̃w̃ iɡajs ɐos vɐloɾɛs dɐ pɾimɛjɾɐ ɐboɾdɐʒɛm, loɡo, sɔ sɛɾa pɾɛziso
-kɐlkulɐɾ ɐs ɛmiʃsõj̃s fuʒitivɐs. o vɐloɾ totɐl dɐs ɛmiʃsõj̃s fuʒitivɐs sɛɾa o
-somɐtɔɾio dɐs ɛmiʃsõj̃s fuʒitivɐs dɐ ɐboɾdɐʒɛm sɛm konsidɛɾɐɾ o ɛoɾ kom ɐʃ
-ɛmiʃsõj̃s dɐ kʷɛjmɐ do ɔlɛo kɾu pɾoduzido. sɛɡʷɛ ɐ ɛkɐsɐ̃w̃: o fɐtoɾ dɛ ɛmiʃsɐ̃w̃ do
-ɔlɛo kɾu e dɛ 3,1 tko2/t ɔlɛo (ɐpi, 2009) ɛ ɐ kɐntidɐdɛ totɐl dɛ ɔlɛo ɛstɾɐ
-pɾoduzido poɾ ɛoɾ ɛm um ɐno dɛ pɾoʒɛto e dɛ 3.572.734 tonɛlɐdɐs. poɾtɐnto, o
-vɐloɾ dɐs ɾɛdusõj̃s ɛfɛtivɐs do kkɡs, kom ɐ kontɐbilizɐsɐ̃w̃ dɐs ɛmiʃsõj̃s dɐ
-kombuʃtɐ̃w̃ do ɔlɛo pɾoduzido poɾ ɛoɾ, sɛɾa: ɛɾ = 20.458.667 tko, — 8.838.813 tko,
-— 11.719.923 tko, = —100.069 tko, o vɐloɾ dɐ ɾɛdusɐ̃w̃ dɐs ɛmiʃsõj̃s e nɛɡɐtivo, owu
-sɛʒɐ, o pɾoʒɛto nɐ̃w̃ ɾɛduziw ɛ sim awmɛntowu ɐs ɛmiʃsõj̃s dɛ ɡɐzɛs dɛ ɛfɛjto
-ɛʃtufɐ. 8. - ɾɛzultɐdos nɛʃsɛ kɐpitulo sɛɾɐ̃w̃ dɛʃkɾitos os ɾɛzultɐdos doʃ
-kalkulos dos kuʃtos dɛ todɐs ɐs ɛtɐpɐs do pɾoʒɛto, inklujndo ɐs ɾɛzɛjtɐʃ
-pɾovɛniɛntɛs dɐ ɾɛkupɛɾɐsɐ̃w̃ ɛstɾɐ dɛ pɛtʁɔlɛo ɛ dɐ vɛndɐ dɛ ɾsɛs, no kɐzo kʷɛ
-owuvɛɾ ɐ ɛmiʃsɐ̃w̃ dos mɛʃmos. 8.1. kɐptuɾɐ ɐ pɐɾtiɾ dɐ mɛtodoloʒiɐ dɛ kalkulo doʃ
-kuʃtos dɐ kɐptuɾɐ dɛ ko2 nɐs sidɛɾuɾʒikɐs, obtivɛɾɐm-sɛ os vɐloɾɛs pɾɛzɛntɛs no
-kɐdʁo ɐbajkso: 8.2. tɾɐnspoɾtɛ ɐ pɐɾtiɾ dɐ mɛtodoloʒiɐ dɛ kalkulo dos kuʃtos do
-tɾɐnspoɾtɛ dɛ ko2 poɾ kɐbodutos, kom ɐs duɐs ɛʃtɐsõj̃s dɛ ɾɛkompɾɛʃsɐ̃w̃ (bowoʃtɛɾ
-stɐtion), foɾɐm obtidos os vɐloɾɛs pɐɾɐ kɐdɐ tɾɛko, ɐpʁɛzɛntɐdos no kɐdʁo
-ɐbajkso: 8.3. inʒɛsɐ̃w̃ os ɾɛzultɐdos dos kuʃtos ɾɛfɛɾɛntɛs a ɛtɐpɐ dɛ inʒɛsɐ̃w̃ ɛ
-ɐɾmɐzɛnɐmɛnto ɛʃtɐ̃w̃ divididos ɛm dowis ɡɾupos, posos ɛ plɐtɐfoɾmɐs. 8.3.1. posoʃ
-os ɾɛzultɐdos dos kuʃtos dos posos ɛʃtɐ̃w̃ dɛʃkɾito no kɐdʁo ɐbajkso. os vɐloɾɛʃ
-dɛ ɾɛkondizionɐmɛnto ɛ kuʃto ɐnuɐl dɛ mɐnutɛnsɐ̃w̃ do poso tɐmbem vɐ̃w̃ ɛʃtɐɾ
-dɛʃkɾitos nos kɐdʁos kom os ɾɛzultɐdos ɛkonomikos dɐs plɐtɐfoɾmɐs. 8.3.2.
-kɐɾbodutos awksiliɐɾɛs komo nɐ̃w̃ e poʃsivɛl pɾɛvɛɾ ɐ kɐntidɐdɛ kʷɛ sɛɾa
-tɾɐnspoɾtɐdɐ ɛm kɐdɐ kɐɾboduto awksiliɐɾ, poɾ kawzɐ dɐ insɛɾtɛzɐ nɐ kɐntifikɐsɐ̃w̃
-dɛ ko2 kʷɛ sɛɾa ɾɛziklɐdo ɛm kɐdɐ plɐtɐfoɾmɐ, os kuʃtos dɛ instɐlɐsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃
-foɾɐm ɛʃtimɐdos. kɐdʁo 9 - ɾɛzultɐdos dos kuʃtos dos kɐɾbodutos awksiliɐɾɛʃ
-8.3.3. plɐtɐfoɾmɐs os ɾɛzultɐdos do vɐloɾ dɛ invɛʃtimɛnto iniziɐl ɛ dos vɐloɾɛʃ
-dos kuʃtos ɐnuajs dɛ mɐnutɛnsɐ̃w̃ ɛ opɛɾɐsɐ̃w̃ dɐs ɐtividɐdɛs dɛ inʒɛsɐ̃w̃ ɛksɛɾsidɐʃ
-nɐs plɐtɐfoɾmɐs ɛʃtɐ̃w̃ dɛʃkɾitos nos kɐdʁos ɐ sɛɡʷiɾ, os vɐloɾɛs dos ɾɛzultɐdoʃ
-dos posos ɛʃtɐ̃w̃ pɾɛzɛntɛs nos kuʃtos dɐs plɐtɐfoɾmɐs. 8.3.3.1. invɛʃtimɛnto
-iniziɐl *o vɐloɾ koʁɛʃpondɛ tɐmbem as plɐtɐfoɾmɐs dɛ pɾodusɐ̃w̃ liɡɐdɐs pɛloʃ
-kɐɾbodutos awksiliɐɾɛs as plɐtɐfoɾmɐs inʒɛtoɾɐs; vidɛ fiɡʁɐ 31 8.3.3.2. kuʃtoʃ
-opɛɾɐzionajs ɛ dɛ mɐnutɛnsɐ̃w̃ kɐdʁo 11 - ɾɛzultɐdos dos kuʃtos dɛ opɛɾɐsɐ̃w̃ ɛ
-mɐnutɛnsɐ̃w̃ dɐs plɐtɐfoɾmɐs * o vɐloɾ koʁɛʃpondɛ tɐmbem as plɐtɐfoɾmɐs dɛ
-pɾodusɐ̃w̃ liɡɐdɐs pɛlos kɐɾbodutos awksiliɐɾɛs as plɐtɐfoɾmɐs inʒɛtoɾɐs ; vidɛ
-fiɡʁɐ 31 8.4. pɾodusɐ̃w̃ ɛstɾɐ dɛ pɛtʁɔlɛo os vɐloɾɛs dɛ pɾodusɐ̃w̃ ɛstɾɐ dɛ ɔlɛo
-dos kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ oɾiwndos dɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo
-pɛlɐ inʒɛsɐ̃w̃ dɛ ko2 ɛʃtɐ̃w̃ dɛʃkɾitos no kɐdʁo ɐbajkso: konsidɛɾɐndo o ɐtuɐl pɾɛso
-do pɛtʁɔlɛo ɛm 100 dɔlɐɾɛs poɾ bɐʁil, ɛ o kuʃto dɛ pɾodusɐ̃w̃ upstɾɛɐm do ɔlɛo,
-kʷɛ ɛkʷivɐlɛ ɐ 6,21 dɔlɐɾɛs poɾ bɐʁil (iɛɐ, 2011), ɐs ɾɛzɛjtɐs ɛ dɛʃpɛzɐs do
-ɛoɾ ɛʃtɐ̃w̃ dɛmonstɾɐdɐs no kɐdʁo ɐbajkso. o kuʃto dɛ pɾodusɐ̃w̃ ɛkʷivɐlɛ ɐos kuʃtoʃ
-nɛzɛʃsaɾios pɐɾɐ opɛɾɐɾ ɛ mɐntɛɾ os posos dɛ pɛtʁɔlɛo, ɛkʷipɐmɛntos ɛ unidɐdɛʃ
-dɐ plɐtɐfoɾmɐ, nɛzɛʃsaɾios poɾ tɾɐzɛɾ o pɛtʁɔlɛo ɐte ɐ supɛɾfiziɛ. kɐdʁo 13 -
-ʁɛzɛjtɐs ɛ kuʃtos dɐ pɾodusɐ̃w̃ ɛstɾɐ dɛ pɛtʁɔlɛo poɾ ɛoɾ 8.5. mdl komo dito
-ɐntɛɾioɾmɛntɛ, ɐs ɾɛdusõj̃s sɛɾtifikɐdɐs dɐs ɛmiʃsõj̃s (ɾsɛs) podɛm sɛɾ vɛndidɐs,
-ʒɛɾɐndo umɐ ɾɛzɛjtɐ ɐdizionɐl ɐo pɾoʒɛto. no kɐpitulo 7, foɾɐm kɐlkulɐdos ɐʃ
-ʁɛdusõj̃s dɐs ɛmiʃsõj̃s dɐs duɐs poʃsivɛjs ɐboɾdɐʒɛns mɛtodolɔʒikɐs do mdl. komo
-ɐpɛnɐs ɐ pɾimɛjɾɐ ʒɛɾɐ kɾeditos, sɔ ɛʃsɐ iɾa poʃsujɾ ɾɛzɛjtɐ. pɐɾɐ ɛʃsɛ pɾoʒɛto,
-fowi konsidɛɾɐdo kʷɛ ɐs ɾsɛs foʃsɛm vɛndidɐs no mɛɾkɐdo ewɾopew dɛ komeɾsio dɛ
-ɛmiʃsõj̃s, o ew ɛts. os pɾɛsos dos ɾsɛs ɛʃtɐ̃w̃ ɛm um pɐtɐmɐɾ mujto bajkso, sɛɾkɐ dɛ
-35 sɛntɐvos dɛ ewɾo (0,45 sɛntɐvos dɛ dɔlɐɾ) poɾ tonɛlɐdɐ ɾɛduzidɐ dɛ ko2. loɡo,
-ɐs ɾɛzɛjtɐs ʒɛɾɐdɐs pɛlɐ vɛndɐ dɛ ɾsɛ sɛm konsidɛɾɐɾ o ɛoɾ sɛɾɐ̃w̃ dɛ: vɛndɐ dɛ
-ʁsɛs = 10.975.406 ks $0,45 = $4.938.933 8.6. diʃkuʃsõj̃s dos ɾɛzultɐdos os ɾɛzumoʃ
-dos kuʃtos dɛ invɛʃtimɛnto iniziɐl ɛ dos kuʃtos dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ doʃ
-pɾoʒɛtos ɛʃtɐ̃w̃ dɛʃkɾitos nos kɐdʁos ɛ ɡɾafikos ɐ sɛɡʷiɾ: kɐdʁo 14 - ɾɛzumo doʃ
-kuʃtos dɛ invɛʃtimɛnto iniziɐl do pɾoʒɛto kɐdʁo 15 - ɾɛzumo dos kuʃtos dɛ
-opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ do pɾoʒɛto komo pɾɛviʃto ɐntɛɾioɾmɛntɛ, ɐs mɐjoɾɛʃ
-dɛʃpɛzɐs okoʁɛm nɐ ɛtɐpɐ dɛ kɐptuɾɐ do diɔksido dɛ kɐɾbono. tɐnto os kuʃtos dɛ
-instɐlɐsɐ̃w̃ komo os kuʃtos ɐnuajs sɐ̃w̃ mujto mɐjoɾɛs do kʷɛ os kuʃtos ɾɛfɛɾɛntɛs a
-kɐptuɾɐ ɛ tɾɐnspoɾtɛ. o ɐlto vɐloɾ dɛ invɛʃtimɛnto iniziɐl nɐ kɐptuɾɐ sɛ dɛvɛ ɐ
-nɛzɛʃsidɐdɛ dɛ konstɾujɾ unidɐdɛs ɾɛziklɐdoɾɐs dɛ tɡɾbf ɛ ɐs unidɐdɛs dɛ
-sɛpɐɾɐsɐ̃w̃ dɛ oksiʒenio do ɐɾ. o ɐlto vɐloɾ dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ dɐ kɐptuɾɐ e
-ɛm ɾɐzɐ̃w̃ dos ɐltos ɡɐʃtos ɛnɛɾʒetikos pɐɾɐ ɐ sɛpɐɾɐsɐ̃w̃ dos ɡɐzɛs. ɐ ɛtɐpɐ dɛ
-tɾɐnspoɾtɛ nɐ̃w̃ ɐpʁɛzɛntowu ɐltos kuʃtos dɛ instɐlɐsɐ̃w̃ ɛm kompɐɾɐsɐ̃w̃ ɐos owutʁos,
-ɛm ɾɐzɐ̃w̃ dɐs diʃtansiɐs dos kɐɾbodutos nɐ̃w̃ sɛɾɛm tɐ̃w̃ ɡɾɐndɛs. os kuʃtos dɛ
-opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ sɐ̃w̃ bajksos, powis nɐ̃w̃ a ɐ nɛzɛʃsidɐdɛ dɛ ɐltos ɡɐʃtoʃ
-ɛnɛɾʒetikos no tɾɐnspoɾtɛ. ɐ ɛtɐpɐ dɛ inʒɛsɐ̃w̃ ɛksiʒɛ mɛnos kuʃtos dɛ invɛʃtimɛnto
-ɛm ɾɐzɐ̃w̃ dɐ powukɐ nɛzɛʃsidɐdɛ dɛ sɛ instɐlɐɾ novɐs unidɐdɛs ɛ mɔdulos nɐ
-plɐtɐfoɾmɐ. o ɾɛɐpʁovɛjtɐmɛnto dos posos inʒɛtoɾɛs dɛ aɡɐ tɐmbem fowi impoɾtɐntɛ
-pɐɾɐ minimizɐɾ os kuʃtos iniziajs. ʒa os kuʃtos dɛ opɛɾɐsɐ̃w̃ ɛ mɐnutɛnsɐ̃w̃ foɾɐ̃
-pɾopoɾsionɐlmɛntɛ mɐjoɾɛs no vɐloɾ totɐl. pɐɾɐ vɛɾifikɐɾ sɛ o pɾoʒɛto e viavɛl
-ɛkonomikɐmɛntɛ, fowi ɛlɐboɾɐdo dowis ɡɾafikos kom ɐs ɾɛzɛjtɐs ɛ ɐs dɛʃpɛzɐs do
-pɾoʒɛto. fiɡʁɐ 35 - ɾɛzumo dos kuʃtos ɛ ɾɛzɛjtɐs do pɾoʒɛto sɛm ɐ ɛmiʃsɐ̃w̃ ɛ
-vɛndɐ dɛ ɾsɛs fontɛ: ɛlɐboɾɐsɐ̃w̃ pɾɔpʁiɐ ɐ pɐɾtiɾ dos ɡɾafikos vɛɾifikɐ-sɛ kʷɛ o
-pɾoʒɛto e viavɛl ɛkonomikɐmɛntɛ. o lukʁo ɐnuɐl e dɛ $1.673.311.363 kom ɐ
-obtɛnsɐ̃w̃ ɛ vɛndɐ dos ɾsɛs ɛ $1.668.372.430 sɛm ɐ vɛndɐ dɛ ɾsɛs. obsɛɾvɐ-sɛ kʷɛ ɐ
-obtɛnsɐ̃w̃ dos ɾsɛs pɛlo mdl kɐzɛ nɐ̃w̃ ɐltɛɾɐ os lukʁos ɐnuajs do pɾoʒɛto, ɛ̃
-ʁɐzɐ̃w̃ dɐ powukɐ kɐntidɐdɛ ɛ do bajkso pɾɛso dos ɾsɛs no pɾinsipɐl mɛɾkɐdo dɛ
-ɛmiʃsõj̃s do mundo. 9. - konkluzɐ̃w̃ o obʒɛtivo pɾopoʃto pɐɾɐ ɛʃsɛ tɾɐbɐlo fowi
-vɛɾifikɐɾ viɐbilidɐdɛ teknikɐ ɛ ɛkonomikɐ do pɾoʒɛto dɛ kkɡs ɛlɐboɾɐdo
-ɛvidɛnsiɐndo, no intujto dɛ kompɾovɐsɐ̃w̃ dɛ ɐbɐtimɛnto ɾɛɐl dɐs ɛmiʃsõj̃s, ɐ
-kɐntidɐdɛ dɛ ɾɛdusõj̃s sɛɾtifikɐdɐs dɛ ɛmiʃsõj̃s (ɾsɛs). ɐ pɐɾtiɾ dos ɾɛzultɐdoʃ
-obtidos, fikowu konstɐtɐdo kʷɛ o pɾoʒɛto e ɾɛntavɛl ɛkonomikɐmɛntɛ, ɐpɛzɐɾ doʃ
-ɐltos kuʃtos ɐʃsoziɐdos nɐs ɛtɐpɐs dɛ kɐptuɾɐ, tɾɐnspoɾtɛ ɛ ɐɾmɐzɛnɐmɛnto, ɛ̃
-konsɛkʷensiɐ dɐ ɐltɐ dɛmɐndɐ ɛnɛɾʒetikɐ. ɐ pɾodusɐ̃w̃ dɛ ɔlɛo e awmɛntɐdɐ
-konsidɛɾɐvɛlmɛntɛ nos ɾɛzɛɾvɐtɔɾios dos kɐmpos dɛ mɐɾlim ɛ bɐʁɐkudɐ, ʒɛɾɐndo
-ʁɛzɛjtɐs ɐzimɐ dɛ 2,5 bilõj̃s dɛ dɔlɐɾɛs. ɐpɛzɐɾ dos kuʃtos iniziajs sɛɾɛm ũ
-powuko mɐjoɾ kʷɛ 2 bilõj̃s dɛ dɔlɐɾɛs, os lukʁos ɐnuajs sɐ̃w̃ mɐjoɾɛs kʷɛ 1,6
-bilõj̃s dɛ dɔlɐɾɛs. loɡo, todos os invɛʃtimɛntos iniziajs sɐ̃w̃ kompɛnsɐdos noʃ
-pɾimɛjɾos ɐnos dɛ vidɐ do pɾoʒɛto. komo pɾɐtikɐmɛntɛ 100% dɐs ɾɛzɛjtɐs foɾɐ̃
-oɾiwndɐs dɐ vɛndɐ dɛ pɛtʁɔlɛo, ɐ obtɛnsɐ̃w̃ dɐs ɾsɛs nɐ̃w̃ ɐltɛɾowu ɐ mɐɾʒɛm dɛ lukʁo
-do pɾoʒɛto. komo ɐs ɾɛzɛjtɐs pɾovem ɐpɛnɐs dɐ vɛndɐ dɛ bɐʁis dɛ pɛtʁɔlɛo, ɛʃtɐʃ
-fikɐm suʒɛjtɐs ɐ vɐɾiɐsɐ̃w̃ do pɾɛso do bɐʁil. kɐzo o pɾɛso dɛkɐjɐ
-konsidɛɾɐvɛlmɛntɛ, os lukʁos do pɾoʒɛto iɾɐ̃w̃ sɛɾ minimizɐdos. komo ɐ ɛʃtimɐtivɐ
-dɛ pɾodusɐ̃w̃ ɛstɾɐ dɛ pɛtʁɔlɛo do pɾoʒɛto e dɛ 15 ɐnos pɐɾɐ bɐʁɐkudɐ ɛ 23 ɐnoʃ
-pɐɾɐ mɐɾlim e pɾovavɛl kʷɛ nɐ̃w̃ ɐʒɐ diminujsõj̃s no pɾɛso do bɐʁil. o majʃ
-pɾovavɛl e kʷɛ os pɾɛsos sɛ ɛlɛvɛm dɛvido ɐ pɾovavɛl diminujsɐ̃w̃ dɐ ofɛɾtɐ dɛ
-pɛtʁɔlɛo nos pɾɔksimos ɐnos. komo, ɐte o pɾɛzɛntɛ momɛnto, nɐ̃w̃ a um pɾoʒɛto owu
-mɛtodoloʒiɐ vɐlidɐdɐ dɛ kkɡs no ɛʃkopo do mdl, fikɐ insɛɾto kɐl dɐs duɐʃ
-ɐboɾdɐʒɛns ɐpʁɛzɛntɐdɐs nɛʃsɛ tɾɐbɐlo sɛɾa ɐ majs pɾɔksimɐ dɐ mɛtodoloʒiɐ
-ɛʃkolidɐ pɐɾɐ pɾoʒɛtos dɛ kkɡs. kɐzo sɛʒɐ ɐ pɾimɛjɾɐ, ɐvɛɾa ɐ ɛmiʃsɐ̃w̃ dos ɾsɛʃ
-pɐɾɐ ɐs ɛmpɾɛzɐs do pɾoʒɛto, kɐzo sɛʒɐ ɐ sɛɡndɐ, nɐ̃w̃ ɐvɛɾa ɐ ɛmiʃsɐ̃w̃ dos ɾsɛs.
-
-kɐpitulo i: intɾodusɐ̃w̃ i.1 - motivɐsɐ̃w̃ os kɐmpos pɛtʁolifɛɾos do pɾe-sɐl sɛ
-lokɐlizɐm ɛm pɾofundidɐdɛs dɛ ɐpʁoksimɐdɐmɛntɛ 2000 mɛtʁos dɛ laminɐ d’aɡɐ,
-podɛndo ɐ diʃtansiɐ kʷɛ kompɾɛɛndɛ ɐ supɛɾfiziɛ do mɐɾ ɛ os ɾɛzɛɾvɐtɔɾios dɛ
-pɛtʁɔlɛo kɛɡɐɾ ɐ 8000 mɛtʁos. ɛm 2008, ɐ pɛtʁobʁɐs komɛsowu ɐ pɾoʃpɛktɐɾ
-pɛtʁɔlɛo dɐ kɐmɐdɐ pɾe-sɐl ɛm kɐntidɐdɛ ɾɛduzidɐ, tɐl ɛsploɾɐsɐ̃w̃ okoʁew no
-kɐmpo dɛ ʒubɐɾtɛ (bɐziɐ dɛ kɐmpos), ɐtʁɐves dɐ plɐtɐfoɾmɐ p-34. ɐ ɐtuɐl
-ɛsploɾɐsɐ̃w̃ e fɛjtɐ poɾ owito plɐtɐfoɾmɐs, kɐtʁo dɛlɐs sɐ̃w̃ plɐtɐfoɾmɐs instɐlɐdɐʃ
-no pɐʃsɐdo nɐ bɐziɐ dɛ kɐmpos pɐɾɐ ɛsploɾɐsɐ̃w̃ do pɔs-sɐl, poɾem poɾ ɐpʁɛzɛntɐɾɛ̃
-kɐpɐzidɐdɛ diʃponivɛl, viɐbilizɐɾɐm ɐ ɛsploɾɐsɐ̃w̃ dɐ novɐ kɐmɐdɐ. ʒa ɐs owutʁɐʃ
-kɐtʁo plɐtɐfoɾmɐs sɐ̃w̃ do tipo fpso (unidɐdɛs flutuɐntɛs dɛ pɾodusɐ̃w̃ ɛ
-ɐɾmɐzɛnɐmɛnto) ɛ ɐtuɐm, ɛskluzivɐmɛntɛ, nɐ kɐmɐdɐ pɾe-sɐl: fpso sidɐdɛ dɛ ɐnɡɾɐ
-dos ɾɛjs (opɛɾɐndo dɛʃdɛ owutubʁo dɛ 2010 no kɐmpo dɛ lulɐ, nɐ bɐziɐ dɛ sɐntos),
-fpso sidɐdɛ dɛ ɐnkiɛtɐ (opɛɾɐndo dɛʃdɛ sɛtɛmbɾo dɛ 2012 no kɐmpo dɛ bɐlɛjɐ
-ɐzul, nɐ bɐziɐ dɛ kɐmpos), fpso sidɐdɛ dɛ sɐ̃w̃ pawlo (opɛɾɐndo dɛʃdɛ ʒɐnɛjɾo dɛ
-2013 no kɐmpo dɛ sɐpinowa, nɐ bɐziɐ dɛ sɐntos) ɛ fpso sidɐdɛ dɛ sɐ̃w̃ vizɛntɛ
-(unidɐdɛ itinɛɾɐntɛ utilizɐdɐ pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛ tɛʃtɛs dɛ lonɡɐ duɾɐsɐ̃w̃). ɛ
-ajndɐ ɛm 2013, ɛntɾowu ɛm opɛɾɐsɐ̃w̃ ɐ fpso sidɐdɛ dɛ pɐɾɐtj, kuʒɐ kɐpɐzidɐdɛ dɛ
-pɾozɛʃsɐmɛnto dɛ ɔlɛo e dɛ 120 mil bɐʁis poɾ diɐ (pɛtʁobʁɐs, 2013). ɐlɡmɐs dɐʃ
-pɾinsipajs difikuldɐdɛs kɐnto a ɛsploɾɐsɐ̃w̃ do pɾe-sɐl, ɐlem dɐkʷɛlɐʃ
-ʁɛpʁɛzɛntɐdɐs pɛlɐs aɡɐs ultɾɐ-pɾofundɐs ɛ pɛlos ɾɛzɛɾvɐtɔɾios kɐɾbonazɛoʃ
-ɛʃpɛʃsos ɛ dɛ aɾɛɐs mujto ɡɾɐndɛs, inkluɛm: ɐ ɾɐzɐ̃w̃ ɡas-ɔlɛo (ɾɡp) ɛlɛvɐdɐ ɛ o
-ɐlto konteẃdo dɛ diɔksido dɛ kɐɾbono (ko2). ɐ ɐltɐ pɾɛʃsɐ̃w̃, bajksɐ tɛmpɛɾɐtuɾɐ
-(ɐpʁoksimɐdɐmɛntɛ 4°k) ɛ lokɐlizɐsɐ̃w̃ dos posos, ɐ sɛɾkɐ dɛ 300 km diʃtɐntɛs dɐ
-koʃtɐ, tɐmbem ɾɛzultɐm ɛm dɛzɐfios pɐɾɐ o pɾozɛʃso dɛ ɛsploɾɐsɐ̃w̃ (ɡowuvɛjɐ,
-2010). tajs dɛzɐfios ɛksiʒɛm um dɛzɛnvolvimɛnto substɐnsiɐl nɐ kɐpɐzidɐdɛ dɛ
-ɛstɾɐsɐ̃w̃ offsoɾɛ, inklujndo ɐs tɛknoloʒiɐs dɛ pɾozɛʃsɐmɛnto dɛ ɡas. o
-pɾozɛʃsɐmɛnto ɛ o tɾɐnspoɾtɛ dɛ ɡas ɐʃsoziɐdo ɐo pɛtʁɔlɛo ɾɛpʁɛzɛntɐm ũ
-vɛɾdɐdɛjɾo dɛzɐfio tɛknolɔʒiko. ɐ solusɐ̃w̃ ɐdotɐdɐ (fiɡʁɐ 1) fowi ɾɛɐlizɐɾ o
-tɾɐtɐmɛnto dɛʃsɛ ɡas nɐ pɾɔpʁiɐ plɐtɐfoɾmɐ, sɛndo ʒa tɾɐnspoɾtɐdo dɐ mɛʃmɐ ɛ̃
-ɛʃtɐdo likʷido poɾ dutos. no plɐno dɛ nɛɡɔzios dɐ pɛtʁobʁɐs 2014-2018 ɛʃtɐ̃w̃
-pɾɛviʃtos 5 bilõj̃s dɛ dɔlɐɾɛs (50% dos ɾɛkuɾsos dɐ aɾɛɐ dɛ ɡas ɛ ɛnɛɾʒiɐ) pɐɾɐ
-ɛʃkowɐmɛnto ɛ tɾɐtɐmɛnto do ɡas (www.ɐbɛɡɐs.kom.bɾ). o pɾozɛʃsɐmɛnto dɛ ɡaʃ
-nɐtuɾɐl offsoɾɛ ɛnvolvɛ mujtɐs opɛɾɐsõj̃s, ɛksiʒindo kʷɛ umɐ ɡɾɐndɛ poɾsɛntɐʒɛ̃
-dɐ aɾɛɐ topsidɛ dɐs fpso’s sɛʒɐ voltɐdɐ, ɛskluzivɐmɛntɛ, pɐɾɐ o pɾozɛʃsɐmɛnto dɛ
-ɡas, o kʷɛ ɾɛduz ɐ aɾɛɐ pɐɾɐ o pɾozɛʃsɐmɛnto dɛ ɔlɛo, o ɡɾɐndɛ ɾɛʃponsavɛl pɛlo
-kɐpitɐl ʒɛɾɐdo no sɛtoɾ pɛtʁolifɛɾo. i.2– o pɾe-sɐl ɐ dɛʃkobɛɾtɐ do pɾe-sɐl
-ɛlɛvowu o bɾɐzil ɐ um novo pɐtɐmɐɾ dɛ ɾɛzɛɾvɐs ɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo. ɛʃtudoʃ
-ɐpontɐɾɐm ɾɛzɛɾvɐs ɛntɾɛ 5 ɛ 8 bilõj̃s dɛ bɐʁis dɛ ɔlɛo ɛkʷivɐlɛntɛ (ɔlɛo majʃ
-ɡas) nɐs ɾɛzɛɾvɐs dɛ tupi. kom iʃso, majs posos foɾɐm pɛɾfuɾɐdos, ɛntɾɛ ɛlɛʃ
-iɐɾɐ (3 ɐ 4 bilõj̃s dɛ bɐʁis) ɛ bɐlɛjɐ (1,5 ɐ 2 bilõj̃s dɛ bɐʁis). ɐ pɐɾtiɾ
-dɛʃtɐs dɛʃkobɛɾtɐs, o ɡovɛɾno dɛzidiw, ɛm novɛmbɾo dɛ 2007, ɐnunsiɐɾ
-ofiziɐlmɛntɛ o novo sɛnaɾio ɛnɛɾʒetiko ɐ sɛɾ dɛzɛnvolvido no bɾɐzil. ɐ ɾɛʒiɐ̃w̃ do
-pɾe-sɐl e kɐɾɐktɛɾizɐdɐ poɾ um konʒunto dɛ ɾokɐs ɛm poɾsõj̃s submɐɾinɐs do
-litoɾɐl bɾɐzilɛjɾo. tɐl kɐmɐdɐ dɛ ɾokɐs sɛ lokɐlizɐ ɐbajkso dɛ umɐ ɛstɛnsɐ
-kɐmɐdɐ dɛ sɐl, kʷɛ podɛ ɐtinʒiɾ 2000 mɛtʁos dɛ ɛʃpɛʃsuɾɐ. ɐ diʃtansiɐ ɛntɾɛ ɐ
-supɛɾfiziɛ do mɐɾ ɛ os ɾɛzɛɾvɐtɔɾios podɛ kɛɡɐɾ ɐ 7000 mɛtʁos (fiɡʁɐ
-2)(pɛtʁobʁɐs, 2011). ɐs mɐjoɾɛs ɾɛzɛɾvɐs dɛʃkobɛɾtɐs ɛʃtɐ̃w̃ lokɐlizɐdɐs ɛntɾɛ oʃ
-ɛʃtɐdos dɛ sɐntɐ kɐtɐɾinɐ ɛ ɛʃpiɾito sɐnto. nɛʃtɐs ɾɛzɛɾvɐs fowi ɛnkontɾɐdo
-pɛtʁɔlɛo dɛ ɐltɐ kɐlidɐdɛ ɛ vɐloɾ no mɛɾkɐdo, dɛ dɛnsidɐdɛ 28,5° ɐpi, bajksɐ
-ɐzidɛz ɛ bajkso tɛoɾ dɛ ɛnksofʁɛ (sitɛs.pɛtʁobʁɐs.kom.bɾ). ɐ bɐziɐ dɛ kɐmpos, kʷɛ
-sɛ ɛʃtɛndɛ poɾ majs dɛ 100 mil kʷilomɛtʁos kɐdʁɐdos do ɛʃtɐdo do ɛʃpiɾito sɐnto
-ɐte ɐʁɐjɐl do kɐbo (litoɾɐl noɾtɛ do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo), e ɐ bɐziɐ
-pɛtʁolifɛɾɐ kʷɛ majs pɾoduz nɐ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐ. poɾem ɛʃtɐ bɐziɐ
-pɛɾdɛ ɛm impoɾtansiɐ pɐɾɐ ɐ bɐziɐ dɛ sɐntos (fiɡʁɐ 3) kɐndo sɛ tɾɐtɐ dɛ
-ʒɐzidɐs ɛm ɾɛzɛɾvɐtɔɾios do pɾe-sɐl. o pɾimɛjɾo poso do pɾe-sɐl ɐ iniziɐɾ suɐ
-pɾodusɐ̃w̃, ɛm sɛtɛmbɾo dɛ 2008, situɐ-sɛ no kɐmpo dɛ ʒubɐɾtɛ, nɐ bɐziɐ dɛ kɐmpos.
-tɐl poso ɛʃta intɛɾliɡɐdo a plɐtɐfoɾmɐ p-34, kʷɛ iniziowu suɐs opɛɾɐsõj̃s ɛm 2006,
-no ɛʃpiɾito sɐnto, pɾozɛʃsɐndo ɔlɛo dɛ ɾɛzɛɾvɐtɔɾios dɐ kɐmɐdɐ pɔs-sɐl
-(www.ibp.oɾɡ.bɾ). ʒa ɐ bɐziɐ dɛ sɐntos tɛvɛ komo mɐɾko do inizio dɛ suɐ
-ɛsploɾɐsɐ̃w̃ ɐ dɛʃkobɛɾtɐ dɐs ɾɛzɛɾvɐs dɛ ɡas nɐtuɾɐl do kɐmpo dɛ mɛɾluzɐ. ɐo
-lonɡo dos ɐnos, novɐs ʒɐzidɐs dɛ pɛkʷɛno poɾtɛ foɾɐm dɛʃkobɛɾtɐs nɐ kɐmɐdɐ
-pɔs-sɐl, poɾem fowi somɛntɛ nos ultimos ɐnos kʷɛ ɐ bɐziɐ dɛ sɐntos pɐʃsowu ɐ
-ʁɛzɛbɛɾ novos invɛʃtimɛntos dɛ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃. kom ɐ dɛʃkobɛɾtɐ do kɐmpo
-dɛ mɛksilɐ̃w̃, ɐ ɛspɛktɐtivɐ e kʷɛ ɐ pɾodusɐ̃w̃ dɛ ɡas nɐtuɾɐl nɛʃtɛ kɐmpo kɛɡʷɛ ɐ
-15 milõj̃s ɛ mɛtʁos kubikos/diɐ (www.ibp.oɾɡ.bɾ). ɐ pɐɾtiɾ dɛ 2006 foɾɐ̃
-ɐnunsiɐdɐs ɐs dɛʃkobɛɾtɐs dɛ ɾɛzɛɾvɐs do pɾe-sɐl nɐ bɐziɐ dɛ sɐntos, inklujndo ɐ
-ɡɾɐndɛ ɾɛzɛɾvɐ dɛ tupi, ɐʃsim komo os kɐmpos dɛ pɐɾɐti, kɐɾiokɐ, kɐɾɐmbɐ,
-ʒupitɛɾ, ɡɐɾa, bɛm-tɛ-vi ɛ iɐɾɐ (fiɡʁɐ 4). fiɡʁɐ 4: ɾɛzɛɾvɐs do pɾe-sɐl nɐ
-bɐziɐ dɛ sɐntos (fontɛ: notɐ teknikɐ dʒɛ/sɛtɐɛ 003/2009 – dɛzɐfios do pɾe-sɐl)
-ɐlem dɐ pɛtʁobʁɐs, owutʁɐs ɛmpɾɛzɐs ɛʃtɐ̃w̃ ɛnvolvidɐs nɐ ɛsploɾɐsɐ̃w̃ dɐ kɐmɐdɐ do
-pɾe-sɐl, ɛntɾɛ ɛlɐs ɾowjɐl dutk sɛll, ɛsksonmobil, bɡ ɡɾowup, ɛʃskoɾp, ɡɐlp,
-ʁɛpsol ɛ pɛtʁoɡɐl. ɐ bɐziɐ dɛ sɐntos fowi dividɐ ɛm onzɛ blokos ɛsploɾɐtɔɾios ɛ
-ɛʃtɐ̃w̃ konsɛdidos pɛlɐ ɐʒensiɐ nɐzionɐl dɛ pɛtʁɔlɛo, ɡas nɐtuɾɐl ɛ
-biokombuʃtivɛjs (ɐnp) ɐ vaɾios konsɔɾsios foɾmɐdos pɛlɐ pɛtʁobʁɐs ɛ ɛmpɾɛzɐʃ
-pɾivɐdɐs sob ɐ foɾmɐ dɛ kontɾɐtos dɛ konsɛʃsɐ̃w̃. os blokos sɐ̃w̃ sitɐdos ɐ sɛɡʷiɾ :
-- bm-s-8 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 66 % ) , sɛll ( 20 % ) ɛ pɛtʁoɡɐl
-( 14 % ) ; - bm-s-9 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 45 % ) , bɡ ( 30 % ) ɛ
-ʁɛpsol ( 25 % ) ; - bm-s-10 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 65 % ) , bɡ ( 25
-% ) ɛ pɐɾtɛks ( 10 % ) ; - bm-s11 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 65 % ) , bɡ
-( 25 % ) ɛ pɛtʁoɡɐl ( 10 % ) ; - bm-s-17 : pɛtʁobʁɐs ; - bm-s-21 : konsɔɾsio
-foɾmɐdo poɾ pɛtʁobʁɐs ( 80 % ) ɛ pɛtʁoɡɐl ( 20 % ) ; - bm-s-22 : konsɔɾsio
-foɾmɐdo poɾ ɛʃso ( 40 % ) , ɐmɛɾɐdɐ ( 40 % ) ɛ pɛtʁobʁɐs ( 20 % ) ; - bm-s-24 :
-konsoɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 80 % ) ɛ pɛtʁoɡɐl ( 20 % ) ; - bm-s-42 :
-pɛtʁobʁɐs ; - bm-s-50 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 60 % ) , bɡ ( 20 % ) ɛ
-ʁɛpsol ( 20 % ) ; - bm-s-52 : konsɔɾsio foɾmɐdo poɾ pɛtʁobʁɐs ( 60 % ) ɛ bɡ ( 40
-% ) ; ɐ tɐbɛlɐ 1 ɐpʁɛzɛntɐ um ɾɛzumo dɐs ɾɛzɛɾvɐs do pɾe-sɐl dɛʃkobɛɾtɐs nɐ
-bɐziɐ dɛ sɐntos , dɛ 2006 ɐ 2012 . i.2.1 dɛzɐfios do pɾe-sɐl ɐs kondisõj̃s dɛ
-ɛsploɾɐsɐ̃w̃ do pɾe-sɐl ɾɛpʁɛzɛntɐm ɡɾɐndɛs dɛzɐfios as tɛknoloʒiɐs dɛ ɛsploɾɐsɐ̃w̃,
-pɾodusɐ̃w̃ ɛ tɾɐnspoɾtɛ dɛ ɔlɛo ɛ ɡas, sɛndo nɛzɛʃsaɾio o dɛzɛnvolvimɛnto dɛ novɐʃ
-tɛknoloʒiɐs. dɛntɾɛ ɛʃtɐs kondisõj̃s, dɛʃtɐkɐm-sɛ ɐ pɾofundidɐdɛ dɐs ɾɛzɛɾvɐs,
-lokɐlizɐdɐs ɛm pɾofundidɐdɛs dɛ ɐte 7000 mɛtʁos, inklujndo 2000 mɛtʁos dɛ
-kɐmɐdɐs dɛ sɐl, pɾofundidɐdɛs ɛʃtɐs kʷɛ ɾɛzultɐm ɛm ɐmbiɛntɛs dɛ ɛsploɾɐsɐ̃w̃ dɛ
-ɐltɐs pɾɛʃsõj̃s ɛ bajksɐs tɛmpɛɾɐtuɾɐs; ɐltɐ ɾɐzɐ̃w̃ dɛ ɡas nɐtuɾɐl livʁɛ no
-ɛʃkowɐmɛnto ɡas-ɔlɛo (ɾɡo – ɾɐzɐ̃w̃ ɡas-ɔlɛo); ɡɾɐndɛs kɐntidɐdɛs dɛ ɡas kɐɾboniko
-(ko2) ɛ ɡas sulfidʁiko (2s) pɾɛzɛntɛs nos idʁokɐɾbonɛtos. dɛvido ɐos vaɾioʃ
-tipos dɛ sɐl ɐo lonɡo dɐ kɐmɐdɐ, kom difɛɾɛntɛs tɐksɐs dɛ dɛfoɾmɐsɐ̃w̃, podɛ
-okoʁɛɾ o ɐpʁizionɐmɛnto dɛ tubos duɾɐntɛ ɐ pɛɾfuɾɐsɐ̃w̃, ɐʃsim komo o kolɐpso dɐ
-kolunɐ dɛ ɾɛvɛʃtimɛnto. tajs ɾɛvɛʃtimɛntos tɐmbem podɛm sofʁɛɾ dɐnos dɛvido aʃ
-ɐltɐs pɾɛʃsõj̃s ɛ movimɛntɐsõj̃s dɐs kɐmɐdɐs dɛ sɐl, podɛndo lɛvɐɾ ɐo fɛkɐmɛnto
-owu pɛɾdɐ do poso. tajs dɛzɐfios ɛksiʒɛm novɐs tɛknoloʒiɐs dɛ pɛɾfuɾɐsɐ̃w̃, kõ
-dɛʃtɐkʷɛ pɐɾɐ komplɛtɐsõj̃s intɛliʒɛntɛs. ɛʃtɐs poʃsibilitɐm o kontɾolɛ ɐ
-diʃtansiɐ dɛ sɛsõj̃s do poso owu dɛ todo o poso, ɐ otimizɐsɐ̃w̃ dɐ pɾodusɐ̃w̃ ɛ ɐ
-ʁɛdusɐ̃w̃ dɛ intɛɾvɛnsõj̃s koʁɛtivɐs. tɐl kontɾolɛ e poʃsivɛl poɾ mɛjo dɛ sɛnsoɾɛʃ
-ɛ valvulɐs dɛ kontɾolɛ, kʷɛ monitoɾɐm ɛ kontɾolɐm ɛm tɛmpo ɾɛɐl ɐ ɛstɾɐsɐ̃w̃ doʃ
-idʁokɐɾbonɛtos (ɐlvɛs ɛt ɐl, 2009). ɐ fiɡʁɐ 5 ɐpʁɛzɛntɐ um diɐɡʁɐmɐ kom oʃ
-pɾinsipajs dɛzɐfios tɛknolɔʒikos do pɾe-sɐl ɛ ɐlɡmɐs aɾɛɐs kʷɛ nɛzɛʃsitɐm dɛ
-ɐpʁimoɾɐmɛnto pɐɾɐ ɐ ɛsploɾɐsɐ̃w̃ dɛʃsɐ novɐ kɐmɐdɐ. fiɡʁɐ 5: diɐɡʁɐmɐ doʃ
-dɛzɐfios tɛknolɔʒikos do pɾe-sɐl. (fontɛ: moɾajs, 2013) i.2.2 invɛʃtimɛntos mɐʃ
-o dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs pɐɾɐ ɐ ɛsploɾɐsɐ̃w̃ dɛʃsɐ novɐ kɐmɐdɐ dɛmɐndɐɾa
-ɡɾɐndɛs invɛʃtimɛntos. do montɐntɛ totɐl ɛm ɛ&p, 73% e dɛʃtinɐdo ɐo
-dɛzɛnvolvimɛnto dɐ pɾodusɐ̃w̃, o kʷɛ koʁɛʃpondɛ ɐ 135,9 bilõj̃s dɛ dɔlɐɾɛs. dɛʃtɐ
-pɐɾsɛlɐ, 60% (us$ 82 bilõj̃s) e dɛʃtinɐdo ɐo pɾe-sɐl (fiɡʁɐ 7) (fontɛ:
-www.pɛtʁobʁɐs.kom.bɾ/pt/kʷɛm-somos/ɛʃtɾɐtɛʒiɐ/plɐno-dɛ-nɛɡozios-ɛ-ʒɛʃtɐo/) i.2.3
-pɾodusɐ̃w̃ do pɾe-sɐl ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛ ɡas nɐtuɾɐl no bɾɐzil supɛɾowu ɛm 24
-dɛ ʒuno dɛ 2014 ɐ mɐɾkɐ dɛ 500 mil bɐʁis dɛ pɛtʁɔlɛo poɾ diɐ (bpd), ɐtinʒindo
-520 bpd, konfiɡʁɐndo um novo ɾɛkoɾdɛ dɛ pɾodusɐ̃w̃ diaɾiɐ oɾiʒinɐdo ɛm 25 posoʃ
-pɾodutoɾɛs (fiɡʁɐ 8). sɛndo 78% dɛʃtɛ montɐntɛ (406 mil bpd) koʁɛʃpondɛntɛs a
-pɐɾsɛlɐ dɐ pɛtʁobʁɐs ɛ o ɾɛʃtɐntɛ, dɐs ɛmpɾɛzɐs pɐɾsɛjɾɐs nɐs divɛɾsɐs aɾɛɐs dɛ
-pɾodusɐ̃w̃ nɐ kɐmɐdɐ do pɾe-sɐl. (pɛtʁobʁɐs, 2014). (fontɛ: foɾmiɡli, 2014) o
-kɐmpo dɛ mɐɾlim sul, nɐ bɐziɐ dɛ kɐmpos, fowi o dɛ mɐjoɾ pɾodusɐ̃w̃ diaɾiɐ dɛ
-pɛtʁɔlɛo. ʒa o mɐjoɾ pɾodutoɾ dɛ ɡas nɐtuɾɐl fowi o kɐmpo dɛ lulɐ, nɐ bɐziɐ dɛ
-sɐntos. ɐ ɛspɾɛʃsivɐ pɾodusɐ̃w̃ do pɾe-sɐl sɛ dɛʃtɐkɐ diɐntɛ dɐ ɛsploɾɐsɐ̃w̃
-nɐzionɐl ɛm tɛʁɐ, aɡɐs ɾɐzɐs ɛ ɐte mɛʃmo ɛm aɡɐs pɾofundɐs, ɐlkɐnsɐndo
-ɛlɛvɐdɐ pɾodusɐ̃w̃ poɾ poso ɛm kuɾto pɛɾiodo dɛ ɐnos dɛʃdɛ o inizio dɐ ɛsploɾɐsɐ̃w̃,
-konfoɾmɛ ɐpʁɛzɛntɐdo nɐ tɐbɛlɐ 2. foɾmiɡli (2014) dɛʃtɐkɐ kʷɛ o ɐlkɐnsɛ do
-ʁɛkoɾdɛ dɛ 500 mil bpd nɐ̃w̃ poʃsuj ɾɛlɛvansiɐ ɐpɛnɐs no bɾɐzil, mɐs mundiɐl. ɐo
-sɛ kompɐɾɐɾ o pɛɾiodo dɛ tɛmpo nɛzɛʃsaɾio pɐɾɐ sɛ ɐtinʒiɾ tɐl pɾodusɐ̃w̃ no bɾɐzil
-(8 ɐnos) kom o pɛɾiodo dɛ tɛmpo pɐɾɐ kʷɛ ɡɾɐndɛs ɾɛʒiõj̃s pɾodutoɾɛs offsoɾɛ
-mundiajs, ɡolfo do meksiko (20 ɐnos) ɛ mɐɾ do noɾtɛ (10 ɐnos), ɐlkɐnsɐʃsɛm tɐmbẽ
-ɛʃtɐ mɐɾkɐ, pɛɾsɛbɛ-sɛ kʷɛ o bɾɐzil ɐtinʒiw tɐl dɛzɛnvolvimɛnto majʃ
-ʁɐpidɐmɛntɛ, konfoɾmɛ moʃtɾɐdo nɐ fiɡʁɐ 9 (foɾmiɡli, 2014). fiɡʁɐ 9: ɐvɐnso dɐ
-pɾodusɐ̃w̃ no ɡolfo do meksiko, mɐɾ do noɾtɛ ɛ pɾe-sɐl. (fontɛ: foɾmiɡli, 2014) i.3
-- ʒupitɛɾ o ɾɛzɛɾvɐtɔɾio dɛ ʒupitɛɾ podɛ sɛɾ utilizɐdo komo ɾɛfɛɾensiɐ dɛ
-ʁɛzɛɾvɐs do pɾe-sɐl kʷɛ poʃsuɛm ɛlɛvɐdɐs ɾɐzõj̃s ɡas-ɔlɛo ɛ kʷɛ poʃsuɛm ɛlɛvɐdo
-tɛoɾ dɛ ko2 ɛm suɐs fɾɐsõj̃s ɡɐzosɐs. ʒupitɛɾ lokɐlizɐ-sɛ numɐ laminɐ d´aɡɐ dɛ
-ɐpʁoksimɐdɐmɛntɛ 2.200 mɛtʁos dɛ pɾofundidɐdɛ ɛ �� sɛɾkɐ dɛ 300 kʷilomɛtʁos dɐ
-sidɐdɛ do ɾio dɛ ʒɐnɛjɾo. ʒupitɛɾ ɛʃta kontido pɐɾsiɐlmɛntɛ (63%) no bloko
-bm-s-24. os 37% ɾɛʃtɐntɛs dɛ ʒupitɛɾ lokɐlizɐm-sɛ foɾɐ dɐ aɾɛɐ dɛ konsɛʃsɐ̃w̃ (ɐnp
-ɛ ɡkɐ, 2010). ɛm ʒɐnɛjɾo dɛ 2008 ɐ pɛtʁobʁɐs komunikowu kʷɛ ɐ ɛsploɾɐsɐ̃w̃ do bloko
-bm-s-24 (ʒupitɛɾ) dɐ bɐziɐ dɛ sɐntos sɛɾiɐ ɾɛɐlizɐdɐ poɾ ɛlɐ (80%) ɛ ɡɐlp
-ɛnɛɾʒiɐ (20%). fowi kompɾovɐdɐ no bloko ɐ ɛksiʃtensiɐ dɛ umɐ ɡɾɐndɛ ʒɐzidɐ dɛ ɡaʃ
-nɐtuɾɐl ɛ kondɛnsɐdo, dɛnominɐdɐ ʒupitɛɾ. tɐl poso sɛ ɛnkontɾɐ ɐ 5252 mɛtʁos dɛ
-pɾofundidɐdɛ ɛ ɐ 290 km dɐ koʃtɐ do ɾio dɛ ʒɐnɛjɾo, sɛndo ɐ ɛʃpɛʃsuɾɐ do ɾokɐ
-kom idʁokɐɾbonɛtos mɐjoɾ kʷɛ 120 mɛtʁos (ipt, 2009). ɐ fɐzɛ ɛsploɾɐtɔɾiɐ do
-bloko bm-s-24 tɛvɛ inizio ɛm 29 dɛ ɐɡoʃto dɛ 2001kom duɾɐsɐ̃w̃ pɾɛviʃtɐ dɛ owito
-ɐnos. sew pɾoɡʁɐmɐ ɛsploɾɐtɔɾio minimo oɾiʒinɐl konsiʃtiɐ nɐ pɛɾfuɾɐsɐ̃w̃ dɛ dowiʃ
-posos kom pɾofundidɐdɛs finajs ɐtinʒindo ɐ fm itɐʒaj́-ɐsu, tɛndo o kompɾomiʃso
-sido ɾɛnɛɡoziɐdo pɐɾɐ ɐ pɛɾfuɾɐsɐ̃w̃ dɛ um poso kom pɾofundidɐdɛ finɐl dɛntɾo dɐ
-foɾmɐsɐ̃w̃ itɐʒaj́-ɐsu. o pɾimɛjɾo poso do bloko ɐ sɛɾ pɛɾfuɾɐdo fowi o
-1-ɾsɐ-559-ɾʒs (1-ɾʒs-652), lokɐlizɐdo ɐ 290 km dɐ koʃtɐ do ɛʃtɐdo do ɾio dɛ
-ʒɐnɛjɾo, ɛm laminɐ d’aɡɐ dɛ 2.187 mɛtʁos. ɐ pɛɾfuɾɐsɐ̃w̃ ɐtinʒiw pɾofundidɐdɛ
-finɐl dɛ 5252 mɛtʁos dɛntɾo dos kɐɾbonɐtos. foɾɐm ɐtʁɐvɛʃsɐdos 130 mɛtʁos dɛ
-ʁɛzɛɾvɐtɔɾios kɐɾbonatikos sɐtuɾɐdos ɛm flujdos kom idʁokɐɾbonɛtos. ɐpɔs ɐ
-pɛɾfilɐʒɛm ɛ ɐmoʃtɾɐʒɛm dɛ flujdos, o poso pionɛjɾo tɛvɛ kʷɛ sɛɾ intɛʁompido
-pɐɾɐ mɐnutɛnsɐ̃w̃ (dokɐʒɛm) dɐ sondɐ dɛ pɛɾfuɾɐsɐ̃w̃. foɾɐm ɾɛɐlizɐdos ɛnsɐjos dɛ
-libɛɾɐsɐ̃w̃ flɐʃ ɐ pɐɾtiɾ dɐs ɐmoʃtɾɐs kolɛtɐdɐs, ɾɛvɛlɐndo ɛlɛvɐdɐ konsɛntɾɐsɐ̃w̃
-molɐɾ dɛ ko2 (79% nɐ fɾɐsɐ̃w̃ ɡɐzosɐ). poɾem nɐ̃w̃ fowi poʃsivɛl ɾɛɐlizɐɾ ɛnsɐjos pvt
-dɛvido a kontɐminɐsɐ̃w̃ dɐs ɐmoʃtɾɐs poɾ filtɾɐdo dɛ flujdo dɛ pɛɾfuɾɐsɐ̃w̃ ɐ bɐzɛ
-dɛ npɐɾɐfinɐ (ɛjɐ/ɾimɐ, 2011). tajs ɛnsɐjos pɛɾmitɛm ɐ ɐnalizɛ dɛ kompoɾtɐmɛnto
-dɛ fɐzɛs ɛ sɐ̃w̃ noɾmɐlmɛntɛ ɾɛɐlizɐdɐs duɾɐntɛ ɐ pɛɾfuɾɐsɐ̃w̃ do pɾimɛjɾo poso dɛ
-ɛsploɾɐsɐ̃w̃, ɐntɛs kʷɛ o ɾɛzɛɾvɐtɔɾio iniziɛ suɐ fɐzɛ dɛ pɾodusɐ̃w̃. pɐɾɐ obtɛnsɐ̃w̃
-dɛ ɐmoʃtɾɐs nɐ̃w̃ kontɐminɐdɐs, ɐ pɛɾfuɾɐsɐ̃w̃ do poso 1-ɾsɐ-559-ɾʒs fowi ɾɛtomɐdɐ
-kom flujdo bɐzɛ aɡɐ, ɐtinʒindo pɾofundidɐdɛ dɛ 5773 mɛtʁos. ɐ novɐ pɛɾfuɾɐsɐ̃w̃,
-dɛʃtɐ vɛz ɐtinʒindo mɐjoɾɛs pɾofundidɐdɛs, pɛɾmitiw ɐ konstɐtɐsɐ̃w̃ dɛ ɛʃpɛʃsuɾɐ
-poɾozɐ kom idʁokɐɾbonɛto dɐ oɾdɛm dɛ 312 mɛtʁos. foɾɐm ɾɛɐlizɐdɐs ɛntɐ̃w̃
-ɐnalizɛs kʷimikɐs kʷɛ indikɐɾɐm ɐ pɾɛzɛnsɐ dɛ umɐ kɐpɐ dɛ ɡas sobʁɛ umɐ zonɐ dɛ
-ɔlɛo. tɐl kɐpɐ dɛ ɡas tɛm umɐ ɾɐzɐ̃w̃ dɛ solubilidɐdɛ do ɡas no ɔlɛo (ɾs) dɛ
-3.015m³/m³, ondɛ ɐ poɾsɐ̃w̃ ɡɐzosɐ ɐpʁɛzɛntɐ 79% dɛ ko2 ɛ 21% dɛ ɡɐzɛʃ
-idʁokɐɾbonikos ɛ ɐ fɾɐsɐ̃w̃ likʷidɐ e kompoʃtɐ poɾ um kondɛnsɐdo dɛ 33 ºɐpi. ʒa ɐ
-zonɐ dɛ ɔlɛo e kompoʃtɐ poɾ um ɔlɛo dɛ ɐpʁoksimɐdɐmɛntɛ 18 ºɐpi ɛ ɾɡo 170m³/m³
-(ɛjɐ/ɾimɐ, 2011). tɐl dɛʃkobɛɾtɐ, kom konsɛntɾɐsõj̃s mujto ɐltɐs dɛ ko2, ineditɐʃ
-nɐs bɐziɐs bɾɐzilɛjɾɐs ɾɛpʁɛzɛntɐ dɛzɐfios dɛ pɾodusɐ̃w̃ nunkɐ ɛnfɾɛntɐdos poɾ
-kɐlkʷɛɾ opɛɾɐdoɾɐ ɛm kontɛsto offsoɾɛ similɐɾ (ɛjɐ/ɾimɐ, 2011). o pɾoʒɛto dɛ
-dɛzɛnvolvimɛnto dɛ pɾodusɐ̃w̃ ( dp ) pɐɾɐ ʒupitɛɾ ɛʃtɐ pɾɛviʃto no plɐno dɛ
-nɛɡɔzios ɛ ʒɛʃtɐ̃w̃ dɐ pɛtʁobʁɐs ɐ pɐɾtiɾ dɛ 2017 , ʒunto kom owutʁɐs aɾɛɐs komo
-iɐɾɐ oɾst , nɛ tupi , iɐɾɐ nw , kɐɾkɐɾa , ɛntoɾno dɛ iɐɾɐ , fɾɐnko lɛʃtɛ ɛ
-floɾim. . pɐɾɐ kɐdɐ pɾoʒɛto e pɾɛviʃtɐ umɐ fpso dɛ poɾtɛ sɛmɛlɐntɛ as doʃ
-dɛmajs pɾoʒɛtos do pɔlo pɾe-sɐl dɐ bɐziɐ dɛ sɐntos. komo ajndɐ ɛʃtɐ̃w̃ sɛndo
-ʁɛɐlizɐdos ɛʃtudos dɛ ɐvɐliɐsɐ̃w̃ ɛsploɾɐtɔɾiɐ pɐɾɐ dɛtɛɾminɐɾ o potɛnsiɐl dɛ kɐdɐ
-kɐmpo, ɐ kɐntidɐdɛ dɛ posos pɾodutoɾɛs ɛ/owu inʒɛtoɾɛs ɛ o numɛɾo dɛ linɐs dɛ
-ɛʃkowɐmɛnto dɛ idʁokɐɾbonɛtos ajndɐ sɐ̃w̃ dɛʃkonɛzidos (kɐɾɐktɛɾizɐsɐ̃w̃ dɐ
-ɐtividɐdɛ ii.2.1, 2013). ɐ ɐʒensiɐ nɐzionɐl dɛ pɛtʁɔlɛo (ɐnp) ɐʃsinowu kontɾɐto
-kom ɐ ɛmpɾɛzɐ ɡɐffnɛj, klinɛ & ɐʃsoziɐtɛs (ɡkɐ) (2010) pɐɾɐ ɛlɐboɾɐsɐ̃w̃ dɛ ũ
-ʁɛlɐtɔɾio kom viʃtɐs a vɐloɾɐsɐ̃w̃ dos diɾɛjtos dɛ pɛʃkʷizɐ. o ɾɛlɐtɔɾio ɐnɐlizɐ ɐ
-aɾɛɐ kompoʃtɐ pɛlɐs dɛʃkobɛɾtɐs dɛ tupi, iɐɾɐ ʒupitɛɾ ɛ fɾɐnko. ɐ ɡkɐ ɛksɐminowu ɛ
-awditowu dɐdos teknikos pɐɾɐ sɛ ɛʃtimɐɾ o volumɛ dɛ pɛtʁɔlɛo ɐ sɛɾ ɛsploɾɐdo ɛ̃
-kɐdɐ dɛʃkobɛɾtɐ. ɛ̀ impoɾtɐntɛ ɾɛʃsɐltɐɾ kʷɛ tɐl volumɛ ɛʃtimɐdo konsidɛɾɐ ɐpɛnɐʃ
-volumɛs dɛ ɔlɛo, ɛmboɾɐ os pɾoʒɛtos dɛ dɛzɛnvolvimɛnto ɛnɡlobɛm ɛsploɾɐsɐ̃w̃ dɛ
-ɡas nɐtuɾɐl (ɐnp ɛ ɡkɐ, 2010). o ɛʃtudo ɛnvolvɛ tɾes ɛʃtimɐtivɐs kʷɛ ɐdotɐɾɐm ɐ
-sɛɡʷintɛ tɛɾminoloʒiɐ: 1k (ɛʃtimɐtivɐ bajksɐ), 2k (mɛloɾ ɛʃtimɐtivɐ) ɛ 3k
-(ɛʃtimɐtivɐ ɐltɐ). os ɾɛzultɐdos dɐ ɐnalizɛ sɐ̃w̃ ɾɛzumidos nɐ tɐbɛlɐ 3. ɐ ɡkɐ
-tɐmbem ɾɛɐlizowu kalkulos dɛ fɐtoɾ iniziɐl dɛ pɛtʁɔlɛo ɛ dɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo
-ɐkumulɐdɐ, konsidɛɾɐndo um pɛɾiodo dɛ 30 ɐnos (tɐbɛlɐ 4). pɐɾɐ ɐ ɛʃtimɐtivɐ, fowi
-konsidɛɾɐdo kʷɛ kɐdɐ poso poʃsuj́ɐ umɐ unidɐdɛ fpso dɛntɾo dɛ um ɾɐjo dɛ 7
-kʷilomɛtʁos. ɐ pɐɾtiɾ dos dɐdos ɐpʁɛzɛntɐdos (tɐbɛlɐs 3 ɛ 4) fowi poʃsivɛl
-kɐlkulɐɾ o ɔtimo dɛ pɾodusɐ̃w̃ dɛ kɐdɐ fpso dɛʃtinɐdɐ a ɛsploɾɐsɐ̃w̃ dos kɐmpos,
-pɐɾtindo-sɛ do pɾinsipio kʷɛ kɐdɐ fpso opɛɾɐ no maksimo poɾ 30 ɐnos. tɐmbem fowi
-utilizɐdɐ ɐ pɾɛmiʃsɐ kʷɛ umɐ fpso pɐdʁɐ̃w̃ ɛʃta liɡɐdɐ ɐ dɛz posos dɛ pɾodusɐ̃w̃ ɛ ɐ
-dɛz dɛ inʒɛsɐ̃w̃. os ɾɛzultɐdos indikɐɾɐm kʷɛ pɐɾɐ ʒupitɛɾ ɐ kɐpɐzidɐdɛ dɐ fpso e
-75 mil bopd, kɐpɐzidɐdɛ mɛnoɾ kʷɛ ɐs duɐs pɾimɛjɾɐs fpsos kontɾɐtɐdɐs pɐɾɐ o
-pɾe-sɐl pɐɾɐ tupi (100 mil ɛ 120 mil bopd) ɛ infɛɾiɾ ɐs kɐpɐzidɐdɛs dɐs liɡɐsõj̃ʃ
-dɛ ɡɐɾa do sul a fpso ɡɐɾa (16 mil bopd) ɛ dɐ liɡɐsɐ̃w̃ dɛ floɾim a iɐɾɐ (20 mil
-bopd). os ɾɛzultɐdos dos dɛlinɛɐmɛntos dos pɾoʒɛtos dɛ dɛzɛnvolvimɛnto pɐɾɐ kɐdɐ
-aɾɛɐ sɐ̃w̃ ɐpʁɛzɛntɐdos ɐ sɛɡʷiɾ (tɐbɛlɐ 5) (ɐnp ɛ ɡkɐ, 2010). ɛm sew dokumɛnto ,
-ɐ ɐnp ɾɛlɐtɐ kʷɛ ɐ ɡkɐ konsidɛɾɐ kʷɛ , pɐɾɐ ʒupitɛɾ , umɐ fajksɐ plawzivɛl do
-fɐtoɾ volumɛ dɛ foɾmɐsɐ̃w̃ ( fvf ) situɐ-sɛ ɛntɾɛ 1,29 ɛ 1,42 stb/ɾb , ɛnkɐnto
-kʷɛ ɐ ɾɐzɐ̃w̃ ɡas/ɔlɛo ( ɾɡo ) situɐ-sɛ ɛntɾɛ 826 ɛ 1010 skf / bbl. . ʒa kɐnto ɐo
-ɔlɛo oɾiʒinɐl in situ (owojp) pɐɾɐ o ɛntoɾno dɛ ʒupitɛɾ ɛʃtimɐ-sɛ kʷɛ vɐɾiɐ dɛ
-1,21 bbbl (bajksɐ ɛʃtimɐtivɐ) ɐ 2,57 bbbl (ɐltɐ ɛʃtimɐtivɐ), sɛndo ɐ mɛloɾ
-ɛʃtimɐtivɐ dɛ 1,83 bbl. ɛʃtimɐ-sɛ um fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ pɐɾɐ ʒupitɛɾ ɛntɾɛ 6%
-ɛ 37%, konsidɛɾɐndo-sɛ umɐ dɛplɛsɐ̃w̃ ɛ siʃtɛmɐ dɛ pɾodusɐ̃w̃ dɛ inʒɛsɐ̃w̃ dɛ aɡɐ,
-kom um vɐloɾ majs pɾovavɛl dɛ 15% pɐɾɐ o ɔlɛo dɛ 18° ɐpi. ɐ pɾodusɐ̃w̃ ɛʃtimɐdɐ e
-dɛ 335 milõj̃s dɛ bɐʁis ( mm bbl ) , ɐ sɛɾ ɛfɛtuɐdɐ ɐtʁɐves dɛ 10 posos dɛ
-pɾodusɐ̃w̃ ɛ 10 posos dɛ inʒɛsɐ̃w̃ kom pɾodusɐ̃w̃ iniziɐl dɛ 8.000 bopd/poso , liɡɐdoʃ
-ɐ 3 fpsos kom kɐpɐzidɐdɛ dɛ 75.000 bopd. . o vɐloɾ pɾɛzɛntɛ likʷido sɛm ɾiʃko, ɐ
-umɐ tɐksɐ dɛ dɛʃkonto dɛ 10%, pɐɾɐ o kɐzo dɛ suzɛʃso dɛ ɾɛkuɾsos pɾoʃpɛktivos, e
-ɛʃtimɐdo ɛm us$ 1.774 milõj̃s, ɛkʷivɐlɛntɛs ɐ us$ 5,29/bbl (ɐnp ɛ kɡɐ, 2010). ɛ̃
-2010, ɐ ɐnp ʒa ɐviɐ divulɡɐdo ɛm sew dokumɛnto kʷɛ ɐ unikɐ ɐboɾdɐʒɛm poʃsivɛl
-pɐɾɐ sɛ ɐlkɐnsɐɾ umɐ ɛfiziensiɐ dɛ vɐzɐ̃w̃ ɾɐzowavɛl ɛm ʒupitɛɾ sɛɾiɐ ɐ ɾɛjnʒɛsɐ̃w̃
-dɛ ko2. ɐ inʒɛsɐ̃w̃ plɐnɛʒɐdɐ dɛ ko2 awmɛntɐɾiɐ ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɡas poɾ mɐntɛɾ ɐ
-pɾɛʃsɐ̃w̃ no ɾɛzɛɾvɐtɔɾio. ɛʃsɐ inʒɛsɐ̃w̃ e ɐboɾdɐdɐ komo poʃsivɛl solusɐ̃w̃ ʒa kʷɛ
-ɐpɛzɐɾ dɐ teknikɐ dɛ ɐltɛɾnansiɐ ɛntɾɛ aɡɐ ɛ ɡas (wɐɡ – wɐtɛɾ ɐltɛɾnɐtinɡ wit
-ɡɐs) sɛɾ plɐnɛʒɐdɐ pɐɾɐ implɛmɛntɐsɐ̃w̃ nɐs unidɐdɛs do pɾe-sɐl, nɐ̃w̃ a
-ɛspɛɾiensiɐ kʷɛ pɛɾmitɐ ɐvɐliɐɾ suɐ ɐplikɐbilidɐdɛ ɛm kondisõj̃s kom tɐ̃w̃ ɛlɛvɐdo
-tɛoɾ dɛ ko2. poɾem ɐ ɾɛjnʒɛsɐ̃w̃ dɛ ɡas podɛ kɾiɐɾ pɾoblɛmɐs dɛ ɾɡo ajndɐ majʃ
-ɛlɛvɐdɐs kʷɛ limitɐɾiɐm ɐ pɾodutividɐdɛ dɛ ɔlɛo, iʃto okoʁɛɾiɐ kɐzo o ɡaʃ
-inʒɛtɐdo ɐlkɐnsɐʃsɛ os pɾodutoɾɛs ɐntɛs do ɛʃpɛɾɐdo. (ɐnp, 2010). tɛndo ɛm viʃtɐ
-os dɐdos dɛ ʒupitɛɾ divulɡɐdos pɛlɐ ɐnp ɐ ɐltɛɾnɐtivɐ pɾopoʃtɐ nɛʃtɛ tɾɐbɐlo
-vizɐ o tɾɐtɐmɛnto dɛʃsɛ poso, pɾodutoɾ dɛ ɡas, dividindo o pɾozɛʃsɐmɛnto ɛm tɾeʃ
-aɾɛɐs: subsɛɐ, offsoɾɛ (topsidɛ dɐs fpsos) ɛ onsoɾɛ. nɛʃtɐ ɐltɛɾnɐtivɐ, ɐ
-koʁɛntɛ pɾovɛniɛntɛ do poso e ɛnviɐdɐ ɐ um sɛpɐɾɐdoɾ subsɛɐ tɾifaziko, sɛndo o
-ɔlɛo dɛʃtinɐdo ɐ fpso pɐɾɐ sew tɾɐtɐmɛnto, ɐ aɡɐ dɛʃtinɐdɐ ɐ ɾɛjnʒɛsɐ̃w̃ pɐɾɐ
-awmɛnto dɐ ɾɛkupɛɾɐsɐ̃w̃ ɛnkɐnto o ɡas nɐ̃w̃ tɾɐtɐdo kom tɐ̃w̃ ɐlto tɛoɾ dɛ ko2 e
-ɛnviɐdo, poɾ duto submɐɾino, ɐo kontinɛntɛ pɐɾɐ tɾɐtɐmɛnto onsoɾɛ. o ko2
-sɛpɐɾɐdo no kontinɛntɛ ɾɛtoɾnɐ ɐo poso pɐɾɐ ɾɛjnʒɛsɐ̃w̃ ɛm owutʁo duto submɐɾino.
-i.4–obʒɛtivos o obʒɛtivo do tɾɐbɐlo konsiʃtɛ ɛm pɾopoɾ ɛ ɐnɐlizɐɾ umɐ
-tɛknoloʒiɐ ɐltɛɾnɐtivɐ a utilizɐdɐ ɐtuɐlmɛntɛ nɐ ɛsploɾɐsɐ̃w̃ do pɾe-sɐl. komo
-solusɐ̃w̃, e pɾopoʃto kʷɛ o ɡas nɐtuɾɐl ɐʃsoziɐdo ɾɛtiɾɐdo dos posos nɐ̃w̃ sɛʒɐ
-pɾozɛʃsɐdo nɐ plɐtɐfoɾmɐ ɛ sim tɾɐnspoɾtɐdo, nɐ̃w̃ tɾɐtɐdo, poɾ duto subsɛɐ, kõ
-mɛɡ (monowɛtilɛnoɡlikol). o mɛɡ e utilizɐdo poɾ sɛɾ um inibidoɾ dɛ idʁɐtos, kʷɛ
-dɛvɛ ɛʃtɐɾ pɾɛzɛntɛ ɐo lonɡo dɐ ɛstɛnsɐ̃w̃ do duto pɐɾɐ ɛvitɐɾ ɐ foɾmɐsɐ̃w̃ dɛ
-idʁɐtos kʷɛ viɾiɐm ɐ sɛ foɾmɐɾ dɛvido a bajksɐ tɛmpɛɾɐtuɾɐ ɐ kɐl o ɡas e
-submɛtido dɛntɾo dɐ tubulɐsɐ̃w̃ no fundo do mɐɾ, powis tɐl foɾmɐsɐ̃w̃ lɛvɐɾiɐ ɐo
-blokʷɛjo do duto. o tɾɐtɐmɛnto do ɡas, nɐ sɛkʷensiɐ, e ɾɛɐlizɐdo ɛm umɐ unidɐdɛ
-dɛ pɾozɛʃsɐmɛnto dɛ ɡas nɐtuɾɐl (upɡn) onsoɾɛ. ɛm ɾɛzumo, ɐ tɛknoloʒiɐ pɾopoʃtɐ
-ʁɛkʷɛɾ ɐ konstɾusɐ̃w̃ dɛ tɾes dutos: um pɐɾɐ o tɾɐnspoɾtɛ dɛ ɡas nɐ̃w̃ tɾɐtɐdo; ũ
-sɛɡndo, pɐɾɐ o ɾɛtoɾno do mɛɡ tɾɐtɐdo pɐɾɐ kʷɛ ɛʃtɛ sɛʒɐ inʒɛtɐdo novɐmɛntɛ no
-duto dɛ ɡas ɛ um tɛɾsɛjɾo, pɐɾɐ o ɾɛtoɾno dɛ diɔksido dɛ kɐɾbono nɐ foɾmɐ
-likʷidɐ, do kontinɛntɛ pɐɾɐ o kɐmpo, pɐɾɐ sɛɾ ɾɛjnʒɛtɐdo no poso (fiɡʁɐ 10). ɐ
-ʁɛlɛvansiɐ do tɾɐbɐlo sɛ ɛnkontɾɐ ɛm ɐpʁɛzɛntɐɾ umɐ pɾopoʃtɐ pɐɾɐ um doʃ
-pɾinsipajs pɾoblɛmɐs dɛ ɛsploɾɐsɐ̃w̃ do pɾe-sɐl, o ɐlto tɛoɾ dɛ ɡas nɐtuɾɐl ɛ dɛ
-ko2, ɐpʁɛzɛntɐndo umɐ solusɐ̃w̃ ɐltɛɾnɐtivɐ a ɐtuɐl, dɛ pɾozɛʃsɐmɛnto do ɡas nɐ
-plɐtɐfoɾmɐ, kom indikɐsɐ̃w̃ dɛ ɐplikɐsɐ̃w̃ pɐɾɐ posos kom tɛoɾ dɛ ko2 ɐzimɐ dɛ 50%.
-ɐs pɾinsipajs vɐntɐʒɛns ɐpʁɛzɛntɐdɐs poɾ nɐ̃w̃ ɾɛɐlizɐɾ o pɾozɛʃsɐmɛnto do ɡaʃ
-offsoɾɛ sɐ̃w̃: ɐ ɾɛdusɐ̃w̃ dɛ aɾɛɐ okupɐdɐ ɛ pɛzo dɛ ɛkʷipɐmɛntos topsidɛs, kʷɛ sɐ̃w̃
-foɾtɛs limitɐsõj̃s as plɐtɐfoɾmɐs ɛ ɐ tɾɐnsfɛɾensiɐ do pɾozɛʃsɐmɛnto pɐɾɐ o
-kontinɛntɛ, ɾɛduzindo-sɛ siɡnifikɐtivɐmɛntɛ o kuʃto dɐs plɐtɐfoɾmɐs (diminujndo
-o kɐpɛks do pɾe-sɐl). kɐnto ɐo kuʃto dɐ konstɾusɐ̃w̃ dos novos dutos pɾopoʃtos,
-ɛʃtimɐ-sɛ kʷɛ sɛʒɐm kompɛnsɐdos tɐnto pɛlo awmɛnto dɐ pɾodusɐ̃w̃ dɛ ɔlɛo (dɐdɐ ɐ
-aɾɛɐ ɛ pɛzo libɛɾɐdos nɐ fpso) ɐlem dɛ sɛ substitujɾ umɐ ɐltɛɾnɐtivɐ modulɐɾ dɛ
-pɾozɛʃsɐmɛnto (ɛm fpso) poɾ umɐ sɛntɾɐl dɛ pɾozɛʃsɐmɛnto (upɡn), kʷɛ
-poʃsibilitɐɾiɐ ɡɐnos dɛ ɛʃkɐlɐ. kɐpitulo ii: ɾɛvizɐ̃w̃ biblioɡʁafikɐ ii.1 – ɡaʃ
-nɐtuɾɐl o ɡas nɐtuɾɐl e umɐ miʃtuɾɐ dɛ idʁokɐɾbonɛtos ɡɐzosos, dɛntɾɛ os kajʃ
-sɛ dɛʃtɐkɐm o mɛtɐno, o ɛtɐno ɛ o pɾopɐno, ɾɛzultɐntɛs dɐ dɛɡʁɐdɐsɐ̃w̃ dɛ mɐteɾiɐ
-oɾɡanikɐ poɾ bɐkteɾiɐs ɐnɐɛɾɔbikɐs ɛ pɛlɐ ɛlɛvɐsɐ̃w̃ dɐ tɛmpɛɾɐtuɾɐ ɛ pɾɛʃsɐ̃w̃ dɐ
-kɾoʃtɐ tɛʁɛʃtɾɛ. ɛmboɾɐ o mɛtɐno tɛnɐ ɐ pɐɾtizipɐsɐ̃w̃ majs ɛfɛtivɐ ɛm suɐ
-kompozisɐ̃w̃, ɛksiʃtɛm vɐɾiɐsõj̃s ɛm funsɐ̃w̃ dɛ fɐtoɾɛs nɐtuɾajs kʷɛ dɛtɛɾminɐɾɐm o
-pɾozɛʃso dɛ foɾmɐsɐ̃w̃ ɛ ɐs kondisõj̃s dɛ ɐkumulo do ɾɛzɛɾvɐtɔɾio (ɐʃsis ɛ
-ɐkkbɐɾt, 2006). ɛʃtɛ ɐkumulo dɛ ɡas nɐtuɾɐl sɛ da ɛm ɾokɐs poɾozɐs no subsolo,
-mujtɐs vɛzɛs ɐkompɐnɐdo dɛ pɛtʁɔlɛo. nɛʃtɛ kɐzo, ɛlɛ podɛ ɛʃtɐɾ owu nɐ̃w̃
-ɐʃsoziɐdo ɐo pɛtʁɔlɛo. ɛʃtɛ tipo dɛ ɡas, ɐntɛs dɛ sɛɾ diʃtɾibuj́do, pɾɛzisɐ sɛɾ
-sɛpɐɾɐdo do ɔlɛo. ʒa o ɡas nɐtuɾɐl nɐ̃w̃-ɐʃsoziɐdo e ɐkʷɛlɛ kʷɛ, ɛm ɾɛzɛɾvɐtɔɾios,
-sɛ ɛnkontɾɐ livʁɛ dɛ ɔlɛo owu ɐpʁɛzɛntɐ pɛkʷɛnɐ kɐntidɐdɛ dɛʃtɛ komponɛntɛ. ɛʃtɛ
-tipo dɛ ɡas e dɛ majs fazil komɛɾsiɐlizɐsɐ̃w̃, ʒa kʷɛ nɐ̃w̃ e nɛzɛʃsaɾio um pɾozɛʃso
-pɐɾɐ sɛpɐɾɐsɐ̃w̃ dɛ komponɛntɛs. ɛm ɐmbos os kɐzos, o ɡas podɛ ɛʃtɐɾ livʁɛ owu ɛ̃
-solusɐ̃w̃, sɛndo ɐ kɐntidɐdɛ ɾɛlɐtivɐ dɛʃtɐs fɐzɛs o kʷɛ dɛtɛɾminɐ sɛ o
-ʁɛzɛɾvɐtɔɾio e pɾodutoɾ dɛ ɔlɛo owu dɛ ɡas (fiɡʁɐ 11) (ɐʃsis ɛ ɐkkbɐɾt, 2006).
-fiɡʁɐ 11: ɡas nɐtuɾɐl ɐʃsoziɐdo ɛ nɐ̃w̃ ɐʃsoziɐdo ɛ tipos dɛ ɾɛzɛɾvɐtɔɾio.
-(fontɛ: ɐdɐptɐdo dɛ ɐɡʷiɐɾ, 2012) komo pɾopʁiɛdɐdɛs do ɡas podɛ-sɛ sitɐɾ
-dɛnsidɐdɛ infɛɾioɾ ɐo ɐɾ, dɛnsidɐdɛ ɾɛlɐtivɐ 0,62, ɛ sew podɛɾ kɐloɾifiko nɐ
-fajksɐ dɛ 8,5-9,4 kkɐl/m3. ʒa kɐnto ɐ suɐ kompozisɐ̃w̃, ɛʃtɐ e mujto ɾɛlɐtivɐ, nɐ
-ɡɾɐndɛ mɐjoɾiɐ e kompoʃtɐ ɛm ɡɾɐndɛ pɐɾtɛ pɛlos idʁokɐɾbonɛtos majs lɛvɛʃ
-pɾinsipɐlmɛntɛ mɛtɐno, ɛtɐno ɛ pɾopɐno. mujtɐs vɛzɛs ɐ dɛʃkobɛɾtɐ dɛ ʒɐzidɐs dɛ
-ɡas nɐtuɾɐl sɛ da ɛm funsɐ̃w�� dɐ pɛʃkʷizɐ ɛsploɾɐtɔɾiɐ ɛm buʃkɐ do pɛtʁɔlɛo. poɾẽ
-ɐtuɐlmɛntɛ kom o awmɛnto dɐ impoɾtansiɐ do ɡas nɐtuɾɐl nɐ mɐtʁiz ɛnɛɾʒetikɐ, ɐ
-pɛʃkʷizɐ ɛsploɾɐtɔɾiɐ tɐmbem ɛʃta sɛndo ɾɛɐlizɐdɐ kom ɐlvo nɛʃtɐ fontɛ dɛ
-ɛnɛɾʒiɐ dɐ mɛʃmɐ foɾmɐ kʷɛ ɐkontɛzɛ kom o pɛtʁɔlɛo (kuɾsos.unizɐntɐ.bɾ). kɐnto
-ɐ pɾodusɐ̃w̃ nɐzionɐl dɛ ɡas nɐtuɾɐl, ɛʃtɐ ɐtinʒiw 82,9 mmm3/d ɛm ɐbʁil dɛ 2014.
-ɛm kompɐɾɐsɐ̃w̃ kom o mɛʃmo ɐno dɛ 2013, tɐl pɾodusɐ̃w̃ ɐpʁɛzɛntowu awmɛnto dɛ 10%. o
-ɐpʁovɛjtɐmɛnto do ɡas nɐtuɾɐl no kɐɾto mes dɛ 2014 fowi dɛ 94,4%, mɐs ajndɐ kõ
-kʷɛjmɐ dɛ 4,6 mmm3/d (ɐnp, 2014). (fontɛ: ɐnp, 2014) do totɐl dɐ pɾodusɐ̃w̃ dɛ ɡaʃ
-ɛm ʒuno dɛ 2014, 71,6% foɾɐm ɛsplotɐdos dɛ kɐmpos mɐɾitimos. ɐ pɐɾsɛlɐ dɛ ɡaʃ
-nɐtuɾɐl pɾovɛniɛntɛ do pɾe-sɐl ɛʃta ɛm konstɐntɛ kɾɛʃsimɛnto dɛvido as ɡɾɐndɛʃ
-ʁɛzɛɾvɐs dɛ ɡas pɾɛzɛntɛs nɐ kɐmɐdɐ. nɛʃtɛ mɛʃmo mes ɐ pɾodusɐ̃w̃ dɛ ɡas do
-pɾe-sɐl fowi dɛ 14,6 mmm3/d. ʒa o kɐmpo dɛ mɐjoɾ pɾodusɐ̃w̃ dɛ ɡas fowi mɛksilɐ̃w̃, nɐ
-koʃtɐ dɛ kɐɾɐɡɐtɐtubɐ, kom 6,5 mmm3/d (ɐnp, 2014). kɐnto a diʃtɾibujsɐ̃w̃ dɐ
-pɾodusɐ̃w̃ dɛ ɡas poɾ ɛʃtɐdo, o ɾio dɛ ʒɐnɛjɾo e o mɐjoɾ ɾɛʃponsavɛl pɛlɐ pɾodusɐ̃w̃
-nɐzionɐl dɛ ɡas nɐtuɾɐl, kom 33,2% dɐ pɾodusɐ̃w̃ totɐl (fiɡʁɐ 13). ɛm ɾɛlɐsɐ̃w̃ ɐ
-ɛʃtɐ diʃtɾibujsɐ̃w̃ poɾ bɐziɐs, kɐmpos lidɛɾɐ ɐ pɾodusɐ̃w̃ kom 32,2% dɐ pɾodusɐ̃w̃
-nɐzionɐl dɛ ɡas nɐtuɾɐl, sɛɡʷido poɾ sɐntos kom 22,5% do totɐl (ɐnp, 2014).
-diʃtɾibujsɐ̃w̃ dɐ pɾodusɐ̃w̃ dɛ ɡas nɐtuɾɐl poɾ ɛʃtɐdo um dos dɛzɐfios ɛnkontɾɐdoʃ
-pɛlɐ pɛtʁobʁɐs nɐ ɛsploɾɐsɐ̃w̃ do pɛtʁɔlɛo dɐ aɾɛɐ do pɾe-sɐl ɾɛzidɛ nɐ ɡɾɐndɛ
-kɐntidɐdɛ dɛ ɡas nɐtuɾɐl ɐʃsoziɐdo. ɐ viɐbilizɐsɐ̃w̃ dɐ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃
-dɛʃsɛs posos pɐʃsɐ pɛlɐ dɛʃtinɐsɐ̃w̃ dɛʃsɐ ɡɾɐndɛ kɐntidɐdɛ dɛ ɡas ʒɛɾɐdɐ. komo
-ponto nɛɡɐtivo nɐ kɐlidɐdɛ dɛʃtɛ ɡas ɛʃta o tɛoɾ dɛ diɔksido dɛ kɐɾbono
-pɾɛzɛntɛ, ɛm toɾno dɛ 10-20% ɛm mediɐ. tɐl konsɛntɾɐsɐ̃w̃ e supɛɾioɾ a do pɔs-sɐl
-(mediɐ dɛ 5%) ɛ ɛksiʒiw novɐs tɛknoloʒiɐs pɐɾɐ ɐ ɛsploɾɐsɐ̃w̃. pɐɾɐ ɐ ɾɛmosɐ̃w̃ dɛʃtɛ
-ko2, umɐ dɐs tɛknoloʒiɐs ɐdotɐdɐs pɛlɐ pɛtʁobʁɐs e ɐ sɛpɐɾɐsɐ̃w̃ kom mɛmbɾɐnɐs ɐ
-sɛɾ ɾɛɐlizɐdɐ no topsidɛ dɐs pfsos. pɐɾtɛ dɛʃtɛ ko2 sɛpɐɾɐdo e ɾɛjnʒɛtɐdo pɐɾɐ
-awmɛntɐɾ ɐ pɾodutividɐdɛ do kɐmpo (nɐʃsimɛnto, 2012). ii.2 – kɐmpos ɾɛmotoʃ
-dɛvido a kɾɛʃsɛntɛ dɛmɐndɐ dɛ ɛnɛɾʒiɐ ɛ ɛʃɡotɐmɛnto dos ɾɛkuɾsos dɛ
-idʁokɐɾbonɛtos, kɐmpos ɾɛmotos pɐʃsɐɾɐm ɐ dɛzɛmpɛnɐɾ um pɐpɛl impoɾtɐntɛ nɐ
-ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛ ɡas. ɐs aɡɐs pɾofundɐs sɐ̃w̃ potɛnsiɐlmɛntɛ um ɛʃpɐso dɛ
-vitɐlidɐdɛ ɐtivɐ nɐ ɛsploɾɐsɐ̃w̃ dɛ idʁokɐɾbonɛtos no mɛɾkɐdo ɡlobɐl dɛ ɛnɛɾʒiɐ,
-ɛʃtɐndo konstɐtɐdɐ ɐ ɐbundansiɐ dɛ pɛtʁɔlɛo nɛʃtɛs dɛpɔzitos, ɛʃpɛziɐlmɛntɛ no
-ɡolfo do meksiko, nɐ koʃtɐ mɐɾitimɐ do bɾɐzil ɛ nɐ koʃtɐ owɛʃtɛ dɛ afʁikɐ,
-ɛnɡlobɐndo ɐnɡolɐ ɛ sɐ̃w̃ tome (www.imluzofoniɐ.oɾɡ). o pɾimɛjɾo kɐmpo ɐ sɛɾ
-pɛɾfuɾɐdo lonʒɛ dɐ koʃtɐ, ɛm 1947, okoʁew nɐ koʃtɐ dɐ lowujziɐnɐ (ɛʃtɐdoʃ
-unidos). dɛʃdɛ ɛntɐ̃w̃ ɐ buʃkɐ konstɐntɛ pɐɾɐ aɾɛɐs majs diʃtɐntɛs ɛ pɾofundɐʃ
-tɛvɛ kontinujdɐdɛ. poɾem ɐlɡmɐs difikuldɐdɛs dɛ pɾozɛʃsɐmɛnto podɛm suɾʒiɾ komo
-bɐʁɛjɾɐs nɐ ɛsploɾɐsɐ̃w̃ dɛʃtɛs kɐmpos, komo kʷɛʃtõj̃s dɛ ɡɐɾɐntiɐ dɛ flukso,
-inklujndo foɾmɐsɐ̃w̃ dɛ sɛɾɐ ɛ idʁɐto. tajs foɾmɐsõj̃s podɛm sɛ toɾnɐɾ fɾɛkʷɛntɛʃ
-dɛvido as kondisõj̃s majs sɛvɛɾɐs dɛ ɛsploɾɐsɐ̃w̃ ɛ as lonɡɐs diʃtansiɐs do
-kontinɛntɛ (vikitʁɐndɐ ɛt ɐl, 2012). divɛɾsɐs solusõj̃s dɛ pɾozɛʃsɐmɛnto dɛ
-pɛtʁɔlɛo podɛm sɛɾ ɛnkontɾɐdɐs ɐo lonɡo dɐs ɾɛʒiõj̃s do mundo. o impɐkto pɐɾɐ oʃ
-pɾoʒɛtos futuɾos tɐmbem dɛvɛ sɛɾ lɛvɐdo ɛm konsidɛɾɐsɐ̃w̃ ɐo sɛ fɐzɛɾ ɛʃsɛ tipo dɛ
-ɛʃkolɐ. pɐɾɐ os kɐzos dɛ novɐs ɾɛʒiõj̃s ɐ sɛɾɛm ɛsploɾɐdɐs, kʷɛ ajndɐ nɐ̃w̃
-poʃsuɛm nɛnumɐ infɾɐɛʃtɾutuɾɐ, tɐl dɛzisɐ̃w̃ sɛ toɾnɐ ajndɐ majs komplɛksɐ. o
-ɡolfo do meksiko ɛ o mɐɾ do noɾtɛ sɐ̃w̃ duɐs ɾɛʒiõj̃s kʷɛ podɛm sɛɾ utilizɐdɐs komo
-ʁɛfɛɾensiɐ ɐo tɾɐtɐɾ dɐ ɛsploɾɐsɐ̃w̃ ɛm kɐmpos mɐɾʒinajs, ɐmbɐs ɐs ɾɛʒiõj̃s poʃsuɛ̃
-aɾɛɐs dɛ pɾodusɐ̃w̃ offsoɾɛ bɛm dɛzɛnvolvidɐs (tɐbɛlɐ 6) (botɐmlɛj ɛt ɐl.,
-2004). (fontɛ: ɐdɐptɐdo dɛ botɐmlɛj ɛt ɐl., 2004) vikitʁɐnɐndɐ ɛt ɐl. (2012)
-dɛʃtɐkɐm kʷɛ o pɾozɛʃsɐmɛnto submɐɾino, ondɛ o ɛk��ipɐmɛnto dɛ pɾozɛʃsɐmɛnto e
-instɐlɐdo no fundo do mɐɾ, podɛ suɾʒiɾ komo ɐ pɾinsipɐl opsɐ̃w̃ ɛm kɐmpos ɾɛmotos,
-ʒa kʷɛ podɛm sɛɾ utilizɐdos pɐɾɐ kontoɾnɐɾ pɾoblɛmɐs komo os dɛ ɡɐɾɐntiɐ dɛ
-ɛʃkowɐmɛnto. o pɾozɛʃsɐmɛnto subsɛɐ podɛ sɛɾ ɐdotɐdo komo ɐ tɛknoloʒiɐ dɛ pontɐ
-kʷɛ pɛɾmitɛ ɐ pɾodusɐ̃w̃ dɛʃtɛs ɾɛzɛɾvɐtɔɾios sob kondisõj̃s komplɛksɐs. e dɛ sɛɾtɐ
-foɾmɐ ɾɐɾo pɐɾɐ umɐ plɐtɐfoɾmɐ pɾoduziɾ pɾodutos kʷɛ ɐtɛndɐm as ɛʃpɛzifikɐsõj̃ʃ
-dɛ ɔlɛo ɛ ɡas. powis ɐlem dɐ komplɛksidɐdɛ tɾɐzidɐ poɾ tɐntɐs opɛɾɐsõj̃s ɐo topsidɛ
-ɛ ɐo ɛlɛvɐdo kuʃto, umɐ dɐs pɾinsipajs difikuldɐdɛs e ɐ mɐnipulɐsɐ̃w̃ doʃ
-komponɛntɛs intɛɾmɛdiaɾios (k4-k5) kʷɛ podɛm sɛ ɛnkɐdʁɐɾ tɐnto nɐ ɛʃpɛzifikɐsɐ̃w̃
-dɛ pɾɛʃsɐ̃w̃ dɛ vɐpoɾ do pɾoduto kɐnto nɐ ɛʃpɛzifikɐsɐ̃w̃ do ponto dɛ oɾvɐlo doʃ
-idʁokɐɾbonɛtos (botɐmlɛj ɛt ɐl, 2004). ɛʃsɛs komponɛntɛs ɛntɐ̃w̃ podɛm ɐkɐbɐɾ sɛ
-ɐkumulɐndo ɛ sɛndo ɾɛziklɐdo no pɾozɛʃso ɐte kʷɛ o ɛkʷilibʁio sɛʒɐ ɐtinʒido, o
-kʷɛ impɐktɐ nɛɡɐtivɐmɛntɛ nɐ opɛɾɐsɐ̃w̃, pɾinsipɐlmɛntɛ no tɾɛm dɛ kompɾɛʃsɐ̃w̃.
-pɐɾɐ kontoɾnɐɾ ɛʃtɛ tipo dɛ pɾoblɛmɐ e nɛzɛʃsaɾio utilizɐɾ mɛtodoloʒiɐs kʷɛ
-sɐtiʃfɐsɐm simultɐnɛɐmɛntɛ ɐs ɛʃpɛzifikɐsõj̃s dɛ pɾɛʃsɐ̃w̃ dɛ vɐpoɾ ɛ dɛ ponto dɛ
-oɾvɐlo, podɛndo sɛɾ utilizɐdɐs kolunɐs dɛ fɾɐzionɐmɛnto. ɛm ɐlɡns kɐzos podɛ
-sɛɾ nɛzɛʃsaɾiɐ ɐ ɾɛmosɐ̃w̃ dɛ umɐ koʁɛntɛ ɾikɐ ɛm k4-k5, kʷɛ e utilizɐdɐ komo
-kombuʃtivɛl. umɐ dɐs aɾɛɐs majs dɛzɛnvolvidɐs nɐ ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛm aɡɐʃ
-ultɾɐpʁofundɐs e o ɡolfo do meksiko. um ɡɾɐndɛ impulso nɐ buʃkɐ dɛ pɛtʁɔlɛo ɛ ɡaʃ
-nɐtuɾɐl ɛm aɡɐs ultɾɐpʁofundɐs fowi dɐdo nɛʃtɐ ɾɛʒiɐ̃w̃, ɛm sɛtɛmbɾo dɛ 2006, kõ
-ɐ ɛstɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo lɛvɛ, komɛɾsiɐlmɛntɛ viavɛl, do poso dɛ tɛʃtɛ ʒɐkk-2, ɐ
-8.588 mɛtʁos dɛ pɾofundidɐdɛ ɛ 2.100 dɛ laminɐ d’aɡɐ. o ɾɛlɛvɐntɛ dɛʃtɐ
-dɛʃkobɛɾtɐ fowi ɐ supɛɾɐsɐ̃w̃ dɐs duvidɐs iniziajs sobʁɛ ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo nɐ
-aɾɛɐ do tɛɾsiaɾio infɛɾioɾ (umɐ aɾɛɐ klɐʃsifikɐdɐ, ɛm tɛɾmos ʒɛolɔʒikos, kʷɛ
-dɐtɐ dɛ 24 ɐ 65 milõj̃s dɛ ɐnos), dɐndo kondisɐ̃w̃ pɐɾɐ kʷɛ ɐs ɡɾɐndɛs ɛmpɾɛzɐʃ
-ɐtuɐntɛs do sɛtoɾ (pɛtʁobʁɐs, ɛsksonmobil, ɐnɐdɐɾko, bp ɛ ɾowjɐl dutk sɛll)
-invɛʃtiʃsɛm ɛm dɛpɔzitos dɛ sɛdimɛntos situɐdos ɐ ɡɾɐndɛ pɾofundidɐdɛ, kʷɛ podɛ̃
-dɐtɐɾ dɛ 65 milõj̃s dɛ ɐnos. ɛʃsɛs dɛpɔzitos pɛɾmɐnɛzɛɾɐm inɛsploɾɐdos, ɛnkɐnto
-os dɛ 24 milõj̃s dɛ ɐnos foɾɐm intɛnsɐmɛntɛ ɛsploɾɐdos dɛʃdɛ 1947 no ɡolfo do
-meksiko. ɐ ɛmpɾɛzɐ kʷɛ dɛtem o mɐjoɾ numɛɾo dɛ diɾɛjtos dɛ ɛsploɾɐsɐ̃w̃ ɛm aɡɐʃ
-pɾofundɐs no ɡolfo do meksiko e ɐ kɛvʁon. ɐ mɛʃmɐ ɛmpɾɛzɐ dɛzɛnvolvɛ, tɐmbem, no
-kɐmpo dɛ tajti (400 ɐ 500 milõj̃s dɛ bɐʁis ɛm ɾɛzɛɾvɐs) kʷɛ tɛm os posos dɛ
-pɾodusɐ̃w̃ majs pɾofundos do ɡolfo do meksiko, kom invɛʃtimɛntos dɛ us$3,6 bilõj̃s,
-no bloko ɡɾɛɛn kɐnjon 640, ɛ dɛvɛɾa pɾoduziɾ 125.000 bɐʁis poɾ diɐ (fɡv, 2009).
-ɛm ɐɡoʃto dɛ 2006, fowi ɐnunsiɐdɐ ɐ dɛʃkobɛɾtɐ dɛ kɐʃkidɐ (opɛɾɐdɐ pɛlɐ bp 55%,
-ɐnɐdɐɾko 25% ɛ dɛvon 20%), lokɐlizɐdɐ ɐ sɛɾkɐ dɛ 8.000 mɛtʁos dɛ pɾofundidɐdɛ ɛ
-400 km ɐ sudowɛʃtɛ dɛ novɐ oɾlɛɐns. ɛ ɛm owutubʁo dɛʃtɛ mɛʃmo ɐno, sɛll pɐʃsowu ɐ
-tɾɐbɐlɐɾ ɛm tɾes dɛʃkobɛɾtɐs fɛjtɐs ɛm aɡɐs pɾofundɐs, ɐ sɛɾkɐ dɛ 320 km do
-litoɾɐl do tɛksɐs (fɡv, 2009). o pɾoʒɛto pɛɾdido, kuʒɐ pɾimɛjɾɐ pɾodusɐ̃w̃ okoʁew
-ɛm 31 dɛ mɐɾso dɛ 2010, tinɐ komo obʒɛtivo liɡɐɾ os kɐmpos kɐmɐdos ɡɾɛɐt
-witɛ, tobɐɡo ɛ silvɛɾtip, ɛm aɡɐs dɛ 2450 mɛtʁos dɛ pɾofundidɐdɛ. owutʁɐ aɾɛɐ
-dɛ pɾodusɐ̃w̃ offsoɾɛ bɛm dɛzɛnvolvidɐ e o mɐɾ do noɾtɛ (botɐmlɛj ɛt ɐl, 2004),
-pɛɾtɛnsɛntɛ ɐo ozɛɐno ɐtlantiko, kuʒos limitɛs ʒɛoɡʁafikos ɛnkontɾɐm-sɛ no ɾɛjno
-unido ɛ nɐs ilɐs oɾkadɛs, ɐ owɛʃtɛ, nɐ fɾɐnsɐ, belʒikɐ , olɐndɐ ɛ ɐlɛmɐnɐ, ɐ
-sul, nɐ noɾuɛɡɐ ɛ dinɐmɐɾkɐ , ɐ lɛʃtɛ, ɛ nɐs ilɐs sɛtlɐnd, ɐ noɾtɛ. umɐ dɐʃ
-pɾinsipajs kɐɾɐktɛɾiʃtikɐs ɐ sɛɾ obsɛɾvɐdɐ duɾɐntɛ ɐ ɛʃkolɐ do tipo dɛ
-pɾozɛʃsɐmɛnto ɐ sɛɾ ɐdotɐdo e ɐ ɾɐzɐ̃w̃ ɛntɾɛ os volumɛs pɾoduzidos dɛ ɡaʃ
-ɐʃsoziɐdo ɛ ɔlɛo (ɾɡo). pɐɾɐ ɐltɐs ɾɡo’s a um awmɛnto konsidɛɾavɛl dɛ tɐmɐno ɛ
-kuʃto dos ɛkʷipɐmɛntos dɐ plɐtɐfoɾmɐ, pɾinsipɐlmɛntɛ do siʃtɛmɐ dɛ kompɾɛʃsɐ̃w̃.
-poɾ iʃso buʃkɐ-sɛ sɛpɐɾɐɾ o maksimo dɛ ɡas poʃsivɛl ɛm ɐltɐ pɾɛʃsɐ̃w̃ (botɐmlɛj ɛt
-ɐl, 2004). tɐntos siʃtɛmɐs dɛ kompɾɛʃsɐ̃w̃ pɐɾɐ umɐ ɾɡo ɛlɛvɐdɐ, komo no kɐzo do
-pɾe-sɐl, ɐkɐbɐm poɾ awmɛntɐɾ dɛmɐziɐdɐmɛntɛ o kuʃto dɐs plɐtɐfoɾmɐs ɛ ɐ aɾɛɐ do
-topsidɛ dɛʃtinɐdɐ as opɛɾɐsõj̃s dɛ pɾozɛʃsɐmɛnto dɛ ɡas. ii.3 – pɾozɛʃsɐmɛnto
-pɾimaɾio no bɾɐzil, ɐ mɐjoɾiɐ dɐs ɾɛzɛɾvɐs e kompoʃtɐ dɛ ɔlɛo ɛ ɡas nɐtuɾɐl
-ɐʃsoziɐdo. sɛndo ɐʃsim, ɐ koʁɛntɛ pɾovɛniɛntɛ do poso e kompoʃtɐ bɐzikɐmɛntɛ dɛ
-ɡas, ɔlɛo ɛ aɡɐ, ɐlem dɛ impuɾɛzɐs komo ɐɾɛjɐ. ɛʃsɐ miʃtuɾɐ tɾifazikɐ pɾɛzisɐ
-sɛɾ sɛpɐɾɐdɐ, sɛndo ɛʃtɛ o obʒɛtivo dos pɾimɛjɾos tɾɐtɐmɛntos sofʁido poɾ ɛʃtɐ
-koʁɛntɛ. ɐ ɛʃsɛ konʒunto dɛ opɛɾɐsõj̃s unitaɾiɐs da-sɛ o nomɛ dɛ pɾozɛʃsɐmɛnto
-pɾimaɾio dɛ pɛtʁɔlɛo (sɐnt’ɐnnɐ, 2005). ɐ sɛpɐɾɐsɐ̃w̃ dɛʃsɐ miʃtuɾɐ tɾifazikɐ sɛ
-fɐz nɛzɛʃsaɾiɐ umɐ vɛz kʷɛ ɐs difɛɾɛntɛs fɾɐsõj̃s dɛ idʁokɐɾbonɛtos, ɡas ɛ ɔlɛo,
-poʃsuɛm vɐloɾɛs difɛɾɛntɛs pɐɾɐ ɐ induʃtɾiɐ. (sɐnt’ɐnnɐ, 2005). os tɾɐtɐmɛntoʃ
-pɾimaɾios pɾomovɛm ɐ sɛpɐɾɐsɐ̃w̃ do ɔlɛo, do ɡas ɛ dɐ aɡɐ, ɛnɡlobɐndo tɐmbem o
-tɾɐtɐmɛnto ɛ ɐ ɛʃtɐbilizɐsɐ̃w̃ do ɔlɛo, o kondizionɐmɛnto ɛ ɐ kompɾɛʃsɐ̃w̃ do ɡas ɛ
-o tɾɐtɐmɛnto dɐ aɡɐ pɐɾɐ dɛʃkɐɾtɛ owu ɾɛjnʒɛsɐ̃w̃ ɛm posos (tomɐs, 2001). o
-obʒɛtivo do pɾozɛʃsɐmɛnto pɾimaɾio e fɐzɛɾ kom kʷɛ ɐs koʁɛntɛs dɛ ɔlɛo, ɡas ɛ
-aɡɐ ɛʃtɛʒɐm dɛntɾo dɐs ɛʃpɛzifikɐsõj̃s ɐdɛkɐdɐs. um fluksoɡʁɐmɐ iluʃtɾɐtivo do
-pɾozɛʃsɐmɛnto pɾimaɾio e moʃtɾɐdo nɐ fiɡʁɐ 14. o pɾimɛjɾo ɛkʷipɐmɛnto dɛʃtɐ
-ɛtɐpɐ e, ʒɛɾɐlmɛntɛ, o sɛpɐɾɐdoɾ ɡɾɐvitɐzionɐl (fiɡʁɐ 15). ɛʃtɛs podɛm sɛɾ
-bifazikos, kɐndo sɛpɐɾɐm ɐ fɐzɛ likʷidɐ dɐ fɐzɛ ɡɐzosɐ, owu tɾifazikos kɐndo
-sɐ̃w̃ ɾɛʃponsavɛjs poɾ sɛpɐɾɐɾ ɐ fɐzɛ ɡɐzosɐ dɐ aɡɐ ɛ dɐ fɐzɛ olɛozɐ. ɛʃsɛʃ
-sɛpɐɾɐdoɾɛs nɐ̃w̃ pɾoʒɛtɐdos pɐɾɐ sɛpɐɾɐɾ ɛmulsõj̃s aɡɐ-ɔlɛo ɛ, poɾtɐnto ũ
-sɛpɐɾɐdoɾ ɐdizionɐl e nɛzɛʃsaɾio. ɐ ɛmulsɐ̃w̃ kʷɛ dɛjksɐ o pɾimɛjɾo sɛpɐɾɐdoɾ sɛɡʷɛ
-ɛntɐ̃w̃ pɐɾɐ um sɛpɐɾɐdoɾ ɛlɛtʁoʃtatiko, ondɛ e fɛjtɐ ɐ sɛpɐɾɐsɐ̃w̃ dɐ aɡɐ ɾɛziduɐl
-pɾɛzɛntɛ no ɔlɛo. nɛʃtɛ sɛɡndo sɛpɐɾɐdoɾ ɐ koʁɛntɛ dɛ ɔlɛo dɛvɛ ɐtɛndɛɾ ɐ
-ɛʃpɛzifikɐsɐ̃w̃ dɛ bsw (bɐzik sɛdimɛnts ɐnd wɐtɛɾ) do pɾozɛʃso. ɛʃtɐ aɡɐ sɛɡʷɛ
-pɐɾɐ siʃtɛmɐ dɛ aɡɐ pɾoduzidɐ pɐɾɐ sɛ toɾnɐɾ pɾɔpʁiɐ pɐɾɐ ɾewzo ɛ dɛʃkɐɾtɛ no
-mɐɾ owu e ɛnkɐminɐdɐ ɐ siʃtɛmɐs dɛ ɾɛjnʒɛsɐ̃w̃ pɐɾɐ awmɛnto dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-pɛtʁɔlɛo. (fontɛ: ɐdɐptɐdo dɛ www.ɡɐʃpɾozɛʃsinɡnɛws.kom) ii.3.1 pɾozɛʃsɐmɛnto dɛ
-ɔlɛo ɐ sɛpɐɾɐsɐ̃w̃ dɐ koʁɛntɛ ɾikɐ ɛm ɔlɛo pɾovɛniɛntɛ do sɛpɐɾɐdoɾ ɡɾɐvitɐzionɐl
-okoʁɛ, ʒɛɾɐlmɛntɛ, ɛm duɐs ɛtɐpɐs: ɐ dɛzidʁɐtɐsɐ̃w̃ ɛ ɐ ɛʃtɐbilizɐsɐ̃w̃. ɐ
-dɛzidʁɐtɐsɐ̃w̃ e ɾɛɐlizɐdɐ nɐs unidɐdɛs dɛ pɾodusɐ̃w̃, ɛm sɛpɐɾɐdoɾɛs ɛlɛtʁoʃtatikoʃ
-kʷɛ fɐvoɾɛzɛm ɐ kowɐlɛʃsensiɐ dɐs ɡotɐs dɛ aɡɐ kontidɐs no ɔlɛo. nɛʃtɐ ɛtɐpɐ sɛ
-fɐz nɛzɛʃsaɾio ajndɐ o uzo dɛ dɛzɛʃtɐbilizɐntɛ. ɛʃtɛs tem komo obʒɛtivo dɛʃlokɐɾ
-os ɛmulsifikɐntɛs nɐtuɾajs pɾɛzɛntɛs nɐ intɛɾfɐzɛ, pɛɾmitindo ɐ kowɐlɛʃsensiɐ dɐʃ
-ɡotɐs ɛ ɐ sɛpɐɾɐsɐ̃w̃ dɐs fɐzɛs likʷidɐs (vɐz, 2009). ɐ ɛʃpɛzifikɐsɐ̃w̃ dɐ koʁɛntɛ
-dɛ ɔlɛo dɛvɛ sɛɾ ɾɛɐlizɐdɐ nɐ pɾɔpʁiɐ unidɐdɛ dɛ pɾodusɐ̃w̃ ɛ dɛvɛ ɐtɛndɛɾ vɐloɾɛʃ
-ɛʃpɛzifikos kɐnto ɐo tɛoɾ dɛ aɡɐ ɛ sɛdimɛntos. vɐloɾɛs komuns dɛʃtɐ
-ɛʃpɛzifikɐsɐ̃w̃ ɛʃtɐ̃w̃ ɛntɾɛ 0,5 ɛ 1% dɛ bsw ɛ ɛntɾɛ 270 ɛ 570 mɡ/l kɐnto a
-sɐlinidɐdɛ. ɐ ultimɐ ɛtɐpɐ do tɾɐtɐmɛnto dɛ ɔlɛo konsiʃtɛ nɐ suɐ ɛʃtɐbilizɐsɐ̃w̃.
-ɛʃtɐ ɛtɐpɐ okoʁɛ ɛm bajksɐ pɾɛʃsɐ̃w̃, dɛ foɾmɐ ɐ ɡɐɾɐntiɾ ɐ ɾɛkupɛɾɐsɐ̃w̃ ɐdizionɐl
-dɛ ɡas ɛ ɛvitɐɾ ɐ ɛvɐpoɾɐsɐ̃w̃ indɛzɛʒɐdɐ ɛm tɐnkʷɛs dɛ ɛʃtokɐʒɛm. pɐɾɐ ɛʃtɐ
-ultimɐ sɛpɐɾɐsɐ̃w̃, e komum o uzo dɛ sɛpɐɾɐdoɾɛs oɾizontajs bifazikos. ii.3.2
-pɾozɛʃsɐmɛnto dɛ aɡɐ ɐ aɡɐ, ɾɛtiɾɐdɐ nos sɛpɐɾɐdoɾɛs ɡɾɐvitɐzionajs ɛ
-ɛlɛtʁoʃtatikos, sɛɡʷɛ pɐɾɐ o siʃtɛmɐ dɛ aɡɐ pɾoduzidɐ kʷɛ e kompoʃto poɾ
-bɐtɛɾiɐs dɛ idʁoziklonɛs ɛ flotɐdoɾɛs (fiɡʁɐ 16). fiɡʁɐ 16: fluksoɡʁɐmɐ do
-tɾɐtɐmɛnto dɛ aɡɐ pɾoduzidɐ. (fontɛ: nɐʃsimɛnto, 2012) o obʒɛtivo dɛʃtɛ siʃtɛmɐ
-e ɛnkɐdʁɐɾ ɐ aɡɐ pɾoduzidɐ nɐs kondisõj̃s dɛ dɛʃkɐɾtɛ dɛfinidɐs nɐ ɾɛzolusɐ̃w̃
-konɐmɐ 393/07. ɛʃtɐ ɾɛzolusɐ̃w̃ ɛʃtɐbɛlɛzɛ o limitɛ mɛnsɐl dɛ 29 ppm dɛ ɔlɛo pɐɾɐ
-sɛɾ dɛʃkɐɾtɐdɐ no mɐɾ. ɐ aɡɐ p��oduzidɐ tɐmbem podɛ sɛɾ utilizɐdɐ ɛm metodos ɛ̃
-ʁɛkupɛɾɐsɐ̃w̃ sɛkundaɾiɐ owu ɐvɐnsɐdɐ dɛ ɔlɛo, tɛndo komo dɛʃtino ɐ ɾɛjnʒɛsɐ̃w̃ no
-kɐmpo pɾodutoɾ. ii.3.3 pɾozɛʃsɐmɛnto dɛ ɡas ɐ pɾodusɐ̃w̃ dɛ ɔlɛo ɛ ɡas nɐtuɾɐl
-ɛnvolvɛ um numɛɾo siɡnifikɐtivo dɛ opɛɾɐsõj̃s unitaɾiɐs dɛʃdɛ o poso ɐte o ponto
-dɛ tɾɐnsfɛɾensiɐ. o ɡas sɛpɐɾɐdo iniziɐlmɛntɛ no tɾɐtɐdoɾ ɡɾɐvitɐzionɐl ajndɐ
-ʁɛkʷɛɾ sɛɾ kondizionɐdo ɛ pɾozɛʃsɐdo ɐntɛs dɛ suɐ utilizɐsɐ̃w̃. o kondizionɐmɛnto
-do ɡas nɐtuɾɐl tɛm poɾ obʒɛtivo, ɐlem dɐ sɛpɐɾɐsɐ̃w̃ do ɡas, ɐ ɾɛmosɐ̃w̃, owu ɾɛdusɐ̃w̃
-ɐ tɛoɾɛs ɛʃtɐbɛlɛzidos poɾ noɾmɐs owu pɐdʁõj̃s, dɛ kompoʃtos komo aɡɐ, diɔksido dɛ
-kɐɾbono (ko2), kompoʃtos sulfuɾɐdos (2s, ks2, kos ɛtk.), sɔlidos (ɐɾɛjɐ, ɔksidoʃ
-dɛ fɛʁo, pɾodutos dɛ koʁozɐ̃w̃) ɛ likʷidos, komo kondɛnsɐdos dɛ ɡas ɛ pɾodutoʃ
-kʷimikos. tɐl pɾozɛʃso ɛnɡlobɐ ɐs sɛɡʷintɛs ɛtɐpɐs ( pɛtʁobʁɐs , 2007 ) : •
-sɛpɐɾɐsɐ̃w̃ dɛ ɔlɛo ɛ ɡas ; • ɐpɔs ɛʃtɐs ɛtɐpɐs o ɡas podɛ sɛɾ utilizɐdo komo ɡaʃ
-kombuʃtivɛl ɛ ɡas lift nos posos , sɛndo o ɛsɛdɛntɛ ɛspoɾtɐdo pɐɾɐ ɐ koʃtɐ
-ɐtʁɐves dɛ ɡɐzodutos owu nɐvios ɐliviɐdoɾɛs . ɐ pɐɾtɛ do ɡas kʷɛ e konsumidɐ komo
-ɡas kombuʃtivɛl pɐɾɐ ɐ pɾɔpʁiɐ plɐntɐ e utilizɐdɐ pɾinsipɐlmɛntɛ pɐɾɐ
-ɐzionɐmɛnto dɛ tuɾbo ʒɛɾɐdoɾɛs, ʒɛɾɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛletʁikɐ dɐ plɐtɐfoɾmɐ ɛ doʃ
-tuɾbo kompɾɛʃsoɾɛs dɐ plɐtɐfoɾmɐ. ɛʃtɛ ɡas tɐmbem e utilizɐdo pɐɾɐ ɐ
-pɾɛʃsuɾizɐsɐ̃w̃ dɛ siʃtɛmɐ dɛ aɡɐ kʷɛntɛ, nos flotɐdoɾɛs do siʃtɛmɐ dɛ aɡɐ
-pɾoduzidɐ, no siʃtɛmɐ dɛ ɾɛʒɛnɛɾɐsɐ̃w̃ dɛ tɾiɛtilɛnoɡlikol (tɛɡ) ɛ pɐɾɐ piloto ɛ
-puɾɡɐ do siʃtɛmɐ dɛ tokɐ (vɐz, 2009). ii.4 - pɾozɛʃsɐmɛnto offsoɾɛ ɐʃ
-pɾimɛjɾɐs ɛsploɾɐsõj̃s dɛ pɛtʁɔlɛo no mɐɾ okoʁɛɾɐm nɐs koʃtɐs mɐɾitimɐs dɐ
-kɐlifɔɾniɐ, nɐ ultimɐ dekɐdɐ do sekulo ksiks. poɾem ɐs unidɐdɛs dɛ
-ɛsploɾɐsɐ̃w̃/pɾodusɐ̃w̃ ajndɐ ɛɾɐm mujto simplɛs, sɛndo ɐpɛnɐs pɾolonɡɐmɛntos doʃ
-siʃtɛmɐs ɛmpɾɛɡɐdos ɛm tɛʁɐ. divɛɾsos kɐmpos foɾɐm ɛsploɾɐdos dɛʃtɐ mɐnɛjɾɐ, sɛ
-dɛʃtɐkɐndo o majs ɛstɛnso kajs instɐlɐdo pɐɾɐ ɛʃtɛ tipo dɛ ɛsploɾɐsɐ̃w̃,
-lokɐlizɐdo ɛm summɛɾlɐnd, kɐlifɔɾniɐ, ɛm 1987 (fiɡʁɐ 17) (moɾajs, 2013). ɐ
-pɐɾtiɾ dɐ ɛsploɾɐsɐ̃w̃ nɐ kɐlifɔɾniɐ, owutʁɐs ɾɛʒiõj̃s tɐmbem komɛsɐɾɐm ɐ invɛʃtiɾ
-ɛm tɛknoloʒiɐs dɛ ɛsploɾɐsɐ̃w̃ offsoɾɛ, dɛʃtɐkɐndo-sɛ ɐ vɛnɛzuɛlɐ ɛ o ɡolfo do
-meksiko. ɛm 1937, fowi utilizɐdɐ nɐ vɛnɛzuɛlɐ ɐ pɾimɛjɾɐ plɐtɐfoɾmɐ fiksɐ
-konstɾuj́dɐ ɛm ɐso, nɐs ɛsploɾɐsõj̃s no lɐɡo mɐɾɐkajbo. ɐs plɐtɐfoɾmɐs podɛm tɛɾ
-poɾ obʒɛtivos ɐ pɛɾfuɾɐsɐ̃w̃, ɐ pɾodusɐ̃w̃, o ɐɾmɐzɛnɐmɛnto dɛ idʁokɐɾbonɛtos ɛ/owu
-ajndɐ dɛzɛmpɛnɐɾ divɛɾsɐs owutʁɐs ɐtividɐdɛs dɛ ɐpowjo ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo
-offsoɾɛ. ʒa kɐnto a ɛʃtɾutuɾɐ dɛ supoɾtɛ, ɐs plɐtɐfoɾmɐs podɛm sɛɾ fiksɐʃ
-(ʒɐkkɛt), flutuɐntɛs (flowɐtinɡ) owu awtowɛlɛvɐtoɾiɐs (ʒɐkk-up). nɐs fiɡʁɐs 18 ɛ
-19 sɐ̃w̃ ɐpʁɛzɛntɐdos os tipos dɛ plɐtɐfoɾmɐ utilizɐdos nɐ ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo
-offsoɾɛ. nɐ ɛsploɾɐsɐ̃w̃ dɐ kɐmɐdɐ do pɾe-sɐl bɾɐzilɛjɾɐ, dɛvido a ɡɾɐndɛ
-pɾofundidɐdɛ, ɐ opsɐ̃w̃ ɐdotɐdɐ pɛlɐ fowi ɐ utilizɐsɐ̃w̃ dos nɐvios fpsos (flowɐtinɡ
-pɾoduktion stoɾɐʒɛ offlowɐdinɡ). fpso e um nɐvio flutuɐntɛ ondɛ sɐ̃w̃ ɛksɛkutɐdɐs ɐʃ
-ɐtividɐdɛs dɛ pɾodusɐ̃w̃, ɐɾmɐzɛnɐmɛnto ɛ dɛʃkɐɾɡɐ dɛ pɛtʁɔlɛo ɛ ɡas. ɛʃsɛ tipo dɛ
-plɐtɐfoɾmɐ tɛm ɐ pɾɛʁoɡɐtivɐ dɐ poʃsibilidɐdɛ dɛ sɛɾ ɾɛɐlokɐdo ɛm owutʁo ponto,
-kɐndo ɛʃtɛ ʒa nɐ̃w̃ foɾ majs nɛzɛʃsaɾio ɛm um dɛtɛɾminɐdo kɐmpo. owutʁɐ vɐntɐʒɛ̃
-dɛ fpso e ɐ ɾɛlɐsɐ̃w̃ kuʃto-bɛnɛfizio majs ɛlɛvɐdɐ kɐndo kompɐɾɐdo as plɐtɐfoɾmɐʃ
-fiksɐs, ɛʃtɐs sɐ̃w̃ majs kɐɾɐs ɛ sɔ podɛm sɛɾ utilizɐdɐs ɛm um dɛtɛɾminɐdo ponto.
-ii.4.1 ɡolfo do meksiko no ɡolfo do meksiko ɐ pɾinsipɐl ɛʃtɾɐteʒiɐ ɐdotɐdɐ e
-somɛntɛ dɛzidʁɐtɐɾ o ɡas kom tɾiɛtilɛno ɡlikol (tɛɡ) ɛ ɛspoɾta-lo. ɐ ɛsploɾɐsɐ̃w̃
-offsoɾɛ no ɡolfo do meksiko podɛ sɛɾ divididɐ bɐzikɐmɛntɛ ɛm duɐs pɾinsipajʃ
-ʁɛʒiõj̃s, umɐ kom pɾofundidɐdɛs dɛ laminɐ dɛ aɡɐ dɛ 215 mɛtʁos (kuʒo fluksoɡʁɐmɐ
-do pɾozɛʃso e ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 20), ondɛ ɛksiʃtɛm ɐpʁoksimɐdɐmɛntɛ 4000
-plɐtɐfoɾmɐs, sɛndo ɐ pɾodusɐ̃w̃ totɐl dɛ ɔlɛo dɛ 500 mil bɐʁis dɛ pɛtʁɔlɛo poɾ
-diɐ ɛ ɐ dɛ ɡas dɛ 9 bskfd (billion stɐndɐɾd kubik fɛɛt pɛɾ dɐj),
-ɐpʁoksimɐdɐmɛntɛ. ʒa nɐ owutʁɐ ɾɛʒiɐ̃w̃, ɐ ɛsploɾɐsɐ̃w̃ sɛ da ɛm aɡɐs pɾofundɐs, kõ
-pɾofundidɐdɛs mɐjoɾɛs kʷɛ 305 mɛtʁos (fluksoɡʁɐmɐ ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 21), ondɛ
-ɐtuɐm 40 plɐtɐfoɾmɐs, sɛndo ɐ pɾodusɐ̃w̃ dɛ ɔlɛo dɛ 1 milɐ̃w̃ dɛ bɐʁis dɛ pɛtʁɔlɛo
-poɾ diɐ ɛ ɐ dɛ ɡas dɛ 5 bskfd, ɐpʁoksimɐdɐmɛntɛ. dɛ foɾmɐ ʒɛɾɐl, ɐs duɐs ɾɛʒiõj̃ʃ
-ʁɛɐlizɐm ɐpʁoksimɐdɐmɛntɛ o mɛʃmo pɾozɛʃso, pɾoduzɛm ɔlɛo dɛ ɛʃpɛzifikɐsɐ̃w̃ bɾutɐ
-ɛ ɛspoɾtɐm ɡas dɛzidʁɐtɐdo pɐɾɐ poʃtɛɾioɾ pɾozɛʃsɐmɛnto (botɐmlɛj, 2004). dɛ
-ɐte 215 mɛtʁos. (fontɛ: ɐdɐptɐdo dɛ botɐmlɛj, 2004) poɾem, ɐpɛzɐɾ dɐ ɡɾɐndɛ
-infɾɐɛʃtɾutuɾɐ dɛ olɛodutos ɛ ɡɐzodutos ɛksiʃtɛntɛ, ɛlɐ ɛʃta no limitɛ, owu
-pɾɔksimo do limitɛ dɛ suɐ kɐpɐzidɐdɛ maksimɐ. poɾtɐnto os novos dɛzɛnvolvimɛntoʃ
-ɛm aɡɐs pɾofundɐs toɾnɐɾɐm nɛzɛʃsaɾiɐ ɐ instɐlɐsɐ̃w̃ dɛ novos siʃtɛmɐs dɛ
-olɛodutos ɛ ɡɐzodutos (botɐmlɛj, 2004). ii.4.2 mɐɾ do noɾtɛ ɐ pɾodusɐ̃w̃ totɐl do
-mɐɾ do noɾtɛ e dɛ ɐpʁoksimɐdɐmɛntɛ 2 milõj̃s dɛ bɐʁis dɛ pɛtʁɔlɛo poɾ diɐ ɛ 10
-bskfd. nɛʃsɐ ɾɛʒiɐ̃w̃, ɐ ɛʃpɛzifikɐsɐ̃w̃ majs utilizɐdɐ pɐɾɐ ɛspoɾtɐsɐ̃w̃ e pɾɛʃsɐ̃w̃ dɛ
-vɐpoɾ dɛ 150 psiɐ ɛ konteẃdo dɛ aɡɐ dɛ 2% ɛm volumɛ. ɛʃtɛ ɔlɛo e ɛntɐ̃w̃
-tɾɐnspoɾtɐdo ɐtʁɐves dɛ dutos pɐɾɐ tɛɾminajs onsoɾɛ, ondɛ e fɛjto o
-pɾozɛʃsɐmɛnto finɐl kʷɛ o ɛnkɐdʁɐ nɐs kondisõj̃s dɛ vɛndɐ. ɛʃtɛs mɛʃmos dutoʃ
-tɾɐnspoɾtɐm kondɛnsɐdos sɛpɐɾɐdos nɐs plɐtɐfoɾmɐs dɛ ɡas dɐs ɾɛʒiõj̃s sɛntɾɐl ɛ
-noɾtɛ. dɛ foɾmɐ similɐɾ ɐo pɾozɛʃso ɾɛɐlizɐdo no ɡolfo do meksiko, o ɡaʃ
-ɐʃsoziɐdo pɾoduzido nɐ ɾɛʒiɐ̃w̃ noɾtɛ (nns) tɛm sew pɾozɛʃsɐmɛnto offsoɾɛ
-limitɐdo a dɛzidʁɐtɐsɐ̃w̃ kom tɾiɛtilɛno ɡlikol. ɛʃsɛ ɡas e ɛntɾɛɡʷɛ ɐos tɛɾminajʃ
-ɐtʁɐves dɛ um numɛɾo ɾɛlɐtivɐmɛntɛ limitɐdo dɛ ɡɾɐndɛs siʃtɛmɐs dɛ ɡɐzodutos. ɐ
-mɐjoɾiɐ dɛʃtɛs ɡɐzodutos fowi pɾoʒɛtɐdɐ pɐɾɐ opɛɾɐɾ ɛm pɾɛʃsõj̃s dɛ fɐzɛ dɛnsɐ
-(110 – 172 bɐɾ). ʒa ɐs dɛʃvɐntɐʒɛns dɛʃsɛ tipo dɛ opɛɾɐsɐ̃w̃ sɐ̃w̃ dutos majs kɐɾos,
-kom pɐɾɛdɛs majs ɛʃpɛʃsɐs ɛ e nɛzɛʃsaɾiɐ umɐ kompɾɛʃsɐ̃w̃ ɐdizionɐl offsoɾɛ. nɐ
-fiɡʁɐ 22 e ɐpʁɛzɛntɐdo um fluksoɡʁɐmɐ dɛ umɐ tipikɐ plɐtɐfoɾmɐ dɐ ɾɛʒiɐ̃w̃ noɾtɛ ɛ
-sɛntɾɐl do mɐɾ do noɾtɛ. fiɡʁɐ 22: fluksoɡʁɐmɐ tipiko dɛ plɐtɐfoɾmɐs dɐ ɾɛʒiɐ̃w̃
-noɾtɛ ɛ sɛntɾɐl do mɐɾ do noɾtɛ. (fontɛ: ɐdɐptɐdo dɛ botɐmlɛj, 2004) ii.4.3
-bɾɐzil o pɾozɛʃsɐmɛnto offsoɾɛ no bɾɐzil podɛ sɛɾ dividido ɛm sɛjs fɐzɛs (
-moɾajs , 2013 ) : • fɐzɛ i ( 1955-1973 ) : ɐtividɐdɛs pionɛjɾɐs ɛm p&d ɛ nɐ
-ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo offsoɾɛ ; • fɐzɛ ii ( 1974-1985 ) : dɛʃkobɛɾtɐs dɛ
-pɛtʁɔlɛo nɐ bɐziɐ dɛ kɐmpos ɛ foɾɐm iniziɐdos os pɾimɛjɾos ɛspɛɾimɛntoʃ
-tɛknolɔʒikos offsoɾɛ ; • fɐzɛ iji ( 1986-1991 ) : dɛzɛnvolvimɛnto dɛ
-tɛknoloʒiɐs pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛm aɡɐs mɐɾitimɐs kom ɐte 1000 mɛtʁoʃ
-dɛ pɾofundidɐdɛ ; • fɐzɛ iv ( 1992-1999 ) : dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs ɛ
-pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛm aɡɐs mɐɾitimɐs kom pɾofundidɐdɛs ɛntɾɛ 1000 ɐ 2000
-mɛtʁos ; • fɐzɛ v ( 2000-2006 ) : dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs pɐɾɐ ɐ pɾodusɐ̃w̃
-dɛ pɛtʁɔlɛo ɛm aɡɐs mɐɾitimɐs ɛntɾɛ 2000 ɛ 3000 mɛtʁos dɛ pɾofundidɐdɛ .
-pɛɾiodo mɐɾkɐdo tɐmbem pɛlo inizio dɐs ɛsploɾɐsõj̃s no pɾe-sɐl , ɐʃsim komo o
-ɐlkɐnsɛ dɐ awto-sufiziensiɐ nɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ; • fɐzɛ vi ( 2006-2014 ) :
-ɛɾɐ do pɾe-sɐl ɐ pɛtʁobʁɐs sɛmpɾɛ ɛʃtɛvɛ ɛntɾɛ ɐs pɾinsipajs opɛɾɐdoɾɐs offsoɾɛ
-do mundo, pɾoduzindo ʒa ɛm 2010, 22% do totɐl do pɛtʁɔlɛo ɛstɾaj́do ɛm aɡɐʃ
-pɾofundɐs ɛ ultɾɐpʁofundɐs ɛ okupɐndo ɐ pozisɐ̃w̃ dɛ mɐjoɾ opɛɾɐdoɾɐ offsoɾɛ dɛ
-ɛkʷipɐmɛntos submɐɾinos ɛ dɛ plɐtɐfoɾmɐs flutuɐntɛs dɛ pɾodusɐ̃w̃ (pɛtʁobʁɐs,
-ʁɛlɐtɔɾio dɛ ɐtividɐdɛs, 2010). o pɾozɛʃsɐmɛnto dɛ umɐ unidɐdɛ dɛ pɾodusɐ̃w̃ dɛ
-ɔlɛo ɛ ɡas podɛ sɛɾ dividido bɐzikɐmɛntɛ nos sɛɡʷintɛs siʃtɛmɐs: siʃtɛmɐ dɛ
-sɛpɐɾɐsɐ̃w̃ (ɾɛʃponsavɛl poɾ sɛpɐɾɐɾ ɐs tɾes fɐzɛs pɾovɛniɛntɛs dos posos: ɔlɛo,
-ɡas ɛ aɡɐ), siʃtɛmɐ dɛ tɾɐtɐmɛnto dɛ ɔlɛo, siʃtɛmɐ dɛ tɾɐtɐmɛnto ɛ movimɛntɐsɐ̃w̃
-dɛ ɡas ɛ siʃtɛmɐ dɛ tɾɐtɐmɛnto dɛ aɡɐ pɾoduzidɐ (fiɡʁɐ 23). o pɾozɛʃso dɛ
-sɛpɐɾɐsɐ̃w̃ dɐ koʁɛntɛ tɾifazikɐ e ɾɛɐlizɐdo ɛm plɐtɐfoɾmɐs kom ɐʒudɐ dɛ
-ɛkʷipɐmɛntos komo sɛpɐɾɐdoɾɛs tɾifazikos, bombɐs, kompɾɛʃsoɾɛs ɛ kolunɐʃ
-ɐbsoɾvɛdoɾɐs. ɐlem do fɐto dɐ impoɾtansiɐ dɐ sɛpɐɾɐsɐ̃w̃ ɛʃtɐɾ voltɐdɐ pɐɾɐ o
-intɛɾɛʃsɛ ɛkonomiko nɐs fɾɐsõj̃s konstituj́dɐs poɾ idʁokɐɾbonɛtos (ɔlɛo ɛ ɡas), ɐ
-sɛpɐɾɐsɐ̃w̃ dɐ miʃtuɾɐ tɾifazikɐ e mujto impoɾtɐntɛ sob o ponto dɛ viʃtɐ dɐ fɐzɛ
-ɡas, umɐ vɛz kʷɛ ɐ pɾɛzɛnsɐ dɛ aɡɐ no duto podɛɾa pɾomovɛɾ ɐ foɾmɐsɐ̃w̃ dɛ
-idʁɐtos, pɾoduzindo dɛpɔzitos kʷɛ ɾɛduzɛm o diamɛtʁo dɐ tubulɐsɐ̃w̃. ɐ ɾɛmosɐ̃w̃ dɛ
-aɡɐ ɛvitɐ tɐmbem o supɛɾdimɛnsionɐmɛnto do siʃtɛmɐ dɛ bombɛjo ɛ tɾɐnsfɛɾensiɐ,
-ɛ dɐnos as opɛɾɐsõj̃s dɛ pɾozɛʃso nɐs ɾɛfinɐɾiɐs, powis ɾɛpʁɛzɛntɐ um volumɛ
-oziozo nɐ tɾɐnsfɛɾensiɐ ɛ tɐnkɐʒɛm do pɛtʁɔlɛo ɛ podɛ ʒɛɾɐɾ pɾoblɛmɐs dɛ
-inkɾuʃtɐsɐ̃w̃ ɛ koʁozɐ̃w̃ nos olɛodutos dɛ ɛspoɾtɐsɐ̃w̃. ɐlem dɐ plɐntɐ dɛ
-pɾozɛʃsɐmɛnto pɾimaɾio, ɐs plɐtɐfoɾmɐs ajndɐ poʃsuɛm divɛɾsos siʃtɛmɐs (ɛntɾɛ
-ɛlɛs siʃtɛmɐ dɛ ɾɛkupɛɾɐsɐ̃w̃ sɛkundaɾiɐ ɛ siʃtɛmɐ dɛ inʒɛsɐ̃w̃ dɛ aɡɐ do mɐɾ ɛ/owu
-pɾoduzidɐ) ɛ ɾɛdɛs dɛ ɐpowjo, komo siʃtɛmɐs dɛ ɐlivio, dɾɛnɐʒɛm, ɐɾ kompɾimido,
-diɛzɛl, ɾɛʃfɾiɐmɛnto ɛ ɐkʷɛzimɛnto (vɐz, 2009). ii.5 - pɾozɛʃsɐmɛnto subsɛɐ o
-futuɾo dɐ ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛ ɡas podɛɾa ɛm bɾɛvɛ sɛɾ kɐzɛ invizivɛl ɐ
-pɐɾtiɾ dɐ koʃtɐ. ɐs plɐtɐfoɾmɐs offsoɾɛ podɛɾɐ̃w̃ ɛm bɾɛvɛ sɛɾ kɐdɐ vɛz majʃ
-ʁɐɾɐs kom o awmɛnto do uzo dɛ tɛknoloʒiɐ submɐɾinɐ, kʷɛ vizɐ tɾɐzɛɾ kɐzɛ todɐʃ
-ɐs fɐzɛs dɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo pɐɾɐ ɐs pɾofundɛzɐs do mɐɾ. umɐ dɐs ɡɾɐndɛʃ
-ɛmpɾɛzɐs do sɛtoɾ dɛ pɛtʁɔlɛo, ɐ noɾuɛɡʷɛzɐ stɐtowil ʒa tɾɐbɐlɐ kom tɛknoloʒiɐʃ
-subsɛɐ a dekɐdɐs, poɾem sɔ nos ultimos ɐnos o sɛtoɾ pɛtʁolifɛɾo pɐʃsowu ɐ
-ʁɛkonɛzɛɾ ɛ pɾioɾizɐɾ ɐs tɛknoloʒiɐs dɛ pɾozɛʃsɐmɛnto submɐɾino. ɐ stɐtowil e ɐ
-sɛɡndɐ mɐjoɾ opɛɾɐdoɾɐ dɛ ɛkʷipɐmɛntos submɐɾinos, ɐtʁas ɐpɛnɐs dɐ pɛtʁobʁɐʃ
-(moɾajs, 2013). sɛndo ɛʃtɛ o futuɾo dɐ tɛknoloʒiɐ dɛ ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, ɐʃ
-kondisõj̃s dɛ ɛsploɾɐsɐ̃w̃ do siɾkulo polɐɾ aɾtiko sɛ toɾnɐm majs viavɛjs. ɐʃ
-vɐntɐʒɛns dɛʃtɛ tipo dɛ tɛknoloʒiɐ pɐɾɐ ɛʃtɛ sɛnaɾio sɐ̃w̃: nɛzɛʃsidɐdɛ ɾɛduzidɐ
-dɛ tɾɐbɐlɐdoɾɛs ɐtuɐndo diɾɛtɐmɛntɛ nɐ ɛsploɾɐsɐ̃w̃ do kʷɛ ɛm ɾɛlɐsɐ̃w̃ ɐʃ
-plɐtɐfoɾmɐs tɾɐdizionajs (ɾɛduzindo o pɛɾiɡo imɛdiɐto a vidɐ umɐnɐ) ɛ o fɐto dɛ
-podɛɾ kontoɾnɐɾ ɐs tɛmpɛɾɐtuɾɐs dɛ konʒɛlɐmɛnto nɛʃtɐ ɾɛʒiɐ̃w̃, umɐ vɛz kʷɛ ɐ aɡɐ
-pɛɾto do fundo do mɐɾ ajndɐ e sufiziɛntɛmɛntɛ kʷɛntɛ pɐɾɐ sɛ ɛvitɐɾ o
-konʒɛlɐmɛnto, difɛɾɛntɛ dɐ tɛmpɛɾɐtuɾɐ nɐ supɛɾfiziɛ. os ɛʃpɛziɐliʃtɐs ɐkʁɛditɐ̃
-kʷɛ sɛ ɛnkontɾɐ sɛɾkɐ dɛ 13% do pɛtʁɔlɛo ɛ dɛ 30% do ɡas nɐtuɾɐl ajndɐ nɐ̃w̃
-dɛʃkobɛɾtos no mundo sɛ ɛnkontɾɐm nɐ ɾɛʒiɐ̃w̃ do aɾtiko (ɛj, 2013). poɾem ɐpɛzɐɾ
-dɛ sɛɾ konsidɛɾɐdo komo ɐ novɐ ɐboɾdɐʒɛm pɐɾɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɾɛkuɾsoʃ
-ɛnɛɾʒetikos, o pɾozɛʃso subsɛɐ ɛnkontɾɐ komo pɾinsipajs dɛzɐfios ɐs sɛvɛɾɐʃ
-kondisõj̃s ɐmbiɛntɛs pɾovɛniɛntɛs do ɐmbiɛntɛ ɐ ɡɾɐndɛs pɾofundidɐdɛs ɛ dɐ
-nɛzɛʃsidɐdɛ dɛ um siʃtɛmɐ dɛ kontɾolɛ dɛ pɾozɛʃsos mujto dɛzɛnvolvido ɛ
-ɛʃtɐbɛlɛzido, umɐ vɛz kʷɛ intɛɾvɛnsõj̃s umɐnɐs nɐ̃w̃ podɛɾɐ̃w̃ sɛɾ fɛjtɐs dɛ foɾmɐ
-diɾɛtɐ sobʁɛ ɐ plɐntɐ. podɛ-sɛ dɛʃtɐkɐɾ komo owutʁo dɛzɐfio pɐɾɐ ɛʃtɐ tɛknoloʒiɐ,
-ɐ nɛzɛʃsidɐdɛ dɛ mɐntɛɾ ɐ viɐbilidɐdɛ ɛkonomikɐ nɛʃsɛs pɾoʒɛtos. ɐs tɛknoloʒiɐʃ
-dɛ pɾozɛʃsɐmɛnto subsɛɐ sɐ̃w̃ divididɐs bɐzikɐmɛntɛ ɛm bombɛɐmɛnto submɐɾino,
-sɛpɐɾɐsɐ̃w̃ submɐɾinɐ ɛ kompɾɛʃsɐ̃w̃ submɐɾinɐ (vikitʁɐnɐndɐ, 2012). owutʁɐs aɾɛɐʃ
-bɐʃtɐntɛ pɾɛzɛntɛ nɛʃtɛ sɛnaɾio sɐ̃w̃ ɐ inʒɛsɐ̃w̃ submɐɾinɐ (inklujndo inʒɛsɐ̃w̃ dɛ
-aɡɐ pɾoduzidɐ, ko2 owu ajndɐ ɐ tɛknoloʒiɐ ɡas lift) ɛ ɐ ʒɛɾɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ no
-fundo do mɐɾ. dos 60 pɾoʒɛtos dɛ pɾozɛʃsɐmɛnto subsɛɐ ɐtivos owu ɛ̃
-dɛzɛnvolvimɛnto, 35 ɛʃtɐ̃w̃ liɡɐdos ɐ bombɛɐmɛnto submɐɾino, 12 a sɛpɐɾɐsɐ̃w̃
-submɐɾinɐ, sinko a inʒɛsɐ̃w̃ submɐɾinɐ ɛ owito a kompɾɛʃsɐ̃w̃ submɐɾinɐ. sɛndo kʷɛ
-dɛʃtɛ totɐl, 21 pɾoʒɛtos ɛʃtɐ̃w̃ ɐtivos (www.ofsɛɐs.kom.bɾ). ɐtuɐlmɛntɛ, ɐ
-pɛtʁobʁɐs e ɐ pɛtʁolɛjɾɐ kom mɐjoɾ numɛɾo dɛ pɾoʒɛtos nɐ aɾɛɐ dɛ pɾozɛʃsɐmɛnto
-submɐɾino no mundo. ɐ kompɐniɐ poʃsuj oʒɛ pɛlo mɛnos 15 pɾoʒɛtos ɐtivos owu ɛ̃
-dɛzɛnvolvimɛnto sobʁɛ um totɐl dɛ 60 iniziɐtivɐs nɐ induʃtɾiɐ offsoɾɛ mundiɐl.
-novɛ dɛ sews pɾoʒɛtos ɛʃtɐ̃w̃ ɾɛlɐzionɐdos ɐ bombɛɐmɛnto submɐɾino ɛ sɛjs a aɾɛɐ
-dɛ sɛpɐɾɐsɐ̃w̃ subsɛɐ. ɐmbɐs ɐs tɛknoloʒiɐs ɛʃtɐ̃w̃ ɛm opɛɾɐsɐ̃w̃ no kɐmpo dɛ mɐɾlim,
-nɐ bɐziɐ dɛ kɐmpos. ʒa ɐ noɾuɛɡʷɛzɐ stɐtowil ɐpɐɾɛzɛ ɛm sɛɡndo luɡɐɾ nɐ liʃtɐ,
-kom 10 pɾoʒɛtos, sɛndo tɾes nɐ aɾɛɐ dɛ inʒɛsɐ̃w̃ dɛ aɡɐ ɛ sɛtɛ ɛnvolvɛndo
-solusõj̃s dɛ kompɾɛʃsɐ̃w̃ submɐɾinɐ (www.ofsɛɐs.kom.bɾ). ɐs pɾinsipajs foɾnɛzɛdoɾɐʃ
-dɐs tɛknoloʒiɐs dɛ pɾozɛʃsɐmɛnto submɐɾino ɛm todo o mundo sɐ̃w̃
-fɾɐmo/sklumbɛɾʒɛɾ, ɛnvolvidɐs ɛm 16 pɾoʒɛtos nɐ aɾɛɐ dɛ bombɛɐmɛnto subsɛɐ; ɐ
-fmk, kom novɛ pɾoʒɛtos ɛm sɛpɐɾɐsɐ̃w̃ submɐɾinɐ; fɾɐmo (dowis pɾoʒɛtos) ɛ fmk
-(tɾes), ɛm inʒɛsɐ̃w̃ submɐɾinɐ; ɛ ɐkɛɾ ɛ fɾɐmokom dowis pɾoʒɛtos kɐdɐ umɐ nɐ aɾɛɐ
-dɛ kompɾɛʃsɐ̃w̃ (www.ofsɛɐs.kom.bɾ). ɐ mɐjoɾ pɐɾtɛ dos pɾoʒɛtos ʒa okoʁɛ owu sɛɾa
-poʃtɐ ɛm pɾatikɐ no bɾɐzil, mɐɾ do noɾtɛ, ɡolfo do meksiko ɛ afʁikɐ. ɛntɾɛ ɛʃsɛʃ
-paj́zɛs, bɾɐzil, kom owito pɾoʒɛtos, ɛ mɐɾ do noɾtɛ ɛ ɾɛʒiõj̃s pɾɔksimɐs, kom 16
-pɾoʒɛtos, lidɛɾɐm ɐ tɛknoloʒiɐ (www.ofsɛɐs.kom.bɾ). ii.5.1 sɛpɐɾɐsɐ̃w̃ subsɛɐ ɐ
-pɛtʁobʁɐs ɛm pɐɾsɛɾiɐ kom ɐ fmk komɛsowu ɐ opɛɾɐɾ sew pɾimɛjɾo sɛpɐɾɐdoɾ
-submɐɾino dɛ aɡɐ ɛ ɔlɛo (sɐo) no kɐmpo dɛ mɐɾlim (fiɡʁɐ 24) ɛm mɐɾso dɛ 2013,
-liɡɐdo ɐ plɐtɐfoɾmɐ p-37 dɐ pɛtʁobʁɐs. o sɛpɐɾɐdoɾ ʒa ɛʃtɐvɐ instɐlɐdo no kɐmpo
-dɛʃdɛ o diɐ 18 dɛ dɛzɛmbɾo dɛ 2011, ɐ 900 mɛtʁos dɛ pɾofundidɐdɛ. o pɾotɔtipo
-kʷɛ tɛm kɐpɐzidɐdɛ dɛ pɾodusɐ̃w̃ dɛ 18 mil bɐʁis poɾ diɐ tɛm 75 % dɛ konteẃdo
-nɐzionɐl ɛ fowi dɛzɛnvolvido poɾ tɾes fɾɛntɛs sɛndo umɐ dɛlɐs nɐ olɐndɐ, ondɛ a
-umɐ unidɐdɛ dɐ ɛmpɾɛzɐ fmk voltɐdɐ pɐɾɐ sɛpɐɾɐsɐ̃w̃ kompɐktɐ, owutʁɐ nɐ noɾuɛɡɐ,
-ondɛ ɐ ɛʃpɛzifizidɐdɛ sɐ̃w̃ os siʃtɛmɐs dɛ kontɾolɛ, ɛ ɐ tɛɾsɛjɾɐ, ɛ pɾinsipɐl, no
-bɾɐzil, ondɛ fowi fɛjto todo o ɾɛʃto do ɛʃtudo, do dɛzɛnvolvimɛnto ɛ dɐ
-fɐbʁikɐsɐ̃w̃. (www.pɛtʁonotiziɐs.kom.bɾ/ɐɾkivɛs/4618). o sɛpɐɾɐdoɾ submɐɾino dɛ
-aɡɐ ɛ ɔlɛo fowi dɛzɛnvolvido pɐɾɐ poʃsibilitɐɾ ɐ ɛlɛvɐsɐ̃w̃ dɛ mɐjoɾ kɐntidɐdɛ dɛ
-pɛtʁɔlɛo pɐɾɐ ɐ plɐtɐfoɾmɐ, ɛʃpɛziɐlmɛntɛ ɛm kɐmpos mɐduɾos, ɛm kʷɛ okoʁɛ
-awmɛnto dɐ kɐntidɐdɛ dɛ aɡɐ ʒunto kom o pɛtʁɔlɛo ɛstɾaj́do. ɛʃsɛ tipo dɛ
-ɛkʷipɐmɛnto ʒa ɛɾɐ utilizɐdo ɛm kɐmpos dɛ pɛtʁɔlɛo dɐ noɾuɛɡɐ lokɐlizɐdos ɛ̃
-aɡɐs ɾɐzɐs. o pɾotɔtipo e o pɾimɛjɾo ɛkʷipɐmɛnto do ʒenɛɾo instɐlɐdo ɛm aɡɐʃ
-pɾofundɐs, kom kɐpɐzidɐdɛ dɛ sɛpɐɾɐɾ ɐ aɡɐ do ɔlɛo pɛzɐdo, sɛndo ɛʃtɐ
-ʁɛjnʒɛtɐdɐ no ɾɛzɛɾvɐtɔɾio, kom o obʒɛtivo dɛ mɐntɛɾ suɐ pɾɛʃsɐ̃w̃ (duɐɾtɛ ɛt ɐl,
-2012). o ɛkʷipɐmɛnto fowi pɾoʒɛtɐdo pɐɾɐ komɛsɐɾ ɐ opɛɾɐɾ kɐndo ɐ pɾodusɐ̃w̃ dɛ
-aɡɐ koʁɛʃpondɛʃsɛ ɐ 70% dɐ pɾodusɐ̃w̃ bɾutɐ do poso. kom ɐ sɛpɐɾɐsɐ̃w̃ dɐ aɡɐ ɛ
-suɐ ɾɛjnʒɛsɐ̃w̃ no ɾɛzɛɾvɐtɔɾio, o uzo do ɛkʷipɐmɛnto ɾɛzultɐ nɐ diminujsɐ̃w̃ do
-pɛzo dɐ miʃtuɾɐ dɛ flujdos pɾoduzidos ɛ ɛlɛvɐdos ɐtɛ ɐ plɐtɐfoɾmɐ ɛ no mɛloɾ
-uzo dɐ kɐpɐzidɐdɛ dɛ pɾozɛʃsɐmɛnto pɾimaɾio dɐ uɛp, pɛlo mɛnoɾ koɾtɛ dɛ aɡɐ nɐ
-kɐɾɡɐ, kontɾibujndo ajndɐ pɐɾɐ o awmɛnto do fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ do ɾɛzɛɾvɐtɔɾio
-(moɾajs, 2013). (fontɛ: www.ozɛɐnikɐ.ufʁʒ.bɾ) o pɾimɛjɾo sɛpɐɾɐdoɾ subsɛɐ
-utilizɐdo no mundo fowi instɐlɐdo no kɐmpo dɛ tɾoll (fiɡʁɐ 25) nɐ noɾuɛɡɐ dɐ
-mɛʃmɐ foɾmɐ kʷɛ o sɐo, sew pɾinsipɐl obʒɛtivo ɛɾɐ ɐ sɛpɐɾɐsɐ̃w̃ dɛ aɡɐ ɛ suɐ
-ʁɛjnʒɛsɐ̃w̃, ɛnkɐnto o ɔlɛo ɛ ɡas ɛɾɐm ɛnkɐminɐdos pɐɾɐ ɐ plɐtɐfoɾmɐ. o
-pɾotɔtipo dɛ dimɛnsõj̃s 17ks17ks8 mɛtʁos, pɛzɐ 350 tonɛlɐdɐs ɛ fowi instɐlɐdo ɐ 300
-mɛtʁos dɛ pɾofundidɐdɛ (ʒɐɐnsɐzi, 2013). fiɡʁɐ 25: sɛpɐɾɐdoɾ subsɛɐ dɛ tɾoll
-(mɐɾ do noɾtɛ). (fontɛ: ʒɐɐnsɐzi, 2013) o sɛɡndo siʃtɛmɐ dɛ sɛpɐɾɐsɐ̃w̃ subsɛɐ
-instɐlɐdo no mundo fowi o toɾdis sbi (subsɛɐ sɛpɐɾɐtion bowoʃtinɡ & inʒɛktion). o
-pɾotɔtipo (fiɡʁɐ 26) dɛzɛnvolvido pɛlɐ fmk ɛ instɐlɐdo pɛlɐ stɐtowil ɛm 2007,
-tɐmbem opɛɾɐ nɐ noɾuɛɡɐ, no kɐmpo dɛ toɾdis. ɐʃsim komo o dɛ tɾoll, ɛʃtɛ
-sɛpɐɾɐdoɾ tɾɐbɐlɐ ɛm laminɐs dɛ aɡɐ majs ɾɐzɐs (200 mɛtʁos) kʷɛ ɐs ɛnkontɾɐdɐʃ
-no pɾe-sɐl bɾɐzilɛjɾo. ɛʃtɛ siʃtɛmɐ submɐɾino ɐtuɐ ɐtʁɐves dɛ sɛpɐɾɐdoɾɛs no
-lɛjto mɐɾino, impulsionɐdoɾɛs ɛ inʒɛsɐ̃w̃ dɛ aɡɐ. o pɾoʒɛto inkluj ajndɐ bombɐʃ
-kom kɐpɐzidɐdɛ dɛ sɛpɐɾɐɾ dɛ 50 ɐ 500 kɡ dɛ ɐɾɛjɐ poɾ diɐ. o pɾotɔtipo dɛ toɾdiʃ
-fowi instɐlɐdo kom o obʒɛtivo dɛ awmɛntɐɾ ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ 49% pɐɾɐ 55%, o kʷɛ
-ɛkʷivɐlɛ ɐ ɐpʁoksimɐdɐmɛntɛ 35 milõj̃s dɛ bɐʁis nɐ ɾɛkupɛɾɐsɐ̃w̃ totɐl do kɐmpo
-(19 milõj̃s dɛ bɐʁis dɛ ɔlɛo ɾɛkupɛɾɐdo). ɛʃtɛ awmɛnto dɛ pɾodusɐ̃w̃ e poʃsivɛl
-kom ɐ ɾɛjnʒɛsɐ̃w̃ dɐ aɡɐ sɛpɐɾɐdɐ, kʷɛ ɾɛduz o bɐkk pɾɛʃsuɾɛ do ɾɛzɛɾvɐtɔɾio
-(ɐlvɛs, 2013). ɐ sɛpɐɾɐsɐ̃w̃ submɐɾinɐ, ɐs bombɐs ɛ ɐ ɛʃtɐsɐ̃w̃ dɛ inʒɛsɐ̃w̃ sɐ̃w̃
-utilizɐdɐs pɐɾɐ sɛpɐɾɐɾ ɐs fɐzɛs dos flujdos ɛ bombɛa-los ɐte ɐs instɐlɐsõj̃s dɛ
-pɾodusɐ̃w̃ (fiɡʁɐ 27). fiɡʁɐ 27: sɛpɐɾɐsɐ̃w̃ submɐɾinɐ dɛ toɾdis. (fontɛ:
-sivɛɾstɛn ɛt ɐl, 2006) owutʁo siʃtɛmɐ dɛ sɛpɐɾɐsɐ̃w̃ submɐɾinɐ ɛm opɛɾɐsɐ̃w̃ no mundo
-ɛʃta lokɐlizɐdo no kɐmpo dɛ pɐzfloɾ, ɐ 150 km dɐ koʃtɐ dɐ ɐnɡolɐ ɛ ɐ 40 km dɐ
-fpso dɐliɐ. ɐ pɾinsipɐl opɛɾɐdoɾɐ e ɐ totɐl ɐs (40%), sɛɡʷidɐ pɛlɐ stɐtowil
-(23,33 %), ɛskson (20 %) ɛ bp (16,67 %). o ɔlɛo kʷɛ vɛm do ɾɛzɛɾvɐtɔɾio miozɛno e
-pɾozɛʃsɐdo ɛm umɐ plɐntɐ komplɛksɐ dɛ sɛpɐɾɐsɐ̃w̃ submɐɾinɐ, situɐdɐ ɐ 800 m dɛ
-laminɐ d’aɡɐ. ɛʃtɛ siʃtɛmɐ e konstituj́do poɾ: sɛpɐɾɐdoɾ ɡas/likʷido, duɐʃ
-bombɐs ibʁidɐs pɐɾɐ ɛlɛvɐɾ os likʷidos pɐɾɐ ɐ fpso, mɐnifold, siʃtɛmɐs dɛ
-kontɾolɛs, umbilikajs ɛ ɾizɛɾs flɛksivɛjs pɐɾɐ ɛlɛvɐɾ o ɡas ɐte o fpso
-(ɡdmundson, 2011). o konsɛjto ʒɛɾɐl dɛʃtɛ siʃtɛmɐ dɛ sɛpɐɾɐsɐ̃w̃, instɐlɐdo ɛ̃
-2011, e similɐɾ ɐo utilizɐdo ɛm toɾdis, poɾem a duɐs difɛɾɛnsɐs bazikɐs ɛntɾɛ
-ɛlɛs. umɐ dɛlɐs e kʷɛ o sɛpɐɾɐdoɾ submɐɾino submɛɾso utilizɐdo ɛm pɐzfloɾ e dɛ
-duɐs fɐzɛs, ɛnkɐnto kʷɛ o utilizɐdo ɛm toɾdis e tɾifaziko. ɐ owutʁɐ difɛɾɛnsɐ sɛ
-dɛvɛ ɐo fɐto do ɔlɛo sɛɾ mujto viʃkozo ɛm pɐzfloɾ ɛ poɾ iʃso os sɛpɐɾɐdoɾɛʃ
-foɾɐm pɾoʒɛtɐdos nɐ vɛɾtikɐl (fiɡʁɐ 28) ɛ nɐ̃w̃ nɐ oɾizontɐl, komo e ɛm toɾdiʃ
-(ɐlvɛs, 2013). ii.5.2 bombɛɐmɛnto subsɛɐ o bombɛɐmɛnto subsɛɐ multifaziko e
-konsidɛɾɐdo umɐ tɛknoloʒiɐ ɾɛlɐtivɐmɛntɛ bɛm dɛzɛnvolvidɐ, mɐs owutʁɐs mɛloɾiɐʃ
-sɛɾɐ̃w̃ nɛzɛʃsaɾiɐs kom o awmɛnto dɐs diʃtansiɐs dɛ tɾɐnspoɾtɛ ɛ pɾofundidɐdɛs dɛ
-aɡɐ. iʃto ɛnvolvɛ um awmɛnto dɐ pɾɛʃsɐ̃w̃ ɛ awmɛntɐndo ɐ kɐpɐzidɐdɛ, bɛm komo ɐ
-kɐpɐzidɐdɛ dɛ lidɐɾ kom flujdos majs komplɛksos ɛ sɔlidos. pɛʃkʷizɐs ɛm dɛziɡ
-mɛkaniko ɛ ɛfiziensiɐ, bɛm komo pɾoʒɛto idʁawliko ajndɐ sɐ̃w̃ nɛzɛʃsaɾiɐs pɐɾɐ
-awmɛntɐɾ o dɛzɛmpɛno ɛ ɐ konfiɐbilidɐdɛ dɛ bombɐs submɐɾinɐs. ɐ tɛknoloʒiɐ dɛ
-bombɛɐmɛnto multifaziko submɐɾino ɛʃta ɛm konstɐntɛ dɛzɛnvolvimɛnto a majs dɛ
-35 ɐnos ɛ poʃsuj majs dɛ 450 instɐlɐsõj̃s no mundo (ɐlvɛs, 2013). no bɾɐzil, o
-dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs dɛ bombɛɐmɛnto submɐɾino ʒa ɛʃtɐvɐ no pɾokɐp
-2.000 (sɛɡndo pɾoɡʁɐmɐ dɛ kɐpɐzitɐsɐ̃w̃ ɛm aɡɐs pɾofundɐs dɛzɛnvolvido pɛlɐ
-pɛtʁobʁɐs). poɾ mɛjo do pɾoɡʁɐmɐ foɾɐm ɛksɛkutɐdɐs tɾes diʃtintɐs ɾotɐʃ
-tɛknolɔʒikɐs nɛʃsɐ aɾɛɐ: bombɛɐmɛnto sɛntɾifuɡo submɛɾso (bks), ɐplikɐdo ɛ̃
-komplɛtɐsõj̃s molɐdɐs; sɛpɐɾɐsɐ̃w̃ ɡas-likʷido ɛ pɛtʁɔlɛo-aɡɐ no lɛjto mɐɾino; ɛ
-o bombɛɐmɛnto multifaziko submɐɾino, iʃto e, sɛm o pɾe-pɾozɛʃsɐmɛnto dos flujdoʃ
-pɾoduzidos nɐ koʁɛntɛ konduzidɐ ɐte ɐ plɐtɐfoɾmɐ. ɐs bombɐs submɛɾsivɛjʃ
-(bombɛɐmɛnto sɛntɾifuɡo submɛɾso - bks owu ɛlɛktɾikɐl submɛɾsiblɛ pump - ɛʃp) tẽ
-sido utilizɐdɐs nɐ ɛlɛvɐsɐ̃w̃ ɛ pɾodusɐ̃w̃ dɛ ɡɾɐndɛs volumɛs dɛ pɛtʁɔlɛo. ɐ bombɐ e
-impulsionɐdɐ poɾ motoɾ ɛletʁiko, kʷɛ diʃpõj̃ dɛ flujdos pɐɾɐ sɛlɐʒɛm ɛ pɾotɛsɐ̃w̃,
-o kʷɛ pɛɾmitɛ ɐ opɛɾɐsɐ̃w̃ dɛntɾo dɛ posos owu no solo mɐɾino. nɐs pɾimɛjɾɐʃ
-ɐplikɐsõj̃s ɛʃtɐs bombɐs ɛɾɐm instɐlɐdɐs no fundo do poso ɛm kondisõj̃s dɛ
-opɛɾɐsɐ̃w̃ ɐzimɐ do kɐmɐdo ponto dɛ bolɐ, o kʷɛ, ɛm pɾinsipio, pɛɾmitiɐ somɛntɛ
-ɐ pɾɛzɛnsɐ dɛ flujdo no ɛʃtɐdo likʷido kom nɛnumɐ owu mujto pɛkʷɛnɐ pɾɛzɛnsɐ dɛ
-ɡas livʁɛ (mɛnoɾ do kʷɛ 5% volumɛ/volumɛ). mɐs kom ɐ ɛvolusɐ̃w̃ do siʃtɛmɐ
-idʁawliko dɐs bombɐs fowi poʃsivɛl kʷɛ ɛlɐs pɐʃsɐʃsɛm ɐ tolɛɾɐɾ mɐjoɾ pɾɛzɛnsɐ
-dɛ ɡas livʁɛ (no limitɛ, pɾɔksimo ɐ 40% volumɛ/volumɛ). kom iʃto, fowi poʃsivɛl
-ɛntɐ̃w̃ ɐ instɐlɐsɐ̃w̃ dɛʃtɛs ɛkʷipɐmɛntos foɾɐ do poso, ɛm lɛjto mɐɾino (moɾajs,
-2013). • siʃtɛmɐ dɛ sɛpɐɾɐsɐ̃w̃ ɡas-likʷido ɛ bombɛɐmɛnto dɛ likʷido (vɐʃps) o
-siʃtɛmɐ vɐʃps (vɛɾtikɐl ɐnnulɐɾ sɛpɐɾɐtion ɐnd pumpinɡ sjʃtɛm– siʃtɛmɐ dɛ
-sɛpɐɾɐsɐ̃w̃ ɐnulɐɾ vɛɾtikɐl kom bombɛɐmɛnto dɛ likʷido) ɾɛpʁɛzɛntowu umɐ inovɐsɐ̃w̃
-ʁɐdikɐl dɛ sɛpɐɾɐsɐ̃w̃ ɛ bombɛɐmɛnto likʷido submɐɾino instɐlɐdo no fundo do mɐɾ,
-ɛm ɾɐzɐ̃w̃ do foɾmɐto vɛɾtikɐl inedito ɛ pɾinsipios fizikos ɛ kʷimikos ɛʃpɛzifikoʃ
-(moɾajs, 2013). o vɐʃps (fiɡʁɐ 29) konsiʃtɛ dɛ um sɛpɐɾɐdoɾ dɛ ɛʃkowɐmɛnto
-multifaziko kom duɐs linɐs dɛ flukso, umɐ pɐɾɐ o likʷido, ondɛ ɐvɛɾa umɐ bombɐ
-monofazikɐ do tipo bks pɐɾɐ suplɛmɛntɐɾ ɐ ɛnɛɾʒiɐ ɛ ɛlɛvɐɾ o likʷido ɐte ɐ uɛp,
-ɛ owutʁɐ linɐ pɐɾɐ o ɡas, kʷɛ tɛɾa sew flukso ɐʃsɛndɛntɛ nɐtuɾɐlmɛntɛ, sɛm ɐ
-nɛzɛʃsidɐdɛ dɛ siʃtɛmɐ awksiliɐɾ. o vɐʃps e kompoʃto dɛ sɛpɐɾɐdoɾ sikloniko
-submɐɾino ɛ pɛlɐ bks. ɐ bombɐ do sbms-500 dɛmonstɾowu kɐpɐzidɐdɛ dɛ opɛɾɐɾ
-kontinuɐmɛntɛ kom ɐtɛ 95% dɛ ɡas livʁɛ nɐ koʁɛntɛ ɛ ɐte mɛʃmo 100% kɐndo
-ɛkʷipɐdɐ kom siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ dɛʃkɐɾɡɐ-suksɐ̃w̃ dɛ 3% ɐ 5% dɛ likʷido. o
-siʃtɛmɐ e kompoʃto poɾ umɐ bombɐ multifazikɐ kɐpɐz dɛ tɾɐnspoɾtɐɾ, ɐ lonɡɐʃ
-diʃtansiɐs, ɛm um uniko duto, os fluksos dɛ pɛtʁɔlɛo, ɡas nɐtuɾɐl ɛ aɡɐ
-ɛstɾaj́dos do poso, ɐpʁɛzɛntɐndo ajndɐ, sɛɾtɐ tolɛɾansiɐ ɐ pɾɛzɛnsɐ dɛ sɔlidoʃ
-(moɾajs, 2013). o siʃtɛmɐ e ɐpʁopʁiɐdo pɐɾɐ ɐ ɛlɛvɐsɐ̃w̃ dɛ pɛtʁɔlɛos pɛzɐdos ɛ
-viʃkozos ɛ pɐɾɐ situɐsõj̃s ɛm aɡɐs pɾofundɐs sɛm kʷɛ ɐ instɐlɐsɐ̃w̃ dɛ plɐtɐfoɾmɐ
-ɐ mɛnoɾ diʃtansiɐ dos posos ɛ inviavɛl, teknikɐ owu ɛkonomikɐmɛntɛ. o siʃtɛmɐ e
-ajndɐ inovɐdoɾ ɛm ɾɛlɐsɐ̃w̃ ɐos ɛkʷipɐmɛntos tɾɐdizionajs kʷɛ tɾɐnspoɾtɐm,
-sɛpɐɾɐdɐmɛntɛ, o pɛtʁɔlɛo ɛ ɐ aɡɐ poɾ mɛjo dɛ bombɐ ɛ o ɡas nɐtuɾɐl poɾ mɛjo dɛ
-kompɾɛʃsoɾ, ʒa kʷɛ ɛʃtɛ pɛɾmitɛ ɐ ɐdisɐ̃w̃ dɛ ɛnɛɾʒiɐ a koʁɛntɛ multifazikɐ sɛ̃
-kʷɛ sɛʒɐ ɾɛkʷɛɾido kɐlkʷɛɾ pɾe-kondizionɐmɛnto dɛʃsɐ koʁɛntɛ. dɛvido ɐ ɛʃtɛʃ
-fɐtoɾɛs, o uzo dɛʃtɐ tɛknoloʒiɐ pɛɾmitɛ o awmɛnto do fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ doʃ
-posos ɛ poʃsibilitɐ ɐ kondusɐ̃w̃ dos idʁokɐɾbonɛtos ɐ lonɡɐs diʃtansiɐs (moɾajs,
-2013). ii.5.3 kompɾɛʃsɐ̃w̃ subsɛɐ ɐ kompɾɛʃsɐ̃w̃ submɐɾinɐ tɛm dowis pɾinsipajʃ
-obʒɛtivos: o awmɛnto dɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ um poso, ɐʃsim komo o bombɛɐmɛnto, ɛ o
-tɾɐnspoɾtɛ dos idʁokɐɾbonɛtos pɾoduzidos. ɐ kompɾɛʃsɐ̃w̃ submɐɾinɐ e ɐ viʃtɐ komo
-ɐ solusɐ̃w̃ pɐɾɐ o kɾɛʃsɛntɛ numɛɾo dɛ kɐmpos pɾodutoɾɛs dɛ ɡas lokɐlizɐdos ɛ̃
-pɾofundidɐdɛ ɛ ɐ lonɡɐs diʃtansiɐs dɐ koʃtɐ. ɛʃtɐ e ɛʃtudɐdɐ komo sɛndo solusɐ̃w̃
-majs ɛfiziɛntɛ ɛm tɛɾmos dɛ kuʃto, umɐ vɛz kʷɛ o ɡas sɛɾa tɾɐnspoɾtɐdo ɐ lonɡɐʃ
-diʃtansiɐs pɐɾɐ umɐ infɾɐ-ɛʃtɾutuɾɐ ɐdɛkɐdɐ (plɐtɐfoɾmɐs ɛksiʃtɛntɛs ɛm aɡɐʃ
-ʁɐzɐs owu onsoɾɛ). dɛ ɐkoɾdo kom ewpɛmio (2009), o dɛzɛnvolvimɛnto dɛ
-tɛknoloʒiɐs dɛ bombɛɐmɛnto ɛ kompɾɛʃsɐ̃w̃ submɐɾinɐs pɛɾmitiɾa ɐ konstɾusɐ̃w̃ dɛ
-siʃtɛmɐs subsɛɐ to soɾɛ. dɛvido ɐo ɛlɛvɐdo ɡɾaw dɛ komplɛksidɐdɛ, solusõj̃ʃ
-sɔlidɐs ɛ viavɛjs sɛɾɐ̃w̃ dɛ pɐɾtikulɐɾ impoɾtansiɐ no dɛzɛnvolvimɛnto do novo
-sɛnaɾio dɛ ɛsploɾɐsɐ̃w̃ ɛm ɡɾɐndɛs pɾofundidɐdɛs. os mɐjoɾɛs dɛzɐfios ɛksiʃtɛntɛʃ
-ɛʃtɐ̃w̃ ɾɛlɐzionɐdos kom ɐ ɛfiziensiɐ dɛ kompɾɛʃsɐ̃w̃ ɐzɛjtavɛl ɛ o ɡɾɐndɛ awmɛnto
-no tɐmɐno dos motoɾɛs ɛletʁikos, ɛm kompɐɾɐsɐ̃w̃ kom ɐ tɛknoloʒiɐ ɛksiʃtɛntɛ. a
-tɐmbem umɐ fɐltɐ dɛ kompɾɛɛnsɐ̃w̃ fundɐmɛntɐl dɐ tɛɾmodinamikɐ ɛ do flukso
-multifaziko intɛɾno nos kompɾɛʃsoɾɛs. vaɾios pɾoʒɛtos dɛ dɛzɛnvolvimɛnto dɛ
-kɐmpo vizɐm utilizɐɾ ɛʃtɐ tɛknoloʒiɐ, ɛ vaɾios foɾnɛzɛdoɾɛs noɾuɛɡʷɛzɛs tẽ
-dɛmonstɾɐdo sews pɾotɔtipos. kompɾɛʃsoɾɛs nɐ fajksɐ dɛ 8-10 mw (somɐndo
-ɐpʁoksimɐdɐmɛntɛ 20mw) ɛʃtɐ̃w̃ sɛndo tɛʃtɐdos ɛ sɐ̃w̃ umɐ opsɐ̃w̃ pɐɾɐ o kɐmpo dɛ
-ɐʃɡɐɾd. kompɾɛʃsoɾɛs nɐ fajksɐ dɛ 12-13 mw ɛʃtɐ̃w̃ sɛndo dɛzɛnvolvidos pɐɾɐ
-ɐplikɐsɐ̃w̃ ɛm oɾmɛn lɐnʒɛ ɐ pɐɾtiɾ dɛ 2015/2017 (no totɐl ɐpʁoksimɐdɐmɛntɛ 50 mw)
-ɛ pɐɾɐ snøvit ɛm 2020 (36 mw). ɐ inʒɛsɐ̃w̃ dɛ ɡas e owutʁɐ poʃsibilidɐdɛ dɛ
-ɐplikɐsɐ̃w̃ tɐnto pɐɾɐ pɾɛʃsɐ̃w̃ dɛ supoɾtɛ kɐnto pɐɾɐ ɡas lift. . ɐ kompɾɛʃsɐ̃w̃
-subsɛɐ dɛ ɡas ɾɛpʁɛzɛntɐ um impoɾtɐntɛ sɐlto nos ɛʃfoɾsos pɐɾɐ mɛloɾɐɾ ɐ
-ʁɛkupɛɾɐsɐ̃w̃ ɛ pɾolonɡɐɾ ɐ vidɐ util dos kɐmpos pɾodutoɾɛs. iʃto, powis kɐndo o
-kɐmpo ɛnvɛlɛzɛ, ɐ pɾɛʃsɐ̃w̃ nɐtuɾɐl do ɾɛzɛɾvɐtɔɾio diminuj, ɛ o poso podɛ tɛɾ
-ʁɛfoɾso nɐ foɾmɐ dɛ kompɾɛʃsɐ̃w̃, ɐ fim dɛ pɾoduziɾ majs ɛ lɛvɐɾ ɛʃtɐ pɾodusɐ̃w̃ ɐte
-ɐ plɐtɐfoɾmɐ. ɛm 2011, ɐ stɐtowil ɛ suɐ pɐɾsɛjɾɐ pɛtoɾo optɐɾɐm pɛlɐ utilizɐsɐ̃w̃
-dɐ kompɾɛʃsɐ̃w̃ submɐɾinɐ dɛ ɡas pɐɾɐ awmɛnto dɐ ɾɛkupɛɾɐsɐ̃w̃ no kɐmpo dɛ ɡllfɐkʃ
-(fiɡʁɐ 31). o pɾoʒɛto kʷɛ pɾɛve invɛʃtimɛnto dɛ tɾes milõj̃s dɛ koɾowɐʃ
-noɾuɛɡʷɛzɐs ɛʃta pɾɛviʃto pɐɾɐ sɛɾ finɐlizɐdo ɛm owutubʁo dɛ 2015. kom o uzo
-dɛʃtɐ tɛknoloʒiɐ ɛʃpɛɾɐ-sɛ um awmɛnto dɛ 22 milõj̃s dɛ bɐʁis dɛ ɔlɛo
-ɛkʷivɐlɛntɛ nɐ pɾodusɐ̃w̃ totɐl dɛ ɡllfɐks (stɐtowil, 2012). (fontɛ:
-www.stɐtowil.kom) ii.5.4 inʒɛsɐ̃w̃ subsɛɐ ɐs pɾimɛjɾɐs tɛknoloʒiɐs submɐɾinɐʃ
-dɛzɛnvolvidɐs nɐ̃w̃ kontɐvɐm kom ɐ tɛknoloʒiɐ dɛ ɾɛjnʒɛsɐ̃w̃, poɾem ɐtuɐlmɛntɛ ɛʃtɛ
-ʒa e um konsɛjto sɛmpɾɛ pɾɛzɛntɛ ɛm pɾoʒɛtos dɛ tɛknoloʒiɐ subsɛɐ. ɐ ɾɛjnʒɛsɐ̃w̃
-dɛ aɡɐ fowi dɛmonstɾɐdɐ pɛlɐ pɾimɛjɾɐ vɛz no kɐmpo dɛ tɾoll, sɛndo uzɐdɐ
-novɐmɛntɛ no kɐmpo dɛ toɾdis ɛm 2007, ʒunto kom os pɾimɛjɾos sɛpɐɾɐdoɾɛʃ
-submɐɾinos kʷɛ kontɐvɐm kom ɛʃtɐ tɛknoloʒiɐ. ɐ ɾɛjnʒɛsɐ̃w̃ dɛ aɡɐ subsɛɐ fowi
-ʁɛɐlizɐdɐ no bɾɐzil no kɐmpo dɛ mɐɾlim, poʃsibilitɐdɐ tɐmbem pɛlo pɾoʒɛto do
-sɐo (moɾajs, 2013). o ɐvɐnso dɐ tɛknoloʒiɐ dɛ ɡas lift subsɛɐ no bɾɐzil fowi
-mɐɾkɐdo kom o dɛzɛnvolvimɛnto do mɐnifold ɡas lift, pɾoʒɛtɐdo pɐɾɐ lɐminɐ d’aɡɐ
-dɛ 2.000 mɛtʁos, instɐlɐdo ɐ 1.885 mɛtʁos, no kɐmpo dɛ ɾonkɐdoɾ pɛlɐ pɛtʁobʁɐs,
-ɛm 2002. kɐnto a ɾɛjnʒɛsɐ̃w̃ dɛ ko2 no bɾɐzil, fowi lɐnsɐdo ɛm 2009 o pɾoɡʁɐmɐ dɐ
-pɛtʁobʁɐs pɾɔ-ko2 kom o obʒɛtivo do dɛzɛnvolvimɛnto dɛ pɛʃkʷizɐs pɐɾɐ o pɾe-sɐl.
-ɛntɾɛ ɐs mɛdidɐs ɛʃtudɐdɐs sɛ ɛnkontɾɐm ɐ ɾɛjnʒɛsɐ̃w̃ do diɔksido dɛ kɐɾbono noʃ
-ʁɛzɛɾvɐtɔɾios kom o obʒɛtivo dɛ sɛ awmɛntɐɾ ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɾɛzɛɾvɐs;
-ɐɾmɐzɛnɐmɛnto do ɡas ɛm ɐkʷifɛɾos sɐlinos sob o fundo do mɐɾ; ɾɛjnʒɛsɐ̃w̃ ɛ̃
-ʁɛzɛɾvɐtɔɾios dɛ ɡas ʒa ɛksawɾidos ɛ ɛʃtokɐʒɛm ɛm kɐvɛɾnɐs nɐ kɐmɐdɐ dɛ sɐl, kõ
-o kʷɛ sɛ ɛvitɐɾiɐm ɛmiʃsõj̃s nɐ ɐtmoʃfɛɾɐ tɛʁɛʃtɾɛ (moɾajs, 2013). ɛ ʒa ɛm 2013,
-o diɾɛtoɾ dɛ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃ dɐ pɛtʁobʁɐs, ʒoze foɾmiɡli filo, ɐnunsiowu ɐ
-ʁɛjnʒɛsɐ̃w̃ dɛ todo ko2 dɐ pɾodusɐ̃w̃ do pɾe-sɐl. tɐl fɐto ɐtinʒɛ ajndɐ majʃ
-notoɾiɛdɐdɛ umɐ vɛz kʷɛ umɐ dɐs ɡɾɐndɛs pɾɛokupɐsõj̃s dɐ ɛsploɾɐsɐ̃w̃ do pɾe-sɐl
-ɛɾɐ ɐ kɐntidɐdɛ dɛ ko2 nɐ koʁɛntɛ dɛ ɡas nɐtuɾɐl
-(www.ɾiokɐpitɐldɐɛnɛɾʒiɐ.ɾʒ.ɡov.bɾ). ii.6 – dutos subsɛɐ dɛntɾo do kontɛsto
-subsɛɐ to soɾɛ, viʃto komo o futuɾo dɐ ɛsploɾɐsɐ̃w̃ do pɛtʁɔlɛo, o
-dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs dɛ dutos submɐɾinos sɛ toɾnɐ fundɐmɛntɐl pɐɾɐ
-konkɾɛtizɐsɐ̃w̃ dɛʃtɛ siʃtɛmɐ. dɛntɾɛ os pɾinsipajs dɛzɐfios no dɛzɛnvolvimɛnto
-dɛʃtɐ tɛknoloʒiɐ ɛʃtɐ̃w̃ pɾɛzɛntɛs ɡɐɾɐntiɐ dɛ ɛʃkowɐmɛnto, pɾotɛsɐ̃w̃ kontɾɐ
-koʁozɐ̃w̃, inʒɛsɐ̃w̃ kʷimikɐ, ɛʃkowɐmɛnto multifaziko ɛ foɾmɐsɐ̃w̃ dɛ ɛmulsɐ̃w̃
-(ewpɛmio, 2009). um dos pɾinsipajs ɛksɛmplos dɛ dɛzɛnvolvimɛnto ɛ ɐplikɐsɐ̃w̃ doʃ
-dutos submɐɾinos e o kɐmpo dɛ snøvit lokɐlizɐdo no mɐɾ dɛ bɐɾɛnts, ɐ 140
-kʷilomɛtʁos dɐ koʃtɐ dɐ noɾuɛɡɐ. o pɾoʒɛto e o pɾimɛjɾo dɛzɛnvolvimɛnto dɛ
-ɛsploɾɐsɐ̃w̃ offsoɾɛ sɛm unidɐdɛs fiksɐs owu flutuɐntɛs instɐlɐdɐs no mɐɾ, ʒa kʷɛ o
-pɾoʒɛto ɛnvolvɛ tɾɐzɛɾ o ɡas nɐtuɾɐl poɾ dutos pɐɾɐ o kontinɛntɛ, pɐɾɐ ɛntɐ̃w̃ sɛɾ
-fɛjtɐ suɐ likʷɛfɐsɐ̃w̃. ɐs instɐlɐsõj̃s dɛ pɾodusɐ̃w̃ fikɐm no fundo do mɐɾ, ɛ̃
-pɾofundidɐdɛs dɛ 250 ɐ 345 mɛtʁos. o pɾoʒɛto kontɐ tɐmbem kom um duto dɛ ɾɛtoɾno
-do ko2 sɛpɐɾɐdo no kontinɛntɛ pɐɾɐ sɛɾ ɾɛjnʒɛtɐdo (fiɡʁɐ 32). (fontɛ: klɛmp –
-stɐtowil) o tɾɐnspoɾtɛ dɐ koʁɛntɛ pɾovɛniɛntɛ do poso nɐ̃w̃ pɾozɛʃsɐdɐ ɾɛpʁɛzɛntɐ
-um ɡɾɐndɛ dɛzɐfio no sɛtoɾ, kʷɛ e intɛnsifikɐdo kom ɐ ɐltɐ pɾɛʃsɐ̃w̃ ɛ bajksɐ
-tɛmpɛɾɐtuɾɐ no fundo do mɐɾ. pɐɾɐ ɛvitɐɾ o konʒɛlɐmɛnto dɛntɾo do ɡɐzoduto foɾɐ̃
-ɛʃtudɐdos siʃtɛmɐs dɛ inʒɛsɐ̃w̃ dɛ ɐntikonʒɛlɐntɛs ɛ ɐkʷɛzimɛnto ɛletʁiko do duto
-(klɛmp – stɐtowil). o pɾoʒɛto dɛ snøvit kontɐ ajndɐ kom umɐ plɐntɐ dɛ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ monowɛtilɛnoɡlikol (mɛɡ) no kontinɛntɛ, umɐ vɛz kʷɛ e nɛzɛʃsaɾiɐ
-suɐ inʒɛsɐ̃w̃, komo inibidoɾ dɛ idʁɐtos, no ɡɐzoduto. o ɛʃkowɐmɛnto multifaziko no
-intɛɾioɾ do duto dɛ ɛʃkowɐmɛnto dɛ pɾodusɐ̃w̃ podɛ sɛɾ obsɛɾvɐdo nɐ fiɡʁɐ 33, ondɛ
-sɛ obsɛɾvɐ o ɡas nɐtuɾɐl, o kondɛnsɐdo ɛ mɛɡ kom ɐ aɡɐ dɛ pɾodusɐ̃w̃. fiɡʁɐ 33:
-ɛʃkowɐmɛnto multifaziko no intɛɾioɾ do duto dɛ pɾodusɐ̃w̃. (fontɛ: pɛttɛɾsɛn, 2011)
-umɐ vizɐ̃w̃ simplifikɐdɐ dɐ plɐntɐ dɛ snøvit e ɐpʁɛzɛntɐdɐ nɐ fiɡʁɐ 34, ondɛ sɐ̃w̃
-moʃtɾɐdɐs ɐs unidɐdɛs submɐɾinɐs (komo posos pɾodutoɾɛs ɛ poso dɛ ɾɛjnʒɛsɐ̃w̃ dɛ
-ko2) ɛ ɐs unidɐdɛs onsoɾɛ (plɐntɐ dɛ ɡas nɐtuɾɐl likʷɛfɛjto, plɐntɐ dɛ
-sɛpɐɾɐsɐ̃w̃ dɛ ko2 ɛ plɐntɐ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ). fiɡʁɐ 34: vizɐ̃w̃ simplifikɐdɐ
-do pɾoʒɛto dɛ snøvit. (fontɛ: pɛttɛɾsɛn, 2011) ɐ sɛɡʷiɾ (tɐbɛlɐ 7) sɐ̃w̃
-ɐpʁɛzɛntɐdos os dɐdos dos dutos ɛnvolvidos no pɾoʒɛto. ii.7 foɾmɐsɐ̃w̃ dɛ idʁɐtoʃ
-ɐs kondisõj̃s dɛ opɛɾɐsɐ̃w̃ do duto submɐɾino pɾopoʃto, pɐɾɐ tɾɐnspoɾtɛ do ɡaʃ
-pɾoduzido sɛm nɛnum tɾɐtɐmɛnto, sɐ̃w̃ fɐvoɾavɛjs a foɾmɐsɐ̃w̃ dɛ idʁɐtos, umɐ vɛʒ
-kʷɛ ɡas nɐtuɾɐl ɛ aɡɐ livʁɛ kowɛksiʃtɛm ɛm um ɐmbiɛntɛ dɛ bajksɐ tɛmpɛɾɐtuɾɐ ɛ
-ɐltɐ pɾɛʃsɐ̃w̃. os idʁɐtos sɐ̃w̃ kompoʃtos kɾiʃtɐlinos sɛmɛlɐntɛs ɐo ʒɛlo foɾmɐdoʃ
-poɾ aɡɐ ɛ molekulɐs dɛ ɡas ɐpʁizionɐdɐs nɐs kɐdɛjɐs foɾmɐdɐs pɛlɐs molekulɐs dɛ
-aɡɐ (notz ɛt ɐl, 1996). ɐ foɾmɐsɐ̃w̃ dɛ tajs ɛʃtɾutuɾɐs e fɐvoɾɛzidɐ kɐndo ɡɐzɛʃ
-kom aɡɐ livʁɛ pɾɛzɛntɛ sɛ ɛnkontɾɐm ɐ bajksɐs tɛmpɛɾɐtuɾɐs ɛ ɐltɐs pɾɛʃsõj̃s.
-tɛmpɛɾɐtuɾɐ ɐ ɾɛʒiɐ̃w̃ ondɛ os idʁɐtos sɐ̃w̃ tɛɾmodinɐmikɐmɛntɛ ɛʃtavɛjs. fiɡʁɐ
-35: kuɾvɐ dɛ ɛkʷilibʁio dɛ foɾmɐsɐ̃w̃ dɛ idʁɐtos. (fontɛ: ɐdɐptɐdo dɛ slowɐn,
-1998.) ɐ ɐnalizɛ dɐ kuɾvɐ dɛ ɛkʷilibʁio indikɐ kʷɛ pɐɾɐ ɐs kondisõj̃s do pɾe-sɐl
-bɾɐzilɛjɾo, ondɛ ɐ aɡɐ do mɐɾ sɛ ɛnkontɾɐ ɛm ɐpʁoksimɐdɐmɛntɛ 4°k ɛ sob ɐltɐ
-pɾɛʃsɐ̃w̃ dɛvido a kolunɐ dɛ aɡɐ do mɐɾ dɛ ɐpʁoksimɐdɐmɛntɛ 2000 mɛtʁos, o ɾiʃko
-dɛ foɾmɐsɐ̃w̃ dɛ idʁɐtos e ɐlto. ɐ foɾmɐsɐ̃w̃ dɛ idʁɐtos okoʁɛ kɐndo ɐʃ
-molekulɐs dɛ ɡas sɐ̃w̃ ɐpʁizionɐdɐs ɛm ɛʃtɾutuɾɐs ɾɛtikulɐdɐs kɾiʃtɐlinɐs pɛlo
-ɐɡʁupɐmɛnto (poɾ liɡɐsõj̃s dɛ idʁoʒenio) dɛ molekulɐs dɛ aɡɐ ɐo sew ɾɛdoɾ. poɾ
-iʃso, ɐs molekulɐs dɛ aɡɐ sɐ̃w̃ konɛzidɐs komo molekulɐs oʃpɛdɛjɾɐs (oʃt
-molɛkulɛs) ɛ ɐs foɾmɐdoɾɐs dɛ idʁɐto, mɛtɐno ɛ owutʁos ɡɐzɛs (so2, n2, 2s ɛ
-ko2), konɛzidɐs komo molekulɐs ɔʃpɛdɛs (ɡʷɛʃt molɛkulɛs). foɾmɐdɐ poɾ ɡɐzɛʃ
-mɐjoɾɛs kʷɛ o ɛtɐno ɛ mɛnoɾɛs kʷɛ o pɛntɐno. ɐ foɾmɐsɐ̃w̃ dɛ idʁɐtos nɐs linɐʃ
-dɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo, ɐʃsim komo nɐs fɐzɛs dɛ pɛɾfuɾɐsɐ̃w̃ ɛ komplɛtɐsɐ̃w̃ dɛ
-posos e um pɾoblɛmɐ komum tɐnto ɛm ɛʃkowɐmɛnto ɛm linɐs dɛ ɔlɛo komo ɛm linɐʃ
-dɛ ɡas. no ɛʃkowɐmɛnto dɛ ɡas, ɐ kɐntidɐdɛ dɛ aɡɐ livʁɛ e mɛnoɾ kʷɛ no
-ɛʃkowɐmɛnto dɛ koʁɛntɛs likʷidɐs dɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo, ɛʃtɐ sɛ ɛnkontɾɐ nɐ
-pɐɾtɛ infɛɾioɾ do duto ɛ e oɾiwndɐ dɐ aɡɐ kondɛnsɐdɐ do ɡas ɛ dɐ aɡɐ
-pɾoduzidɐ. nɛʃtɛ kɐzo ɐ foɾmɐsɐ̃w̃ dɛ idʁɐtos komɛsɐ ɐ okoʁɛɾ nɐ pɐɾɛdɛ doʃ
-dutos, ondɛ ɐ tɛmpɛɾɐtuɾɐ e bajksɐ ɛ kom o awmɛnto dɛʃtɐ dɛpozisɐ̃w̃, a aɾɛɐ dɛ
-ɛʃkowɐmɛnto do duto diminuj (fiɡʁɐ 37). kom o tɛmpo ɛ tɛnsɐ̃w̃ ɛksɛɾsidɐ
-kontinuɐmɛntɛ sobʁɛ ɐ foɾmɐsɐ̃w̃ pɛlo ɛʃkowɐmɛnto, o dɛpɔzito nɐ̃w̃ supoɾtɐ ɛ e
-ɐʁɐʃtɐdo, kawzɐndo pɛkʷɛnɐs pɛɾdɐs dɛ pɾɛʃsɐ̃w̃ no duto. kɐndo ɐ foɾmɐsɐ̃w̃ sɛ
-toɾnɐ ɡɾɐndɛ dɛmajs, o ɛʃkowɐmɛnto nɐ̃w̃ konsɛɡʷɛ majs ɐʁɐʃta-lɐ, tɛm-sɛ o ɛntɐ̃w̃
-tɐmpɐ̃w̃ dɛ idʁɐto (pluɡ dɛ idʁɐto). ɛm sɛɡʷidɐ ɐ pɾɛʃsɐ̃w̃ dɛ ɛʃkowɐmɛnto awmɛntɐ
-siɡnifikɐntɛmɛntɛ ɛ okoʁɛ o blokʷɛjo do duto (boɾʒɛs ɛt ɐl, 2013). mujtɐʃ
-pɾatikɐs foɾɐm dɛzɛnvolvidɐs pɐɾɐ ɛvitɐɾ ɐ foɾmɐsɐ̃w̃ dɛ idʁɐtos nɐs linɐs dɛ
-pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛ ɛm kɐzos ondɛ poʃsɐ tɐmbem okoʁɛɾ ɛʃsɐ foɾmɐsɐ̃w̃. poɾem o
-uzo dɛ inibidoɾɛs dɛ idʁɐtos e o metodo majs utilizɐdo. ɛʃtɛs sɐ̃w̃ kompoʃtoʃ
-kʷimikos kʷɛ fɐzɛm kom kʷɛ o siʃtɛmɐ ɛʃtɛʒɐ foɾɐ dɐ ɾɛʒiɐ̃w̃ dɛ foɾmɐsɐ̃w̃ dɛ
-idʁɐtos owu ɐltɛɾɐm suɐ sinetikɐ dɛ foɾmɐsɐ̃w̃. ɐlem dos inibidoɾɛs, owutʁoʃ
-metodos podɛm sɛɾ sitɐdos, komo kontɾolɛ dɛ pɾɛʃsɐ̃w̃, kontɾolɛ dɛ tɛmpɛɾɐtuɾɐ ɛ
-ʁɛmosɐ̃w̃ dɛ aɡɐ/dɛzidʁɐtɐsɐ̃w̃. os inibidoɾɛs kʷimikos dɛ idʁɐtos podɛm sɛɾ
-divididos ɛm tɾes kɐtɛɡoɾiɐs: tɛɾmodinamikos, sinetikos ɛ ɐnti-ɐɡlomɛɾɐntɛʃ
-(kɛllɐnd ɛt ɐl, 1995). ii.7.1.1 inibidoɾ tɛɾmodinamiko os inibidoɾɛʃ
-tɛɾmodinamikos sɐ̃w̃ pɾodutos kʷimikos kʷɛ funsionɐm ɐltɛɾɐndo o potɛnsiɐl kʷimiko
-dɐ fɐzɛ ɐkozɐ dɛ tɐl foɾmɐ kʷɛ ɐ kuɾvɐ dɛ ɛkʷilibʁio sɛʒɐ dɛʃlokɐdɐ pɐɾɐ bajksɐʃ
-tɛmpɛɾɐtuɾɐs ɛ ɐltɐs pɾɛʃsõj̃s. nɐ mɐjoɾiɐ dos kɐzos os sajs nɐ̃w̃ ɛksɛɾsɛm ɐpɛnɐs ɐ
-funsɐ̃w̃ dɛ inibidoɾ dɛ idʁɐtos, ɛksɛɾsɛm tɐmbem owutʁɐs funsõj̃s kom ɐd��nsɐntɛ ɛ
-inibidoɾ dɛ ɐɾʒilɐs. os alkowojs sɐ̃w̃ ɛsɛlɛntɛs inibidoɾɛs ɛ ɐtuɐm pɾomovɛndo ɐ
-ʁɛmosɐ̃w̃ do ɛnvɛlopɛ dɛ idʁɐtos dɛ foɾmɐ pɛɾmɐnɛntɛ ɐlem dɛ ɡɐɾɐntiɾ umɐ bowɐ
-fajksɐ dɛ subʁɛʃfɾiɐmɛnto. poɾem komo sɐ̃w̃ uzɐdos ɛm ɡɾɐndɛs kɐntidɐdɛs,
-inkonvɛniɛntɛs podɛm sɛɾ ʒɛɾɐdos, komo poɾ ɛksɛmplo, ɐ pɾɛzipitɐsɐ̃w̃ dɛ sajʃ
-inoɾɡanikos. owutʁɐ dɛʃvɐntɐʒɛm e ɾɛlɐzionɐdɐ a inkompɐtibilidɐdɛ kom ɐlɡnʃ
-ɐditivos polimeɾikos ɛ/owu suɾfɐktɐntɛs pɾɛzɛntɛs nɐ foɾmulɐsɐ̃w̃ do flujdo dɛ
-pɛɾfuɾɐsɐ̃w̃, powis podɛm lɛvɐɾ ɐ pɾɛzipitɐsɐ̃w̃ dos mɛʃmos (ɐndɾɐdɛ, 2009). dɛntɾɛ
-os ɐlkowõj̃s majs utilizɐdos ɛʃtɐ̃w̃ o mɛtɐnol ɛ o ɛtɐnol, ʒa ɛntɾɛ os ɡlikõj̃s ɛʃtɐ̃w̃
-monowɛtilɛnoɡlikol (mɛɡ), diɛtilɛnoɡlikol (dɛɡ) ɛ tɾiɛtilɛnoɡlikol (tɛɡ) (vɐz ɛt
-ɐl, 2008). os inibidoɾɛs tɛɾmodinamikos ɐpʁɛzɛntɐm umɐ seɾiɛ dɛ vɐntɐʒɛns sobʁɛ
-owutʁos inibidoɾɛs : • ɾɛdusɐ̃w̃ dɐ tɛmpɛɾɐtuɾɐ dɛ foɾmɐsɐ̃w̃ ; • podɛm ɛvitɐɾ foɾmɐɾ
-idʁɐtos ɛm kɐlkʷɛɾ kondisɐ̃w̃ , ɐ dɛpɛndɛɾ dɛ kɐnto inibidoɾ e uzɐdo ; • ɐlɡnʃ
-dɛlɛs , komo o mɛtɐnol , inibɛm tɐnto nɐ fɐzɛ vɐpoɾ komo nɐ fɐzɛ likʷidɐ , tɛndo
-impoɾtansiɐ ɛm opɛɾɐsõj̃s tɾɐnsiɛntɛs ; • funsionɐm kom kɐlkʷɛɾ miʃtuɾɐ dɛ
-idʁokɐɾbonɛtos . poɾem tɐmbem ɐpʁɛzɛntɐm dɛʃvɐntɐʒɛns konsidɛɾavɛjs : •
-nɛzɛʃsitɐm dɛ ɡɾɐndɛs kɐntidɐdɛs ; • ɾɛkʷɛɾɛm ɡɾɐndɛs ɛʃtokʷɛs ɛ siʃtɛmɐs dɛ
-bombɛɐmɛnto , kʷɛ awmɛntɐm o invɛʃtimɛnto ɐ sɛɾ fɛjto ; • podɛm ɐpʁɛzɛntɐɾ
-inkompɐtibilidɐdɛ kom owutʁos pɾodutos kʷimikos utilizɐdos ( komo inibidoɾɛs dɛ
-koʁozɐ̃w̃ ɛ pɐɾɐfinɐ ) ; • podɛm kawzɐɾ pɾɛzipitɐsɐ̃w̃ dɛ sajs dɐ aɡɐ pɾoduzidɐ ,
-ʒɛɾɐndo pɾoblɛmɐs dɛ inkɾuʃtɐsɐ̃w̃ nɐ induʃtɾiɐ dɛ pɾozɛʃsɐmɛnto dɛ pɛtʁɔlɛo, ɛʃtɛ
-e o tipo dɛ inibidoɾ dɛ idʁɐto majs utilizɐdo, pɾinsipɐlmɛntɛ nɐs instɐlɐsõj̃ʃ
-offsoɾɛ submɛtidɐs as kondisõj̃s fɐvoɾavɛjs dɛ foɾmɐsɐ̃w̃ dɛ idʁɐtos. ɛʃtɛs sɐ̃w̃
-inʒɛtɐdos nɐs linɐs dɛ tɾɐnspoɾtɛ, kʷɛbʁɐndo ɐs liɡɐsõj̃s dɛ pontɛs dɛ
-idʁoʒenio nos idʁɐtos ɛ ɛʃtɐbɛlɛzɛndo kompɛtisɐ̃w̃ pɛlɐs molekulɐs dɛ aɡɐ
-(kɐndɾɐɡptɐn, 2011). os dowis inibidoɾɛs tɛɾmodinamikos majs utilizɐdos ɛ̃
-dutos dɛ tɾɐnspoɾtɛ dɛ ɡas pɾovɛniɛntɛs dɐ ɛsploɾɐsɐ̃w̃ offsoɾɛ sɐ̃w̃ mɛtɐnol
-(mɛo) ɛ monowɛtilɛnoɡlikol (mɛɡ). ɛʃtɛs dowis kompoʃtos sɐ̃w̃ majs utilizɐdos kʷɛ
-owutʁos ɐlkowõj̃s ɛ ɡlikõj̃s dɛvido ɐ suɐ mɐjoɾ kɐpɐzidɐdɛ dɛ inibisɐ̃w̃ dɛ idʁɐtoʃ
-(tɐbɛlɐ 8) ɛ dɛvido ɐ sews kuʃtos. komo podɛ sɛɾ obsɛɾvɐdo pɛlɐ tɐbɛlɐ ɐzimɐ,
-kɐnto mɛnoɾ o pɛzo molekulɐ do inibidoɾ, mɛloɾ suɐ ɐtuɐsɐ̃w̃. poɾ iʃso o mɛɡ
-poʃsuj mɛloɾ dɛzɛmpɛno ɛntɾɛ os ɡlikõj̃s ɛ o mɛtɐnol ɛntɾɛ os ɐlkowõj̃s. ɐ ɐsɐ̃w̃
-dɛʃtɛs dowis pɾinsipajs inibidoɾɛs tɐmbem podɛ sɛɾ obsɛɾvɐdɐ no diɐɡʁɐmɐ pɾɛʃsɐ̃w̃
-vɛɾsus no pɾɛzɛntɛ tɾɐbɐlo, ɐdotɐ-sɛ o mɛɡ komo inibidoɾ dɛ idʁɐtos ɐ sɛɾ
-utilizɐdo no duto dɛ tɾɐnspoɾtɛ dɛ ɡas nɐtuɾɐl nɐ̃w̃ tɾɐtɐdo. ɐ ɛʃkolɐ dɛ mɛɡ,
-ɐpɛzɐɾ dɛ ɛʃtɛ sɛɾ majs kɐɾo kʷɛ o mɛtɐnol, lɛvɐ ɛm konsidɛɾɐsɐ̃w̃ fɐtoɾɛs majʃ
-impoɾtɐntɛs pɐɾɐ ɐ pɾopoʃtɐ: ɐ kontɐminɐsɐ̃w̃ dɐ fɐzɛ ɡɐzosɐ pɛlo inibidoɾ e
-dɛʃpɾɛzivɛl, ɐpʁɛzɛntɐ majs bɛnɛfizios ɛm ɾɛlɐsɐ̃w̃ a koʁozɐ̃w̃, bajksɐ
-pɛɾikulozidɐdɛ ɛ ɐ pɛɾdɐ poɾ volɐtilidɐdɛ e dɛʃpɾɛzivɛl. o monowɛtilɛnoɡlikol e o
-inibidoɾ majs uzɐdo ɛm dutos submɐɾinos dɛ tɾɐnspoɾtɛ dɛ ɡas ɛ kondɛnsɐdo
-(nɐʒzɛɾ ɛ kɛoɡ, 2006). komo ɛksɛmplo dɛ suɐ utilizɐsɐ̃w̃ podɛ-sɛ sitɐɾ, no bɾɐzil,
-o ɡɐzoduto lulɐ-mɛksilɐ̃w̃ (kʷɛ liɡɐ o kɐmpo dɛ lulɐ a plɐtɐfoɾmɐ dɛ mɛksilɐ̃w̃, kõ
-kɐpɐzidɐdɛ dɛ tɾɐnspoɾtɛ dɛ ɐte 10 milõj̃s dɛ mɛtʁos kubikos poɾ diɐ)
-(pɛtʁobʁɐs, 2006) ɛ os kɐmpos dɐ noɾuɛɡɐ, komo tɾoll, snøvit, oɾmɛn lɐnʒɛ ɛ
-ɐ̊sɡɐɾd (bɾuʃtɐd ɛt ɐl, 2005). ii.7.1.2 inibidoɾɛs dɛ bajksɐ dozɐʒɛm sɐ̃w̃
-inibidoɾɛs majs ɾɛzɛntɛs kʷɛ poɾ sɛɾɛm utilizɐdos ɛm bajksɐ dozɐʒɛm, 0,1% ɐ 1,0%
-do pɛzo totɐl dɛ aɡɐ. poɾ iʃso, podɛm ɾɛpʁɛzɛntɐɾ vɐntɐʒɛns ɾɛlɐzionɐdɐs a
-ʁɛdusɐ̃w̃ dɛ kuʃtos, nɐ̃w̃ somɛntɛ do inibidoɾ ɛm sim, mɐs tɐmbem kuʃtos dɛ
-tɾɐnspoɾtɛ, tɐmɐno dɐ inʒɛsɐ̃w̃, bombɛɐmɛnto ɛ instɐlɐsõj̃s dɛ ɛʃtokɐʒɛ̃
-(kɐɾvɐlo, 2010). podɛm sɛɾ klɐʃsifikɐdos ɛm dowis tipos: inibidoɾɛs sinetikos ɛ
-ɐnti-ɐɡlomɛɾɐntɛs. inibidoɾɛs sinetikos : • inibidoɾɛs sinetikos ɐtuɐ̃
-pɾɛvɛnindo tɐnto ɐ nuklɛɐsɐ̃w̃ kɐnto o kɾɛʃsimɛnto dɛ kɾiʃtajs dɛ idʁɐtos . ɛ̃
-ʒɛɾɐl ɛʃtɛs ɐditivos kontem polimɛɾos ɛ ɐʒɛntɛs suɾfɐktɐntɛs ɛm suɐ kompozisɐ̃w̃.
-o sew ɛfɛjto e dɛpɛndɛntɛ do tɛmpo dɛ ɾɛzidensiɐ do flujdo nɐ zonɐ dɛ foɾmɐsɐ̃w̃
-dɛ idʁɐtos ɛ do sub-ɾɛʃfiɾɐmɛnto (subkowolinɡ) ɐ kʷɛ o flujdo e ɛspoʃto (pɛjtɐvj
-ɛt ɐl, 2007). dɛvido a dɛpɛndensiɐ do tɛmpo dɛ ɾɛzidensiɐ, pɐɾɐ kɐzos ondɛ o
-tɛmpo dɛ tɾansito ɐtʁɐves do ɡɐzoduto sɛʒɐ sufiziɛntɛmɛntɛ lonɡo, o inibidoɾ
-podɛ sɛ moʃtɾɐɾ nɐ̃w̃ ɛfiziɛntɛ ɛ ɾɛzultɐɾ ɛm blokʷɛjo do duto. ʒa o
-sub-ɾɛʃfɾiɐmɛnto ɛʃta ɾɛlɐzionɐdo a foɾsɐ motʁiz dɐ sinetikɐ dɛ foɾmɐsɐ̃w̃ dɛ
-idʁɐtos, umɐ vɛz kʷɛ ɛʃtɛ podɛ sɛɾ dɛfinido komo ɐ difɛɾɛnsɐ ɛntɾɛ ɐ
-tɛmpɛɾɐtuɾɐ tɛɾmodinamikɐ dɛ foɾmɐsɐ̃w̃ dɛ idʁɐtos (tɛmpɛɾɐtuɾɐ dɛ diʃsoziɐsɐ̃w̃) ɛ
-ɐ tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ. kɐnto mɐjoɾ o sub-ɾɛʃfɾiɐmɛnto, mɛnoɾ ɐ ɛfiziensiɐ do
-inibidoɾ (pɛjtɐvj ɛt ɐl, 2007). ɛʃtɛs pɾodutos kʷimikos nɐ̃w̃ pɛɾtuɾbɐm o
-ɛkʷilibʁio tɛɾmodinamiko dɛ foɾmɐsɐ̃w̃ dos idʁɐtos. ɐ sinetikɐ dɛ inibisɐ̃w̃ dɛ
-idʁɐtos dɛ ɡas ʒɛɾɐlmɛntɛ sɛ ɾɛfɛɾɛ ɐos pɾozɛʃsos pɛlos kajs ɐs ɛtɐpɐs dɛ
-nuklɛɐsɐ̃w̃ ɛ dɛ kɾɛʃsimɛnto dɛ kɾiʃtajs dɛ idʁɐtos sɐ̃w̃ ɐltɛɾɐdɐs. os inibidoɾɛʃ
-podɛm kawzɐɾ ɛntɐ̃w̃ tɾes ɛfɛjtos: ɾɛtɐɾdɐɾ o kɾɛʃsimɛnto dɛ nuklɛos (sinetiko
-inibidoɾ); diminujɾ ɐ tɐksɐ dɛ foɾmɐsɐ̃w̃ dɛ kɾiʃtajs (modifikɐdoɾɛs dɛ kɾiʃtajs);
-ɛvitɐɾ o pɾozɛʃso dɛ ɐɡlomɛɾɐsɐ̃w̃ dos kɾiʃtajs foɾmɐdos (kɾiʃtɐl modifikɐdoɾ)
-(uo ɛt ɐl, 2001). pɾɐ ɐlɡns dɛʃsɛs pɾodutos ajndɐ nɐ̃w̃ sɛ tɛm o klɐɾo
-konɛzimɛnto dɛ komo ɛʃtɛs ɐfɛtɐm o kɾɛʃsimɛnto owu ɐ moɾfoloʒiɐ do idʁɐto. poɾ
-iʃso vaɾios mɛkɐniʃmos sɐ̃w̃ pɾopoʃtos pɐɾɐ ɛsplikɐɾ ɐ intɛɾɐsɐ̃w̃ dos difɛɾɛntɛʃ
-polimɛɾos kom os idʁɐtos. poɾem, ɛm ʒɛɾɐl, ɛʃsɐs substansiɐs poʃsuɛm ɛm suɐ
-ɛʃtɾutuɾɐ ɡɾupos idʁofilikos kʷɛ intɛɾɐʒɛm poɾ liɡɐsɐ̃w̃ dɛ idʁoʒenio kom ɐ aɡɐ
-livʁɛ ɛ/owu kom o idʁɐto. ɐpɛzɐɾ dɛ tɛɾ kuʃto supɛɾioɾ ɛm 50 % ɐo inibidoɾ
-tɛɾmodinamiko , ɛʃtɛ tipo dɛ ɐditivo e utilizɐdo ɛm konsɛntɾɐsõj̃s bajksɐs , mɛnoʃ
-dɛ 1 % ɛm pɛzo ( ʒɛɾɐlmɛntɛ dɛ 0,015 ɐ 0,5 % ) . owutʁɐ vɐntɐʒɛm ɐpʁɛzɛntɐdɐ e
-sew dɛzɛmpɛno nɐ̃w̃ e influɛnsiɐdo pɛlɐ tɛmpɛɾɐtuɾɐ (wu ɛt ɐl, 2007). ɐtuɐlmɛntɛ,
-os polimɛɾos inibidoɾɛs sɐ̃w̃ majs utilizɐdos poɾ ɐpʁɛzɛntɐɾɛm mɛloɾɛʃ
-ʁɛzultɐdos. ɛksɛmplos inkluɛm poli [n-vinilpiʁolidonɐ] ɛ ɐ poli
-[n-vinilkɐpʁolɐktɐmɐ]. inibidoɾɛs ɐnti-ɐɡlomɛɾɐntɛs: • ɛʃtɛs pɾodutos kʷimikoʃ
-suɾfɐktɐntɛs ɐtuɐm dɛ foɾmɐ difɛɾɛntɛ dos inibidoɾɛs tɛɾmodinamiko ɛ sinetiko.
-ɛʃtɛs nɐ̃w̃ impɛdɛm ɐ foɾmɐsɐ̃w̃ dɛ idʁɐtos ɛ sim impɛdɛm kʷɛ os kɾiʃtajs sɛ
-ɐɡlomɛɾɛm ɛ blokʷɛjɛm o duto. ɐnti-ɐɡlomɛɾɐntɛs sɐ̃w̃ ɐdizionɐdos ɛm dozɛs bajksɐʃ
-(mɛnos dɛ 1% ɛm pɛzo, tipikɐmɛntɛ nɐ fɐzɛ ɐkozɐ) ɛ ɛksɛmplos inkluɛm oʃ
-sulfonɐtos ɐɾomatikos dɛ ɐlkʷilo owu ɛtoksilɐtos dɛ ɐlkʷilfɛnol. ɛksiʃtɛm dowiʃ
-tipos dɛ inibidoɾɛs ɐnti-ɐɡlomɛɾɐntɛs, os soluvɛjs ɛm aɡɐ, kʷɛ sɐ̃w̃ utilizɐdoʃ
-kɐndo ɐ aɡɐ pɾoduzidɐ poʃsuj powuko sɐl ɛ os soluvɛjs ɛm ɔlɛo (kɐndɾɐɡptɐn ɛ
-nowunki, 2010). ɛʃtɛ tipo dɛ inibidoɾ funsionɐ ɐtʁɐves dɐ ɛmulsifikɐsɐ̃w̃ do
-idʁɐto no idʁokɐɾbonɛto likʷido, ondɛ os idʁɐtos sɐ̃w̃ ɐʁɐʃtɐdos pɛlo flukso ɛ̃
-umɐ suʃpɛnsɐ̃w̃ nɐ̃w̃ ɐɡlomɛɾɐdɐ, poɾem kom awmɛnto dɛ 50% dɐ viʃkozidɐdɛ
-(kɐndɾɐɡptɐn ɛ nowunki, 2010). poɾ iʃso inibidoɾ ɐnti-ɐɡlomɛɾɐntɛ pɾɛzisɐ
-kontinuɐmɛntɛ dɛ umɐ fɐzɛ likʷidɐ dɛ idʁokɐɾbonɛtos ɛ suɐ ɛfiziensiɐ dɛpɛndɛ
-dɛʃtɛ flukso dɛ idʁokɐɾbonɛto, ɐʃsim komo dɐ sɐlinidɐdɛ dɐ aɡɐ dɛ foɾmɐsɐ̃w̃.
-kɐndo ɛʃtɛs sɐ̃w̃ utilizɐdos, dɛvɛ-sɛ tɛɾ kontɾolɛ sobʁɛ o flukso ɐtʁɐves do duto
-umɐ vɛz kʷɛ ɐ diʃpɛɾsɐ̃w̃ dɛ idʁɐtos e fɐvoɾɛzidɐ ɛm mɐjoɾɛs vɛlozidɐdɛs ɛnkɐnto
-kʷɛ vɐzõj̃s bajksɐs fɐvoɾɛzɛm ɐ ɐɡlomɛɾɐsɐ̃w̃ dos kɾiʃtajs, podɛndo lɛvɐɾ ɐo
-ɛntupimɛnto do duto. ɐ mɐjoɾiɐ dɛʃsɐs substansiɐs sɐ̃w̃ polimɛɾos ɛ suɾfɐktɐntɛʃ
-kʷɛ poʃsuɛm ɡɾupos idʁofilikos ɛm suɐ ɛʃtɾutuɾɐ, awksiliɐndo suɐ solubilidɐdɛ ɛ̃
-aɡɐ. ɛksɛmplos dɐs ɛʃtɾutuɾɐs majs uzuajs sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ fiɡʁɐ 39
-(nɐdʁɐdɛ, 2009). fiɡʁɐ 39: polimɛɾos dɛ izobutilɛnozuksinɐtodieʃtɛɾ dɛ
-monomɛtilpoliɛtilɛno ɛ kopolimɛɾo dɛ ɛtilɛno diɐminɐ dibloko dɛ po-ɛo ɐlem dɐ
-funsɐ̃w̃ dɛ ɐnti-ɐɡlomɛɾɐntɛs mujtos dɛʃsɛs ɐditivos ɛksɛɾsɛm tɐmbem owutʁɐs funsõj̃ʃ
-nɐ foɾmulɐsɐ̃w̃ dos flujdos, sɛndo ɐlɡns dɛlɛs utilizɐdos ɐte komo ɛnkɐpsulɐdoɾɛʃ
-dɛ ɐɾʒilɐs. ii.7.2 ɾɛʒɛnɛɾɐsɐ̃w̃ dɛ mɛɡ o monowɛtilɛnoɡlikol e um dos inibidoɾɛs dɛ
-idʁɐtos majs utilizɐdos ɛm dutos dɛ tɾɐnspoɾtɛ dɛ ɡas nɐtuɾɐl nɐ ɛsploɾɐsɐ̃w̃
-offsoɾɛ. no finɐl do tɾɐnspoɾtɛ, ɐ koʁɛntɛ pɾɛzɛntɛ no duto e konstituj́dɐ
-bɐzikɐmɛntɛ dɛ umɐ miʃtuɾɐ dɛ ɡas, aɡɐ ɛ mɛɡ. ɛʃtɐ koʁɛntɛ e pɾimɛjɾɐmɛntɛ
-ɛnkɐminɐdɐ ɐ sɛpɐɾɐdoɾ, dɐndo oɾiʒɛm ɐ duɐs koʁɛntɛs. umɐ koʁɛntɛ e ɾikɐ ɛ̃
-ɡas nɐtuɾɐl kʷɛ sɛɡʷɛ pɐɾɐ dɛzidʁɐtɐsɐ̃w̃, puɾifikɐsɐ̃w̃ ɛ fɾɐzionɐmɛnto. ʒa ɐ owutʁɐ
-koʁɛntɛ ɾikɐ pɾinsipɐlmɛntɛ ɛm aɡɐ ɛ mɛɡ (mɛɡ ɾiko), podɛndo kontɛɾ
-kɐntidɐdɛs vɐɾiavɛjs dɛ sajs diʃsolvidos (pɾinsipɐlmɛntɛ kloɾɛto dɛ sɔdio ɛ
-kɐɾbonɐto dɛ kalsio), sɛɡʷɛ pɐɾɐ ɐ unidɐdɛ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ, ɐpɔs ɐ
-ʁɛkupɛɾɐsɐ̃w̃ o mɛɡ tɾɐtɐdo (mɛɡ pobʁɛ) sɛɡʷɛ pɐɾɐ ɾɛjnʒɛsɐ̃w̃ no duto. o siʃtɛmɐ dɛ
-ʁɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ e um ponto kɾitiko nɐ pɾodusɐ̃w̃ dɛ ɡas, umɐ vɛz kʷɛ o uzo dɛ
-siɾkujtos fɛkɐdos dɛ mɛɡ fɐz kom kʷɛ o inibidoɾ sofʁɐ pɾozɛʃso dɛ kontɐminɐsɐ̃w̃
-kom o ɐvɐnso dɛ suɐ utilizɐsɐ̃w̃. iʃto podɛ okoʁɛɾ sɛ ɐs impuɾɛzɐs nɐ̃w̃ foɾɛ̃
-tɾɐtɐdɐs ɛ ɾɛmovidɐs dɛ mɐnɛjɾɐ kontɾolɐdɐ ɛ pɛɾiɔdikɐ. ɛm ɐlɡns kɐzos sɐ̃w̃
-nɛzɛʃsaɾios ajndɐ mɐkɛ-up dɛ mɛɡ pɐɾɐ ɛvitɐɾ ɐ koʁozɐ̃w̃ tɐnto nos siʃtɛmɐs dɛ
-inʒɛsɐ̃w̃ kɐndo dɛ ɾɛkupɛɾɐsɐ̃w̃. os pɾinsipajs ɾɛʃponsavɛjs poɾ ɛʃtɛ tipo dɛ
-pɾoblɛmɐs sɐ̃w̃ os sajs diʃsolvidos nɐ aɡɐ pɾoduzidɐ ɛ pɾodutos utilizɐdos pɐɾɐ
-ɛvitɐɾ ɐ koʁozɐ̃w̃ dos dutos (ɐkɛɾ, 2010) nɛʃtɛ tɾɐbɐlo fowi utilizɐdo o siʃtɛmɐ
-konvɛnsionɐl dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ. ɛʃtɛ siʃtɛmɐ kontɐ kom umɐ kolunɐ dɛ
-dɛʃtilɐsɐ̃w̃ kʷɛ simplɛʃmɛntɛ fɛɾvɛ ɐ aɡɐ kontidɐ nɐ koʁɛntɛ dɛ mɛɡ ɾiko,
-pɾoduzindo ɐ koʁɛntɛ dɛ mɛɡ pobʁɛ, kom ɛlɛvɐdɐ konsɛntɾɐsɐ̃w̃ do inibidoɾ (fiɡʁɐ
-40). ɛʃsɐ koʁɛntɛ voltɐ ɛntɐ̃w̃ ɐo siɾkujto dɛ mɛɡ fɛkɐdo. ɛʃsɛ siʃtɛmɐ
-konvɛnsionɐl tɛm komo konsɛk̈ensiɐ o ɐkumulo dos sajs (nɐ̃w̃ volatɛjs) kʷɛ sɐ̃w̃
-ɐʁɐʃtɐdos pɛlɐ koʁɛntɛ dɛ mɛɡ ɾiko, kom o tɛmpo ɛʃtɛs vɐ̃w̃ sɛ dɛpozitɐndo ɛ
-kawzɐndo pɾoblɛmɐs opɛɾɐzionajs. nɛʃtɛs kɐzos sɐ̃w̃ nɛzɛʃsaɾiɐs pɐɾɐdɐs fɾɛk̈ɛntɛʃ
-pɐɾɐ mɐnutɛnsɐ̃w̃, kɐndo ɛʃtɐs sɐ̃w̃ viavɛjs. (fontɛ: ɐdɐptɐdo dɛ nɐʒzɛɾ ɛ kɛoɡ,
-2006) ii.8 – pɾozɛʃsos dɛ kɐptuɾɐ dɛ ko2 ɐs mɐjoɾɛs konsɛntɾɐsõj̃s dɛ diɔksido dɛ
-kɐɾbono nɐs ɾɛzɛɾvɐs do pɾe-sɐl ɾɛpʁɛzɛntɐm um dos pɾinsipajs dɛzɐfios pɐɾɐ ɐ
-ɛsploɾɐsɐ̃w̃ dɛʃsɐ kɐmɐdɐ. ɛʃtɛ pɾoblɛmɐ e ajndɐ mɐjoɾ pɐɾɐ o kɐmpo dɛ ʒupitɛɾ
-ondɛ sɐ̃w̃ ɐtinʒidɐs konsɛntɾɐsõj̃s dɛ 79% no ɡas nɐtuɾɐl. ɐ solusɐ̃w̃ pɾopoʃtɐ nɛʃtɛ
-tɾɐbɐlo vizɐ a ɾɛmosɐ̃w̃ onsoɾɛ dɛ ko2 ɛ suɐ ɾɛjnʒɛsɐ̃w̃, ʒa kʷɛ ɐ kɐntidɐdɛ dɛ
-ko2 ɛstɾaj́dɐ sɛɾa ɐltɐ ɛ podɛ sɛɾ utilizɐdɐ pɐɾɐ awmɛntɐɾ ɐ pɾodutividɐdɛ do
-poso. o ɡas nɐtuɾɐl bɾuto podɛ ɐpʁɛzɛntɐɾ kompozisõj̃s bɐʃtɐntɛ vɐɾiɐdɐs, poɾẽ
-ɐlɡmɐs ɛʃpɛzifikɐsõj̃s podɛm sɛɾ sitɐdɐs, komo poɾ ɛksɛmplo, o limitɛ dɛ 3% dɛ
-ko2 ɛʃtɐbɛlɛzido pɛlɐ ɐnp ɛ, tipikɐmɛntɛ, ɐ konsɛntɾɐsɐ̃w̃ dɛ mɛtɐno ɛ iɡɐl owu
-supɛɾioɾ ɐ 75%. o ɐkompɐnɐmɛnto dɛʃtɛs pɐɾamɛtʁos e impoɾtɐntɛ pɐɾɐ kʷɛ o ɡaʃ
-ɛʃtɛʒɐ sɛmpɾɛ ɛm suɐ fajksɐ dɛ ɛʃpɛzifikɐsɐ̃w̃. dɛntɾɛ ɐs tɛknoloʒiɐs dɛ ɾɛmosɐ̃w̃ dɛ
-ko2 do ɡas nɐtuɾɐl, ɛksiʃtɛm tɾes pɾozɛʃsos kʷɛ sɐ̃w̃ os majs utilizɐdos pɐɾɐ ɛʃtɛ
-fim: ɐbsoɾsɐ̃w̃ kom ɐminɐs, sɛpɐɾɐsɐ̃w̃ kom mɛmbɾɐnɐs ɛ o pɾozɛʃso ibʁido. ɐ
-ɛʃkolɐ do mɛloɾ pɾozɛʃso dɛpɛndɛ dɐ vɐzɐ̃w̃ dɐ koʁɛntɛ dɛ pɾozɛʃso ɛ dɐ
-konsɛntɾɐsɐ̃w̃ dɛ ko2 nɐ koʁɛntɛ ɐ sɛɾ tɾɐtɐdɐ (bɐkɛɾ ɛ lokɐdwɐlɐ, 2008). o
-diɐɡʁɐmɐ dɐ fiɡʁɐ 41 podɛ ɐʒudɐɾ nɐ ɛʃkolɐ do mɛloɾ pɾozɛʃso pɐɾɐ dɛtɛɾminɐdo
-pɾoʒɛto. ii.8.1 ɐbsoɾsɐ̃w̃ kom ɐminɐs nɐ ɐbsoɾsɐ̃w̃ kʷimikɐ sɐ̃w̃ noɾmɐlmɛntɛ uzɐdɐʃ
-komo solvɛntɛs solusõj̃s ɐkozɐs dɛ ɐminɐs, kʷɛ sɐ̃w̃ ɐlimɛntɐdɐs ɛm umɐ toʁɛ
-ɐbsoɾvɛdoɾɐ. ɛʃtɐ tɛknoloʒiɐ sɛ bɛnɛfiziɐ dɐ ɐzidɛz do ko2, kʷɛ e lɛvɐdo ɐ
-ʁɛɐʒiɾ kom solusõj̃s bazikɐs dɛ ɐminɐ. dɛntɾɛ ɐs ɐminɐs majs utilizɐdɐs ɛʃtɐ̃w̃
-monowɛtɐnolɐminɐ (mɛɐ), diɛtɐnolɐminɐ (dɛɐ) ɛ mɛtil-diɛtɐnolɐminɐ (mdɛɐ). ɛʃtɛ
-siʃtɛmɐ tɛm ɐ vɐntɐʒɛm dɛ ɾɛkupɛɾɐsɐ̃w̃ dɐ solusɐ̃w̃ dɛ ɐminɐ, kʷɛ podɛ ɾɛtoɾnɐɾ ɐo
-pɾozɛʃso kʷɛ tɾɐbɐlɐ ɛntɐ̃w̃ ɛm siɾkujto fɛkɐdo (mofɐɾaj ɛt ɐl, 2008). ɛʃtɛ
-pɾozɛʃso e dividido ɛm duɐs ɛtɐpɐs: umɐ ɛtɐpɐ dɛ ɐbsoɾsɐ̃w̃, nɐ kɐl o ɡas ɛ
-boɾbulɐdo ɛm kontɾɐkoʁɛntɛ ɐ umɐ solusɐ̃w̃ ɐkozɐ dɛ ɐminɐ, poʃsibilitɐndo ɐ
-ʁɛɐsɐ̃w̃ diɾɛtɐ ɛ ɾɛvɛɾsivɛl ɛntɾɛ ɛʃtɐ ɛ o diɔksido dɛ kɐɾbono, foɾmɐndo komo
-pɾoduto um kompoʃto intɛɾmɛdiaɾio kʷɛ dɛjksɐ ɐ kolunɐ pɛlo fundo ɛ no topo saj o
-ɡas ʒa tɾɐtɐdo. ɐ koʁɛntɛ ɾikɐ ɛm ko2 pɐʃsɐ poɾ um tɾokɐdoɾ dɛ kɐloɾ ɛ e ɛntɐ̃w̃
-ɛnkɐminɐdɐ ɐ toʁɛ dɛ dɛʃsoɾsɐ̃w̃. nɛʃtɐ sɛɡndɐ ɛtɐpɐ okoʁɛ o ɛʃɡotɐmɛnto do
-ko2 viɐ ɐkʷɛzimɛnto ɛ ɾɛdusɐ̃w̃ dɛ pɾɛʃsɐ̃w̃, no topo dɛʃtɐ kolunɐ saj ɐ koʁɛntɛ
-ʁikɐ ɛm ko2 ɛ ɐ solusɐ̃w̃ dɛ ɐminɐ ɾɛʒɛnɛɾɐdɐ dɛjksɐ ɐ kolunɐ pɛlo fundo pɐɾɐ sɛɾ
-ɐlimɛntɐdɐ novɐmɛntɛ nɐ kolunɐ ɐbsoɾvɛdoɾɐ (fiɡʁɐ 42). (fontɛ: ɐdɐptɐdo dɛ
-mofɐɾaj ɛt ɐl, 2008) + = + komo nɛʃtɛ pɾozɛʃso a nɛzɛʃsidɐdɛ dɛ ɐkʷɛzɛɾ ɛ
-ʁɛʃfɾiɐɾ kontinuɐmɛntɛ ɐs solusõj̃s, sɛ fɐz nɛzɛʃsaɾio o konstɐntɛ monitoɾɐmɛnto
-ɛ kontɾolɛ do siʃtɛmɐ. ɐs ɐminɐs podɛm sɛɾ dɛɡʁɐdɐdɐs ɛm tɛmpɛɾɐtuɾɐs ɛlɛvɐdɐs ɛ
-foɾmɐɾ miʃtuɾɐs koʁozivɐs kʷɛ podɛm lɛvɐɾ ɐ pɐɾɐdɐ do siʃtɛmɐ ɛm powukos diɐs sɛ
-nɐ̃w̃ ɛksiʃtiɾ monitoɾɐmɛnto. ɛʃtɐ nɛzɛʃsidɐdɛ dɛ mɐnutɛnsɐ̃w̃ ɾɛɡlɐɾ ɛ kontɾolɛ
-opɛɾɐzionɐl difikultɐm sew uzo ɛm lokajs ɾɛmotos (bɐkɛɾ ɛ lokɐndwɐlɐ, 2008). oʃ
-pɾinsipajs kuʃtos dɛʃsɛ siʃtɛmɐ ɛʃtɐ̃w̃ ɾɛlɐzionɐdos a intɛnsɐ dɛmɐndɐ dɛ ɛnɛɾʒiɐ,
-pɾovɛniɛntɛ dos tɾokɐdoɾɛs dɛ kɐloɾ nɛzɛʃsaɾios ɛ dɐ kolunɐ dɛ ɾɛʒɛnɛɾɐsɐ̃w̃, ɐlẽ
-dɐ nɛzɛʃsidɐdɛ dɛ ɾɛpozisɐ̃w̃ dɛ solvɛntɛ (mɐkewp). ɛʃtɛ e um fɐtoɾ limitɐntɛ
-dɛʃtɐ tɛknoloʒiɐ, podɛndo nɐ̃w̃ sɛɾ ɛkonomikɐmɛntɛ viavɛl pɐɾɐ tɾɐtɐɾ ɡɐzɛs kõ
-konsɛntɾɐsõj̃s mujto ɛlɛvɐdɐs dɛ ko2. ɐ kɐntidɐdɛ dɛ ko2 pɾɛzɛntɛ no ɡaʃ
-influɛnsiɐ diɾɛtɐmɛntɛ no tɐmɐno dɐs kolunɐs, ɐʃsim komo nɐ ɛʃkolɐ do solvɛntɛ
-ɛ mɐteɾiɐs dos ɛkʷipɐmɛntos (mɐjoli ɛt ɐl, 2002). nɐ tɐbɛlɐ 9 e ɐpʁɛzɛntɐdɐ umɐ
-kompɐɾɐsɐ̃w̃ ɛntɾɛ ɐs pɾinsipajs ɐminɐs utilizɐdɐs komo solvɛntɛ. ii.8.2 ɐbsoɾsɐ̃w̃
-poɾ mɛmbɾɐnɐs o siʃtɛmɐ dɛ ɾɛmosɐ̃w̃ dɛ ko2 poɾ mɛmbɾɐnɐ suɾʒiw nos ɐnos 1980 komo
-umɐ foɾmɐ dɛ kompɛtiɾ kom o tɾɐdizionɐl siʃtɛmɐ dɛ ɾɛmosɐ̃w̃ poɾ ɐbsoɾsɐ̃w̃ kõ
-ɐminɐs. ɛʃtɛ pɾozɛʃso e bɐzɛɐdo ɛm difɛɾɛnsɐs fizikɐs ɛ kʷimikɐs ɛntɾɛ ɐʃ
-molekulɐs pɾɛzɛntɛs no ɡas. dɛvido ɐ ɛʃtɐs difɛɾɛnsɐs, ɐlɡmɐs molekulɐʃ
-pɛɾmɛjɐm majs ɾɐpidɐmɛntɛ kʷɛ owutʁɐs, owutʁɐs ajndɐ nɛm pɛɾmɛjɐm, pɛɾmitindo ɐ
-sɛpɐɾɐsɐ̃w̃. ɛʃsɐ tɛknoloʒiɐ nɛzɛʃsitɐ tɐmbem dɛ umɐ foɾsɐ motʁiz ʒɛɾɐdɐ pɛlɐ ɐltɐ
-pɾɛʃsɐ̃w̃ dɛ ɛntɾɐdɐ do ɡas nɐ mɛmbɾɐnɐ owu konsɛntɾɐsɐ̃w̃ dɛ ko2, poɾ iʃso e majʃ
-ɐkonsɛlɐdɐ pɐɾɐ ɡɐzɛs kom pɾɛʃsɐ̃w̃ ɛlɛvɐdɐ ɛ ɐltɐ konsɛntɾɐsɐ̃w̃ dɛ ko2 (montɛjɾo,
-2009). ɛʃtɐ tɛknoloʒiɐ tɾɐtɐ bɛm koʁɛntɛs kom mɐjoɾɛs konsɛntɾɐsõj̃s dɛ ko2 ɛ
-suɐs unidɐdɛs sɐ̃w̃ majs kompɐktɐs kʷɛ ɐs dɛ ɐbsoɾsɐ̃w̃ kʷimikɐ. poɾem sɛ ɐ koʁɛntɛ
-dɛ pɾozɛʃso nɐ̃w̃ tivɛɾ umɐ pɾɛʃsɐ̃w̃ ɛlɛvɐdɐ, ɛʃsɛ siʃtɛmɐ podɛ sɛɾ toɾnɐɾ dɛ
-ɛlɛvɐdo kuʃto, ʒa kʷɛ ɐlem do kuʃto dɐs mɛmbɾɐnɐs sɛɾɐ̃w̃ nɛzɛʃsaɾios kompɾɛʃsoɾɛʃ
-pɐɾɐ ɛlɛvɐɾ ɐ pɾɛʃsɐ̃w̃ do ɡas (nɐkɐo, 2010). ɐ kɐɾɡɐ, kom pɾɛʃsɐ̃w̃ ɛlɛvɐdɐ, e
-ɐlimɛntɐdɐ a mɛmbɾɐnɐ ɛ o ɡas pɛɾmɛjɐ sɛlɛtivɐmɛntɛ ɐtʁɐves dɛlɐ. sɐ̃w̃ ʒɛɾɐdɐʃ
-ɛntɐ̃w̃ duɐs koʁɛntɛs: ɐ fɾɐsɐ̃w̃ kʷɛ pɛɾmɛjɐ e dɛnominɐdɐ pɛɾmɛɐdo, ɛnkɐnto kʷɛ ɐ
-ʁɛtidɐ e kɐmɐdɐ ɾɛtɛntɐdo. os ɡɐzɛs kom mɐjoɾ pɛɾmɛansiɐ, komo ko2, 2, 2o ɛ
-2s, pɛɾmɛjɐm ɾɐpidɐmɛntɛ ɐtʁɐves dɐ mɛmbɾɐnɐ (pɛɾmɛɐdo) ɛnkɐnto kʷɛ oʃ
-idʁokɐɾbonɛtos, dɛ bajksɐ pɛɾmɛansiɐ, fluɛm pɛlo kɐʃko ɐte ɐ saj́dɐ (ɾɛtɛntɐdo)
-(fiɡʁɐ 43). os mɐtɛɾiajs majs utilizɐdos nɐ fɐbʁikɐsɐ̃w̃ dɛ mɛmbɾɐnɐs sɐ̃w̃
-sɛlulozɛ, poliɐmidɐs, poliimidɐs, polizulfonɐs ɛ silikonɛ. ɛ ɛksiʃtɛm duɐʃ
-konstɾusõj̃s poʃsivɛjs: ɛʃpiɾɐlɐdɐ (spiɾɐl-wowund) ɛ fibʁɐ okɐ (ollowfibɛɾ),
-konfoɾmɛ moʃtɾɐdo nɐ fiɡʁɐ 44 (uop, 2009). (fontɛ: ɐdɐptɐdo dɛ uop, 2009 ɛ
-doɾtmund ɛ doʃi, 1999) ɐlem do ɐʁɐnʒo simplɛs kom ɐpɛnɐs umɐ mɛmbɾɐnɐ moʃtɾɐdo
-nɐ fiɡʁɐ 43, owutʁos ɐʁɐnʒos sɐ̃w̃ poʃsivɛjs dɛpɛndɛndo dɐ vɐzɐ̃w̃ dɛ ɡas,
-konsɛntɾɐsɐ̃w̃ dɛ ko2 ɛ do ɡɾaw dɛ puɾɛz�� ɾɛkʷɛɾido. ii.8.3 pɾozɛʃso ibʁido
-konfoɾmɛ moʃtɾɐdo no diɐɡʁɐmɐ dɐ fiɡʁɐ 41, ɐ ɛʃkolɐ dɛ kɐl pɾozɛʃso uzɐɾ pɐɾɐ
-ɐ ɾɛmosɐ̃w̃ dɛ ko2 dɛpɛndɛ pɾinsipɐlmɛntɛ dɐ vɐzɐ̃w̃ dɛ ɡas ɛ dɐ konsɛntɾɐsɐ̃w̃ dɛ ko2
-pɾɛzɛntɛ nɐ ɐlimɛntɐsɐ̃w̃, ɐʃsim komo dɛpɛndɛ tɐmbem dɐ puɾɛzɐ kʷɛ sɛ dɛzɛʒɐ
-obtɛɾ. pɐɾɐ ɐlɡns kɐzos e ɾɛkomɛndɐdo o pɾozɛʃso ibʁido, kʷɛ konsiʃtɛ nɐ
-kombinɐsɐ̃w̃ dos dowis pɾozɛʃsos ɐpʁɛzɛntɐdos ɐntɛɾioɾmɛntɛ: sɛpɐɾɐsɐ̃w̃ poɾ
-mɛmbɾɐnɐs sɛɡʷidɐ dɛ ɐbsoɾsɐ̃w̃ kʷimikɐ kom ɐminɐ (fiɡʁɐ 46). (fontɛ: ɐdɐptɐdo dɛ
-doɾtmund ɛ doʃi, 1999) ɐo kombinɐɾɛm-sɛ ɐs tɛknoloʒiɐs pɐɾɐ o tɾɐtɐmɛnto dɛ
-ɡɐzɛs kom ɐltɐ pɾɛʃsɐ̃w̃ pɐɾsiɐl dɛ ko2, ɐ pɾimɛjɾɐ ɛtɐpɐ dɐ sɛpɐɾɐsɐ̃w̃ e ɾɛɐlizɐdɐ
-poɾ mɛmbɾɐnɐs, ɾɛduzindo o tɛoɾ dɛ ko2 no ɡas. nɐ sɛɡndɐ ɛtɐpɐ, e uzɐdo o
-siʃtɛmɐ dɛ ɐbsoɾsɐ̃w̃ pɐɾɐ ɡɐɾɐntiɾ o ɐtɛndimɛnto ɐs ɛʃpɛzifikɐsõj̃s finajs (ɛkt,
-2002). ɛʃsɛ tipo dɛ siʃtɛmɐ ɛksiʒɛ um kontɾolɛ sobʁɛ ɐ kɐntidɐdɛ dɛ mɛtɐno
-pɛɾdidɐ no pɛɾmɛɐdo, powis kɐnto mɐjoɾ ɛʃtɐ pɛɾdɐ; mɐjoɾ ɐ kɐɾɡɐ teɾmikɐ
-nɛzɛʃsaɾiɐ no ɾɛfɛɾvɛdoɾ dɐ kolunɐ dɛ ɾɛʒɛnɛɾɐsɐ̃w̃ dɐ solusɐ̃w̃ dɛ ɐminɐ. ii.9 –
-ʁɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ ɔlɛo (ɛoɾ) o tɛɾmo ɛoɾ (ɛnɐnsɛd owil ɾɛkovɛɾj) e
-utilizɐdo mundiɐlmɛntɛ pɐɾɐ tɛknoloʒiɐs dɛ awmɛnto dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo do
-poso. sɐ̃w̃ pɾozɛʃsos dɛ ɛlɛvɐsɐ̃w̃ ɐɾtifiziɐl dɛ pɛtʁɔlɛo kuʒo obʒɛtivo e awmɛntɐɾ
-o volumɛ dɛ pɛtʁɔlɛo ɐ sɛɾ ɛstɾaj́do. ɛʃsɛ pɾozɛʃso e ɾɛɐlizɐdo ɐtʁɐves dɐ
-inʒɛsɐ̃w̃ dɛ flujdos kʷɛ suplɛmɛntɐm ɐ ɛnɛɾʒiɐ nɐtuɾɐl do ɾɛzɛɾvɐtɔɾio ɛ intɛɾɐʒɛ̃
-kom o siʃtɛmɐ ɾokɐ/ɔlɛo kɾiɐndo kondisõj̃s fɐvoɾavɛjs a ɾɛkupɛɾɐsɐ̃w̃ (ɡɾɛɛn ɛ
-willitɛ, 1998). ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo podɛ sɛɾ klɐʃsifikɐdɐ ɛm tɾes kɐtɛɡoɾiɐʃ
-: • ɾɛkupɛɾɐsɐ̃w̃ pɾimaɾiɐ : no inizio dɐ pɾodusɐ̃w̃ dɛ um poso , ɐ pɾɛʃsɐ̃w̃ no
-ʁɛzɛɾvɐtɔɾio e mɐjoɾ kʷɛ ɐ pɾɛʃsɐ̃w̃ no intɛɾioɾ do poso . sɛndo ɛʃsɐ difɛɾɛnsɐ dɛ
-pɾɛʃsɐ̃w̃ ɾɛʃponsavɛl poɾ impulsionɐɾ os idʁokɐɾbonɛtos pɐɾɐ ɐ supɛɾfiziɛ. poɾ
-iʃso sɐ̃w̃ nɛzɛʃsaɾios metodos dɛ ɛlɛvɐsɐ̃w̃ ɐɾtifiziɐl, konsidɛɾɐdos komo pɾozɛʃsoʃ
-dɛ ɾɛkupɛɾɐsɐ̃w̃ sɛkundaɾiɐ dɛ pɛtʁɔlɛo. kɐndo somɛntɛ ɐ ɛnɛɾʒiɐ pɾimaɾiɐ nɐ̃w̃ e
-majs sufiziɛntɛ, ɐ ɾɛkupɛɾɐsɐ̃w̃ sɛkundaɾiɐ e umɐ foɾmɐ dɛ suplɛmɛntɐɾ ɐ ɛnɛɾʒiɐ ɐ
-ɛnɛɾʒiɐ pɾimaɾiɐ do ɾɛzɛɾvɐtɔɾio ɐtʁɐves dɐ inʒɛsɐ̃w̃ dɛ sɛɾtos flujdos (ɾozɐ ɛt
-ɐl, 2006). kɐnto a ɐplikɐsɐ̃w̃ dɛʃtɛs metodos nɐ̃w̃ a kɾonoloʒiɐ, ɛksiʃtindo kɐzoʃ
-ɛm kʷɛ ɐ ɾɛkupɛɾɐsɐ̃w̃ tɛɾsiaɾiɐ podɛ okoʁɛɾ ɐntɛs dɐ pɾimaɾiɐ ɛ sɛkundaɾiɐ
-(ɡɾɛɛn ɛ willitɛ, 1998). um ɛksɛmplo sɐ̃w̃ kɐmpos dɛ ɔlɛo mujto pɛzɐdo, ondɛ ɐ
-ʁɛkupɛɾɐsɐ̃w̃ pɾimaɾiɐ e mujto bajksɐ ɛ ɐ inʒɛsɐ̃w̃ dɛ aɡɐ nɐ̃w̃ e ɛfɛtivɐ. sɛndo
-ɐʃsim ɐ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ e o uniko metodo pɐɾɐ sɛ ɛsploɾɐɾ o ɾɛzɛɾvɐtɔɾio.
-ɛziʃtɛ umɐ ɡɾɐndɛ vɐɾiɛdɐdɛ dɛ metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ ɔlɛo, pɐɾtindo
-dɛ difɛɾɛntɛs pɾinsipios: kʷimikos, teɾmikos, miʃsivɛjs ɛ biolɔʒikos. ɐlɡnʃ
-dɛʃtɛs metodos sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ fiɡʁɐ 47. (fontɛ: ɐdɐptɐdo dɛ kotiɐ, 2012) ɐ
-ɐboɾdɐʒɛm pɾopoʃtɐ nɛʃtɛ tɾɐbɐlo konsidɛɾɐ ɐ inʒɛsɐ̃w̃ dɛ aɡɐ pɾoduzidɐ ɛ ko2 no
-poso. ɛksiʃtɛm nɐ litɛɾɐtuɾɐ dowis metodos ɾɛlɐzionɐdos a inʒɛsɐ̃w̃ dɛ aɡɐ ɛ ko2,
-podɛndo ɐ inʒɛsɐ̃w̃ okoʁɛɾ simultɐnɛɐmɛntɛ (metodo swɐɡ, simultɐnɛowuʃlj wɐtɛɾ
-ɐltɛɾnɐtinɡ ɡɐs) owu inʒɛtɐdos ɐltɛɾnɐdɐmɛntɛ (ko2 wɐɡ, wɐtɛɾ ɐltɛɾnɐtinɡ ɡɐs).
-no bɾɐzil, o metodo ɐltɛɾnɐdo pɐʃsowu ɐ sɛɾ implɛmɛntɐdo ɛm 2013, ʒa kʷɛ ɐ
-ɐltɛɾnansiɐ pɾopoɾsionɐ mɐjoɾ ɾɛkupɛɾɐsɐ̃w̃ komo ʒa kompɾovɐdo ɛm owutʁɐs ɾɛʒiõj̃ʃ
-do mundo (ɡɐlp ɛnɛɾʒiɐ, 2013). nɐ kɐmɐdɐ do pɾe-sɐl, ɐ ɾɛjnʒɛsɐ̃w̃ dɛ ɡas noʃ
-ʁɛzɛɾvɐtɔɾios dɛ lulɐ ʒa e fɛjtɐ dɛʃdɛ 2011 ɛ ɐ pɐɾtiɾ dɛ 2012 pɐʃsowu ɐ utilizɐɾ
-tɐmbem aɡɐ pɐɾɐ awmɛntɐɾ ɐ pɾɛʃsɐ̃w̃ dos posos. poɾem ɐ pɐɾtiɾ dɛ 2013, ɛʃsɛ
-pɾozɛʃso pɐʃsowu ɐ okoʁɛɾ dɛ foɾmɐ ɐltɛɾnɐdɐ pɐɾɐ o mɛʃmo poso (fiɡʁɐ 48).
-nɛʃtɐ teknikɐ tɐnto ɡas komo ko2 podɛm sɛɾ ɾɛjnʒɛtɐdos. o pɾe-sɐl ɐpʁɛzɛntɐ
-vɐntɐʒɛns kɐnto a ɾɛjnʒɛsɐ̃w̃ dɛ ko2 ʒa kʷɛ suɐs ɾɛzɛɾvɐs poʃsuɛm mɐjoɾɛʃ
-konsɛntɾɐsõj̃s dɐ substansiɐ. ɐ inʒɛsɐ̃w̃ dɛ ko2 ɛm ɾɛzɛɾvɐtɔɾios dɛ ɔlɛo ʒa e
-utilizɐdɐ komɛɾsiɐlmɛntɛ dɛʃdɛ 1970. ɛʃtɛ ɐo sɛɾ inʒɛtɐdo o poso, intɛɾɐʒɛ kom o
-ɔlɛo ɛ ɾɛduz suɐ tɛnsɐ̃w̃ supɛɾfiziɐl kom ɐ aɡɐ, kawzɐndo sew inkɐmɛnto ɛ
-ʁɛduzindo suɐ viʃkozidɐdɛ. ɛʃtɛs ɛfɛjtos fɐzilitɐm ɐ ɾɛkupɛɾɐsɐ̃w̃ do ɔlɛo. ɐ
-inʒɛsɐ̃w̃ dɛ ɡas ɛ aɡɐ ɐltɛɾnɐdɐ kombinɐ ɐs vɐntɐʒɛns dɐs inʒɛsõj̃s dɛ ɡas ɛ aɡɐ
-ʁɛɐlizɐdɐs izolɐdɐmɛntɛ. o ɡas inʒɛtɐdo ɾɛduz ɐ viʃkozidɐdɛ do pɛtʁɔlɛo,
-fɐzilitɐndo sew flukso, ɛnkɐnto kʷɛ ɐ aɡɐ inʒɛtɐdɐ fɐzilitɐ o dɛʃlokɐmɛnto do
-pɛtʁɔlɛo pɐɾɐ o poso pɾodutoɾ (fiɡʁɐ 49). ɐ inʒɛsɐ̃w̃ ɐltɛɾnɐdɐ dɛ ɡas ɛ aɡɐ
-podɛ sɛɾ klɐʃsifikɐdɐ komo miʃsivɛl ɛ imiʃsivɛl. kɐndo ɐ pɾɛʃsɐ̃w̃ no intɛɾioɾ do
-ʁɛzɛɾvɐtɔɾio ɛnkontɾɐ-sɛ ɐzimɐ dɐ pɾɛʃsɐ̃w̃ minimɐ dɛ miʃsibilidɐdɛ do ɡaʃ
-inʒɛtɐdo, ɐ inʒɛsɐ̃w̃ e ditɐ miʃsivɛl, kɐzo kontɾaɾio e klɐʃsifikɐdɐ komo
-imiʃsivɛl. fiɡʁɐ 49: tɛʃtɛ dɛ inʒɛsɐ̃w̃ ɐltɛɾnɐdɐ dɛ aɡɐ ɛ ɡas no kɐmpo dɛ lulɐ.
-(fontɛ: ɡɐlp ɛnɛɾʒiɐ, 2013) o uzo dɛ ko2 pɐɾɐ inʒɛsɐ̃w̃ wɐɡ e umɐ ɐltɛɾnɐtivɐ
-ɐtʁɐtivɐ pɾinsipɐlmɛntɛ pɐɾɐ opɛɾɐsõj̃s mɐɾitimɐs, dɛvido ɐ limitɐsõj̃s dɛ
-ɛʃtokɐʒɛm ɛ mɐnipulɐsɐ̃w̃ (liʒɛɾo, 2013). owutʁo ɐʃpɛkto kʷɛ impulsionowu ɐʃ
-pɛʃkʷizɐs dɛ inʒɛsɐ̃w̃ ɐltɛɾnɐdɐ dɛ aɡɐ ɛ ko2 no bɾɐzil e ɡɾɐndɛ kɐntidɐdɛ dɛʃtɛ
-komponɛntɛ nos ɾɛzɛɾvɐtɔɾios. iʃto ɾɛzolvɛ umɐ dɐs bɐʁɛjɾɐs a ɛsploɾɐsɐ̃w̃, dɛ
-komo ɛsploɾɐɾ posos kom ɛlɛvɐdo tɛoɾ dɛ ko2 sɛm ɛmiti-lo pɐɾɐ ɐ ɐtmoʃfɛɾɐ (nɛto,
-2014). ɐ inʒɛsɐ̃w̃ izolɐdɐ dɛ aɡɐ pɛɾmitɛ um fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ ɛntɾɛ 25 ɛ 30%.
-kom ɐ novɐ pɾopoʃtɐ dɛ inʒɛsɐ̃w̃ dɛ aɡɐ ɛ ɡas, sɛndo ɛʃtɛ idʁokɐɾbonɛto ɛ/owu
-ko2, ɛʃtɛ fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ awmɛntɐ ɛm toɾno dɛ 30%. ɛ kɐnto mɐjoɾ ɐ
-kɐntidɐdɛ dɛ ko2 inʒɛtɐdo, mɐjoɾ o fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ ʒa kʷɛ o ko2 kawzɐ ɐ
-ɛspɐnsɐ̃w̃ do ɔlɛo ɛ ɾɛduz suɐ viʃkozidɐdɛ. loɡo ɐ ɛsploɾɐsɐ̃w̃ dɛ um kɐmpo komo o
-dɛ ʒupitɛɾ, kom ɡɾɐndɛs kɐntidɐdɛs dɛ ko2, ɾɛpʁɛzɛntɐ umɐ novɐ opoɾtunidɐdɛ no
-sɛtoɾ (bɾɐzil ɛnɛɾʒiɐ, 2009). kɐpitulo iji: fluksoɡʁɐmɐ dɛ pɾozɛʃso iji.1 –
-pɾɛmiʃsɐs dɛ pɾoʒɛto pɐɾɐ posos ondɛ ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛʃta ɐʃsoziɐdɐ a
-pɾodusɐ̃w̃ dɛ ɡas, ɐ koʁɛntɛ dɛ saj́dɐ do poso podɛ sɛɾ divididɐ ɛm tɾes fɐzɛs:
-ɔlɛo, ɡas ɛ aɡɐ. ɛʃsɐ koʁɛntɛ dɛ saj́dɐ do poso fowi obtidɐ nɐ simulɐsɐ̃w̃ ɐtʁɐveʃ
-dɛ um miʃtuɾɐdoɾ kontɛndo ɛʃsɐs tɾes koʁɛntɛs dɛ ɛntɾɐdɐ. konsɛntɾɐsɐ̃w̃ do ɡaʃ
-nɐtuɾɐl dɛ ʒupitɛɾ ɐ konsɛntɾɐsɐ̃w̃ dɛ ko2 no ɡas dɛ ʒupitɛɾ e dɛ 79% (ɛjɐ/ɾimɐ,
-2011). ɐ kompozisɐ̃w̃ dos dɛmajs komponɛntɛs, kontudo, nɐ̃w̃ e ɾɛpoɾtɐdɐ nɐ
-litɛɾɐtuɾɐ. pɐɾɐ dɛtɛɾminɐɾ ɐ kompozisɐ̃w̃ dɐ koʁɛntɛ ɡɐzosɐ, ɐ mɛtodoloʒiɐ
-ɐdotɐdɐ no pɾoʒɛto pɐɾtɛ dɛ kompozisõj̃s ɛksiʃtɛntɛs nɐ litɛɾɐtuɾɐ (kolunɐs 1, 2,
-3, 4 ɛ 5 dɐ tɐbɛlɐ 10), ɾɛpoɾtɐndo-sɛ, nɐ tɐbɛlɐ 10, ɐ kompozisɐ̃w̃ do ɡas ɛm bɐzɛ
-izɛntɐ dɛ ko2 (kolunɐ “% sɛm ko2”). ɐ kompozisõj̃s 1 ɛ 2 poʃsuɛm,
-ʁɛʃpɛktivɐmɛntɛ, 0,0026 ɛ 6,40% molɐɾ dɛ aɡɐ, poɾem komo nɛʃtɛ tɾɐbɐlo sɛɾa
-simulɐdɐ umɐ koʁɛntɛ dɛ aɡɐ sɛpɐɾɐdɐmɛntɛ, ɛʃtɐs poɾsɛntɐʒɛns foɾɐ̃
-dɛʃkonsidɛɾɐdɐs ɛ ɐs kompozisõj̃s noɾmɐlizɐdɐs. pɐɾɐ kɐdɐ kompozisɐ̃w̃ dɛ
-ʁɛfɛɾensiɐ (ksi), kɐlkulɐ-sɛ ɐ fɾɐsɐ̃w̃ molɐɾ do ’) dɛ ɐkoɾdo kom ɐ ɛk. (1), ondɛ
-ʃko2 e ɐ komponɛntɛ i ɛm bɐzɛ izɛntɐ dɛ ko2 (ksi poɾsɛntɐʒɛm dɛ ko2 nɐ ɾɛʃpɛktivɐ
-kompozisɐ̃w̃ dɛ ɾɛfɛɾensiɐ. ’ kɐlkulɐdos pɐɾɐ kɐdɐ kompozisɐ̃w̃, ɾɛɐlizɐ-sɛ umɐ
-mediɐ kom os vɐloɾɛs dɛ ksi poɾ komponɛntɛ pɐɾɐ ɛʃtɛs vɐloɾɛs (tɐbɛlɐ 11),
-indikɐdɐ nɐ ɛkɐsɐ̃w̃ 2. ɐ pɐɾtiɾ dɛʃsɐ mediɐ, ɛʃtimɐ-sɛ ɐ fɾɐsɐ̃w̃ molɐɾ pɐɾɐ kɐdɐ
-komponɛntɛ kom bɐzɛ ɛm 79% dɛ ko2 (ɛkɐsɐ̃w̃ 3). finɐlmɛntɛ, obtem-sɛ ɐ kompozisɐ̃w̃
-finɐl ɐdotɐdɐ nɛʃtɛ tɾɐbɐlo pɐɾɐ ʒupitɛɾ, kom o koɾtɛ dɐ kompozisɐ̃w̃ dɐ koʁɛntɛ
-ɡɐzosɐ no komponɛntɛ k9 (iʃto e, k9+), obtɛndo-sɛ os vɐloɾɛs indikɐdos nɐ ultimɐ
-kolunɐ dɐ tɐbɛlɐ 11. o komponɛntɛ ipotetiko k20+ ɾɛpʁɛzɛntɐ ɐ fɾɐsɐ̃w̃ pɛzɐdɐ do
-ɔlɛo, kompɾɛɛndɛndo os idʁokɐɾbonɛtos kuʒo numɛɾo dɛ atomos dɛ kɐɾbono e iɡɐl
-owu supɛɾioɾ ɐ 20. ɐ kɾiɐsɐ̃w̃ dɛʃtɛ komponɛntɛ ipotetiko ɛm ɐmbiɛntɛ jzjs e
-poʃsibilitɐdɐ ɐtʁɐves dɐ funsɐ̃w̃ jpotɛtikɐl komponɛnt, ondɛ sɛ fɐz nɛzɛʃsaɾiɐ ɐ
-implɛmɛntɐsɐ̃w̃ d�� pɾopʁiɛdɐdɛs do komponɛntɛ ɐ sɛɾ kɾiɐdo. pɐɾɐ o idʁokɐɾbonɛto
-ipotetiko k20+, fowi utilizɐdo pɛzo molɛkulɐɾ dɛ 536 ɡ/mol ɛ mɐʃsɐ ɛʃpɛzifikɐ dɛ
-959 kɡ/m3 (vɐz, 2009). kompozisɐ̃w̃ do ɔlɛo pɐɾɐ ɐ kompozisɐ̃w̃ dɐ koʁɛntɛ dɛ ɔlɛo
-foɾɐm utilizɐdos vɐloɾɛs ɾɛpoɾtɐdos poɾ nɛto (2013), ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 12.
-tɐbɛlɐ 12: kompozisɐ̃w̃ dɐ koʁɛntɛ dɛ ɔlɛo. kondisõj̃s opɛɾɐzionajs ɐs kondisõj̃ʃ
-opɛɾɐzionajs dɐs tɾes koʁɛntɛs sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 13. tɐbɛlɐ 13:
-kondisõj̃s opɛɾɐzionajs dɐs koʁɛntɛs dɛ ɛntɾɐdɐ. ɐ vɐzɐ̃w̃ dɛ ɔlɛo ɐ sɛɾ insɛɾidɐ
-fowi fiksɐdɐ kom bɐzɛ no fɐtoɾ iniziɐl dɛ pɛtʁɔlɛo pɐɾɐ ʒupitɛɾ, 8 mbopd (ɐnp,
-2010). ʒa pɐɾɐ ɐ vɐzɐ̃w̃ dɛ ɡas utilizowu-sɛ ɐ ɾɐzɐ̃w̃ ɡas/ɔlɛo (ɾɡo) dɛ 950 skf/bbl,
-ʒa kʷɛ ɐ ɾɡo ɛʃtimɐdɐ pɐɾɐ ʒupitɛɾ situɐ-sɛ ɛntɾɛ 826 ɛ 1010 skf/bbl (ɐnp,
-2010). o tɛoɾ dɛ aɡɐ ɛ sɛdimɛntos (bsw) pɐɾɐ ɛʃtɛ poso podɛ ɐlkɐnsɐɾ vɐloɾɛs dɛ
-ɐte 80% (ɐnp, 2010), poɾem, komo ɛʃtɛ vɐloɾ sɛ ɾɛfɛɾɛ ɐpɛnɐs ɐ umɐ ɛʃtimɐtivɐ do
-vɐloɾ maksimo dɛ bsw, konsidɛɾowu-sɛ 50% dɛ bsw pɐɾɐ ɛʃtimɐɾ ɐ vɐzɐ̃w̃ dɛ aɡɐ.
-ɐdotowu-sɛ umɐ tɛmpɛɾɐtuɾɐ dɛ kɛɡɐdɐ no mɐnifold dɛ 40°k (sɐnt’ɐnnɐ, 2005). oʃ
-posos do pɾe-sɐl poʃsuɛm pɾɛʃsõj̃s iniziajs ɛlɛvɐdɐs no ɾɛzɛɾvɐtɔɾio, pɐɾɐ
-ʒupitɛɾ ɐ ɛʃtimɐtivɐ situɐ-sɛ ɛntɾɛ 550 – 650 kɡf/km2 (ɐnp, 2010). komo ɛʃtɛ
-vɐloɾ e pɐɾɐ ɐ pɾɛʃsɐ̃w̃ iniziɐl no ɾɛzɛɾvɐtɔɾio , fowi konsidɛɾɐdo pɐɾɐ simulɐsɐ̃w̃
-o vɐloɾ dɛ 220 bɐɾ , ʒa kʷɛ ɐvɛɾa pɛɾdɐ dɛ pɾɛʃsɐ̃w̃ do tɾɐʒɛto do ɾɛzɛɾvɐtɔɾio
-ɐo mɐnifold. . dɐdɐ ɐ limitɐsɐ̃w̃ dɛ diamɛtʁo utilizɐdɐ ɛm pɐɾɐ dutos submɐɾinos,
-ɐpɛnɐs umɐ fɾɐsɐ̃w̃ dɐ koʁɛntɛ totɐl (aɡɐ+ɔlɛo+ɡas) pɾovɛniɛntɛ do poso fowi
-ɐdotɐdɐ komo ɐlimɛntɐsɐ̃w̃ do siʃtɛmɐ dɛ pɾozɛʃsɐmɛnto. nɐ simulɐsɐ̃w̃, ɛʃtɐ
-situɐsɐ̃w̃ fowi simulɐdɐ komo um divizoɾ dɛ koʁɛntɛs ɐpɔs o miʃtuɾɐdoɾ dɐʃ
-koʁɛntɛs dɛ ɔlɛo, ɡas ɛ aɡɐ, sɛndo ɐ vɐzɐ̃w̃ dimɛnsionɐntɛ dɛ 700.000 kɡ/ (kʷɛ
-koʁɛʃpondɛ ɐ 972,2 sm3/ ɛ 17.730 kɡmol/). pɐkotɛ tɛɾmodinamiko pɐɾɐ o
-dɛzɛnvolvimɛnto do ɛʃtudo, fowi utilizɐdo o pɐkotɛ tɛɾmodinamiko dɛ pɛnɡ-ɾobinsõ
-diʃponivɛl no simulɐdoɾ dɛ pɾozɛʃsos ɐʃpɛn jzjs. tɐl pɐkotɛ e ɾɛkomɛndɐdo ɛ̃
-ɐplikɐsõj̃s dɛ ɔlɛo ɛ ɡas (ɐʃpɛntɛk, 2010) ɛ pɛɾmitɛ ɐ utilizɐsɐ̃w̃ dɐ fɛʁɐmɛntɐ
-diʃponivɛl no simulɐdoɾ (jdʁɐtɛ foɾmɐtion utilitj) kʷɛ e kɐpɐz dɛ pɾɛvɛɾ ɐ
-foɾmɐsɐ̃w̃ dɛ idʁɐtos (ɐʃpɛntɛk, 2003). iji.2 – pfd (pɾozɛʃs flow diɐɡʁɐm) o
-fluksoɡʁɐmɐ konsɛjtuɐl do pɾozɛʃso pɾopoʃto e ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 50. nɛʃtɛ, ɐ
-koʁɛntɛ pɾovɛniɛntɛ do poso sofʁɛ ɛtɐpɐ dɛ pɾozɛʃsɐmɛnto subsɛɐ pɐɾɐ sɛpɐɾɐsɐ̃w̃
-dɐ koʁɛntɛ tɾifazikɐ iniziɐl. ɐpɔs ɛʃsɐ sɛpɐɾɐsɐ̃w̃, ɐ koʁɛntɛ ɾikɐ ɛm ɔlɛo
-sɛɡʷɛ poɾ um ɾizɛɾ ɐte ɐ fpso, ondɛ o ɡas nɐ̃w̃ tɾɐtɐdo, i.ɛ., kom ko2 ɛ nɐ̃w̃
-dɛzidʁɐtɐdo, e sɛpɐɾɐdo do ɔlɛo ɛ ɾɛ-ɛnkɐminɐdo pɐɾɐ o ɐmbiɛntɛ submɐɾino,
-unindo-sɛ a koʁɛntɛ dɛ ɡas pɾovɛniɛntɛ dɐ sɛpɐɾɐsɐ̃w̃ subsɛɐ. ɐ koʁɛntɛ dɛ ɡaʃ
-ʁɛzultɐntɛ e ɛnkɐminɐdɐ ɛntɐ̃w̃ ɐo duto dɛ tɾɐnspoɾtɛ dɛ ɡas (nɐ̃w̃ tɾɐtɐdo) pɐɾɐ ɐ
-unidɐdɛ dɛ pɾozɛʃsɐmɛnto onsoɾɛ. ɐ koʁɛntɛ dɛ aɡɐ sɛpɐɾɐdɐ ɛm ɐmbiɛntɛ subsɛɐ
-e dɛʃtinɐdɐ ɐ inʒɛsɐ̃w̃ pɐɾɐ awmɛnto dɐ ɾɛkupɛɾɐsɐ̃w̃ do poso. ɐ koʁɛntɛ dɛ saj́dɐ
-do duto e ɛntɐ̃w̃ tɾɐtɐdɐ ɛm umɐ unidɐdɛ onsoɾɛ. numɐ pɾimɛjɾɐ ɛtɐpɐ, ɛʃtɐ
-koʁɛntɛ pɐʃsɐ poɾ um pɾozɛʃso dɛ sɛpɐɾɐsɐ̃w̃. dɛʃtɛ pɾozɛʃso ɾɛzultɐm duɐʃ
-koʁɛntɛs: ɐ koʁɛntɛ dɛ ɡas ɾiko ɛm ko2 ɛ ɐ koʁɛntɛ dɛ mɛɡ ɾiko. ɐ koʁɛntɛ
-ɡɐzosɐ (79% dɛ ko2) e ɛnkɐminɐdɐ pɐɾɐ umɐ unidɐdɛ dɛ ɾɛmosɐ̃w̃ dɛ ko2 poɾ
-mɛmbɾɐnɐs. ɛʃtɐ unidɐdɛ pɾoduz koʁɛntɛ ɾikɐ ɛm mɛtɐno, kʷɛ e ɛnkɐminɐdɐ pɐɾɐ
-umɐ unidɐdɛ dɛ pɾozɛʃsɐmɛnto dɛ ɡas nɐtuɾɐl (upɡn), ɛ koʁɛntɛ dɛ ko2, kʷɛ sofʁɛ
-ɛtɐpɐ dɛ kompɾɛʃsɐ̃w̃ pɐɾɐ ɾɛtoɾnɐɾ viɐ duto submɐɾino pɐɾɐ ɾɛjnʒɛsɐ̃w̃ ɛ awmɛnto dɐ
-ʁɛkupɛɾɐsɐ̃w̃ do poso. ɐ owutʁɐ koʁɛntɛ pɾovɛniɛntɛ dɐ ɛtɐpɐ dɛ sɛpɐɾɐsɐ̃w̃ onsoɾɛ,
-mɛɡ ɾiko, tɛm komo dɛʃtino ɐ unidɐdɛ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ, ondɛ, poɾ pɾozɛʃso
-konvɛnsionɐl, ɐ aɡɐ e ɾɛmovidɐ ɛ umɐ koʁɛntɛ dɛ mɛɡ konsɛntɾɐdo (89% molɐɾ) e
-obtidɐ. ɛʃtɐ koʁɛntɛ dɛ mɛɡ pobʁɛ e bombɛɐdɐ ɛ ɛnkɐminɐdɐ poɾ duto submɐɾino
-ɐte o ponto dɛ inʒɛsɐ̃w̃ no inizio do duto dɛ ɡas, tɾɐbɐlɐndo ɛm siɾkujto
-fɛkɐdo. iji.3 – fluksoɡʁɐmɐ dɛ pɾozɛʃso o fluksoɡʁɐmɐ dɐ ɐltɛɾnɐtivɐ dɛ
-pɾozɛʃsɐmɛnto simulɐdo no ɐmbiɛntɛ ɐʃpɛn jzjs e ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 51. sl owo
-iji.3.1 pɾozɛʃso subsɛɐ ɐ ɛtɐpɐ dɛ pɾozɛʃsɐmɛnto subsɛɐ tɛm komo pɾinsipɐl
-obʒɛtivo sɛpɐɾɐɾ ɐs koʁɛntɛs dɛ ɔlɛo, ɡas ɛ aɡɐ ɛ e ɐpʁɛzɛntɐdɐ nɐ fiɡʁɐ 52.
-ɐ koʁɛntɛ pɾovɛniɛntɛ do poso, ɐ 220 bɐɾ ɛ 40°k, pɾimɛjɾɐmɛntɛ tɛm suɐ pɾɛʃsɐ̃w̃
-ʁɛduzidɐ ɐ 160 bɐɾ dɛvido a pɾɛʃsɐ̃w̃ dɛ opɛɾɐsɐ̃w̃ dos sɛpɐɾɐdoɾɛs subsɛɐ, 160 –
-180 bɐɾ (ʒɐɐnsaj, 2013). kom ɐ finɐlidɐdɛ dɛ awmɛntɐɾ ɐ sɛpɐɾɐsɐ̃w̃, i.ɛ.,
-vɐpoɾizɐɾ o ɡas kondɛnsɐdo nɐ kɐɾɡɐ, ɐpɔs ɐ ɾɛdusɐ̃w̃ dɛ pɾɛʃsɐ̃w̃ ɛʃsɐ koʁɛntɛ e
-ɐkʷɛzidɐ. tɐl ɐkʷɛzimɛnto okoʁɛ iniziɐlmɛntɛ poɾ um tɾokɐdoɾ dɛ kɐloɾ kʷɛ tɛ̃
-komo flujdo kʷɛntɛ ɐ pɾɔpʁiɐ koʁɛntɛ dɛ ɡas kʷɛ dɛjksɐ o pɾimɛjɾo sɛpɐɾɐdoɾ.
-ɐpɔs o tɾokɐdoɾ dɛ kɐloɾ, ajndɐ e nɛzɛʃsaɾio um ɐkʷɛzɛdoɾ pɐɾɐ kʷɛ ɐ koʁɛntɛ
-ɐlkɐnsɛ 110°k. ɐ koʁɛntɛ ɛm ɐltɐ tɛmpɛɾɐtuɾɐ ɛ nɐ pɾɛʃsɐ̃w̃ ɐdɛkɐdɐ sɛɡʷɛ ɛntɐ̃w̃
-pɐɾɐ o pɾimɛjɾo sɛpɐɾɐdoɾ subsɛɐ. ɛʃtɛ sɛpɐɾɐdoɾ bifaziko oɾiʒinɐ duɐʃ
-koʁɛntɛs. umɐ ɾɛpʁɛzɛntɐ ɐ mɐjoɾ fɾɐsɐ̃w̃ dɛ ɡas nɐtuɾɐl ɛ ko2 pɾɛzɛntɛ nɐ kɐɾɡɐ
-ɛ sɛɡʷɛ no pɾozɛʃso subsɛɐ, ɐkʷɛzɛndo ɐ koʁɛntɛ dɛ kɛɡɐdɐ ɐpɔs ɐ
-dɛʃpɾɛʃsuɾizɐsɐ̃w̃. ʒa ɐ owutʁɐ e ɾikɐ ɛm ɔlɛo ɛ sɛɡʷɛ ɐtʁɐves dɛ um ɾizɛɾ ɐte ɐ
-plɐtɐfoɾmɐ. ɐ koʁɛntɛ dɛ ɡas ɐpɔs pɐʃsɐɾ pɛlo pɾimɛjɾo tɾokɐdoɾ dɛ kɐloɾ ajndɐ
-pɾɛzisɐ tɛɾ suɐ tɛmpɛɾɐtuɾɐ ɾɛduzidɐ pɐɾɐ kʷɛ okoʁɐ mɛloɾ sɛpɐɾɐsɐ̃w̃ ɛntɾɛ aɡɐ
-ɛ ɡas no pɾɔksimo sɛpɐɾɐdoɾ submɐɾino. pɐɾɐ ɛʃtɛ ɾɛʃfɾiɐmɛnto utilizɐ-sɛ ũ
-tɾokɐdoɾ dɛ kɐloɾ kom ɐ pɾɔpʁiɐ aɡɐ do mɐɾ kʷɛ sɛ ɛnkontɾɐ ɐ 4°k. ɐpɔs ɛʃtɐ
-ɛtɐpɐ ɐ koʁɛntɛ dɛ ɡas e ɛnkɐminɐdɐ pɐɾɐ um sɛɡndo sɛpɐɾɐdoɾ subsɛɐ kʷɛ
-tɐmbem opɛɾɐ ɛm ɐltɐ pɾɛʃsɐ̃w̃. no sɛɡndo sɛpɐɾɐdoɾ, ɐ aɡɐ kontidɐ no ɡas e
-sɛpɐɾɐdɐ ɛ ɛnkɐminɐdɐ pɐɾɐ ɾɛjnʒɛsɐ̃w̃. ʒa ɐ koʁɛntɛ dɛ ɡas pɾovɛniɛntɛ dɛʃtɛ
-sɛpɐɾɐdoɾ, kʷɛ sɛ ɛnkontɾɐ komplɛtɐmɛntɛ likʷɛfɛjtɐ, e bombɛɐdɐ pɐɾɐ inʒɛsɐ̃w̃ no
-duto dɛ ɡas. poɾem, ɐntɛs dɐ ɛntɾɐdɐ no duto, ɛʃtɐ koʁɛntɛ sɛ unɛ ɐ umɐ
-koʁɛntɛ dɛ monowɛtilɛnoɡlikol (mɛɡ). nɐ ɛntɾɐdɐ do duto dɛ ɡas, e ɐdizionɐdɐ
-ajndɐ umɐ koʁɛntɛ dɛ ɡas pɾovɛniɛntɛ dɐ sɛpɐɾɐsɐ̃w̃ nɐ plɐtɐfoɾmɐ, konfoɾmɛ
-dɛtɐlɐdɐ no itɛm iji.3.2. ɐ vɐzɐ̃w̃ dɛ mɛɡ inʒɛtɐdɐ no duto dɛ ɡas e dɛ 30 sm3/.
-. ɛʃtɐ vɐzɐ̃w̃ fowi ɐdotɐdɐ kom bɐzɛ nɐ vɐzɐ̃w̃ do mɛʃmo inibidoɾ utilizɐdɐ ɛ̃
-snøvit. ɐ inʒɛsɐ̃w̃ dɛ mɛɡ no pɾoʒɛto noɾuɛɡʷes e dɛ ɐpʁoksimɐdɐmɛntɛ 80 sm3/
-pɐɾɐ pɾodusõj̃s dɛ ɡas vɐɾiɐndo ɐte 60.000 sm3/d (pɛttɛɾsɛn, 2011). komo ɐ
-pɾodusɐ̃w̃ dɛ ɡas ɐdotɐdɐ nɛʃtɛ tɾɐbɐlo e ɐpʁoksimɐdɐmɛntɛ 23.000 sm3/,
-ɐʃsumiw-sɛ vɐzɐ̃w̃ dɛ mɛɡ iɡɐl ɐ 30 sm3/. iji.3.2 pɾozɛʃso topsidɛ ɐ koʁɛntɛ
-ʁikɐ ɛm ɔlɛo sɛpɐɾɐdɐ no pɾimɛjɾo sɛpɐɾɐdoɾ subsɛɐ e ɛnkɐminɐdɐ pɐɾɐ
-pɾozɛʃsɐmɛnto nɐ plɐtɐfoɾmɐ, konfoɾmɛ fluksoɡʁɐmɐ dɐ fiɡʁɐ 53. ɐ koʁɛntɛ dɛ
-kɛɡɐdɐ nɐ plɐtɐfoɾmɐ pɾɛzisɐ sɛɾ ɾɛɐkʷɛzidɐ, powis ɛʃtɐ pɛɾdɛ kɐloɾ duɾɐntɛ o
-tɾɐnspoɾtɛ ɐte ɐ plɐtɐfoɾmɐ. ɐ sɛɡʷiɾ, ɛʃtɐ koʁɛntɛ e ɛntɐ̃w̃ ɛnkɐminɐdɐ ɐ ũ
-sɛpɐɾɐdoɾ bifaziko. umɐ koʁɛntɛ ɾikɐ ɛm ɡas ɛ umɐ ɾikɐ ɛm ɔlɛo dɛjksɐm ɛʃtɛ
-pɾimɛjɾo sɛpɐɾɐdoɾ. ɐ koʁɛntɛ ɾikɐ ɛm ɔlɛo e ajndɐ diɾɛzionɐdɐ ɐ um sɛpɐɾɐdoɾ ɐ
-pɾɛʃsɐ̃w̃ ɐtmoʃfeɾikɐ, ɐpɔs sofʁɛɾ dɛʃpɾɛʃsuɾizɐsɐ̃w̃. dɛʃtɛ sɛɡndo sɛpɐɾɐdoɾ, sɐɛ̃
-ɐ koʁɛntɛ dɛ ɔlɛo ɛ umɐ koʁɛntɛ dɛ ɡas kʷɛ sɛ ɛnkontɾɐvɐ diʃsolvidɐ no ɔlɛo.
-ɛʃtɛ ɛʒɛtoɾ utilizɐ ɐ ɛnɛɾʒiɐ do koʁɛntɛ dɛ ɐltɐ pɾɛʃsɐ̃w̃ pɐɾɐ awmɛntɐɾ ɐ
-pɾɛʃsɐ̃w̃ dɐ owutʁɐ koʁɛntɛ. ɐ koʁɛntɛ dɛ saj́dɐ do ɛʒɛtoɾ e ɛnkɐminɐdɐ ajndɐ ɐ
-um vɐzo pɐɾɐ ɾɛmosɐ̃w̃ dɐ aɡɐ kontidɐ nɛʃtɛ ɡas, sɛndo poʃtɛɾioɾmɛntɛ kompɾimidɐ
-ɛm dowis ɛʃtaʒios ɛ ɛnviɐdɐ poɾ um ɾizɛɾ dɛ dɛʃsidɐ pɐɾɐ sɛ uniɾ a koʁɛntɛ dɛ
-ɡas pɾovɛniɛntɛ dɐ sɛpɐɾɐsɐ̃w̃ subsɛɐ. nɛʃsɐ ɛtɐpɐ dɐ simulɐsɐ̃w̃, fowi utilizɐdɐ ɐ
-opɛɾɐsɐ̃w̃ ɐdʒuʃt do ɐʃpɛn jzjs, kʷɛ pɛɾmitɛ ɐʒuʃtɐɾ umɐ vɐɾiavɛl dɛ pɾozɛʃso
-(pɾɛʃsɐ̃w̃ dɛ koʁɛntɛ dɛ saj́dɐ do sɛɡndo kompɾɛʃsoɾ do topsidɛ) ɐte kʷɛ umɐ
-vɐɾiavɛl-ɐlvo (pɾɛʃsɐ̃w̃ dɛ saj́dɐ do ɾizɛɾ dɛ dɛʃsidɐ) ɐtinʒɐ umɐ ɛʃpɛzifikɐsɐ̃w̃
-(240 bɐɾ, pɾɛʃsɐ̃w̃ do ɡas dɛ ɛntɾɐdɐ no duto subsɛɐ). ɛʃtɐ fɛʁɐmɛntɐ fowi
-utilizɐdɐ pɐɾɐ kʷɛ ɐ koʁɛntɛ dɛ ɡas sɛpɐɾɐdɐ nɐ plɐtɐfoɾmɐ kɛɡʷɛ ɐo ponto dɛ
-inʒɛsɐ̃w̃ no duto submɐɾino dɛ ɡas nɐ mɛʃmɐ pɾɛʃsɐ̃w̃ dɐ koʁɛntɛ dɛ ɡas pɾovɛniɛntɛ
-dɐ sɛpɐɾɐsɐ̃w̃ subsɛɐ. iji.3.3 dutos subsɛɐ ɐ ɛtɐpɐ do fluksoɡʁɐmɐ ondɛ sɐ̃w̃
-ɐpʁɛzɛntɐdos os tɾes dutos pɾopoʃtos e ɐpʁɛzɛntɐdɐ nɐ fiɡʁɐ 54. kɐdɐ duto fowi
-simulɐdo komo sɛ foʃsɛ kompoʃto poɾ tɾes sɛɡʷimɛntos. ɛʃtɛs tɾes sɛɡmɛntos sɐ̃w̃
-moʃtɾɐdos nɐ fiɡʁɐ 55 ɛ pɛɾkoʁɛm diʃtansiɐs oɾizontajs dɛ 130, 20 ɛ 200
-kʷilomɛtʁos, sɛndo o sɛɡmɛnto intɛɾmɛdiaɾio, o tɾɛko inklinɐdo kʷɛ pɛɾkoʁɛ ɐ
-diʃtansiɐ vɛɾtikɐl dɛ 2000 mɛtʁos. ɛʃtɐ fɾɐɡmɛntɐsɐ̃w̃ poʃsibilitowu o uzo dɛ
-difɛɾɛntɛs tɛmpɛɾɐtuɾɐs ɐmbiɛntɛ pɐɾɐ kalkulos dɐ tɾokɐ dɛ kɐloɾ ɐtʁɐves doʃ
-dutos. foɾɐm utilizɐdos tɾes vɐloɾɛs difɛɾɛntɛs dɛ tɛmpɛɾɐtuɾɐs: 4, 10 ɛ 15°k
-pɐɾɐ os tɾes sɛɡmɛntos, ɾɛʃpɛktivɐmɛntɛ. pɐɾɐ o diamɛtʁo do duto dɛ ɡas nɐ̃w̃
-tɾɐtɐdo utilizowu-sɛ o vɐloɾ limitɛ pɾɐtikɐdo komɛɾsiɐlmɛntɛ. ʒa os diamɛtʁos doʃ
-dutos dɛ mɛɡ ɛ ko2 foɾɐm obtidos ɐ pɐɾtiɾ dɐ simulɐsɐ̃w̃ do pɾozɛʃso, ɛʃtɛʃ
-vɐloɾɛs sɐ̃w̃ os mɛnoɾɛs diamɛtʁos kɐpɐzɛs dɛ tɾɐnspoɾtɐɾ ɐs ɾɛʃpɛktivɐs vɐzõj̃ʃ
-obtidɐs nɐ simulɐsɐ̃w̃. os diamɛtʁos dos tɾes dutos sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 14.
-iji.3.4 pɾozɛʃso onsoɾɛ ɐpɔs o tɾɐnspoɾtɛ poɾ duto submɐɾino, umɐ koʁɛntɛ
-multifazikɐ e ɛntɾɛɡʷɛ no kontinɛntɛ. ɛʃtɐ koʁɛntɛ e kompoʃtɐ dɛ ɡas ɛ ko2 no
-ɛʃtɐdo vɐpoɾ, ɐʃsim komo kondɛnsɐdo ɛ ko2 no ɛʃtɐdo likʷido, ɐlem dɐ aɡɐ ɛ̃
-solusɐ̃w̃ kom o monowɛtilɛnoɡlikol. o fluksoɡʁɐmɐ do pɾozɛʃso onsoɾɛ opɛɾɐndo ɐ
-pɐɾtiɾ dɛʃtɐ koʁɛntɛ e moʃtɾɐdo nɐ fiɡʁɐ 56. ɐntɛs dɛ sɛɾ ɛnkɐminɐdɐ pɐɾɐ ũ
-sɛpɐɾɐdoɾ tɾifaziko onsoɾɛ, ɐ koʁɛntɛ dɛ kɛɡɐdɐ pɐʃsɐ poɾ um ɐkʷɛzɛdoɾ pɐɾɐ
-tɛɾ suɐ tɛmpɛɾɐtuɾɐ ɛlɛvɐdɐ ɛm 10°k, ɐ fim dɛ fɐzilitɐɾ ɐ ɾɛmosɐ̃w̃ dɛ mɛɡ nɐ
-koʁɛntɛ dɛ fundo do sɛpɐɾɐdoɾ. nɛʃtɛ sɛpɐɾɐdoɾ tɾifaziko, sɐ̃w̃ ʒɛɾɐdɐs, ɐlem dɐ
-koʁɛntɛ ɾikɐ ɛm mɛɡ, umɐ koʁɛntɛ dɛ ɡas ɛ umɐ koʁɛntɛ dɛ kondɛnsɐdo. ɛʃtɐʃ
-duɐs ultimɐs koʁɛntɛs poʃsuɛm tɛoɾ dɛ ko2 dɛ ɐpʁoksimɐdɐmɛntɛ 79% ɛ sɛɡʷɛm pɐɾɐ
-umɐ unidɐdɛ dɛ ɾɛmosɐ̃w̃ dɛ ko2 poɾ mɛmbɾɐnɐs. ɐ koʁɛntɛ dɛ kondɛnsɐdo, poɾem, e
-pɾe-ɐkʷɛzidɐ pɐɾɐ suɐ vɐpoɾizɐsɐ̃w̃. o pɾozɛʃso dɛ ɾɛmosɐ̃w̃ dɛ ko2 kʷɛ sɛ moʃtɾowu
-majs ɛfiziɛntɛ pɐɾɐ ɛʃtɛ tɾɐbɐlo fowi o pɾozɛʃso ɾɛɐlizɐdo ɐtʁɐves dɛ mɛmbɾɐnɐs.
-pɐɾɐ sɛ ɐtɛndɛɾ ɐ ɛʃpɛzifikɐsɐ̃w̃ dɛ 3% dɛ ko2 no ɡas nɐtuɾɐl ɛ sɛ obtɛɾ ɐ mɛnoɾ
-pɛɾdɐ poʃsivɛl dɛ mɛtɐno, foɾɐm utilizɐdɐs duɐs mɛmbɾɐnɐs ɛm seɾiɛ. ɐs koʁɛntɛʃ
-ʁikɐs ɛm ko2 obtidɐs ɐpɔs ɐ sɛpɐɾɐsɐ̃w̃ sɐ̃w̃ diɾɛzionɐdɐs a ɛtɐpɐ dɛ kompɾɛʃsɐ̃w̃
-pɐɾɐ ɾɛtoɾno ɐo poso ɛ ɾɛjnʒɛsɐ̃w̃. ʒa ɐ koʁɛntɛ ɾikɐ ɛm mɛtɐno e ɛnkɐminɐdɐ ɐ
-umɐ unidɐdɛ dɛ pɾozɛʃsɐmɛnto dɛ ɡas nɐtuɾɐl (upɡn), nɐ̃w̃ simulɐdo. ɐ fim dɛ
-vɐpoɾizɐɾ o ko2 ɛ fɐzilitɐɾ suɐ ɾɛmosɐ̃w̃, ɛʃtɐ koʁɛntɛ pɐʃsɐ poɾ
-dɛʃpɾɛʃsuɾizɐsɐ̃w̃ sɛɡʷidɐ dɛ ɐkʷɛzimɛnto. ɐ novɐ koʁɛntɛ, ɐ 10 bɐɾ ɛ 150°k, e
-ɛnkɐminɐdɐ ɛntɐ̃w̃ ɐ um vɐzo (vɐzo 1) ɛ sɛpɐɾɐdɐ ɛm duɐs koʁɛntɛs. ɐ koʁɛntɛ
-likʷidɐ kʷɛ dɛjksɐ ɛʃtɛ pɾimɛjɾo vɐzo onsoɾɛ, ajndɐ kontem tɾɐsos dɛ ko2 ɛ poɾ
-iʃso ajndɐ pɐʃsɐ poɾ majs ɛtɐpɐ dɛ dɛʃpɾɛʃsuɾizɐsɐ̃w̃ ɛ sɛpɐɾɐsɐ̃w̃ ɛm um sɛɡndo
-vɐzo (vɐzo 2). ɐkoʁɛntɛ vɐpoɾizɐdɐ kʷɛ dɛjksɐ o pɾimɛjɾo vɐzo, kɐʁɛɐndo umɐ
-pɛkʷɛnɐ kɐntidɐdɛ dɛ mɛɡ, e ɾɛʃfɾiɐdɐ ɛ ɛnviɐdɐ ɐ um tɛɾsɛjɾo vɐzo (vɐzo 3)
-pɐɾɐ ɾɛkupɛɾɐɾ ɐ pɐɾsɛlɐ dɛ mɛɡ kʷɛ saj nɐ koʁɛntɛ likʷidɐ dɛʃtɛ vɐzo. ɛʃtɐ
-koʁɛntɛ ɾikɐ ɛm mɛɡ ɛ aɡɐ e ajndɐ dɛʃpɾɛʃsuɾizɐdɐ ɛ ɐlimɛntɐdɐ no vɐzo 2,
-ʒunto komɐ koʁɛntɛ likʷidɐ dɛʃpɾɛʃsuɾizɐdɐ do vɐzo 1. ɐ koʁɛntɛ ɡɐzosɐ kʷɛ
-dɛjksɐ o vɐzo 3 poʃsuj ɐpʁoksimɐdɐmɛntɛ 99% dɛ ko2 ɛ sɛ unɛ as koʁɛntɛs ɾikɐs ɛ̃
-ko2 pɾovɛniɛntɛs dɐ unidɐdɛ dɛ mɛmbɾɐnɐs kʷɛ sɐ̃w̃ ɛnkɐminɐdɐs a ɛtɐpɐ dɛ
-kompɾɛʃsɐ̃w̃ pɐɾɐ sɛɡʷiɾɛm pɛlo duto dɛ ɾɛtoɾno dɛ ko2 ɐte o ponto dɛ ɾɛjnʒɛsɐ̃w̃ no
-kɐmpo. o vɐzo 2, kʷɛ tɾɐbɐlɐ ɐ pɾɛʃsɐ̃w̃ dɛ 1,5 bɐɾ, tɛm komo kɐɾɡɐ ɐs duɐʃ
-koʁɛntɛs likʷidɐs pɾovɛniɛntɛs dos vɐzos 1 ɛ 3. nɛʃtɛ vɐzo, ajndɐ e ɾɛmovido
-pɐɾtɛ do ko2 kontido nɐ koʁɛntɛ ɾikɐ ɛm mɛɡ. ɛʃtɐ pɐɾsɛlɐ dɛ ko2 ɛʃta kontidɐ
-nɐ koʁɛntɛ ɡɐzosɐ kʷɛ dɛjksɐ o topo do sɛpɐɾɐdoɾ ɛ ɛnkɐminɐdɐ pɐɾɐ flɐɾɛ. ʒa ɐ
-koʁɛntɛ likʷidɐ (ɐpʁoksimɐdɐmɛntɛ 97% dɐ vɐzɐ̃w̃ volumetʁikɐ ɐlimɛntɐdɐ no vɐzo)
-sɛɡʷɛ pɐɾɐ ɐ unidɐdɛ dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ. ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ sɛɡʷɛ o siʃtɛmɐ
-konvɛnsionɐl, utilizɐndo ɐpɛnɐs umɐ kolunɐ dɛ dɛʃtilɐsɐ̃w̃ ɛm ɾɛflukso totɐl. ɐ
-koʁɛntɛ dɛ mɛɡ pobʁɛ kʷɛ dɛjksɐ ɐ kolunɐ e ɛʃpɛzifikɐdɐ pɐɾɐ kʷɛ tɛnɐ 89% molɐɾ
-dɛ mɛɡ ɛm suɐ kompozisɐ̃w̃. ɛʃtɐ koʁɛntɛ e ɛntɐ̃w̃ bombɛɐdɐ pɐɾɐ sɛɾ inʒɛtɐdɐ no
-duto dɛ ɾɛtoɾno dɛ mɛɡ ɐ 150 bɐɾ. kɐpitulo iv: simulɐsɐ̃w̃ dɛ pɾozɛʃso o
-fluksoɡʁɐmɐ pɾopoʃto ɛnvolvɛ sinko sɛpɐɾɐdoɾɛs, sɛndo kɐtʁo bifazikos ɛ ũ
-tɾifaziko. dɛʃtɛs sɛpɐɾɐdoɾɛs, dowis sɐ̃w̃ submɐɾinos (tɐbɛlɐ 15), owutʁos dowiʃ
-ɐtuɐm nɐ plɐtɐfoɾmɐ (tɐbɛlɐ 16) ɛ, poɾ ultimo, o sɛpɐɾɐdoɾ tɾifaziko onsoɾɛ kʷɛ
-ʁɛzɛbɛ ɐ koʁɛntɛ dɛ saj́dɐ do duto dɛ ɡas nɐ̃w̃ tɾɐtɐdo (tɐbɛlɐ 17). ɛm todo o
-pɾozɛʃso sɐ̃w̃ ɾɛkʷɛɾidos kɐtʁo vɐzos, sɛndo um nɐ plɐtɐfoɾmɐ pɐɾɐ sɛpɐɾɐɾ ɐ aɡɐ
-pɾɛzɛntɛ no ɡas, ɐntɛs dɛʃtɛ ɾɛtoɾnɐɾ pɛlo ɾizɛɾ pɐɾɐ inʒɛsɐ̃w̃ no duto. ɐpɛnɐs ũ
-dɛlɛs kontɐ kom flujdos dɛ pɾozɛʃsos no lɐdo kʷɛntɛ ɛ no lɐdo fɾio, os owutʁoʃ
-dowis sɐ̃w̃ tɾokɐdoɾɛs dɛ kɐloɾ kʷɛ funsionɐm kom aɡɐ dɛ ɾɛʃfɾiɐmɛnto. •
-ɐkʷɛzɛdoɾɛs: ɛʃtɛ tipo dɛ ɛkʷipɐmɛnto e ɾɛkʷɛɾido nɐs tɾes ɛtɐpɐs do pɾozɛʃso,
-subsɛɐ, topsidɛ ɛ onsoɾɛ. ɐpɛnɐs umɐ dɐs sinko bombɐs nɐ̃w̃ e subsɛɐ ɛ ɛʃta
-lokɐlizɐdɐ no kontinɛntɛ pɐɾɐ pɾɛʃsuɾizɐɾ ɐ koʁɛntɛ dɛ mɛɡ pobʁɛ ɐntɛs dɛ ɛʃtɐ
-ɛntɾɐɾ no duto dɛ tɾɐnspoɾtɛ. ɐ pɾimɛjɾɐ dɛlɐ, kompoʃtɐ poɾ dowis kompɾɛʃsoɾɛs ɛ̃
-seɾiɛ, tɛm komo obʒɛtivo awmɛntɐɾ ɐ pɾɛʃsɐ̃w̃ do ɡas sɛpɐɾɐdo no topsidɛ pɐɾɐ kʷɛ
-ɛʃtɛ ɾɛtoɾnɛ pɛlo ɾizɛɾ dɛ dɛʃsidɐ ɐte o ponto dɛ inʒɛsɐ̃w̃ no duto submɐɾino dɛ
-ɡas. ʒa ɐ sɛɡndɐ ɛtɐpɐ ondɛ sɐ̃w̃ ɾɛkʷɛɾidos kompɾɛʃsoɾɛs e pɐɾɐ ɐ kompɾɛʃsɐ̃w̃
-onsoɾɛ do ko2 sɛpɐɾɐdo do ɡas no kontinɛntɛ. ɛʃtɛ sɛɾa inʒɛtɐdo no duto dɛ ko2
-dɛ ɾɛtoɾno pɐɾɐ ɾɛjnʒɛsɐ̃w̃ no poso ɛ pɾɛzisɐ, poɾtɐnto sɛɾ pɾɛʃsuɾizɐdo pɐɾɐ o
-tɾɐnspoɾtɛ. um ɾizɛɾ dɛ subidɐ tɾɐnspoɾtɐ ɐ koʁɛntɛ, ɾikɐ ɛm ɔlɛo, sɛpɐɾɐdo no
-pɾimɛjɾo sɛpɐɾɐdoɾ submɐɾino. iʃto pɐɾɐ mɛloɾ simulɐɾ ɐs tɾokɐs dɛ kɐloɾ ɛntɾɛ
-o duto ɛ o ɐmbiɛntɛ, ʒa kʷɛ ɐ tɛmpɛɾɐtuɾɐ dɐ aɡɐ do mɐɾ vɐɾiɐ dɛ ɐkoɾdo kom suɐ
-pɾofundidɐdɛ. ɐs ɛʃpɛzifikɐsõj̃s dɛʃtɐ kolunɐ foɾɐm fɛjtɐs kom bɐzɛ nɐ ɾɐzɐ̃w̃ dɛ
-ʁɛflukso ɛ nɐ fɾɐsɐ̃w̃ molɐɾ dɛ monowɛtilɛnoɡlikol dɛ 0,89 nɐ koʁɛntɛ mɛɡ pobʁɛ kʷɛ
-dɛjksɐ o fundo dɐ kolunɐ. ɐs pɾopʁiɛdɐdɛs dɛʃtɐ kolunɐ, ɐʃsim komo ɐs fɾɐsõj̃s doʃ
-pɾinsipajs komponɛntɛs ɛnvolvidos nɛʃtɛ pɾozɛʃso dɛ sɛpɐɾɐsɐ̃w̃ sɐ̃w̃ ɐpʁɛzɛntɐdɐʃ
-nɐ tɐbɛlɐ 29. kɐpitulo v: ɐnalizɛ ɛ diʃkuʃsɐ̃w̃ kom bɐzɛ nos kalkulos dɛ bɐlɐnsoʃ
-dɛ mɐʃsɐ ɛ ɛnɛɾʒiɐ ɾɛɐlizɐdos no ɐʃpɛn jzjs, e poʃsivɛl umɐ ɐnalizɛ dɛ
-dɛzɛmpɛno do pɾozɛʃso kɐnto ɐo ɐtinʒimɛnto dɐs mɛtɐs dɛ pɾoʒɛto. o kalkulo,
-ɐpʁɛzɛntɐdo nɐ tɐbɛlɐ 30, utilizowu komo ɾɛfɛɾensiɐ ɐs vɐzõj̃s maʃsikɐs dɛ ko2, dɛ
-mɛtɐno (utilizɐdo komo indikɐdoɾ pɐɾɐ o ɡas nɐtuɾɐl), k20+ (utilizɐdo komo
-indikɐdoɾ pɐɾɐ o ɔlɛo) ɛ aɡɐ. kɐlkulowu-sɛ ɛntɐ̃w̃ o pɛɾsɛntuɐl dɐs vɐzõj̃ʃ
-maʃsikɐs dɛʃtɛs komponɛntɛs, nɐs koʁɛntɛs ʒa sitɐdɐs, ɛm ɾɛlɐsɐ̃w̃ as vɐzõj̃ʃ
-dɛʃtɛs komponɛntɛs nɐ koʁɛntɛ dɛ ɐlimɛntɐsɐ̃w̃ s-unit. ɐ pɐɾtiɾ dɛʃtɐ ɐnalizɛ e
-poʃsivɛl obsɛɾvɐɾ kʷɛ ɐs mɛtɐs do pɾoʒɛto sɐ̃w̃ ɐtinʒidɐs, umɐ vɛz kʷɛ ɐ ɐʃ
-poɾsɛntɐʒɛns dɛ k20+, mɛtɐno ɛ ko2 ɐtinʒɛm vɐloɾɛs supɛɾioɾɛs ɐ 99% nɐʃ
-koʁɛntɛs kʷɛ poɾ pɾinsipio dɛvɛm kontɛɾ, ɾɛʃpɛktivɐmɛntɛ, todo o ɔlɛo, ɡas ɛ
-ko2 sɛpɐɾɐdos. kɐnto a vɐzɐ̃w̃ iniziɐl dɛ aɡɐ, ɛʃtɐ ʒa sɛ diʃtɾibuj poɾ majʃ
-koʁɛntɛs ɐo lonɡo do pɾozɛʃso. dɛʃtɛ pɛɾsɛntuɐl, ɐpʁoksimɐdɐmɛntɛ 60%
-koʁɛʃpondɛ a aɡɐ sɛpɐɾɐdɐ no pɾozɛʃsɐmɛnto subsɛɐ ɛ kʷɛ e dɛʃtinɐdɐ a
-ʁɛjnʒɛsɐ̃w̃. owutʁɐ ɐnalizɛ kʷɛ podɛ sɛɾ fɛjtɐ e kɐnto ɐo podɛɾ kɐloɾifiko dɐ
-koʁɛntɛ dɛʃtinɐdɐ a upɡn. ɐ ɾɛlɛvansiɐ dɛʃtɐ ɐnalizɛ konsiʃtɛ no fɐto do pɾɛso
-do ɡas nɐtuɾɐl sɛɾ dɐdo ɛm funsɐ̃w̃ dɛʃtɐ pɾopʁiɛdɐdɛ do ɡas. o pɾɛso do ɡaʃ
-nɐtuɾɐl no bɾɐzil sɛ ɛnkontɾɐ ɐzimɐ dɐ mediɐ mundiɐl ɛ, sɛɡndo o miniʃteɾio dɛ
-minɐs ɛ ɛnɛɾʒiɐ, ɐ induʃtɾiɐ bɾɐzilɛjɾɐ difizilmɛntɛ tɛɾa ɡɾɐndɛs volumɛs dɛ ɡaʃ
-nɐtuɾɐl diʃponivɛl ɐ vɐloɾɛs infɛɾioɾɛs ɐ us$ 8 poɾ milɐ̃w̃ dɛ btu
-(www.dɡɐbk.kom.bɾ). nos pɾimɛjɾos mɛzɛs dɛ 2014, o pɾɛso medio do ɡas nɐtuɾɐl no
-mundo ɛʃtɛvɛ ɛntɾɛ us$4 ɐ 5 poɾ milɐ̃w̃ dɛ btu. poɾem ɛʃtɛ vɐloɾ e ajndɐ mujto
-infɛɾioɾ ɐo pɾɛso dɛ impoɾtɐsɐ̃w̃, ɛntɾɛ us$ 23 ɛ 24 poɾ milɐ̃w̃ dɛ btu ɛm 2013, o
-kʷɛ sɛ dɛʃtɐkɐ diɐntɛ dos ɡɾɐndɛs volumɛs dɛ ɡas nɐtuɾɐl impoɾtɐdo pɛlo bɾɐzil.
-nɐ tɐbɛlɐ 31, e ɐpʁɛzɛntɐdo o podɛɾ kɐloɾifiko dɐ koʁɛntɛ dɛ saj́dɐ dɐ unidɐdɛ
-dɛ mɛmbɾɐnɐs, ɐʃsim komo os ɾɛʃpɛktivos vɐloɾɛs pɐɾɐ os pɾɛsos ɐ nivɛl mundiɐl,
-nɐzionɐl ɛ dɛ ɛspoɾtɐsɐ̃w̃ sitɐdos ɐzimɐ. tɛndo konɛzido o vɐloɾ ɾɛfɛɾɛntɛ ɐo
-podɛɾ kɐloɾifiko dɐ koʁɛntɛ dɛ ɡas ɐpɔs ɐ unidɐdɛ dɛ mɛmbɾɐnɐs, e poʃsivɛl
-ʁɛɐlizɐɾ umɐ ɐnalizɛ do konsumo ɛʃpɛzifiko dɛ ɛnɛɾʒiɐ ɛletʁikɐ ɛ teɾmikɐ
-(kw/btu.-1 dɛ ɡas pɾoduzido) (tɐbɛlɐ 32). tɐbɛlɐ 32: konsumo ɛʃpɛzifiko dɛ
-ɛnɛɾʒiɐ ɛletʁikɐ ɛ teɾmikɐ poɾ btu/ dɛ ɡas pɾoduzido. os vɐloɾɛs dɛ ɡaʃ
-ʁɛkupɛɾɐdos podɛm sɛɾ ajndɐ awmɛntɐdos kom o uzo dɐ teknikɐ dɛ inʒɛsɐ̃w̃ aɡɐ ɛ
-ko2. o metodo, ʒa iniziɐdo no bɾɐzil ɛm 2013, pɾopoɾsionɐ mɐjoɾ ɾɛkupɛɾɐsɐ̃w̃ kʷɛ
-o uzo dɛ ko2 ɛ aɡɐ izolɐdɐmɛntɛ. poɾem, o kɐnto o metodo sɛɾa majs lukʁɐtivo
-ajndɐ nɐ̃w̃ fowi dimɛnsionɐdo, ɛnkontɾɐndo-sɛ ajndɐ ɛm fɐzɛ dɛ ɛʃtudo
-(ɛkonomiɐ.uol.kom.bɾ). kɐpitulo vi: konkluzõj̃s ɛ suʒɛʃtõj̃s ɐ dɛʃkobɛɾtɐ do
-pɾe-sɐl ɾɛvɛlowu ɾɛzɛɾvɐs kom volumɛs sufiziɛntɛs pɐɾɐ livʁɐɾ o bɾɐzil dɐ ɐltɐ
-dɛpɛndensiɐ dɛ impoɾtɐsɐ̃w̃ dɛ kombuʃtivɛjs. ɐ pɐɾtiɾ dɛʃtɛ mɐɾko, inumɛɾɐʃ
-pɛʃkʷizɐs ɛ dɛzɛnvolvimɛnto dɛ tɛknoloʒiɐs pɐʃsɐɾɐm ɐ sɛɾ dɛʃtinɐdɐs ɐ ɛʃtɐ
-aɾɛɐ. ɐs pɾinsipajs limitɐsõj̃s a ɛsploɾɐsɐ̃w̃ do pɾe-sɐl ɛʃtɐ̃w̃ ɾɛlɐzionɐdɐs a
-ɡɾɐndɛ diʃtansiɐ dɐ koʃtɐ ɛ pɾofundidɐdɛ dɛʃtɐs ɾɛzɛɾvɐs. owutʁo dɛzɐfio, foko
-dɛʃtɛ tɾɐbɐlo, konsiʃtɛ nos ɡɾɐndɛs volumɛs dɛ ɡas ɐʃsoziɐdo pɾɛzɛntɛ nɛʃtɐʃ
-ʁɛzɛɾvɐs ɛ ɐo ɐlto tɛoɾ dɛ ko2 nɛlɛ ɛnkontɾɐdo. o tɾɐbɐlo pɾopõj̃ ɛntɐ̃w̃ umɐ
-tɛknoloʒiɐ ɐltɛɾnɐtivɐ a utilizɐdɐ ɐtuɐlmɛntɛ nɐ ɛsploɾɐsɐ̃w̃ do pɾe-sɐl. ɐ
-pɾopoʃtɐ sɛ ɛnkɐdʁɐ no sɛnaɾio dɛ pɾodusɐ̃w̃ subsɛɐ to soɾɛ, viʃto komo o futuɾo
-dɐ pɾodusɐ̃w̃ submɐɾinɐ. ɐtʁɐves dos ɾɛzultɐdos obtidos nɐ simulɐsɐ̃w̃ e poʃsivɛl ɐ
-ʁɛɐlizɐsɐ̃w̃ do tɾɐnspoɾtɛ do ɡas nɐ̃w̃ tɾɐtɐdo, viɐ duto kom inʒɛsɐ̃w̃ kontinuɐ dɛ
-mɛɡ, pɐɾɐ tɾɐtɐmɛnto onsoɾɛ. fowi utilizɐdo nɐ simulɐsɐ̃w̃ diamɛtʁo dɛ duto
-kompɐtivɛl kom ɐs limitɐsõj̃s ɛksiʃtɛntɛs no mɛɾkɐdo ɛ kʷɛ poʃsibilitɐm ɐ inʒɛsɐ̃w̃
-dɛ inibidoɾ ɛm kɐntidɐdɛ sufiziɛntɛ pɐɾɐ kʷɛ nɐ̃w̃ sɛʒɐm dɛtɛktɐdɐs foɾmɐsõj̃s dɛ
-idʁɐtos. foɾɐm ɐtinʒidos ɐʃsim ɾɛzultɐdos kʷɛ poʃsibilitɐm o tɾɐnspoɾtɛ dɛ ɡaʃ
-kom ɐlto tɛoɾ dɛ ko2, difɛɾɛntɛ do siʃtɛmɐ dɛ ɛspoɾtɐsɐ̃w̃ submɐɾinɐ dɛ ɡas ʒa
-ʁɛɐlizɐdo no bɾɐzil. ɐtuɐlmɛntɛ, ɛʃtɛ tɾɐnspoɾtɛ e fɛjto kom konsɛntɾɐsɐ̃w̃ maksimɐ
-dɛ ko2 dɛ 3%. ɛʃtɐ konsɛntɾɐsɐ̃w̃ utilizɐdɐ komo ɾɛfɛɾensiɐ e inviavɛl pɐɾɐ o ɡaʃ
-ɛnkontɾɐdo ɛm ʒupitɛɾ, kʷɛ ɐtinʒɛ konsɛntɾɐsɐ̃w̃ dɛ 79% dɛ ko2. pɐɾɐ ɐtinʒiɾ ɐ
-ɛʃpɛzifikɐsɐ̃w̃ ɛksiʒidɐ pɛlɐ ɐnp do tɛoɾ dɛ ko2 no ɡas nɐtuɾɐl pɐɾɐ ɛʃtɛ poso, e
-moʃtɾɐdo o potɛnsiɐl dɛ utilizɐsɐ̃w̃ dɐs tɾes aɾɛɐs dɛ pɾozɛʃsɐmɛnto ɐtuɐndo ɛ̃
-konʒunto: subsɛɐ, offsoɾɛ ɛ onsoɾɛ. ɐ simulɐsɐ̃w̃ ɾɛvɛlowu ɐ poʃsibilidɐdɛ dɛ
-todo o ɔlɛo sɛɾ ɾɛmovido nɐ plɐtɐfoɾmɐ. ɛnkɐnto kʷɛ ɐ pɛkʷɛnɐ kɐntidɐdɛ dɛ ɡaʃ
-kʷɛ ajndɐ e ɛnviɐdɐ a fpso, pɐʃsɐ poɾ pɾozɛʃsos ɐpɛnɐs dɛ sɛpɐɾɐsɐ̃w̃. ɐpɔs ɛʃtɛ
-ɡas sɛɾ ɾɛmovido do ɔlɛo, ɛlɛ e kompɾimido ɛ ɛnviɐdo novɐmɛntɛ pɐɾɐ o fundo do
-mɐɾ pɐɾɐ sɛɾ inʒɛtɐdo no duto dɛ ɡas nɐ̃w̃ tɾɐtɐdo. nɐ̃w̃ okoʁɛ, nɐ plɐtɐfoɾmɐ,
-nɛnum pɾozɛʃsɐmɛnto ɛ nɛm ɛʃpɛzifikɐsɐ̃w̃ ɐ sɛɾ ɐtinʒidɐ kɐnto ɐ ɛʃtɛ ɡas. iʃto
-ʁɛduz o ɡɾɐndɛ numɛɾo dɛ opɛɾɐsõj̃s dɛʃtinɐdɐs ɐo pɾozɛʃsɐmɛnto dɛ ɡas kʷɛ sɐ̃w̃
-ʁɛɐlizɐdɐs ɐtuɐlmɛntɛ no topsidɛ dɐs plɐtɐfoɾmɐs do pɾe-sɐl. ɛʃsɐ ɾɛdusɐ̃w̃
-implikɐ pozitivɐmɛntɛ nɐs foɾtɛs limitɐsõj̃s dɛʃtɐs plɐtɐfoɾmɐs, pɛzo ɛ aɾɛɐ. o
-pɾozɛʃsɐmɛnto do ɡas sɛndo tɾɐnsfɛɾido pɐɾɐ o kontinɛntɛ ɾɛzultɐɾiɐ ɛm ɾɛdusɐ̃w̃
-do kɐpɛks dɛʃtɐs fpso’s. ɛʃtɛ potɛnsiɐl dɛ ɾɛdusɐ̃w̃, kontudo, dɛvɛ sɛɾ vɛɾifikɐdo
-nɐ kontinuɐsɐ̃w̃ dɛʃtɛ tɾɐbɐlo pɐɾɐ kʷɛ umɐ konkluzɐ̃w̃ ɛm bɐzɛs teknikɐs ɛ
-ɛkonomikɐs poʃsɐ noɾtɛɐɾ futuɾos dɛzɛnvolvimɛntos. kɐnto ɐo siʃtɛmɐ dɛ inibidoɾ
-utilizɐdo pɐɾɐ o duto, fowi pɾopoʃto kʷɛ ɛʃtɛ tɾɐbɐlɛ ɛm siɾkujto fɛkɐdo. ɐ
-ɛfiziensiɐ do siʃtɛmɐ fowi kompɾovɐdɐ ɐtʁɐves dɐ awzensiɐ dɛ idʁɐtos obsɛɾvɐdɐ
-nɐ simulɐsɐ̃w̃. o mɛɡ e sɛpɐɾɐdo dɐ koʁɛntɛ dɛ ɡas kʷɛ kɛɡɐ ɐo kontinɛntɛ ɛ
-ɛnviɐdo ɐ umɐ unidɐdɛ dɛ ɾɛʒɛnɛɾɐsɐ̃w̃ dɛ mɛɡ. . nɛʃtɐ unidɐdɛ, e fɛjtɐ ɐ
-sɛpɐɾɐsɐ̃w̃ dɐ aɡɐ ɐbsoɾvidɐ do ɡas duɾɐntɛ o tɾɐnspoɾtɛ. ɐ ɛʃpɛzifikɐsɐ̃w̃
-utilizɐdɐ nɛʃtɐ ɛtɐpɐ fowi kʷɛ ɐ koʁɛntɛ dɛ mɛɡ ɾiko kʷɛ dɛjksɐ ɐ unidɐdɛ tɛnɐ
-konsɛntɾɐsɐ̃w̃ dɛ 89% molɐɾ do inibidoɾ. os obʒɛtivos do pɾoʒɛto tɐmbem foɾɐ̃
-ɐlkɐnsɐdos kɐnto ɐ ɛʃtɐ ɛtɐpɐ dɛ inibisɐ̃w̃, umɐ vɛz kʷɛ ɐpɔs fɛkɐɾ o siɾkujto
-kom ɐ koʁɛntɛ vindɐ dɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ, nɛnumɐ foɾmɐsɐ̃w̃ dɛ idʁɐto fowi
-dɛtɛktɐdɐ nɐ simulɐsɐ̃w̃. dɛʃtɐkɐ-sɛ kʷɛ o ɡɾɐndɛ invɛntaɾio dɛ mɛɡ ɐ sɛɾ mɐntido
-nɛʃtɛ siɾkujto ɛspɐndɛ o mɛɾkɐdo dɛʃtɛ pɾoduto ɛ foɾtɐlɛzɛ ɐ nɛzɛʃsidɐdɛ dɛ
-ɐpʁimoɾɐmɛntos dɛ pɾoʒɛto ɛ opɛɾɐsɐ̃w̃ dɛ unidɐdɛs dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ mɛɡ. . ɐ
-pɾopoʃtɐ dɛ ɾɛjnʒɛsɐ̃w̃ dɛ ko2 ɐlem dɛ awmɛntɐɾ ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ ɔlɛo no poso,
-tɐmbem e umɐ solusɐ̃w̃ pɐɾɐ pɾoduziɾ ɛm um poso kom ɡɾɐndɛ pɛɾsɛntuɐl dɛ ko2
-ɛvitɐndo ɛmiʃsõj̃s pɐɾɐ ɐ ɐtmoʃfɛɾɐ. o pɾoʒɛto pɾɛve kʷɛ majs dɛ 99% do ko2
-pɾovɛniɛntɛ do poso ɾɛtoɾnɛ pɐɾɐ ɾɛjnʒɛsɐ̃w̃, konfoɾmɛ ɐlkɐnsɐdo nɐ simulɐsɐ̃w̃. o
-pɾoʒɛto ɛnɡlobɐ tɐmbem o metodo dɛ ɾɛkupɛɾɐsɐ̃w̃ ɐvɐnsɐdɐ dɛ pɛtʁɔlɛo ɛʃtudɐdo
-ɐtuɐlmɛntɛ nos kɐmpos do pɾe-sɐl, ɐ inʒɛsɐ̃w̃ ɐltɛɾnɐdɐ dɛ aɡɐ ɛ ko2. ɐ
-ɐltɛɾnansiɐ awmɛntɐ o fɐtoɾ dɛ ɾɛkupɛɾɐsɐ̃w̃ do kɐmpo dɛ foɾmɐ supɛɾioɾ ɐoʃ
-metodos ʒa ɾɛɐlizɐdos, ɛm kʷɛ e fɛjtɐ somɛntɛ ɐ inʒɛsɐ̃w̃ dɛ aɡɐ pɾoduzidɐ owu dɛ
-ko2. ɐpʁimoɾɐmɛntos nɛʃtɐ tɛknoloʒiɐ ɾɛzultɐɾɐ̃w̃ ɛm sinɛɾʒiɐs ɛntɾɛ ɐ tɛknoloʒiɐ
-pɾopoʃtɐ ɛ awmɛnto dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, sɛndo umɐ ɾɛkomɛndɐsɐ̃w̃ pɐɾɐ
-futuɾos dɛzɛnvolvimɛntos. ɾɛkomɛndɐ-sɛ komo kontinujdɐdɛ dɛʃtɛ tɾɐbɐlo o
-dimɛnsionɐmɛnto dos ɛkʷipɐmɛntos pɾopoʃtos nɐ simulɐsɐ̃w̃ ɛ o ɛʃtudo ɛkonomiko do
-pɾozɛʃso.
-
-1 intɾodusɐ̃w̃ ɐs ɛmulsõj̃s, dɛ modo ʒɛɾɐl, sɐ̃w̃ ɛnkontɾɐdɐs ɛm kɐzɛ todɐs ɐs aɾɛɐʃ
-dɛ ɐtuɐsɐ̃w̃ dɐ induʃtɾiɐ pɛtʁolifɛɾɐ, dɛnominɐdɐs upstɾɛɐm ɛ downstɾɛɐm kʷɛ
-ʒuntɐs ɛnɡlobɐm dɛʃdɛ ɐ pɾodusɐ̃w̃ ɛ ɛsploɾɐsɐ̃w̃ do pɛtʁɔlɛo, ɐte o ɐbɐʃtɛzimɛnto
-dɛ dɛɾivɐdos no mɛɾkɐdo konsumidoɾ. nɐ pɾodusɐ̃w̃, ɛʃpɛzifikɐmɛntɛ, ɐs ɛmulsõj̃ʃ
-sɐ̃w̃ foɾmɐdɐs dɛvido ɐo fɐto dɛ kʷɛ kɐndo dowis likʷidos imiʃsivɛjs ɛntɾɛ si,
-komo aɡɐ ɛ ɔlɛo, sɐ̃w̃ ɛspoʃtos ɐ umɐ ɡɾɐndɛ ɐʒitɐsɐ̃w̃, komo no kɐzo do ɛʃkowɐmɛnto
-do pɛtʁɔlɛo do ɾɛzɛɾvɐtɔɾio ɐte ɐ supɛɾfiziɛ, o flujdo ɛm mɛnoɾ pɾopoɾsɐ̃w̃ sɛ
-diʃpɛɾsɐ no owutʁo, kɐɾɐktɛɾizɐndo umɐ ɛmulsɐ̃w̃, sɛndo do tipo aɡɐ ɛm ɔlɛo (ɐ/o)
-no inizio dɐ pɾodusɐ̃w̃ ɛ dɛ ɔlɛo ɛm aɡɐ (o/ɐ) kɐndo o pɛɾsɛntuɐl dɛ aɡɐ no
-poso awmɛntɐ konsidɛɾɐvɛlmɛntɛ. umɐ ɛmulsɐ̃w̃ pɾɛpɐɾɐdɐ pɛlɐ miʃtuɾɐ dɛ
-idʁokɐɾbonɛtos ɛ aɡɐ e instavɛl, ɛ ɐs fɐzɛs sɐ̃w̃ fɐzilmɛntɛ sɛpɐɾɐdɐs. no
-ɛntɐnto, o pɛtʁɔlɛo poʃsuj nɐ suɐ kompozisɐ̃w̃ substansiɐs konɛzidɐs komo ɐʒɛntɛʃ
-ɛmulsionɐntɛs kʷɛ fɐzɛm pɐɾtɛ do ɡɾupo dɛ substansiɐs klɐʃsifikɐdɐs komo
-ɐʃfɐltɛnos ɛ ɾɛzinɐs, ɐlem dɛ ɐlɡns kompoʃtos inoɾɡanikos sɔlidos, komo ɐɾʒilɐ,
-ɔksidos ɛ sajs kʷɛ kontɾibuɛm pɐɾɐ ɐ foɾmɐsɐ̃w̃ dɛ ɛmulsõj̃s ɛʃtavɛjs,
-kɐɾɐktɛɾizɐdɐs poɾ ɐltɐs viʃkozidɐdɛs ɛ kʷɛ poɾ iʃso ɐkɐʁɛtɐm no awmɛnto dɐ
-pɛɾdɐ dɛ kɐɾɡɐ dos siʃtɛmɐs dɛ ɛʃkowɐmɛnto, ɾɛduzindo ɐ pɾodusɐ̃w̃ dos posos ɛ
-ɛlɛvɐndo siɡnifikɐtivɐmɛntɛ os kuʃtos dɛ pɾodusɐ̃w̃. ɐ pɾɛzɛnsɐ dɛ ɐʒɛntɛʃ
-ɛmulsionɐntɛs e tɐnto mɐjoɾ kɐnto majs pɛzɐdo e o pɛtʁɔlɛo, dɛʃtɛ modo, ɔlɛoʃ
-dɛnominɐdos pɛzɐdos ɛ ultɾɐpɛzɐdos sɐ̃w̃ konɛzidos poɾ sews ɛlɛvɐdos tɛoɾɛs dɛ
-ɐʃfɐltɛnos ɛ ɾɛzinɐs, daj́ ɐ pɾɛfɛɾensiɐ pɛlɐ pɾodusɐ̃w̃ dɛ ɔlɛos konvɛnsionajs kʷɛ
-ɐlem dɛ mɛnos viʃkozos, foɾnɛzɛm, no pɾozɛʃso dɛ ɾ��fino, mɐjoɾɛs ɾɛndimɛnto dɛ
-pɾodutos kom ɐlto vɐloɾ ɐɡʁɛɡɐdo. no ɛntɐnto, ɐ okoʁensiɐ dɛ ɔlɛos pɛzɐdos ɛ
-ultɾɐpɛzɐdos vɛm awmɛnto siɡnifikɐtivɐmɛntɛ ɛ ɛksiʃtɛm pɾɛvizõj̃s kʷɛ pɐɾɐ o ɐno
-dɛ 2025, o ɔlɛo pɛzɐdo sɛʒɐ ɐ pɾinsipɐl fontɛ dɛ ɛnɛɾʒiɐ fɔʃsil no mundo. dɛʃdɛ
-modo, ɐs ɾɛzɛɾvɐs ɛksiʃtɛntɛs dos ɔlɛos nɐ̃w̃ konvɛnsionajs nɛzɛʃsitɐm dɛ
-tɛknoloʒiɐ ɛkonomikɐmɛntɛ viavɛl pɐɾɐ sɛɾɛm ɛsploɾɐdɐs ɛ inkluj́dɐs no mɛɾkɐdo dɛ
-pɛtʁɔlɛo. mujtɐs pɾopoʃtɐs tem sido ɐpʁɛzɛntɐdɐs ɛ umɐ dɛlɐs e o uzo dɛ ɛmulsõj̃ʃ
-invɛɾsɐs (o/ɐ) kʷɛ tɛm sɛ ɐpʁɛzɛntɐdo komo umɐ foɾmɐ viavɛl pɐɾɐ kontoɾnɐɾ oʃ
-pɾoblɛmɐs mɛnsionɐdos, tɛndo ɛm viʃtɐ kʷɛ ɛlɐs ɾɛduzɛm ɐ viʃkozidɐdɛ dɛ ɔlɛoʃ
-pɛzɐdos, pɛɾmitindo o sew tɾɐnspoɾtɛ ɐtʁɐves dɛ linɐs konvɛnsionajs. kom ɛʃtɛ
-tɾɐbɐlo fowi poʃsivɛl ɛntɛndɛɾ mɛloɾ ɐlɡns fɐtoɾɛs kʷɛ influɛnsiɐm ɐ invɛɾsɐ̃w̃
-dɛ ɛmulsõj̃s, bɛm komo ɐs kɐɾɐktɛɾiʃtikɐs ɛnvolvidɐs duɾɐntɛ o fɛnomɛno.
-utilizowu-sɛ nos ɛʃtudos pɛtʁɔlɛos kom vaɾios ɡɾaws ɐpi, ɛ tɛnsowɐtivos kõ
-difɛɾɛntɛs kɐɾɐktɛɾiʃtikɐs. poɾ fim, o tɛsto fowi dividido dɐ sɛɡʷintɛ mɐnɛjɾɐ:
-no kɐpitulo 2 konstɐ ɐ ɾɛvizɐ̃w̃ biblioɡʁafikɐ, no kɐpitulo 3 os mɐtɛɾiajs ɛ
-metodos utilizɐdos, ʒa no kɐpitulo 4 ɐpʁɛzɛntɐ-sɛ os ɾɛzultɐdos, bɛm komo ɐ suɐ
-ɐnalizɛ ɛ poɾ fim, no kɐpitulo 5 konstɐ ɐs konkluzõj̃s. 1.1 obʒɛtivo ʒɛɾɐl
-dɛzɛnvolvɛɾ mɛtodoloʒiɐ, ɛkonomikɐmɛntɛ viavɛl, pɐɾɐ invɛɾsɐ̃w̃ tɾɐnsizionɐl dɛ
-ɛmulsõj̃s foɾmɐdɐ ɐ pɐɾtiɾ dɛ ɔlɛo pɛzɐdo ɛ aɡɐ dɛ foɾmɐsɐ̃w̃, ɛm funsɐ̃w̃ dɐʃ
-kɐɾɐktɛɾiʃtikɐs do pɛtʁɔlɛo ɛʃtudɐdo ɛ do pɾozɛdimɛnto ɐdotɐdo pɐɾɐ invɛɾsɐ̃w̃.
-dɛʃtɐ foɾmɐ, pɾɛtɛndew-sɛ lɛvɐntɐɾ os pɐɾamɛtʁos kʷɛ ɐʒudɐm owu difikultɐm ɐ
-invɛɾsɐ̃w̃ dɐ ɛmulsɐ̃w̃, sɛʒɐm ɛlɛs ɾɛlɐzionɐdos as kɐɾɐktɛɾiʃtikɐs do pɛtʁɔlɛo owu
-pɐɾamɛtʁos ɐʃsoziɐdos ɐ tɛknoloʒiɐ dɛ ɛmulsifikɐsɐ̃w̃. 1.2 obʒɛtivo ɛʃpɛzifiko ɐʃ
-invɛɾsõj̃s tɾɐnsizionajs dɛ ɛmulsõj̃s foɾmɐdɐs ɐ pɐɾtiɾ dɛ pɛtʁɔlɛo ɛ aɡɐ dɛ
-foɾmɐsɐ̃w̃, foɾɐm ɐvɐliɐdɐs kɐnto ɐ ɛʃtɐbilidɐdɛ, kompoɾtɐmɛnto ɾɛolɔʒiko ɛ
-kondutividɐdɛ ɛletʁikɐ, utilizɐndo difɛɾɛntɛs konsɛntɾɐsõj̃s ɛ tipos dɛ
-tɛnsowɐtivos. 2 ɾɛvizɐ̃w̃ dɛ litɛɾɐtuɾɐ todɐ vɛz kʷɛ dowis likʷidos imiʃsivɛjs ɛntɾɛ
-si, komo ɔlɛo ɛ aɡɐ, sɐ̃w̃ ɛspoʃtos ɐ umɐ ɡɾɐndɛ ɐʒitɐsɐ̃w̃, komo poɾ ɛksɛmplo, ɐo
-lonɡo do pɛɾkuɾso do pɛtʁɔlɛo dɛʃdɛ o ɾɛzɛɾvɐtɔɾio ɐte ɐ supɛɾfiziɛ, o likʷido
-ɛm mɛnoɾ pɾopoɾsɐ̃w̃, no kɐzo ɐ aɡɐ, sɛ diʃpɛɾsɐ no owutʁo, ʒɛɾɐndo ɡotɐs dɛ
-divɛɾsos diamɛtʁos. ɐs ɡotɐs dɛ diamɛtʁos mɐjoɾɛs tɛndɛm novɐmɛntɛ ɐ sɛ
-ɐɡlutinɐɾ, no ɛntɐnto, ɐs dɛ pɛkʷɛno (ɛntɾɛ 1 µm ɛ 10 µm) nɐ̃w̃, pɛɾmɐnɛzɛndo
-diʃpɛɾsɐs no mɛjo olɛozo, foɾmɐndo umɐ ɛmulsɐ̃w̃ (bɾɐzil ɛt ɐl., 2012). dɛ ɐkoɾdo
-kom bɾɐzil (2012), pɾɛpɐɾɐdɐ pɛlɐ miʃtuɾɐ dɛ idʁokɐɾbonɛtos ɛ aɡɐ, umɐ ɛmulsɐ̃w̃
-e instavɛl, ɐs fɐzɛs sɐ̃w̃ fɐzilmɛntɛ sɛpɐɾɐdɐs. kontudo, o pɛtʁɔlɛo poʃsuj nɐ suɐ
-kompozisɐ̃w̃ substansiɐs konɛzidɐs komo ɐʒɛntɛs ɛmulsionɐntɛs, kuʒɐs molekulɐʃ
-tem umɐ pɐɾtɛ konstituj́dɐ dɛ ɛtɛɾowatomos kom ɐfinidɐdɛ pɛlɐ aɡɐ (polɐɾ) ɛ umɐ
-mɐjoɾ pɐɾtɛ kom ɐfinidɐdɛ pɛlo ɔlɛo (ɐpolɐɾ). dɛvido ɐ ɛʃsɐ kɐɾɐktɛɾiʃtikɐ, ɐ
-pɐɾtɛ polɐɾ, kɐmɐdɐ idʁofilikɐ, tɛndɛ ɐ sɛ dɛʃlokɐɾ pɐɾɐ ɐ fɐzɛ aɡɐ, ɛnkɐnto
-ɐ mɐjoɾ pɐɾtɛ dɐ molekulɐ (ɐpolɐɾ owu lipofilikɐ) tɛndɛ ɐ pɛɾmɐnɛzɛɾ nɐ fɐzɛ
-ɔlɛo, sɛ ɐkumulɐndo nɐ supɛɾfiziɛ dɐs ɡotikulɐs foɾmɐndo umɐ pɛlikulɐ kʷɛ ɐʒɛ
-komo umɐ bɐʁɛjɾɐ fizikɐ kʷɛ impɛdɛ ɐ ɐpʁoksimɐsɐ̃w̃ dɐs ɡotikulɐs vizinɐs dɛ aɡɐ
-ɛ, poɾtɐnto, suɐ ɐɡlutinɐsɐ̃w̃ ɛ konsɛkʷɛntɛ sɛpɐɾɐsɐ̃w̃. dɛ kɐɾatɛɾ
-idʁofiliko-lipofiliko, ɛʃsɐs substansiɐs sɐ̃w̃, ɛm ʒɛɾɐl, molekulɐs kom ɛlɛvɐdɐ
-mɐʃsɐ molɛkulɐɾ, dɛ okoʁensiɐ nɐtuɾɐl nos pɛtʁɔlɛos, kontɛndo ɛtɛɾowatomos komo
-o nitʁoʒenio, o ɛnksofʁɛ, o oksiʒenio ɛ mɛtajs, uzuɐlmɛntɛ, fɐzɛm pɐɾtɛ dɛ ɡɾupoʃ
-klɐʃsifikɐdos komo ɐʃfɐltɛnos ɛ ɾɛzinɐs (bɾɐzil ɛt ɐl., 2012). sɛɡndo sowuzɐ
-(2009), ɐ ɛʃtɐbilidɐdɛ konfɛɾidɐ as ɛmulsõj̃s dɛvido a pɾɛzɛnsɐ dos ɐʒɛntɛʃ
-ɛmulsionɐntɛs nɐtuɾajs ɐkɐʁɛtɐ, ɛm ʒɛɾɐl, ɛm um inkɾɛmɛnto siɡnifikɐtivo nɐ suɐ
-viʃkozidɐdɛ ɛ kɐnto mɛnoɾ o ɡɾaw ɐpi do pɛtʁɔlɛo, majs ɛlɛvɐdɐ toɾnɐ-sɛ ɐ pɛɾdɐ
-dɛ kɐɾɡɐ nos siʃtɛmɐs dɛ ɛʃkowɐmɛnto, o kʷɛ ɾɛduz ɐ pɾodusɐ̃w̃ dos posos, ɐfɛtɐndo
-ɐ kɐpɐzidɐdɛ dos siʃtɛmɐs pɾodutivos, sobʁɛtudo os kʷɛ ɛʃtɐ̃w̃ ɛm aɡɐs pɾofundɐs,
-ɛlɛvɐndo, dɛʃtɐ mɐnɛjɾɐ, os kuʃtos ɐʃsoziɐdos. o awtoɾ ɐkʁɛʃsɛntɐ kʷɛ ɐ ɛmulsɐ̃w̃
-foɾmɐdɐ pɐʃsɐ ɐ konstitujɾ um impoɾtɐntɛ ɐʃpɛkto dɐ ɡɐɾɐntiɐ dɛ ɛʃkowɐmɛnto dɐ
-pɾodusɐ̃w̃ ɛ kʷɛ e fundɐmɛntɐl o ɛʃtudo dɐs pɾopʁiɛdɐdɛs ɾɛolɔʒikɐs dos pɛtʁɔlɛoʃ
-ɛ suɐs ɛmulsõj̃s, no momɛnto ɛm kʷɛ sɐ̃w̃ pɾoʒɛtɐdos ɛ dimɛnsionɐdos ɐs linɐs ɛ
-ɛkʷipɐmɛntos dɐ pɾodusɐ̃w̃. 2.1 klɐʃsifikɐsɐ̃w̃ dɐs ɛmulsõj̃s dɛ ɐkoɾdo kom pɐl
-(1994), ɐs ɛmulsõj̃s podɛm sɛɾ klɐʃsifikɐdɐs ɛm tɾes ɡɾɐndɛs ɡɾupos: ɐs ɛmulsõj̃ʃ
-dɛ aɡɐ ɛm ɔlɛo (ɐ/o), dɛ ɔlɛo ɛm aɡɐ (o/ɐ) ɛ ɐs ɛmulsõj̃s multiplɐs. ɐʃ
-ɛmulsõj̃s (ɐ/o) sɐ̃w̃ foɾmɐdɐs poɾ ɡotɐs dɛ aɡɐ diʃpɛɾsɐ nɐ fɐzɛ kontinuɐ dɛ ɔlɛo
-ɛ sɐ̃w̃ ɐs, ʒɛɾɐlmɛntɛ, ɛnkontɾɐdɐs no inizio dɐ pɾodusɐ̃w̃ dos posos dɛ pɛtʁɔlɛo.
-ɐs ɛmulsõj̃s (o/ɐ) sɐ̃w̃ ɐs kɐmɐdɐs ɛmulsõj̃s invɛɾsɐs, umɐ vɛz kʷɛ poʃsuɛm komo
-fɐzɛ diʃpɛɾsɐ o ɔlɛo ɛ sɐ̃w̃ majs komuns kɐnto o poso poʃsuj ɛlɛvɐdos pɛɾsɛntuajʃ
-dɛ aɡɐ. poɾ fim, ɛmulsõj̃s multiplɐs kʷɛ sɐ̃w̃, nɐ vɛɾdɐdɛ, umɐ diʃpɛɾsɐ̃w̃ dɛntɾo
-dɛ owutʁɐ. poɾ ɛksɛmplo, umɐ ɛmulsɐ̃w̃ ɐ/o/ɐ e foɾmɐdɐ poɾ pɛkʷɛnɐs ɡotikulɐs dɛ
-ɛmulsɐ̃w̃ dɛ aɡɐ ɛm ɔlɛo, diʃpɛɾsɐ ɛm aɡɐ. ɐ fiɡʁɐ 1, nɐ sɛkʷensiɐ, iluʃtɾɐ oʃ
-tipos dɛ ɛmulsɐ̃w̃ mɛnsionɐdɐs. ɐs ɛmulsõj̃s tɐmbem podɛm sɛɾ klɐʃsifikɐdɐs dɛ
-ɐkoɾdo kom o tɐmɐno dɐs ɡotɐs diʃpɛɾsɐs ɛm mɐkʁowɛmulsõj̃s ɛ nɐnowɛmulsõj̃s. ɐʃ
-mɐkʁowɛmulsõj̃s, owu ɐpɛnɐs ɛmulsõj̃s, poʃsuɛm o tɐmɐno dɛ ɡotɐ noɾmɐlmɛntɛ ɐzimɐ
-dɛ 1 μm. ʒa ɐs nɐnowɛmulsõj̃s poʃsuɛm diamɛtʁo dɛ ɡotɐs vɐɾiɐndo ɛntɾɛ 20 ɛ 500 n
-(fɛɾnɐndɛz ɛt ɐl., 2004; solɐns ɛt ɐl., 2005). ɛksiʃtɛm tɐmbem ɐs mikʁowɛmulsõj̃ʃ
-kuʒɐ dɛfinisɐ̃w̃ nɐ̃w̃ ɛʃta ɐʃsoziɐdɐ ɐo tɐmɐno dɐs ɡotɐs dɐ fɐzɛ diʃpɛɾsɐ ɛ ɛlɐʃ
-sɛ difɛɾɛm dɐs nɐnowɛmulsõj̃s poɾ ɛksibiɾɛm ɛʃtɐbilidɐdɛ tɛɾmodinamikɐ, ɐlem dɛ
-sɛɾɛm foɾmɐdɐs ɛʃpontɐnɛɐmɛntɛ, poɾem kom dɛpɛndensiɐ dɛ tɛmpɛɾɐtuɾɐ ɛ
-kompozisɐ̃w̃ (dɐltin, 2011). 2.2 instɐlbilidɐdɛ dɐs ɛmulsõj̃s nɐ awzensiɐ dɛ
-ɐʒɛntɛs ɛmulsionɐntɛs, tɛnsowɐtivos, umɐ ɛmulsɐ̃w̃ (diʃpɛɾsɐ̃w̃ likʷido-likʷido), dɛ
-ɐkoɾdo kom dɐltin (2011), kowɐlɛʃsɛ ɾɐpidɐmɛntɛ ɛ ɐ vɛlozidɐdɛ dɛ kowɐlɛʃsensiɐ e
-funsɐ̃w̃ dɐ difɛɾɛnsɐ dɛ dɛnsidɐdɛ ɛntɾɛ ɐs fɐzɛs, dɐ viʃkozidɐdɛ dɐ fɐzɛ ɛstɛɾnɐ
-ɛ intɛɾnɐ ɛ dɐ tɛnsɐ̃w̃ intɛɾfɐziɐl ɛntɾɛ ɛlɐs. ɐ difɛɾɛnsɐ dɛ dɛnsidɐdɛ ɛntɾɛ ɐ
-fɐzɛ ɔlɛo ɛ ɐ fɐzɛ aɡɐ e kʷɛ pɾopiziɐ ɐ foɾsɐ motʁiz dɐ sɛpɐɾɐsɐ̃w̃ dɛ fɐzɛs.
-ɐʃsim , pɐɾɐ umɐ ɛmulsɐ̃w̃ dɛ ɔlɛo ɛm aɡɐ , kɐnto mɛnoɾ ɐ dɛnsidɐdɛ do ɔlɛo ,
-majs ɛlɛ tɛndɛ ɐ sɛ diɾɛzionɐɾ pɐɾɐ ɐ fɐzɛ supɛɾioɾ , impulsionɐndo ɐs ɡotikulɐʃ
-dɛ ɔlɛo pɐɾɐ simɐ ;  ɐ ɐʃsɛnsɐ̃w̃ dɐs ɡotikulɐs dɛ ɔlɛo ɛm umɐ ɛmulsɐ̃w̃ ,
-dɛkoʁɛntɛ dɐ difɛɾɛnsɐ dɛ dɛnsidɐdɛ ɛntɾɛ ɐs fɐzɛs , podɛ sɛɾ ɾɛtɐɾdɐdɐ pɛlɐ
-ɐltɐ viʃkozidɐdɛ dɐ fɐzɛ kontinuɐ . ɐltɐs viʃkozidɐdɛs fɐzɛm kom kʷɛ ɐ ɡotɐ
-ɛnfɾɛntɛ mujto ɐtʁito dɐs molekulɐs dɐ fɐzɛ kontinuɐ pɐɾɐ podɛɾ subiɾ pɛlɐ
-ɛmulsɐ̃w̃ , ɾɛtɐɾdɐndo o pɾozɛʃso ;  poɾ fim , kɐnto mɐjoɾ ɐ tɛnsɐ̃w̃ intɛɾfɐziɐl
-dos dowis likʷidos kʷɛ foɾmɐm ɐ ɛmulsɐ̃w̃ , mɐjoɾ ɐ ɛnɛɾʒiɐ nɛzɛʃsaɾiɐ pɐɾɐ ɐ
-foɾmɐsɐ̃w̃ dɐs supɛɾfiziɛs ɛntɾɛ ɐs fɐzɛs dɛʃsɐ ɛmulsɐ̃w̃ , ʒa kʷɛ ɐ foɾmɐsɐ̃w̃ dɛ
-ɡotikulɐs pɛkʷɛnɐs dɛ ɔlɛo ɛm aɡɐ somɛntɛ e ɐlkɐnsɐdɐ kom o awmɛnto dɐʃ
-supɛɾfiziɛs . ɐ fuzɐ̃w̃ dɛ duɐs ɡotikulɐs ɛm umɐ mɐjoɾ (kowɐlɛʃsensiɐ) ɾɛduz ɛʃsɛ
-ɡɾɐndɛ vɐloɾ dɛ aɾɛɐ dɛ supɛɾfiziɛs, diminujndo ɐ ɛnɛɾʒiɐ do siʃtɛmɐ, ɛ
-konstituj um pɾozɛʃso ɛʃpontanɛo. ɐs ɡotikulɐs pɛkʷɛnɐs tɛndɛm ɐ sɛ ɾewniɾ ɛ̃
-ɡotikulɐs mɐjoɾɛs, o kʷɛ fɐzilitɐ ɐ ɐsɐ̃w̃ dɐ difɛɾɛnsɐ dɛ dɛnsidɐdɛs ɛntɾɛ ɐʃ
-fɐzɛs, powis ɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ volumɛ dɐ ɡotikulɐ ɛ ɐ suɐ aɾɛɐ e awmɛntɐdɐ,
-pɛɾmitindo ɐʃsim kʷɛ ɛʃsɐ ɡotɐ mɐjoɾ vɛnsɐ majs fɐzilmɛntɛ ɐ ɾɛziʃtensiɐ dɐ
-viʃkozidɐdɛ dɐ fɐzɛ kontinuɐ. dɛʃtɛ modo, pɐɾɐ mɐntɛɾ umɐ ɛmulsɐ̃w̃ ɛʃtavɛl poɾ
-majs tɛmpo, e impoɾtɐntɛ ɛvitɐɾ ɐ kowɐlɛʃsensiɐ dɐs ɡotikulɐs, utilizɐɾ fɐzɛs kõ
-dɛnsidɐdɛs majs pɾɔksimɐs ɛ ɐtuɐɾ nɐ viʃkozidɐdɛ dɐ fɐzɛ kontinuɐ. ɐlem diʃso, e
-impoɾtɐntɛ ɐtuɐɾ nɐ ɾɛdusɐ̃w̃ dɐ tɛnsɐ̃w̃ intɛɾfɐziɐl pɐɾɐ kʷɛ sɛ poʃsɐ diminujɾ o
-tɐmɐno dɐs ɡotikulɐs sɛm kʷɛ sɛʒɐ nɛzɛʃsaɾiɐ ɐ ɐplikɐsɐ̃w̃ dɛ kɐntidɐdɛ mujto
-ɡɾɐndɛ dɛ ɛnɛɾʒiɐ. 2.3 ɛmulsionɐmɛnto ɐ tɛknoloʒiɐ dɛ ɛmulsõj̃s kompɾɛɛndɛ umɐ
-ɐmplɐ ɡɐmɐ dɛ induʃtɾiɐs ɛ ɐplikɐsõj̃s, kɐdɐ umɐ dɛlɐs kom ɾɛkʷizitos mujto
-vɐɾiɐdos. fɐzɛ ɐo ɡɾɐndɛ numɛɾo dɛ vɐɾiavɛjs ɛnvolvidɐs nɐ pɾɛpɐɾɐsɐ̃w̃ dɛ
-ɛmulsõj̃s, ɛʃsɐ tɛknoloʒiɐ dɛzɛnvolvew-sɛ ɛʃsɛnsiɐlmɛntɛ dɛ modo ɛmpiɾiko. ɐ
-fiɡʁɐ 2 iluʃtɾɐ ɛʃkʷɛmɐtikɐmɛntɛ ɐ komplɛksidɐdɛ dɐ pɾɛpɐɾɐsɐ̃w̃ ɛ ɛʃtɐbilizɐsɐ̃w̃
-dɛ umɐ ɛmulsɐ̃w̃, ɛm kʷɛ ɐs sɛtɐs indikɐm ɐs ɾɛlɐsõj̃s dɛ kawzɐ ɛ ɛfɛjto ɛntɾɛ
-vɐɾiavɛjs, pɾopʁiɛdɐdɛs ɛ fɛnomɛnos (dɐltin, 2011). nɐ pɾɛpɐɾɐsɐ̃w̃ dɛ umɐ
-ɛmulsɐ̃w̃, podɛ-sɛ sɛpɐɾɐɾ os fɐtoɾɛs kʷɛ influɛnsiɐm os ɾɛzultɐdos finajs ɛm tɾeʃ
-ɡɾupos: vɐɾiavɛjs dɛ foɾmulɐsɐ̃w̃, dɛ kompozisɐ̃w̃ ɛ poɾ fim, fɐtoɾɛs mɛkanikos ɛ dɛ
-flukso. sɛɡndo dɐltin (2011), ɐs vɐɾiavɛjs dɛ foɾmulɐsɐ̃w̃ tɾɐtɐm dɐ nɐtuɾɛzɐ do
-ɐʒɛntɛ ɛmulsionɐntɛ ɛ dɐs fɐzɛs ɐkozɐ ɛ oɾɡanikɐ, inklujndo-sɛ aj́ ɐ
-tɛmpɛɾɐtuɾɐ. o ɛntɛndimɛnto dɛ kɐɾɐktɛɾiʃtikɐs fiziko-kʷimikɐs do siʃtɛmɐ
-pɛɾmitɛ pɾɛvɛɾ komo ɐlɡns tɛnsowɐtivos podɛm funsionɐɾ ɛm dɛtɛɾminɐdos siʃtɛmɐs.
-ɐs vɐɾiavɛjs dɛ kompozisɐ̃w̃ ɛnvolvɛm ɐ pɾopoɾsɐ̃w̃ ɾɛlɐtivɐ dɛ aɡɐ ɛ ɔlɛo, bɛ̃
-komo ɐ konsɛntɾɐsɐ̃w̃ do ɛmulsionɐntɛ. poɾ fim, os fɐtoɾɛs mɛkanikos ɛ dɛ flukso
-ɛʃtɐ̃w̃ ɐʃsoziɐdos o tipo dɛ ɛkʷipɐmɛnto utilizɐdo, intɛnsidɐdɛ dɛ ɐʒitɐsɐ̃w̃ ɛ
-pɾozɛdimɛnto. e no pɾozɛdimɛnto dɛ ɛmulsionɐmɛnto kʷɛ ɛʃta konsɛntɾɐdɐ ɐ mɐjoɾiɐ
-dos konɛzimɛntos ɛmpiɾikos, ɐpɛzɐɾ dɛ ɐvɛɾ vaɾios ɛʃtudos no sɛntido dɛ
-ɛntɛndɛɾ ɐ suɐ impoɾtansiɐ nɐ ɛʃtɐbilizɐsɐ̃w̃ dɛ ɛmulsõj̃s. kɐndo ɐ aɡɐ e ɐ fɐzɛ
-kontinuɐ ɐ ɛmulsɐ̃w̃ ɐpʁɛzɛntɐɾa kondutividɐdɛ ɐltɐ, umɐ vɛz kʷɛ ɛlɐ poʃsuj
-ɛlɛtʁɔlitos diʃsolvidos. poɾ owutʁo lɐdo, kɐzo ɐ fɐzɛ kʷɛ poʃsuj majs ɛlɛtʁɔlitoʃ
-sɛʒɐ ɐ fɐzɛ diʃpɛɾsɐ, ɐ kondutividɐdɛ sɛɾa bajksɐ poɾkʷɛ nɐ̃w̃ ɐvɛɾa kontinujdɐdɛ
-ɛntɾɛ os ɛlɛtʁodos do kondutivimɛtʁo. ɾɛzumindo, nɐ awzensiɐ dɛ owu bajksɐ
-kondutividɐdɛ, o siʃtɛmɐ e do tipo (o/ɐ). 2.4 mɛkɐniʃmos dɛ kʷɛbʁɐ dɛ ɛmulsõj̃s ɐ
-kʷɛbʁɐ dɛ ɛmulsõj̃s podɛ okoʁɛɾ poɾ vaɾios mɛkɐniʃmos, komo os iluʃtɾɐdos nɐ
-fiɡʁɐ 3. o kɾɛɐminɡ, sɛdimɛntɐsɐ̃w̃ owu ɐʃsɛnsɐ̃w̃, okoʁɛ ɛm viɾtudɛ dɛ difɛɾɛnsɐʃ
-dɛ dɛnsidɐdɛ ɛntɾɛ ɐs fɐzɛs intɛɾnɐ ɛ kontinuɐ dɐ ɛmulsɐ̃w̃. o pɾozɛʃso dɛ
-ɐʃsɛnsɐ̃w̃ e majs komum kʷɛ o dɛ sɛdimɛntɐsɐ̃w̃ ɛ iʃso sɛ dɛvɛ ɐo fɐto dɛ kʷɛ ɐʃ
-ɛmulsõj̃s dɛ ɔlɛo ɛm aɡɐ (o/ɐ) sɐ̃w̃ majs komuns, poɾtɐnto o ɔlɛo tɛndɛ ɐ sɛɾ o
-flujdo dɛ mɛnoɾ dɛnsidɐdɛ. ɐs ɡotikulɐs diʃpɛɾsɐs tɐmbem podɛm foɾmɐɾ flokoʃ
-(flokulɐsɐ̃w̃), mɐntɛndo suɐ kɐɾɐktɛɾiʃtikɐ dɛ ɡotikulɐs. pɐɾɐ dɐltin (2011), ɐ
-sɛdimɛntɐsɐ̃w̃, ɐʃsɛnsɐ̃w̃ ɛ flokulɐsɐ̃w̃ sɐ̃w̃ fɛnomɛnos kʷɛ podɛm sɛɾ ɾɛvɛɾtidos pɛlo
-pɾozɛʃso dɛ ɐʒitɐsɐ̃w̃ modɛɾɐdɐ ɛ sɐ̃w̃ konsidɛɾɐdɐs ɛʃtaʒios iniziajs nɐ okoʁensiɐ
-dɐ kowɐlɛʃsensiɐ, pɾozɛʃso no kɐl ɐs ɡotikulɐs sɛ unɛm pɐɾɐ foɾmɐsɐ̃w̃ dɛ ɡotɐʃ
-mɐjoɾɛs. ɐ kowɐlɛʃsensiɐ podɛ sɛɾ um fɛnomɛno iʁɛvɛɾsivɛl ɛ pɾovokɐɾ ɐ
-dɛzɛʃtɐbilizɐsɐ̃w̃ dɐ ɛmulsɐ̃w̃. 2.6 tipos dɛ tɛnsowɐtivos pɐɾɐ dɐltin (2011), ɐ
-klɐʃsifikɐsɐ̃w̃ majs komum pɐɾɐ os tɛnsowɐtivos e bɐzɛɐdɐ nɐs kɐɾɐktɛɾiʃtikɐs dɛ
-sew ɡɾupo polɐɾ ɛ e divididɐ ɛm tɛnsowɐtivos ɐnionikos, kɐtionikos ɛ nɐ̃w̃-ionikos,
-ɐlem dos tɛnsowɐtivos kɐmɐdos dɛ ɐnfɔtɛɾos ɛ ʒwittɛɾionikos. tɛnsowɐtivoʃ
-ɐnfɔtɛɾos sɛ kompoɾtɐm komo ɐnionikos owu kɐtionikos ɛm funsɐ̃w̃ do p do mɛjo ɛ oʃ
-ʒwittɛɾionikos ɐpʁɛzɛntɐm os ɡɾupos polɐɾɛs ɐnioniko ɛ kɐtioniko simultɐnɛɐmɛntɛ
-nɐ molekulɐ. nos tɛnsowɐtivos ɐnionikos os ɡɾupos kɐɾɐktɛɾiʃtikos majs komunʃ
-sɐ̃w̃: kɐɾboksilɐto, sulfɐto, sulfonɐto ɛ foʃfɐto. ɛʃsɛs ɡɾupos podɛm sɛɾ
-ɐʃsoziɐdos ɐ kɐdɛjɐs polioksiɛtilenikɐs, komo no ɐlkʷil etɛɾ sulfɐto. kɐnto ɐoʃ
-tɛnsowɐtivos kɐtionikos, ɐ ɡɾɐndɛ pɐɾtɛ ɐpʁɛzɛntɐ pɛlo mɛnos um atomo dɛ
-nitʁoʒenio kom umɐ kɐɾɡɐ pozitivɐ. tɐnto ɐminɐs komo pɾodutos bɐzɛɐdos ɛ̃
-kɐtɛɾnaɾios dɛ ɐmonio sɐ̃w̃ bɐʃtɐntɛ komuns. poɾ fim, sɛ tɛm os tɛnsowɐtivos nɐ̃w̃
-ionikos kʷɛ, sɛɡndo dɐltin (2011), nɐ̃w̃ sɛ diʃsoziɐm ɛm ions ɛm solusɐ̃w̃ ɐkozɐ
-ɛ, poɾ iʃso, sɐ̃w̃ kompɐtibilizɐdos kom kajʃkʷɛɾ owutʁos tipos dɛ tɛnsowɐtivos,
-poɾtɐnto, sɐ̃w̃ utilizɐdos ɛm foɾmulɐsõj̃s komplɛksɐs, tɐnto kʷɛ sɛ utilizɐm ɛʃsɛʃ
-tɛnsowɐtivos ɛm divɛɾsos pɾodutos dɛ uzo domeʃtiko ɛ induʃtɾiɐl. o mɛɾkɐdo dɛ
-tɛnsowɐtivos nɐ̃w̃ ionikos e dominɐdo pɛlos ɛtoksilɐdos kuʒo ɡɾupo idʁofiliko e
-foɾmɐdo poɾ umɐ kɐdɛjɐ dɛ molekulɐs dɛ ɔksido dɛ ɛtɛno polimɛɾizɐdɐ (kɐdɛjɐ
-polioksiɛtilenikɐs) fiksɐdɐ ɐ umɐ pɐɾtɛ ɐpolɐɾ. ɛksɛmplos dɛ tɛnsowɐtivos nɐ̃w̃
-ionikos ɛm kʷɛ ɐ kɐdɛjɐ polɐɾ nɐ̃w̃ e polioksiɛtilenikɐs sɐ̃w̃ os etɛɾɛs dɛ sɐkɐɾozɛ,
-eʃtɛɾɛs dɛ soɾbitɐn, ɐlkʷil ɡlukozidɛos ɛ os eʃtɛɾɛs dɛ poliɡlizɛɾol, kʷɛ
-poʃsuɛm umɐ kɐdɛjɐ polɐɾ poliidʁoksilikɐ. a tɐmbem kombinɐsõj̃s dɛ tɛnsowɐtivoʃ
-poliidʁoksilikos ɛ polioksiɛtilenikos komo o poliidʁoksiliko konɛzido kom ɐ
-mɐɾkɐ komɛɾsiɐl dɛ spɐn® ɛ o sew pɾoduto koʁɛʃpondɛntɛ ɛtoksilɐdos, twɛɛn®.
-nɛʃtɛ tɾɐbɐlo foɾɐm utilizɐdos os tɛnsowɐtivos nɐ̃w̃ ionikos spɐn 80, twɛɛn 80,
-ultɾɐnɛks np 150 ɛ ultɾol. 2.7 sɛlɛzionɐndo tɛnsowɐtivos ɐ ɛʃkolɐ dɛ tɛnsowɐtivoʃ
-kʷɛ fɐɾɐ̃w̃ pɐɾtɛ dɛ um siʃtɛmɐ ɛmulsionɐdo, dɛ foɾmɐ kʷɛ ɛlɐ sɛʒɐ ɛʃtavɛl, owu
-fɐvoɾɛsɐ um tipo dɛ ɛmulsɐ̃w̃ ɛm dɛtʁimɛnto dɛ owutʁo, sɛmpɾɛ fowi um pɾoblɛmɐ. ɐʃ
-ɛmulsõj̃s sɛmpɾɛ foɾɐm pɾɛpɐɾɐdɐs ɐ pɐɾtiɾ dɛ mujto tɾɐbɐlo ɛspɛɾimɛntɐl ɛ powuko
-tɛoɾizɐsɐ̃w̃ sobʁɛ os ɾɛzultɐdos obtidos. o tɾɐbɐlo ɛspɛɾimɛntɐl ajndɐ kontinuɐ
-ɡɾɐndɛ, no ɛntɐnto, mujtos siɛntiʃtɐs vɛm tɾɐbɐlɐndo pɐɾɐ fɐzilitɐɾ o pɾozɛʃso
-dɛ sɛlɛsɐ̃w̃ dɛ tɛnsowɐtivos owu tɛntɐɾ ɛsplikɐɾ os kompoɾtɐmɛntos mɐkʁoʃkɔpikoʃ
-obsɛɾvɐdos (dɐltin, 2011). 2.7.1 bɐlɐnso idʁofiliko lipofiliko umɐ dɐs idɛjɐʃ
-bazikɐ kʷɛ noɾtɛjɐm ɐ sɛlɛsɐ̃w̃ dɛ tɛnsowɐtivos e kʷɛ os majs soluvɛjs ɛm aɡɐ
-tɛndɛm ɐ foɾmɐɾ ɛmulsõj̃s ɡɾiffin, ɛm 1949, intɾoduziw umɐ modifikɐsɐ̃w̃ dɐ ɾɛɡʁɐ
-sitɐdɐ kom o obʒɛtivo dɛ toɾnɐ-lɐ majs kɐntitɐtivɐ ɛ funsionɐl, ɐʃsim,
-ɛʃtɐbɛlɛzew o konsɛjto dɛ lb (idʁofilik lipofilik bɐlɐnsɛ) dos tɛnsowɐtivos,
-kʷɛ e um bɐlɐnso kɐntitɐtivo ɛntɾɛ ɐs kɐɾɐktɛɾiʃtikɐs idʁofilikɐs ɛ
-lipofilikɐs dɛ umɐ molekulɐ ɛm solusɐ̃w̃ ɛ podɛ sɛɾ kɐlkulɐdo ɐtʁɐves dɛ ɾɛlɐsõj̃ʃ
-mɐtɛmatikɐs simplɛs. kɐnto mɐjoɾ o lb kɐlkulɐdo, majs soluvɛl ɛm aɡɐ e o
-tɛnsowɐtivos (dɐltin, 2011). ɐ tɐbɛlɐ 1 moʃtɾɐ o kompoɾtɐmɛnto ɛʃpɛɾɐdo nɐ
-dilujsɐ̃w̃ do tɛnsowɐtivos ɛm aɡɐ ɛm funsɐ̃w̃ dɛ umɐ fajksɐ dɛ lb. . ɐlem diʃso,
-komo sɛ ve nɐ tɐbɛlɐ 2, o konsɛjto dɛ lb podɛ sɛɾ uzɐdo komo umɐ pɾimɛjɾɐ
-sɛlɛsɐ̃w̃ dɛ tɛnsowɐtivos pɐɾɐ umɐ dɛtɛɾminɐdɐ ɐplikɐsɐ̃w̃. ɐ solubilidɐdɛ ɛm aɡɐ owu
-ɛm ɔlɛo e um dos pɾinsipajs pɐɾamɛtʁos pɐɾɐ sɛɾɛm konsidɛɾɐdos nɛʃsɐʃ
-ɐplikɐsõj̃s. 2.7.2 tɛmpɛɾɐtuɾɐ dɛ invɛɾsɐ̃w̃ dɛ fɐzɛ (pit) tɛnsowɐtivos nɐ̃w̃ ionikoʃ
-kom pɐɾtɛ polɐɾ foɾmɐdɐ poɾ kɐdɛjɐs polioksiɛtilenikɐs sɐ̃w̃ mujto dɛpɛndɛntɛs dɐ
-tɛmpɛɾɐtuɾɐ, ɐʃsim, um mɛʃmo tɛnsowɐtivos podɛ ɛʃtɐbilizɐɾ umɐ ɛmulsɐ̃w̃ dɛ ɔlɛo ɛ̃
-aɡɐ ɛm bajksɐs tɛmpɛɾɐtuɾɐs ɛ ɛmulsõj̃s invɛɾsɐs ɛm ɐltɐs tɛmpɛɾɐtuɾɐs. ɐ
-tɛmpɛɾɐtuɾɐ dɛ invɛɾsɐ̃w̃ dɛ fɐzɛ (pit, pɐzɛ invɛɾsion tɛmpɛɾɐtuɾɛ) podɛ sɛɾ
-vɛɾifikɐdɐ pɛlɐ ɛlɐboɾɐsɐ̃w̃ dɛ umɐ ɛmulsɐ̃w̃ dɛ ɔlɛo ɛm aɡɐ kom 5% dɛ tɛnsowɐtivoʃ
-nɐ̃w̃ ioniko, ɐʒitɐsɐ̃w̃ mɐnuɐl ɛ kom monitoɾɐmɛnto dɐ kondutividɐdɛ do siʃtɛmɐ, dɛ
-tɐl foɾmɐ kʷɛ ɐ tɛmpɛɾɐtuɾɐ e ɛlɛvɐdɐ ɐte okoʁɛɾ umɐ mudɐnsɐ ɐbʁuptɐ nɐ
-kondutividɐdɛ do siʃtɛmɐ, o kʷɛ indikɐ ɐ tɛmpɛɾɐtuɾɐ dɛ invɛɾsɐ̃w̃ dɛ fɐzɛ, powis ɐ
-fɐzɛ kontinuɐ pɐʃsɐ dɛ aɡɐ pɐɾɐ ɔlɛo, kʷɛ e mɛnos kondutoɾ. dɛ modo ʒɛɾɐl, ɐ
-pit dɛpɛndɛ do tipo dɛ ɔlɛo utilizɐdo, kɐnto majs ɐpolɐɾ, mɐjoɾ o sew vɐloɾ, dɐ
-konsɛntɾɐsɐ̃w̃ ɛ tipo dɛ ɛlɛtʁɔlito, noɾmɐlmɛntɛ o sew vɐloɾ dɛkʁɛʃsɛ kom ɐ ɐdisɐ̃w̃
-dɛ sajs a solusɐ̃w̃, dos ɐditivos do ɔlɛo, kɐndo ɛlɛs toɾnɐm o ɔlɛo majs polɐɾ,
-pɾoduzɛm umɐ konsidɛɾavɛl ɾɛdusɐ̃w̃ do pit ɛ poɾ fim, volumɛs ɾɛlɐtivos dɛ aɡɐ ɛ
-ɔlɛo, kɐnto mɐjoɾ ɐ fɾɐsɐ̃w̃ dɛ aɡɐ, majs ɐ pit sɛ ɐpʁoksimɐ do vɐloɾ do ponto dɛ
-nevowɐ do tɛnsowɐtivos. 2.8 ɛmulsõj̃s invɛɾsɐs no pɾozɛʃso dɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo
-e komum ɐ ko-pɾodusɐ̃w̃ dɛ aɡɐ sob ɐ foɾmɐ ɛmulsionɐdɐ. ɛʃtɐ aɡɐ podɛ sɛ
-oɾiʒinɐɾ dɐ pɾɔpʁiɐ foɾmɐsɐ̃w̃ pɾodutoɾɐ owu sɛɾ ɐ konsɛk̈ensiɐ dɐ utilizɐsɐ̃w̃ dɛ
-pɾozɛʃsos dɛ ɾɛkupɛɾɐsɐ̃w̃. ɐ foɾmɐsɐ̃w̃ dɛ ɛmulsõj̃s tipo a��ɐ ɛm ɔlɛo (ɐ/o),
-duɾɐntɛ o pɾozɛʃso dɛ pɾodusɐ̃w̃, e ɐltɐmɛntɛ indɛzɛʒavɛl tɛndo ɛm viʃtɐ o
-inkɾɛmɛnto dɐ viʃkozidɐdɛ do pɛtʁɔlɛo. vaɾios ɛʃtudos tem sido konduzidos dɛ
-modo ɐ pɾɛvɛniɾ ɐ foɾmɐsɐ̃w̃ dɛʃsɛ tipo dɛ ɛmulsɐ̃w̃ owu mɛʃmo, pɾomovɛɾ ɐ invɛɾsɐ̃w̃
-dɛ fɐzɛs duɾɐntɛ o pɾozɛʃso dɛ pɾodusɐ̃w̃, dɐndo oɾiʒɛm ɐ ɛmulsõj̃s tipo ɔlɛo ɛ̃
-aɡɐ (o/ɐ) dɛ bajksɐ viʃkozidɐdɛ. os pɾozɛʃsos dɛ invɛɾsɐ̃w̃ podɛm sɛɾ lɛvɐdos ɐ
-kɐbo utilizɐndo-sɛ dos konɛzimɛntos ɐpʁɛzɛntɐdos no subitɛm ɐntɛɾioɾ. komo
-sitɐdo, nɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo, noɾmɐlmɛntɛ sɛ ɛnkontɾɐ ɛmulsõj̃s dɛ ɐ/o, dɐ
-tɐbɛlɐ 2, podɛ-sɛ notɐɾ kʷɛ ɐ ɛʃkolɐ dɛ tɛnsowɐtivos kom lb nɐ fajksɐ dɛ 8 ɐ 14,
-fɐvoɾɛzɛm ɐs ɛmulsõj̃s dɛ aɡɐ ɛm ɔlɛo kʷɛ sɐ̃w̃ ɛmulsõj̃s konɛzidɐmɛntɛ mɛnoʃ
-viʃkozɐs kʷɛ ɐ suɐ invɛɾsɐ. 3 mɐtɛɾiɐl ɛ metodos 3.1 mɐtɛɾiajs komo fɐzɛ ɐkozɐ
-fowi utilizɐdɐ solusɐ̃w̃ dɛ aɡɐ dɛʃtilɐdɐ ɛ nɐkl 50 ɡ. . l-1. ɐs fɐzɛs olɛozɐʃ
-utilizɐdɐs foɾɐm dowis tipos dɛ pɛtʁɔlɛo, dɛziɡnɐdos komo b ɛ k, suɐʃ
-ɛʃpɛzifikɐsõj̃s sɐ̃w̃: pɛtʁɔlɛo b - ɐpi 26,8 ɛ 1,5 % dɛ ɐʃfɐltɛnos; pɛtʁɔlɛo k –
-ɐpi 19,8 ɛ 3,9 % dɛ ɐʃfɐltɛnos os tɛnsowɐtivos utilizɐdos foɾɐm, spɐn 80,
-ultɾɐnɛks, ultɾol ɛ twɛɛn 40. 3.2 pɾɛpɐɾo dɐs ɛmulsõj̃s ɐs ɛmulsõj̃s foɾɐ̃
-pɾɛpɐɾɐdɐs pɾimɛjɾɐmɛntɛ kom ɐ diʃsolusɐ̃w̃ do tɛnsowɐtivo nɐ fɐzɛ dɛ mɐjoɾ
-ɐfinidɐdɛ, sɛɡʷidɐ dɐ ɐʒitɐsɐ̃w̃ mɐnuɐl poɾ um minuto ɛ ɐʒitɐsɐ̃w̃ ɛm omoʒɛnɛjzɐdoɾ
-poljtʁon pt3100d, poɾ tɾes minutos ɐ 8000 ɾpm ɛ 60°k. ɐs ɛmulsõj̃s foɾɐ̃
-pɾɛpɐɾɐdɐs kom 50 ɛ 70 % (v/v) dɛ fɐzɛ olɛozɐ ɛ ɐ konsɛntɾɐsɐ̃w̃ do tɛnsowɐtivo
-vɐɾiowu ɛntɾɛ 0,0625 ɐ 15 % (m/v). 3.3 ɛʃtɐbilidɐdɛ nɛʃtɐ ɐnalizɛ foɾɐm mɛdidoʃ
-os volumɛs dɛ fɐzɛ sɛpɐɾɐdos. 3.4 kompoɾtɐmɛnto ɾɛolɔʒiko o kompoɾtɐmɛnto
-ʁɛolɔʒiko fowi dɛtɛɾminɐdo utilizɐndo um viʃkozimɛtʁo bɾowokfiɛld ɾvii+pɾo,
-ɐkoplɐdo ɐo softwɐɾɛ ɾɛokɐlk v3.1-1. ɐs kuɾvɐs dɛ viʃkozidɐdɛ foɾɐ̃
-dɛtɛɾminɐdɐs vɐɾiɐndo ɐ tɐksɐ dɛ sizɐlɐmɛnto ɛntɾɛ 15 ɛ 56 s-1. 4 ɾɛzultɐdos ɛ
-diʃkuʃsõj̃s dɛ ɐkoɾdo kom bɾɐdlɛj (2001) ɐ kɐntidɐdɛ dɛ aɡɐ kʷɛ ɛmulsifikɐ kõ
-ɔlɛo kɾu nɐ mɐjoɾiɐ dos siʃtɛmɐs dɛ pɾodusɐ̃w̃ podɛ vɐɾiɐɾ dɛ mɛnos dɛ 1 ɐ majs dɛ
-60 % ɛm ɐlɡns kɐzos. pɐɾɐ vɛɾifikɐɾ o ɛfɛjto dɛʃtɐs difɛɾɛntɛs pɾopoɾsõj̃s foɾɐ̃
-ɐvɐliɐdɐs ɐs ɛʃtɐbilidɐdɛs ɛʃtatikɐs dɛ ɛmulsõj̃s kontɛndo dɛ 20% ɐte 90%, ɛ̃
-volumɛ, dɛ aɡɐ. ɐ fiɡʁɐ 4 moʃtɾɐ o pɛɾfil dɛ ɛʃtɐbilidɐdɛ, ɾɛlɐzionɐndo o
-pɛɾsɛntuɐl volumetʁiko dɛ ɛmulsɐ̃w̃ ɛʃtavɛl ɛ ɐ kɐntidɐdɛ dɛ ɔlɛo ɐdizionɐdɐ sɛ̃
-o uzo do tɛnsowɐtivo. obsɛɾvɐ-sɛ kʷɛ ɐ ɛʃtɐbilidɐdɛ dɐ ɛmulsɐ̃w̃ ɐ pɐɾtiɾ dɛ 70% dɛ
-ɔlɛo pɛɾmɐnɛzɛ inɐltɛɾɐdɐ duɾɐntɛ o pɛɾiodo dɛ tɛmpo ɐnɐlizɐdo. no ɛntɐnto, pɐɾɐ
-os pontos dɛ 10 ɐ 65 % dɛ volumɛ dɐ fɐzɛ olɛozɐ ɐlɡmɐ sɛpɐɾɐsɐ̃w̃ okoʁew. ɛʃtɐ
-sɛpɐɾɐsɐ̃w̃ e majs siɡnifikɐtivɐ, a mɛdidɐ kʷɛ, awmɛntɐ-sɛ ɐ kɐntidɐdɛ dɛ aɡɐ
-pɾɛzɛntɛ. ɛʃtɛs ɾɛzultɐdos ɛɾɐm ɛʃpɛɾɐdos, powis komo o volumɛ dɐ fɐzɛ diʃpɛɾsɐ
-(aɡɐ) awmɛntɐ, ɐ tɐksɐ dɛ kowɐlɛʃsensiɐ awmɛntɐ dɛvido ɐo awmɛnto dɐ ɛntɾopiɐ dɛ
-kolizõj̃s ɛfɛtivɐs ɛntɾɛ ɐs ɡotikulɐs diʃpɛɾsɐs. ɐ mɐjoɾiɐ dɐs ɛmulsõj̃s dɛ
-pɛtʁɔlɛo ɐpʁɛzɛntɐm kɐɾɐktɛɾiʃtikɐs dinamikɐs, tɾɐnsitɔɾiɐs ɛ tɛɾmodinɐmikɐmɛntɛ
-instavɛjs, kɐndo ɐ aɡɐ diʃpɛɾsɐ kowɐlɛʃsɛ ɛ sɛ sɛpɐɾɐ, ɐ ɛnɛɾʒiɐ livʁɛ totɐl
-dɛkʁɛʃsɛ. ɐpɛnɐs pɛlɐ pɾɛzɛnsɐ dɛ um filmɛ ɛmulsifikɐntɛ intɾoduz-sɛ umɐ
-bɐʁɛjɾɐ kʷɛ pɾɛvinɛ o pɾozɛʃso dɛ kʷɛbʁɐ owu sɛpɐɾɐsɐ̃w̃ (skɾɐmm, 1992). ɛ uzɐndo
-mɛʃmɐ kɐntidɐdɛ dɛ tɛnsowɐtivos dɛ difɛɾɛntɛs kɐɾɐktɛɾiʃtikɐs (1% dɛ mɐʃsɐ ɛ̃
-ʁɛlɐsɐ̃w̃ ɐo volumɛ totɐl dɐ ɛmulsɐ̃w̃) ɐ 60°k. no pɾimɛjɾo ɛʃtudo ɾɛɐlizɐdo foɾɐ̃
-ɛmpɾɛɡɐdos 4 ɐʒɛntɛs tɛnsowɐtivos, um dɛlɛs lipofiliko (spɐn 80) ɛ os dɛmajʃ
-idʁofilikos (ultɾɐnɛks, ultɾol, twɛɛn 40), ɛm ɛmulsõj̃s kom fɾɐsõj̃s iɡajs dɛ
-pɛtʁɔlɛo ɛ aɡɐ. os dowis tɛnsowɐtivos kʷɛ ɐpʁɛzɛntɐɾɐm ɐs mɐjoɾɛs ɾɛdusõj̃s dɛ
-viʃkozidɐdɛ ɛm ɾɛlɐsɐ̃w̃ akʷɛlɐs sɛm ɐdisɐ̃w̃ dɛ nɛnum ɐʒɛntɛ foɾɐm sɛlɛzionɐdoʃ
-pɐɾɐ umɐ seɾiɛ dɛ novos tɛʃtɛs kʷɛ pɾopoɾsionɐɾɐm o dɛzɛnvolvimɛnto do pɾɛzɛntɛ
-tɾɐbɐlo. ɐ fiɡʁɐ 5 ɐpʁɛzɛntɐ ɛʃtɛ kompɐɾɐtivo. dɛpowis dɐ ɛʃkolɐ do tɛnsowɐtivo
-iniziowu-sɛ ɐ dɛtɛɾminɐsɐ̃w̃ dɐ konsɛntɾɐsɐ̃w̃ nɛzɛʃsa��iɐ pɐɾɐ ɛʃtɐbilizɐɾ ɐ ɛmulsɐ̃w̃
-o/ɐ. kom ɛʃtɛs dɐdos ɛspɛɾimɛntajs obsɛɾvowu-sɛ kʷɛ o ultɾɐnɛks ɐpʁɛzɛntowu
-mɛloɾɛs ɾɛzultɐdos kɐnto ɐos pɐɾamɛtʁos ɛʃtɐbilidɐdɛ ɛ viʃkozidɐdɛ ɛ, poɾ
-iʃso, fowi utilizɐdo pɐɾɐ ɐs dɛmajs ɛtɐpɐs dɛʃtɛ tɾɐbɐlo. os ɾɛzultɐdos dɛ
-ɛʃtɐbilidɐdɛ kom o uzo do ultɾɐnɛks, pɐɾɐ o pɛtʁɔlɛo pɐɾɐ ɐs ɐmoʃtɾɐs kom 50 % dɛ
-ɔlɛo nɐ̃w̃ fowi poʃsivɛl obtɛɾ ɛmulsɐ̃w̃ ɛʃtavɛl kom 1% dɛ tɛnsowɐtivo sɔ kõ
-kɐntidɐdɛs mɐjoɾɛs dɛ ɐte 15% nos tɛmpos ɛʃtudɐdos. ultɾol (o/ɐ) tɐbɛlɐ 3 -
-ɛʃtɐbilidɐdɛs dɐs ɛmulsõj̃s kom 70% dɛ ɔlɛo ɛm difɛɾɛntɛs konsɛntɾɐsõj̃s dɛ komo
-podɛ sɛɾ obsɛɾvɐdo ɐ ɛʃtɐbilidɐdɛ dɐ ɛmulsɐ̃w̃ dɛ o/ɐ awmɛntɐ a mɛdidɐ kʷɛ ɐ
-konsɛntɾɐsɐ̃w̃ dɛ tɛnsowɐtivo awmɛntɐ. konsidɛɾɐndo o kɐzo kom 70% dɛ ɔlɛo ɐ
-ɛʃtɐbilidɐdɛ komplɛtɐ fowi vɛɾifikɐdɐ kom ɐ kɐntidɐdɛ minimɐ dɛ tɛnsowɐtivo dɛ
-0,125% (m/v) pɐɾɐ os dowis ɔlɛos. ɐbajkso dɛʃtɐ konsɛntɾɐsɐ̃w̃, owu sɛʒɐ, 0,0625%
-(m/v) okoʁew umɐ ɾɛdusɐ̃w̃ nɐ ɛʃtɐbilidɐdɛ dɐs ɛmulsõj̃s pɾɛpɐɾɐdɐs. ɛʃtɐ
-obsɛɾvɐsɐ̃w̃ e ɛsplikɐdɐ pɛlo fɐto dɛ kʷɛ o awmɛnto dɐ konsɛntɾɐsɐ̃w̃ dɛ tɛnsowɐtivo
-ʁɛzultɐ ɛm um awmɛnto do numɛɾo dɛ molekulɐs ɐdsoɾvidɐs nɐ intɛɾfɐzɛ ɔlɛo-aɡɐ.
-owutʁo ponto impoɾtɐntɛ dɛ diʃkuʃsɐ̃w̃ e kʷɛ a mɛdidɐ kʷɛ ɐ kɐntidɐdɛ dɛ
-tɛnsowɐtivo awmɛntɐ, um awmɛnto nɐs viʃkozidɐdɛs ɐfɛɾidɐs tɐmbem e obsɛɾvɐdo.
-poɾtɐnto, ɐlem do fɐtoɾ kuʃto o fɐtoɾ viʃkozidɐdɛ tɐmbem nos lɛvɐ ɐ kɾɛɾ kʷɛ o
-uzo dɐ kɐntidɐdɛ minimɐ fɐz kom kʷɛ o pɾozɛʃso okoʁɐ no ponto ɔtimo. owutʁo
-fɐtoɾ dɛtɛɾminɐntɛ pɐɾɐ ɐ viʃkozidɐdɛ dɛ ɛmulsõj̃s e ɐ kɐntidɐdɛ dɛ fɐzɛ
-diʃpɛɾsɐ ɛmulsionɐdɐ. nɐ fiɡʁɐ 6, podɛ-sɛ obsɛɾvɐɾ ɐ vɐɾiɐsɐ̃w̃ dɐ viʃkozidɐdɛ dɛ
-ɛmulsõj̃s obtidɐs sɛm o uzo do tɛnsowɐtivo pɐɾɐ o pɛtʁɔlɛo b. o mɛʃmo
-kompoɾtɐmɛnto fowi obsɛɾvɐdo pɐɾɐ o pɛtʁɔlɛo k, kom ɐ mɛʃmɐ tɛndensiɐ dɐs kuɾvɐs,
-no ɛntɐnto, kom vɐloɾɛs majs ɐltos dɛ viʃkozidɐdɛ. nɐ fiɡʁɐ 7 sɐ̃w̃ moʃtɾɐdos oʃ
-ʁɛzultɐdos pɐɾɐ ɐ viʃkozidɐdɛ utilizɐndo ɐ kɐntidɐdɛ minimɐ dɛ tɛnsowɐtivo pɐɾɐ
-difɛɾɛntɛs konsɛntɾɐsõj̃s volumetʁikɐs dɛ ɔlɛo pɐɾɐ o pɛtʁɔlɛo b. nɐs fiɡʁɐs 6 ɛ
-7 podɛ-sɛ obsɛɾvɐɾ kompoɾtɐmɛntos kontɾaɾios dɐs ɛmulsõj̃s foɾmulɐdɐs kom ɛ sɛ̃
-tɛnsowɐtivo. poɾ um lɐdo, kom um inkɾɛmɛnto dɐ fɐzɛ olɛozɐ ɐ poɾsɛntɐʒɛm dɛ
-volumɛ dɛ fɐzɛ intɛɾnɐ diminuj ɛ, konsɛkʷɛntɛmɛntɛ, ɐ viʃkozidɐdɛ e ɾɛduzidɐ.
-poɾ owutʁo, kom o uzo do tɛnsowɐtivo, ɐs mɛnoɾɛs viʃkozidɐdɛs sɐ̃w̃ obtidɐs pɐɾɐ ɐʃ
-ɛmulsõj̃s kʷɛ ɐpʁɛzɛntɐm mɛnoɾɛs poɾsɛntɐʒɛns dɛ ɔlɛo. ɛntɾɛtɐnto, o
-kompoɾtɐmɛnto sitɐdo nɐ̃w̃ e valido pɐɾɐ todɐs ɐs fɾɐsõj̃s dɛ ɔlɛo. ɐs fiɡʁɐs 8 ɛ
-9 moʃtɾɐm kʷɛ okoʁɛ umɐ intɛɾsɛksɐ̃w̃ ɛntɾɛ ɐs kuɾvɐs ɾɛfɛɾɛntɛs ɐ foɾmulɐsɐ̃w̃ kõ
-ɛ sɛm tɛnsowɐtivo. dɛʃtɛ modo, fikɐ ɛvidɛntɛ ɐ mudɐnsɐ dɛ kompoɾtɐmɛnto do
-siʃtɛmɐ. fiɡʁɐ 9 - kuɾvɐs dɛ viʃkozidɐdɛ ɛm funsɐ̃w̃ dɐ kɐntidɐdɛ dɛ ɔlɛo pɐɾɐ
-ɐs ɛmulsõj̃s do pɛtʁɔlɛo k 5 konkluzõj̃ʃ
-
-kɐpitulo 1 intɾodusɐ̃w̃ ɐs ɐkumulɐsõj̃s dɛ ɔlɛo pɛzɐdo sɐ̃w̃ volumɛtʁikɐmɛntɛ mujto
-impoɾtɐntɛs umɐ vɛz kʷɛ ɛksiʃtɛm ɛspɾɛʃsivɐs ɾɛzɛɾvɐs dɛ ɔlɛo pɛzɐdo ʒa
-dɛʃkobɛɾto ɛ ɛksiʃtɛ ɐ poʃsibilidɐdɛ dɛ kʷɛ novɐs ɾɛzɛɾvɐs sɛʒɐm dɛʃkobɛɾtɐs. oʃ
-ʁɛkuɾsos mundiajs dɛ ɔlɛo pɛzɐdo ɛ ɛstɾɐpɛzɐdo in plɐzɛ somɐm 6 tɾilõj̃s dɛ
-bɐʁis, volumɛ sɛɾkɐ dɛ tɾes vɛzɛs mɐjoɾ kʷɛ o totɐl dɛ ɔlɛo konvɛnsionɐl, do
-kɐl ɐpʁoksimɐdɐmɛntɛ mɛtɐdɛ ʒa fowi pɾoduzido. o bɾɐzil, sɛɡndo dɐdos do finɐl
-dɛ 2004, diʃpõj̃ dɛ umɐ ɾɛzɛɾvɐ pɾovɐdɐ dɛ pɛtʁɔlɛo likʷido dɛ 11 bilõj̃s dɛ
-bɐʁis, sɛndo 2,9 bilõj̃s ɐ pɐɾsɛlɐ ɾɛfɛɾɛntɛ ɐ ɔlɛos pɛzɐdos, ɛm suɐ mɐjoɾ
-pɐɾtɛ situɐdɐ ɛm kɐmpos mɐɾitimos. (bɐnnwɐɾt ɛ tɾɛvizɐn, 2006). ɐs ɾɛzɛɾvɐʃ
-mundiajs dɛ ɔlɛo pɛzɐdo ɐpʁɛzɛntɐm ɡɾɐndɛs dɛpɔzitos no owɛʃtɛ do kɐnɐda
-(ɐtɐbɐʃkɐ) ɛ lɛʃtɛ dɐ vɛnɛzuɛlɐ (fajksɐ pɛtʁolifɛɾɐ do oɾinoko), komo podɛ sɛɾ
-obsɛɾvɐdo nɐ fiɡʁɐ 1.1 ɐbajkso. fiɡʁɐ 1.1: pɾinsipajs ɾɛzɛɾvɐs dɛ ɔlɛo pɛzɐdo.
-(fontɛ smɐllɛj,2001) ɔlɛos pɛzɐdos moʃtɾɐm powukɐ owu nɛnumɐ mobilidɐdɛ, mɛʃmo ɛ̃
-kondisõj̃s dɛ subsupɛɾfiziɛ, dɛvido a suɐ ɐltɐ viʃkozidɐdɛ. poɾtɐnto, ɛlɛʃ
-fɾɛk̈ɛntɛmɛntɛ nɐ̃w̃ sɐ̃w̃ pɾoduzivɛjs poɾ teknikɐs konvɛnsionajs. as vɛzɛs, umɐ
-pɛkʷɛnɐ kɐntidɐdɛ dɛ ɔlɛo pɛzɐdo podɛ sɛɾ pɾoduzid��, kom umɐ ɛfiziensiɐ mujto
-bajksɐ do pɾozɛʃso dɛ ɾɛkupɛɾɐsɐ̃w̃ pɾimaɾiɐ. konfoɾmɛ ɐs ɾɛzɛɾvɐs dɛ ɔlɛo lɛvɛ
-diminuɛm, ɐ pɾodusɐ̃w̃ dɛ ɔlɛo pɛzɐdo podɛ ɛspɐndiɾ-sɛ pɐɾɐ ɐtɛndɛɾ ɐ dɛmɐndɐ.
-dɛntɾɛ ɐs tɛknoloʒiɐs kʷɛ ɛʃtɐ̃w̃ sɛndo ɛʃtudɐdɐs ɛʃta ɐ teknikɐ koɾɛflow kʷɛ
-konsiʃtɛ nɐ inʒɛsɐ̃w̃ dɛ umɐ pɛkʷɛnɐ vɐzɐ̃w̃ dɛ aɡɐ ʒunto ɐo ɛʃkowɐmɛnto dɛ ɔlɛo. ɐ
-inʒɛsɐ̃w̃ dɛ aɡɐ e fɛjtɐ pɛlɐs lɐtɛɾajs do tubo dɛ pɾodusɐ̃w̃ foɾmɐndo um filmɛ
-ɐnulɐɾ dɛ aɡɐ kʷɛ pɛɾmɐnɛzɛ ɛm kontɐto kom ɐ tubulɐsɐ̃w̃ ɾɛduzindo dɾɐʃtikɐmɛntɛ
-ɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃. ɛm umɐ opɛɾɐsɐ̃w̃ dɛ ɛʃkowɐmɛnto dɛ ɔlɛo pɛzɐdo utilizɐndo o
-metodo koɾɛflow podɛm okoʁɛɾ impɾɛviʃtos kʷɛ okɐzionɛm umɐ pɐɾɐdɐ inɛʃpɛɾɐdɐ
-dɐs bombɐs dɛ aɡɐ ɛ ɔlɛo. no kɐzo dɛ linɐs oɾizontajs ɐ sɛdimɛntɐsɐ̃w̃
-ɡɾɐvitɐzionɐl fɐz kom kʷɛ ɐʒɐ um ɐkumulo dɛ ɔlɛo nɐ pɐɾtɛ supɛɾioɾ dɐ tubulɐsɐ̃w̃
-ɛ umɐ finɐ kɐmɐdɐ dɛ aɡɐ nɐ pɐɾtɛ infɛɾioɾ dɐ tubulɐsɐ̃w̃. pɐɾɐ ɐ ɾɛmosɐ̃w̃ dɛʃtɛ
-ɔlɛo e nɛzɛʃsaɾio pɾɛʃsuɾizɐɾ ɐ linɐ kom aɡɐ pɐɾɐ kʷɛ ɛʃtɐ ɐos powukos ɾɛmovɐ o
-ɔlɛo ɐkumulɐdo nɐ pɐɾtɛ supɛɾioɾ. ɐ ɾɛpɐɾtidɐ dɛ linɐ pɾɛzisɐ sɛɾ ɾɛɐlizɐdɐ sɛ̃
-ɐ okoʁensiɐ dɛ pikos dɛ pɾɛʃsɐ̃w̃ ɛ dɛ foɾmɐ ɐ ɾɛmovɛɾ o pluɡʷɛ dɛ ɔlɛo ɐkumulɐdo
-duɾɐntɛ o pɛɾiodo ɛm kʷɛ o siʃtɛmɐ fikowu ɛm ɾɛpowuzo. o pɾɛzɛntɛ tɾɐbɐlo sɛ
-pɾopõj̃ ɐ ɛʃtudɐɾ o pɾozɛdimɛnto dɛ ɾɛpɐɾtidɐ, ɾɛɐlizɐdo liɡɐndo-sɛ somɛntɛ ɐ
-bombɐ dɛ aɡɐ, dɛ umɐ linɐ dɛ ɛʃkowɐmɛnto ɔlɛo pɛzɐdo / aɡɐ ɛm pɐdʁɐ̃w̃ koɾɛ flow
-kʷɛ sofʁɛ umɐ pɐɾɐdɐ inɛʃpɛɾɐdɐ dɐs bombɐs dɛ ɔlɛo ɛ aɡɐ, ɐ fim dɛ kontɾibujɾ
-pɐɾɐ ɐ konsolidɐsɐ̃w̃ pɾatikɐ dɐ teknikɐ dɛ koɾɛ flow. pɐɾɐ iʃso foɾɐm ɾɛɐlizɐdoʃ
-ɛspɛɾimɛntos ɛm difɛɾɛntɛs kondisõj̃s, iʃto e, kom difɛɾɛntɛs oldups dɛ ɔlɛo,
-difɛɾɛntɛs tɛmpos ɛm kʷɛ ɐs bombɐs dɛ ɔlɛo ɛ aɡɐ pɛɾmɐnɛzɛm pɐɾɐdɐs ɛ
-difɛɾɛntɛs vɐzõj̃s dɛ aɡɐ pɐɾɐ ɐ limpɛzɐ dɛ linɐ. kɐpitulo 2 ɾɛvizɐ̃w̃ dɐ
-litɛɾɐtuɾɐ 2.1 ɐʃpɛktos ʒɛɾajs sobʁɛ o pɛtʁɔlɛo o pɛtʁɔlɛo kɐɾɐktɛɾizɐ-sɛ poɾ
-sɛɾ umɐ miʃtuɾɐ komplɛksɐ dɛ idʁokɐɾbonɛtos kompoʃtɐ pɛlos ɡɾupos dɛ
-idʁokɐɾbonɛtos sɐtuɾɐdos, idʁokɐɾbonɛtos ɐɾomatikos, ɾɛzinɐs ɛ ɐʃfɐltɛnos. ɐ
-ɐnalizɛ ɛlɛmɛntɐɾ do ɔlɛo kɾu tipiko konfiɾmɐ ɛʃtɐ ɐfiɾmɐsɐ̃w̃ moʃtɾɐndo kʷɛ oʃ
-ɛlɛmɛntos pɾɛzɛntɛs ɛm mɐjoɾ pɾopoɾsɐ̃w̃ sɐ̃w̃ o kɐɾbono (83 – 87%) ɛ idʁoʒenio (11
-– 14%). owutʁos ɛlɛmɛntos kʷimikos ɐpɐɾɛzɛm kom poɾsɛntɐʒɛns mɛnoɾɛs komo o
-nitʁoʒenio (0,11 ɐ 1,7%), o ɛnksofʁɛ (0,06 ɐ 8%), o oksiʒenio (0,1 ɐ 2%) ɛ mɛtajʃ
-(ɐte 0,3%). os mɛtajs kʷɛ podɛm okoʁɛɾ no pɛtʁɔlɛo sɐ̃w̃: fɛʁo, zinko, kobʁɛ,
-kumbo, molibdenio, kobɐlto, ɐɾseniko, mɐnɡɐnes, kɾomo sɔdio, nikʷɛl ɛ vɐnadio,
-sɛndo os dowis ultimos dɛ mɐjoɾ insidensiɐ. (tomɐs, 2001). 2.1.1 kompozisɐ̃w̃ oʃ
-idʁokɐɾbonɛtos sɐtuɾɐdos konstituɛm o mɐjoɾ ɡɾupo, foɾmɐdo poɾ ɐlkɐnos noɾmajʃ
-(n-pɐɾɐfinɐ), izowɐlkɐnos (izopɐɾɐfinɐs) ɛ siklowɐlkɐnos (nɐftɛnos). no pɛtʁɔlɛo
-sɐ̃w̃ ɛnkontɾɐdɐs pɐɾɐfinɐs noɾmajs ɛ ɾɐmifikɐdɐs, kʷɛ vɐ̃w̃ do mɛtɐno ɐte 45 atomoʃ
-dɛ kɐɾbono. ɐs pɐɾɐfinɐs noɾmajs uzuɐlmɛntɛ ɾɛpʁɛzɛntɐm sɛɾkɐ dɛ 15 ɐ 20% do
-pɛtʁɔlɛo, vɐɾiɐndo, no ɛntɐnto, ɛntɾɛ limitɛs bɐʃtɐntɛ ɐmplos (3 ɐ 35%). oʃ
-idʁokɐɾbonɛtos ɐɾomatikos inkluɛm ɐɾomatikos puɾos, molekulɐʃ
-siklowɐlkɐnowɐɾomɐtikɐs (nɐftɛnowɐɾomɐtikɐs) ɛ ʒɛɾɐlmɛntɛ kompoʃtos siklikoʃ
-sulfuɾikos. os ultimos sɐ̃w̃ majs fɾɛkʷɛntɛmɛntɛ dɛɾivɐdos dɛ bɛnzotiofɛnos. ɐ
-kɐntidɐdɛ totɐl dɛʃtɛs kompoʃtos siklikos sulfuɾikos podɛ sɛɾ ɛʃtimɐdɐ ɐtʁɐveʃ
-do konteẃdo dɛ ɛnksofʁɛ dɐ fɾɐsɐ̃w̃ ɐɾomatikɐ. ɐs ɾɛzinɐs ɛ ɐʃfɐltɛnos sɐ̃w̃
-konstituj́dos pɛlɐ dɐ fɾɐsɐ̃w̃ siklikɐ dɛ ɐlto pɛzo molɛkulɐɾ dos pɛtʁɔlɛos bɾutoʃ
-, inklujndo atomos dɛ n , s ɛ o. todos os ɔlɛos kɾus sɐ̃w̃ kompoʃtos , ɛ̃
-difɛɾɛntɛs kɐntidɐdɛs , poɾ ɛʃtɛs 4 ɡɾupos dɛ komponɛntɛs : idʁokɐɾbonɛtoʃ
-sɐtuɾɐdos , idʁokɐɾbonɛtos ɐɾomatikos , ɾɛzinɐs ɛ ɐʃfɐltɛnos . ɐ kɐntidɐdɛ
-ʁɛlɐtivɐ dɛ kɐdɐ ɡɾupo dɛ idʁokɐɾbonɛtos pɾɛzɛntɛ vɐɾiɐ mujto dɛ pɛtʁɔlɛo pɐɾɐ
-pɛtʁɔlɛo. komo konsɛk̈ensiɐ, sɛɡndo ɛʃtɐs kɐntidɐdɛs, difɛɾɛntɛs sɛɾɐ̃w̃ ɐʃ
-kɐɾɐktɛɾiʃtikɐs dos tipos dɛ pɛtʁɔlɛo. pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃ dɐ kompozisɐ̃w̃ do
-pɛtʁɔlɛo utilizɐm-sɛ metodos dɛ fɾɐzionɐmɛnto kʷɛ utilizɐm teknikɐs dɛ
-dɛʃtilɐsɐ̃w̃, komo ɐ kɾomɐtoɡʁɐfiɐ ɡɐzosɐ ɛ ɐ likʷidɐ. ɐ fɾɐsɐ̃w̃ pɛzɐdɐ ɾɛziduɐl
-kʷɛ nɐ̃w̃ e idɛntifikɐdɐ iniziɐlmɛntɛ, pɐʃsɐ um tɛʃtɛ dɛ kompoɾtɐmɛnto dɛ
-solubilidɐdɛ ɛm kʷɛ ɛʃtɛs komponɛntɛs ɛntɾɐm ɛm kontɐto kom solvɛntɛs oɾɡanikoʃ
-pɐɾɐfinikos ɛ ɐɾomatikos, o kʷɛ klɐʃsifikɐ ɐs fɾɐsõj̃s ɛm sɐtuɾɐdos, ɐɾomatikos,
-ʁɛzinɐs ɛ ɐʃfɐltɛnos (sɐɾɐ), iluʃtɾɐdo nɐ fiɡʁɐ 2.1. (tiʃsot ɛ wɛltɛ, 1984).
-(2.1) ondɛ e ɐ dɛnsidɐdɛ ɾɛlɐtivɐ do pɛtʁɔlɛo ɐ 60/60 °f. 2.1.2 klɐʃsifikɐsɐ̃w̃ do
-pɛtʁɔlɛo os divɛɾsos tipos dɛ pɛtʁɔlɛo sɐ̃w̃ sɛpɐɾɐdos ɛm klɐʃsɛs dɛ ɐkoɾdo kõ
-sews komponɛntɛs pɾinsipajs: os dɛ klɐʃsɛ pɐɾɐfinikɐ ɐpʁɛzɛntɐm 75% owu majs dɛ
-pɐɾɐfinɐs; os dɛ klɐʃsɛ pɐɾɐfiniko-nɐftenikɐ ɐpʁɛzɛntɐm dɛ 50% ɐ 70% pɐɾɐfinɐ ɛ
-majs dɛ 20% dɛ nɐftenikos; os dɛ klɐʃsɛ nɐftenikɐ ɐpʁɛzɛntɐm majs do kʷɛ 70% dɛ
-nɐftenikos; os dɛ klɐʃsɛ ɐɾomatikɐ intɛɾmɛdiaɾiɐ ɐpʁɛzɛntɐm majs dɛ 50% dɛ
-idʁokɐɾbonɛtos ɐɾomatikos; os dɛ klɐʃsɛ ɐɾomatiko-nɐftenikɐ ɐpʁɛzɛntɐm majs dɛ
-35% dɛ nɐftenikos ɛ os pɛtʁɔlɛos dɛ klɐʃsɛ ɐɾomatiko-ɐʃfɐltikɐ majs dɛ 35% dɛ
-ɐʃfɐltɛnos ɛ ɾɛzinɐs. (tomɐs, 2001). 2.1.3 ɐs ɾɛzinɐs ɛ ɐʃfɐltɛnos ɾɛzinɐs ɛ
-ɐʃfɐltɛnos sɐ̃w̃ molekulɐs ɡɾɐndɛs kom ɐlto pɛzo molɛkulɐɾ, kom ɐltɐ ɾɛlɐsɐ̃w̃
-kɐɾbono/idʁoʒenio ɛ pɾɛzɛnsɐ dɛ ɛtɛɾokompoʃtos, komo ɛnksofʁɛ, oksiʒenio ɛ
-nitʁoʒenio (dɛ 6,9 ɐ 7,3%). ɐ ɛʃtɾutuɾɐ bazikɐ e konstituj́dɐ dɛ 3 ɐ 10 owu majʃ
-ɐnɛjs, ʒɛɾɐlmɛntɛ ɐɾomatikos, ɛm kɐdɐ molekulɐ. ɐs ɛʃtɾutuɾɐs bazikɐs dɐʃ
-ʁɛzinɐs ɛ ɐʃfɐltɛnos sɐ̃w̃ sɛmɛlɐntɛs, mɐs ɛksiʃtɛm difɛɾɛnsɐs impoɾtɐntɛs.
-ɐʃfɐltɛnos nɐ̃w̃ ɛʃtɐ̃w̃ diʃsolvidos no pɛtʁɔlɛo ɛ sim diʃpɛɾsos nɐ foɾmɐ kolowidɐl.
-ɐs ɾɛzinɐs, ɐo kontɾaɾio, sɐ̃w̃ fɐzilmɛntɛ soluvɛjs. ɐʃfɐltɛnos puɾos sɐ̃w̃ sɔlidoʃ
-ɛʃkuɾos ɛ nɐ̃w̃ volatɛjs. ɐs ɾɛzinɐs puɾɐs, ɐlem dɛ sɛɾɛm likʷidos pɛzɐdos owu
-sɔlidos pɐʃtozos, sɐ̃w̃ tɐ̃w̃ volatɛjs komo um idʁokɐɾbonɛto do mɛʃmo tɐmɐno.
-podɛm kawzɐɾ seɾios pɾoblɛmɐs, komo: foɾmɐsɐ̃w̃ dɛ dɛpɔzitos oɾɡanikos (fowulinɡ)
-nos ɾɛzɛɾvɐtɔɾios ɛ linɐs dɛ ɛʃkowɐmɛnto, ɐltɛɾɐsɐ̃w̃ nɐ molɐbilidɐdɛ dɐ ɾokɐ ɛ
-ɐ foɾmɐsɐ̃w̃ ɛ ɛʃtɐbilizɐsɐ̃w̃ dɛ ɛmulsõj̃s dɛ aɡɐ ɛm ɔlɛo. (tiʃsot & wɛltɛ, 1984;
-tomɐs, 2001 ɛ ɾɐmos, 2001). ɐs ɾɛzinɐs dɛzɛmpɛnɐm um pɐpɛl fundɐmɛntɐl nɐ
-diʃsolusɐ̃w̃ dɛ ɐʃfɐltɛnos dos pɛtʁɔlɛos kɾus dɛvido ɐo fɐto dɐs mɛʃmɐs poʃsuj́ɾɛ̃
-kompoʃtos foɾtɛmɛntɛ polɐɾɛs kʷɛ sɛ ɐʃsoziɐm ɐos ɐʃfɐltɛnos. ɐs intɛɾɐsõj̃ʃ
-ʁɛzinɐ – ɐʃfɐltɛno, ɛʃpɛziɐlmɛntɛ ɐtʁɐves dɛ liɡɐsõj̃s dɛ idʁoʒenio, sɐ̃w̃
-pɾɛfɛɾidɐs ɐ ɐʃsoziɐsɐ̃w̃ ɐʃfɐltɛno – ɐʃfɐltɛno ɛ ɛntɐ̃w̃ ɐs ɾɛzinɐs mɐntem oʃ
-ɐʃfɐltɛnos ɛm suʃpɛnsɐ̃w̃. (tiʃsot & wɛltɛ, 1984; moɾɛjɾɐ, 1993 ɛ ɾɐmos, 2001). nɐ
-fiɡʁɐ 2.2 ɐs intɛɾɐsõj̃s ɾɛzinɐ – ɐʃfɐltɛno ɛ ɐʃfɐltɛno – ɐʃfɐltɛno sɐ̃w̃
-ɛzɛmplifikɐdɐs. kɐndo o ɔlɛo kontɛm um kɐntidɐdɛ sufiziɛntɛ dɛ ɾɛzinɐs ɛ
-idʁokɐɾbonɛtos ɐɾomatikos os ɐʃfɐltɛnos sɐ̃w̃ komplɛtɐmɛntɛ diʃpɛɾsos. kɐzo
-kontɾaɾio, sɛ owuvɛɾ umɐ dɛfiziensiɐ dɛʃsɐs molekulɐs, podɛ ɐvɛɾ majʃ
-intɛɾɐsõj̃s ɛntɾɛ os ɐʃfɐltɛnos ɛ ɐ foɾmɐsɐ̃w̃ dɛ ɐɡʁɛɡɐdos ɛstɛnsos. ɛʃtɐ situɐsɐ̃w̃
-ʁɛzultɐɾa ɛm ɔlɛo dɛ viʃkozidɐdɛ mɐjoɾ , ɛ ɛvɛntuɐlmɛntɛ umɐ ɛʃtɾutuɾɐ tipo ʒɛl.
-. ɛʃtɐ konsidɛɾɐsɐ̃w̃ podɛ ɛsplikɐɾ ɐ ɐltɐ viʃkozidɐdɛ obsɛɾvɐdɐ nos ɔlɛos pɛzɐdoʃ
-dɛɡʁɐdɐdos. 2.2 ɐʃpɛktos ʒɛɾajs sobʁɛ ɔlɛos pɛzɐdos ɐs ɐkumulɐsõj̃s dɛ ɔlɛo
-pɛzɐdo tem umɐ viʃkozidɐdɛ dɛ 100 ɐ 10000 sɛntipowizɛs ɛm kondisõj̃s dɛ
-ʁɛzɛɾvɐtɔɾio ɛ umɐ dɛnsidɐdɛ dɛ 0,93 ɐ 1,00 ɡ / km3 (10° – 12° ɐ 20° ɐpi)
-ɐpʁoksimɐdɐmɛntɛ. dɛfinɛ-sɛ tɐmbem o ɔlɛo ɛstɾɐ pɛzɐdo komo ɐkʷɛlɛ dɛ dɛnsidɐdɛ
-ɐzimɐ dɛ 1,00 ɡ/km3 (ɐpi < 10°), mɛdido ɛm kondisõj̃s ɐmbiɛntɛs. (tiʃsot ɛ wɛltɛ,
-1984). 2.2.1 kompozisɐ̃w̃ dos ɔlɛos pɛzɐdos ɔlɛos pɛzɐdos ɛ ɛstɾɐ pɛzɐdos sɐ̃w̃, nɐ
-mɐjoɾiɐ dos kɐzos, o ɾɛzultɐdo dɐ dɛɡʁɐdɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛm ɾɛzɛɾvɐtɔɾios: ɛlɛʃ
-sɐ̃w̃, poɾtɐnto, pɾodutos ɾɛziduajs kʷɛ okoʁɛm ɛm ɾokɐs poɾozɐs (ɐɾɛnitos,
-kɐɾbonɐtos, ɛtk), ondɛ o pɛtʁɔlɛo ɛntɾowu poɾ miɡʁɐsɐ̃w̃, ɐkumulowu-sɛ ɛ toɾnowu-sɛ
-dɛɡʁɐdɐdo poɾ um dos sɛɡʷintɛs pɾozɛʃsos: biodɛɡʁɐdɐsɐ̃w̃, aɡɐ dɛ foɾmɐsɐ̃w̃, pɛɾdɐ
-dɛ volatɛjs ɛ oksidɐsɐ̃w̃ ino��ɡanikɐ. komo todos os tipos dɛ pɛtʁɔlɛo, os ɔlɛoʃ
-pɛzɐdos sɐ̃w̃ konstituj́dos dɛ idʁokɐɾbonɛtos, ɾɛzinɐs ɛ ɐʃfɐltɛnos. no ɛntɐnto, ɐ
-pɾopoɾsɐ̃w̃ dɛʃtɛs konstitujntɛs nos ɔlɛos pɛzɐdos e difɛɾɛntɛ dɐ ɛksiʃtɛntɛ noʃ
-ɔlɛos konvɛnsionajs. os ɔlɛos pɛzɐdos kontem mɛnos idʁokɐɾbonɛtos,
-ɛʃpɛziɐlmɛntɛ os ɐlkɐnos, majs kompoʃtos ɐɾomatikos sulfuɾikos, ɾɛzinɐs ɛ
-ɐʃfɐltɛnos. ɛlɛs pɛɾtɛnsɛm a klɐʃsɛ nɐfteniko-ɐɾomatikɐ ɛ ɐʃfaltiko-ɐɾomatikɐ.
-os idʁokɐɾbonɛtos sɐtuɾɐdos ʒɛɾɐlmɛntɛ somɐm mɛnos do kʷɛ 25% nos ɔlɛoʃ
-pɛzɐdos, kom um vɐloɾ medio dɛ 16%, kompɐɾɐdo ɐ 57% nos ɔlɛos noɾmajs. oʃ
-idʁokɐɾbonɛtos ɐɾomatikos ɛ dɛɾivɐdos dɛ bɛnzotiofɛnos fɾɛk̈ɛntɛmɛntɛ
-ʁɛpʁɛzɛntɐm dɛ 25 – 35% dɐ kompozisɐ̃w̃ dos ɔlɛos pɛzɐdos, kom um vɐloɾ medio dɛ
-30%, sɛndo ɛʃtɛ vɐloɾ kompɐɾavɛl ɐo vɐloɾ medio dɛ 29% ɛksiʃtɛntɛ nos ɔlɛoʃ
-noɾmajs. ɐs ɾɛzinɐs ɛ ɐʃfɐltɛnos somɐm dɛ 25 ɐ 70% dɐ kompozisɐ̃w̃ dos ɔlɛoʃ
-pɛzɐdos. 2.2.2 utilizɐsɐ̃w̃ oʒɛ, ɐ mɐjoɾ pɐɾtɛ do pɛtʁɔlɛo pɛzɐdo pɾoduzido e
-tɾɐnsfoɾmɐdo ɛm pɾodutos pɛtʁolifɛɾos ɾɛfinɐdos. owutʁo uzo do ɔlɛo pɛzɐdo e komo
-kombuʃtivɛl pɐɾɐ ɛʃtɐsõj̃s dɛ ɛnɛɾʒiɐ. no ɛntɐnto, o ɔlɛo pɛzɐdo lɛvɐ ɐ
-dɛʃvɐntɐʒɛm dɛ poʃsujɾ umɐ ɐltɐ ɾɐzɐ̃w̃ kɐɾbono/idʁoʒenio, o kʷɛ siɡnifikɐ kʷɛ,
-ɛm kompɐɾɐsɐ̃w̃ kom ɔlɛos lɛvɛs owu ɡas nɐtuɾɐl, ɛʃtɛ tipo dɛ ɔlɛo pɾoduz mujto
-majs diɔksido dɛ kɐɾbono poɾ unidɐdɛ dɛ ɛnɛɾʒiɐ pɾoduzidɐ. konfoɾmɛ ɐs ɾɛzɛɾvɐʃ
-dɛ ɔlɛo lɛvɛ diminuɛm, ɐ pɾodusɐ̃w̃ dɛ ɔlɛo pɛzɐdo podɛ ɛspɐndiɾ-sɛ pɐɾɐ ɐtɛndɛɾ ɐ
-dɛmɐndɐ. ɐs novɐs tɛknoloʒiɐs kʷɛ pɾoduzɛm kondisõj̃s pɐɾɐ ɐ utilizɐsɐ̃w̃ dos ɔlɛoʃ
-pɛzɐdos dɛ foɾmɐ ɛfiziɛntɛ sɐ̃w̃ ɐ kɐvɛ pɐɾɐ kʷɛ todo o potɛnsiɐl dos ɔlɛoʃ
-pɛzɐdos sɛʒɐ ɐpʁovɛjtɐdo. (smɐllɛj,2001). 2.2.3 viʃkozidɐdɛ: pɐɾamɛtʁo fiziko
-impoɾtɐntɛ ɐ viʃkozidɐdɛ e pɾovɐvɛlmɛntɛ o pɐɾamɛtʁo fiziko majs impoɾtɐntɛ doʃ
-ɔlɛos pɛzɐdos, umɐ vɛz kʷɛ suɐ pɾodusɐ̃w̃ ɛ tɾɐnspoɾtɛ dɛpɛndɛm dɛʃtɛ pɐɾamɛtʁo.
-ɐʃsim komo ɐ dɛnsidɐdɛ, ɐ viʃkozidɐdɛ e influɛnsiɐdɐ pɛlɐ kɐntidɐdɛ dɛ ɾɛzinɐʃ
-ɛ ɐʃfɐltɛnos. ɐ viʃkozidɐdɛ, no ɛntɐnto, tɐmbem e influɛnsiɐdɐ pɛlo ɛʃtɐdo
-fiziko dos ɐʃfɐltɛnos, iʃto e, o tɐmɐno ɛ ɛʃtɾutuɾɐ dɐs mizɛlɐs foɾmɐdɐs pɛlɐ
-intɛɾɐsɐ̃w̃ kom ɾɛzinɐs ɛ ɐɾomatikos. ɛm ɔlɛos pɛzɐdos dɛɡʁɐdɐdos podɛ okoʁɛɾ umɐ
-dɛfiziensiɐ dɛ ɾɛzinɐs ɛ ɐɾomatikos ɛ um ɛsɛʃso dɛ ɐʃfɐltɛnos dɛvido a
-dɛɡʁɐdɐsɐ̃w̃ in situ, umɐ vɛz kʷɛ o ɔlɛo tɛnɐ miɡʁɐdo pɐɾɐ o ɾɛzɛɾvɐtɔɾio. dɛʃtɛ
-modo os ɐʃfɐltɛnos nɐ̃w̃ ɛʃtɐ̃w̃ majs komplɛtɐmɛntɛ diʃpɛɾsos ɛ podɛm foɾmɐɾ
-ɐɡʁɛɡɐdos dɛ ɡɾɐndɛ tɐmɐno. ɛʃtɐ situɐsɐ̃w̃ e ɾɛʃponsavɛl pɛlo awmɛnto dɐ
-viʃkozidɐdɛ. (tiʃsot ɛ wɛltɛ, 1984). 2.3. metodo koɾɛflow os ɔlɛos pɛzɐdoʃ
-kɐʁɛɡɐm konsiɡo um konʒunto uniko dɛ dɛzɐfios teknikos kɐndo sɛ tɾɐtɐ dɛ
-ɛsploɾa-los. o tɾɐnspoɾtɛ dɛ ɔlɛo pɛzɐdo e difikultɐdo dɛvido as suɐʃ
-pɾopʁiɛdɐdɛs dɛ flukso lɛnto, ɛ suɐ pɾopɛnsɐ̃w̃ ɐ pɾɛzipitɐɾ substansiɐʃ
-indɛzɛʒavɛjs komo os ɐʃfɐltɛnos. o metodo dɛ koɾɛ flow fowi pɾopoʃto pɛlɐ
-pɾimɛjɾɐ vɛz poɾ ɾuʃsɛl ɛt. ɐl. (1959) ɛ kɐɾlɛs ɛt. ɐl. (1961) kʷɛ ɛʃtudɐɾɐ̃
-tɛknoloʒiɐs dɛ tɾɐnspoɾtɛ dɛ ɔlɛos pɛzɐdos. ɐvɐnsos poʃtɛɾioɾɛs okoʁɛɾɐm nɐ
-olɐndɐ kom owoms (1972) ɛ owoms ɛ oliɛmɐns (1984), ɛ nos ɛʃtɐdos unidos kõ
-ʒozɛp ɛt ɐl (1984). foɾɐm konstɾuj́dos olɛodutos, opɛɾɐndo konfoɾmɛ tɛknoloʒiɐ
-koɾɛ flow, nɐ vɛnɛzuɛlɐ ɛ nos ɛʃtɐdos unidos, kuʒos bons ɾɛzultɐdos indikɐm ɐ
-viɐbilidɐdɛ pɾatikɐ dɛʃsɐ teknikɐ (vɐɾɐ, 2001). ɐ teknikɐ koɾɛ flow, pɛɾmitɛ
-ɛlɛvɐɾ ɛ tɾɐnspoɾtɐɾ pɛtʁɔlɛo dɛ ɐltɐ viʃkozidɐdɛ dɛ foɾmɐ simplɛs ɛ ɛkonomikɐ,
-ʁɛduzindo ɐ ɾɛziʃtensiɐ do ɔlɛo pɛzɐdo no tɾɐʒɛto do poso ɐte ɐ plɐtɐfoɾmɐ, kõ
-um bombɛɐmɛnto ɛ pɾɛʃsɐ̃w̃ intɛɾnɐ nɐs linɐs ɾɛduzidɐ. ɛʃtɛ metodo sɛ bɐzɛjɐ nɐ
-inʒɛsɐ̃w̃ dɛ umɐ pɛkʷɛnɐ vɐzɐ̃w̃ dɛ aɡɐ, a tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ, nɐs lɐtɛɾajs do
-tubo dɛ pɾodusɐ̃w̃ foɾmɐndo um filmɛ (ɐnɛl) lubʁifikɐntɛ ɛm todɐ suɐ ɛstɛnsɐ̃w̃ kõ
-umɐ konfiɡʁɐsɐ̃w̃ ɐnulɐɾ, konfoɾmɛ ɛksɛmplifikɐdo nɐ fiɡʁɐ 2.3. ɐ aɡɐ, ɛ̃
-kontɐto kom o duto, diminuj ɐ pɛɾdɐ dɛ pɾɛʃsɐ̃w̃ poɾ ɐtʁito, pɛɾmitindo kʷɛ o ɔlɛo
-sɛʒɐ tɾɐnspoɾtɐdo ɐte ɐ supɛɾfiziɛ pɛlo sɛntɾo do duto, kom umɐ potensiɐ dɛ
-bombɛɐmɛnto similɐɾ a dɐ aɡɐ. (vɐnɛɡɐs, 1999). o metodo dɛ koɾɛ flow fowi
-ɐplikɐdo ɛm ɛʃkɐlɐ dɛ kɐmpo ɛm umɐ linɐ dɛ tɛʃtɛ (piloto) instɐlɐdɐ ɛm sɐ̃
-tome, vɛnɛzuɛlɐ, komo podɛ sɛɾ viʃto nɐ fiɡʁɐ 2.4. ɐ linɐ poʃsuj́ɐ 1 km dɛ
-kompɾimɛnto ɛ 20,32 km dɛ diamɛtʁo. utilizowu-sɛ umɐ fɾɐsɐ̃w̃ dɛ aɡɐ dɛ 10% kõ
-vɛlozidɐdɛs supɛɾfiziajs vɐɾiɐndo ɛntɾɛ 0,2 m/s ɛ 2 m/s. o ɔlɛo utilizɐdo
-poʃsuj́ɐ dɛ 8 ɐ 14º ɐpi ɛ viʃkozidɐdɛ ɛntɾɛ 3 pɐ.s ɐ 100 pɐ.s. os mɛloɾɛʃ
-ʁɛzultɐdos foɾɐm obtidos ɛm fɾɐsõj̃s dɛ aɡɐ dɛ 8% ɐ 12% ɛm kɐlkʷɛɾ vɛlozidɐdɛ.
-ɛziʃtɛm linɐs komɛɾsiajs kʷɛ opɛɾɐm nɐ vɛnɛzuɛlɐ, ɛʃtɐdos unidos (kɐlifɔɾniɐ) ɛ
-kɐnɐda (ʒozɛp & ɾɛnɐɾdj, 1993). vɐnɛɡɐs (1999), ɛm suɐ diʃsɛɾtɐsɐ̃w̃ dɛ mɛʃtɾɐdo,
-tɛʃtowu ɐ tɛknoloʒiɐ dɛ ɛʃkowɐmɛnto ɐnulɐɾ ɔlɛo-aɡɐ (koɾɛ flow) ɛm ɛʃkɐlɐ dɛ
-lɐboɾɐtɔɾio pɐɾɐ ɐ ɛlɛvɐsɐ̃w̃ dɛ umɐ ɔlɛo dɛ viʃkozidɐdɛ 17,6 pɐ.s ɛ dɛnsidɐdɛ
-963,6 kɡ/m3. duɾɐntɛ ɐ ɛlɛvɐsɐ̃w̃ dɛʃtɛ ɔlɛo ɛm ɛʃkowɐmɛnto monofaziko, o ɡɾɐdiɛntɛ
-dɛ pɾɛʃsɐ̃w̃ poɾ ɐtʁito podɛ sɛɾ 40 ɐ kɐzɛ 140 vɛzɛs o ɡɾɐdiɛntɛ idʁoʃtatiko,
-sɛɡndo ɐ vɛlozidɐdɛ dɛ ɔlɛo konsidɛɾɐdɐ. ʒa opɛɾɐndo ɛm koɾɛflow, ɐ pɛɾdɐ dɛ
-kɐɾɡɐ poɾ ɐtʁito kɛɡɐ ɐ sɛɾ ɐpɛnɐs dɛ 3 ɐ 25% dɐ pɛɾdɐ dɛ kɐɾɡɐ dɛvido a kolunɐ
-idʁoʃtatikɐ. sɛndo ɐʃsim ɐ ɐplikɐsɐ̃w̃ do ɛʃkowɐmɛnto ɐnulɐɾ fowi konsidɛɾɐdɐ pɛlo
-awtoɾ umɐ ɔtimɐ opsɐ̃w̃ pɐɾɐ ɐ ɛlɛvɐsɐ̃w̃ dɛ ɔlɛos pɛzɐdos kom umɐ ɾɛdusɐ̃w̃ dɐ pɛɾdɐ
-dɛ pɾɛʃsɐ̃w̃ dɛvidɐ ɐo ɐtʁito ɛ diminujsɐ̃w̃ do ɡɐʃto dɛ ɛnɛɾʒiɐ. vɐɾɐ (2001), ɛ̃
-suɐ diʃsɛɾtɐsɐ̃w̃ dɛ mɛʃtɾɐdo, dɛzɛnvolvew um modɛlo simplifikɐdo pɐɾɐ o kalkulo
-dɐ pɛɾdɐ dɛ pɾɛʃsɐ̃w̃ no pɐdʁɐ̃w̃ koɾɛ flow, o kɐl lɛvɐ ɛm kontɐ o dɛʃlizɐmɛnto
-ɛntɾɛ ɐs 12 fɐzɛs. o modɛlo moʃtɾowu bowɐ konkoɾdansiɐ kom os vɐloɾɛs mɛdidoʃ
-(dɛʃvio pɐdʁɐ̃w̃ ɾɛlɐtivo dɛ 15%), ɐ awtoɾɐ suʒɛɾɛ o uzo do ɾɛfɛɾido modɛlo pɐɾɐ
-dutos kʷɛ ɐpʁɛzɛntɛm pɐɾɛdɛs (molɐbilidɐdɛ, ɾuɡozidɐdɛ ɛ ɛtk.) kom pɾopʁiɛdɐdɛʃ
-sɛmɛlɐntɛs ɐo dɛ sew ɛʃtudo. tɾɛvizɐn (2003), ɛm suɐ diʃsɛɾtɐsɐ̃w̃ dɛ mɛʃtɾɐdo,
-ɛʃtudowu ɐ teknikɐ dɛ koɾɛflow kom foko no dɛʃpɾɛndimɛnto dɛ ɡas, iniziɐlmɛntɛ ɛ̃
-solusɐ̃w̃ no pɛtʁɔlɛo, kʷɛ okoʁɛ kom ɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ɐo lonɡo dɐ tubulɐsɐ̃w̃.
-sews ɛʃtudos moʃtɾɐɾɐm kʷɛ ɐpɛzɐɾ dɐ pɾɛzɛnsɐ dɐ fɐzɛ ɡɐzosɐ awmɛntɐɾ o
-ɡɾɐdiɛntɛ dɛ pɾɛʃsɐ̃w̃ do ɛʃkowɐmɛnto, kompɐɾɐdo kom o flukso bifaziko ɔlɛo – aɡɐ,
-o metodo dɛ inʒɛsɐ̃w̃ dɛ aɡɐ komo teknikɐ pɐɾɐ o tɾɐnspoɾtɛ ɔlɛos pɛzɐdos pɾovowu
-sɛɾ ɛfikɐz. 2.4 ɾɛpɐɾtidɐ dɛ linɐ duɾɐntɛ um ɛʃkowɐmɛnto dɛ ɔlɛo pɛzɐdo
-utilizɐndo o metodo koɾɛ flow podɛm okoʁɛɾ impɾɛviʃtos kʷɛ okɐzionɛm umɐ pɐɾɐdɐ
-ɐbʁuptɐ dɐs bombɐs dɛ aɡɐ ɛ owu ɔlɛo. ɐ ɾɛpɐɾtidɐ dɛ linɐ pɾɛzisɐ sɛɾ fɛjtɐ dɛ
-mɐnɛjɾɐ sɛɡʁɐ ɛ ɛfikɐz, iʃto e, sɛm pikos dɛ pɾɛʃsɐ̃w̃ ɛ dɛ foɾmɐ ɐ ɾɛmovɛɾ o
-pluɡʷɛ dɛ ɔlɛo ɐkumulɐdo duɾɐntɛ o pɛɾiodo ɛm kʷɛ o siʃtɛmɐ fikowu ɛm ɾɛpowuzo.
-bɐɾbozɐ (2004), ɛm suɐ diʃsɛɾtɐsɐ̃w̃ dɛ mɛʃtɾɐdo, ɛspos tubos dɛ ɐso kɐɾbono ɡɾaw
-ɐpi, kʷɛ ɛm tɛʃtɛs ɛʃtatikos ɐpʁɛzɛntɐɾɐm kompoɾtɐmɛnto olɛofiliko, ɐ ũ
-ɛʃkowɐmɛnto no pɐdʁɐ̃w̃ koɾɛ flow kom oldup vɐɾiɐndo ɛntɾɛ 0,73 ɐ 0,76 dɛ ɔlɛo dɐ
-klɐʃsɛ ɐɾomatikɐ-ɐʃfɐltenikɐ duɾɐntɛ 35 oɾɐs. nɐ̃w̃ foɾɐm obsɛɾvɐdɐs inkɾuʃtɐsõj̃ʃ
-dɛ ɔlɛo nɐ supɛɾfiziɛ dɐ tubulɐsɐ̃w̃. fowi konstɐtɐdo kʷɛ ɐ ɾɛpɐɾtidɐ okoʁew kõ
-fɐzilidɐdɛ, nɐ̃w̃ sɛ obsɛɾvɐndo pikos dɛ pɾɛʃsɐ̃w̃ kʷɛ pudɛʃsɛm kawzɐɾ ɐzidɛntɛs.
-bɐnnwɐɾt ɛt ɐll (2007) ɾɛɐlizɐɾɐm um tɾɐbɐlo ɛspɛɾimɛntɐl ɛm kʷɛ um flukso
-ɐnulɐɾ, koɾɛ flow oɾizontɐl ɛʃtavɛl dɛ ɔlɛo/aɡɐ fowi subitɐmɛntɛ intɛʁompido
-poɾ 60 oɾɐs ɛ ɛntɐ̃w̃ ɾɛɐlizowu-sɛ ɐ ɾɛpɐɾtidɐ dɛ linɐ kom ɐpɛnɐs aɡɐ ɐtɛ ɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ɐtinʒiɾ um vɐloɾ finɐl koʁɛʃpondɛntɛ ɐo flukso dɛ somɛntɛ umɐ
-fɐzɛ, ɐ aɡɐ. o oldup iniziɐl dɛ ɔlɛo utilizɐdo fowi dɛ 0,85. os ɾɛzultɐdoʃ
-foɾɐm ɐnɐlizɐdos ɐtʁɐves dɛ um modɛlo fiziko kʷɛ sɛ bɐzɛjɐ nɐs ɛkɐsõj̃s dɛ
-konsɛɾvɐsɐ̃w̃ dɛ mɐʃsɐ ɛ momɛnto duɾɐntɛ o pɾozɛʃso dɛ ɾɛpɐɾtidɐ. ɛʃtɛ modɛlo
-inkoɾpoɾɐ os ɛfɛjtos dɐs pɾopʁiɛdɐdɛs ɾɛlɛvɐntɛs, komo ɐ viʃkozidɐdɛ do ɔlɛo, o
-kompɾimɛnto do sɛɡmɛnto obstɾuj́do, o diamɛtʁo dɐ tubulɐsɐ̃w̃, ɐ fɾɐsɐ̃w̃ dɛ volumɛ
-dɛ aɡɐ do flukso iniziɐl. nɛnum piko dɛ ɡɾɐndɛ pɾɛʃsɐ̃w̃, kʷɛ podɛɾiɐ dɐnifikɐɾ o
-siɾkujto, fowi obsɛɾvɐdo. ɐ pɐɾtiɾ dɛʃtɐ obsɛɾvɐsɐ̃w̃ os awtoɾɛs konkluɛm kʷɛ
-ʁɛɐlizɐɾ ɐ ɾɛpɐɾtidɐ kom flukso dɛ aɡɐ ɐpɛnɐs, ɐntɛs dɛ voltɐɾ ɐ liɡɐɾ ɐ bombɐ
-dɛ ɔlɛo, e majs ɐdɛkɐdo. owutʁɐ konkluzɐ̃w̃ impoɾtɐntɛ dos awtoɾɛs e kʷɛ ɐ
-ʁɛpɐɾtidɐ pɐɾɛzɛ sɛɾ ɐfɛtɐdɐ pɛlɐ molɐbilidɐdɛ dɐ pɐɾɛdɛ do tubo: tuboʃ
-idʁofilikos pɾovɐvɛlmɛntɛ ɐpʁɛzɛntɐm tɛmpos dɛ limpɛzɐ dɛ linɐ mɛnoɾɛs ɛ̃
-kompɐɾɐsɐ̃w̃ kom os tɛmpos dɛ limpɛzɐ dɛ tubos kom pɐɾɛdɛs olɛofilikɐs. powɛzio ɛt
-ɐll (2007) ɛʃtudɐɾɐm o pɾozɛdimɛnto dɛ ɾɛpɐɾtidɐ ɐpɔs umɐ pɐɾɐdɐ subitɐ dɛ
-bombɐs dɛ umɐ linɐ dɛ ɛʃkowɐmɛnto dɛ ɔlɛo pɛzɐdo ɛ aɡɐ ɛm pɐdʁɐ̃w̃ koɾɛflow. oʃ
-awtoɾɛs obtivɛɾɐm um vɐloɾ maksimo dɛ difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ duɾɐntɛ ɐ ɾɛpɐɾtidɐ
-kʷɛ e ɛntɾɛ duɐs ɛ sinko vɛzɛs o vɐloɾ do difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ mɛdido duɾɐntɛ
-umɐ opɛɾɐsɐ̃w̃ noɾmɐl dɛ ɛʃkowɐmɛnto ɛm pɐdʁɐ̃w̃ koɾɛflow. o tɛmpo nɛzɛʃsaɾio pɐɾɐ ɐ
-limpɛzɐ dɛ linɐ e sɛmpɾɛ infɛɾioɾ a umɐ oɾɐ, dɛntɾo dos pɐɾamɛtʁos ɐdotɐdos.
-os awtoɾɛs ɐfiɾmɐm kʷɛ a mujtos pɐɾamɛtʁos kʷɛ influɛnsiɐm o vɐloɾ maksimo dɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ɛ o tɛmpo nɛzɛʃsaɾios pɐɾɐ umɐ komplɛtɐ limpɛzɐ dɐ tubulɐsɐ̃w̃.
-ɛm sew tɾɐbɐlo os awtoɾɛs mɛloɾ dɛʃkɾɛvɛm sews ɾɛzultɐdos dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃
-ɛm funsɐ̃w̃ do tɛmpo kom umɐ ɛkɐsɐ̃w̃ ɛsponɛnsiɐl kom dowis ɛspowɛntɛs. sɛndo kʷɛ
-ɛlɛs koʁɛlɐzionɐm ɐs duɐs pɐɾtɛs dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ɐ dowis fɛnomɛnos:
-dɛʃpɾɛndimɛnto dɐs ɡotɐs ɛ limpɛzɐ dɐ pɐɾɛdɛ. 2.5 dɛfinisɐ̃w̃ dɛ molɐbilidɐdɛ ɐ
-molɐbilidɐdɛ e dɛfinidɐ komo ɐ tɛndensiɐ dɛ um flujdo ɛʃpɐlɐɾ-sɛ sobʁɛ umɐ
-supɛɾfiziɛ sɔlidɐ nɐ pɾɛzɛnsɐ dɛ um owutʁo flujdo imiʃsivɛl. sɛ o anɡlo dɛ
-kontɐto ɛntɾɛ um likʷido ɛ um solido e zɛɾo owu tɐ̃w̃ pɾɔksimo dɛ zɛɾo siɡnifikɐ kʷɛ
-o likʷido ɛʃpɐlɐ-sɛ sobʁɛ o sɔlido fɐzilmɛntɛ, sɛndo o sɔlido molavɛl pɛlo
-likʷido, kɐzo o anɡlo sɛʒɐ mɐjoɾ do kʷɛ 90°, ɛntɐ̃w̃ o likʷido pɛɾmɐnɛzɛ sobʁɛ o
-sɔlido komo umɐ ɡotɐ. ɐ ɛkɐsɐ̃w̃ dɛ jowunɡ (1805) ɾɛpʁɛzɛntɐ ɐ molɐbilidɐdɛ dɛ
-umɐ supɛɾfiziɛ sɔlidɐ, ɛʃtɐbɛlɛzɛndo ɐ dɛfinisɐ̃w̃ tɛɾmodinamikɐ do anɡlo dɛ
-kontɐto θ. o bɐlɐnso ɛntɾɛ ɐs tɛnsõj̃s intɛɾfɐziajs ɛʃtɐbɛlɛzɛ kɐl sɛɾa o
-kompoɾtɐmɛnto dɛ molɐbilidɐdɛ do sɔlido ɛm kʷɛʃtɐ̃w̃. (ɐdɐmson, 1982; bɐɾbozɐ,
-2004; sɐntos, 2003) (2.2) o anɡlo dɛ kontɐto konstituj um pɐɾamɛtʁo indikɐtivo
-do ɛfɛjto ɾɛzultɐntɛ dɐs foɾsɐs kowɛzivɐs, ɛntɾɛ ɐs molekulɐs do likʷido, ɛ dɐʃ
-foɾsɐs dɛ ɐdɛzɐ̃w̃, ɛntɾɛ o likʷido ɛ o sɔlido, komo podɛ sɛɾ viʃto nɐ fiɡʁɐ 2.5
-ɐbajkso. pɐɾɐ θ < 90° diz-sɛ kʷɛ o sɔlido e molavɛl pɛlo flujdo 1 ɛ pɐɾɐ θ > 90°
-o sɔlido e molavɛl pɛlo flujdo 2. sɐntos (2003) ɛʃtudowu ɛspɛɾimɛntɐlmɛntɛ o
-kompoɾtɐmɛnto dɛ molɐbilidɐdɛ dɛ supɛɾfiziɛs dɛ ɐso kɐɾbono, ɐso ɡɐlvɐnizɐdo,
-ɐso inoksidavɛl ɛ vidʁo boɾɐʃsilikɐto ɛm mɛjo ɐkozo ɛ ɛm solusɐ̃w̃ dɛ 1% (p/p)
-mɛtɐʃsilikɐto dɛ sɔdio. o ɔlɛo kɾu ɐpʁɛzɛntɐ bajksos vɐloɾɛs dɛ anɡlo dɛ kontɐto
-(ɛntɾɛ 24° ɛ 31°) sobʁɛ ɐs supɛɾfiziɛs dɛ ɐsos kɐɾbono, ɡɐlvɐnizɐdo ɛ inoks, pɐɾɐ
-mɛdidɐs ɛm aɡɐ dɛjonizɐdɐ, o kʷɛ induz ɐ ɡɾɐndɛ molɐbilidɐdɛ dɛʃtɐʃ
-supɛɾfiziɛs poɾ ɔlɛo. sob ɐs mɛʃmɐs kondisõj̃s, ɐ supɛɾfiziɛ dɛ vidʁo
-boɾoʃsilikɐto moʃtɾowu um anɡlo konsidɛɾɐvɛlmɛntɛ mɐjoɾ. ɾɛzultɐdos dɛ mɛdidɐʃ
-ʁɛɐlizɐdɐs ɛm solusɐ̃w̃ ɐkozɐ dɛ mɛtɐʃsilikɐto dɛ sɔdio 1 % ( ɛm mɐʃsɐ ) moʃtɾɐ̃
-kʷɛ ɐ pɾɛzɛnsɐ dɛ mɛtɐʃsilikɐto nɐ fɐzɛ ɐkozɐ ʒɛɾɐ anɡlos dɛ kontɐto mɐjoɾɛʃ
-kʷɛ 120 ° , ɛsɛto pɐɾɐ o ɐso inoks , kʷɛ moʃtɾɐ anɡlo ɛm toɾno dɛ 70 °. . pɐɾɐ
-ɔlɛos livʁɛs dɛ ɐʃfɐltɛnos os anɡlos dɛ kontɐto sɐ̃w̃ ɐltos (> 150°) ɛ
-sɛmɛlɐntɛs ɡɾaws dɛ molɐbilidɐdɛ sɐ̃w̃ obsɛɾvɐdos pɐɾɐ ɐs difɛɾɛntɛʃ
-supɛɾfiziɛs. sɐntos ɛt ɐll (2006) invɛʃtiɡɐɾɐm o pɐpɛl dos komponɛntɛs polɐɾɛʃ
-do ɔlɛo nɐ molɐbilidɐdɛ dɛ supɛɾfiziɛs ɐtʁɐves dɛ mɛdidɐs dɛ anɡlos dɛ kontɐto
-ɛm siʃtɛmɐs kontɛndo ɔlɛo pɛzɐdo, fɐzɛ ɐkozɐ ɛ supɛɾfiziɛ mɛtalikɐ. ɐs mɛdidɐʃ
-moʃtɾɐɾɐm umɐ pɛkʷɛnɐ influensiɐ dɐ nɐtuɾɛzɐ dɐs supɛɾfiziɛs mɛtalikɐs nɐ
-molɐbilidɐdɛ obsɛɾvɐdɐ. no ɛntɐnto, ɛfɛjtos siɡnifikɐntɛs foɾɐm obsɛɾvɐdoʃ
-dɛpɛndɛndo dɐ pɾɛzɛnsɐ dɛ ɐʃfɐltɛnos ɛ azidos nɐftenikos, kuʒɐ ɾɛmosɐ̃w̃ ɾɛduz oʃ
-anɡlos dɛ kontɐto dɛ um kompoɾtɐmɛnto olɛofiliko (anɡlos ɐzimɐ dɛ 145 ɡɾaws)
-pɐɾɐ um kompoɾtɐmɛnto idʁofiliko kom anɡlos mɛnoɾɛs do kʷɛ 45 ɛ 80 ɡɾawʃ
-ʁɛʃpɛktivɐmɛntɛ. ɛʃtɛ ɛʃtudo konfiɾmɐ kʷɛ ɐ mɛdidɐ dɛ anɡlos dɛ kontɐto
-ɛʃtatikos e util nɐ fɐzɛ dɛ dɛzɛnvolvimɛnto dɛ kɐmpo pɐɾɐ o plɐnɛʒɐmɛnto dɛ
-tɾɐnspoɾtɛ dɛ ɔlɛos pɛzɐdos pɛlɐ teknikɐ dɛ koɾɛ-flow, iʃto e, ɛʃkolɐ do
-mɐtɛɾiɐl dɐs supɛɾfiziɛs intɛɾnɐs dos dutos ɛ uzo owu nɐ̃w̃ dɛ ɐditivos nɐ aɡɐ. ɐ
-kɐɾɐktɛɾizɐsɐ̃w̃ do kompoɾtɐmɛnto dɛ molɐbilidɐdɛ dɛ supɛɾfiziɛs sɔlidɐs ɛspoʃtɐʃ
-ɐ siʃtɛmɐs ɔlɛo/aɡɐ fowi bɐzɛɐdɐ ɛm mɛdidɐs dɛ anɡlos dɛ kontɐto. ɐltɛɾɐsõj̃s dɛ
-molɐbilidɐdɛ foɾɐm obtidɐs ɐtʁɐves dɛ modifikɐsõj̃s kʷimikɐs ɛ mɛkanikɐs dɐʃ
-supɛɾfiziɛs sɔlidɐs. os ɾɛzultɐdos indikɐɾɐm kʷɛ ɐ oksidɐsɐ̃w̃ kom o metodo
-sɛlɛzionɐdo (kmno4) fowi ɛfiziɛntɛ pɐɾɐ ɐltɛɾɐɾ supɛɾfiziɛs idʁofɔbikɐs ɛ̃
-idʁofilikɐs. pɐɾɐ todɐs ɐs supɛɾfiziɛs mɛtalikɐs ɛʃtudɐdɐs, ɐ oksidɐsɐ̃w̃ ɾɛzultɐ
-ɛm anɡlos dɛ kontɐto fɐvoɾavɛjs pɐɾɐ siʃtɛmɐs ɔlɛo/aɡɐ, iʃto e, o anɡlo dɛ
-kontɐto mɛdido fowi mɛnoɾ do kʷɛ 20 ɡɾaws, ɛvitɐndo ɐ ɐdɛzɐ̃w̃ dɛ ɔlɛo. 2.6 ɐsɐ̃w̃
-dos dɛzɛmulsifikɐntɛs ɐ dɛzɛmulsifikɐsɐ̃w̃ e um pɾozɛʃso kʷɛ ɛnvolvɛ flokulɐsɐ̃w̃,
-kowɐlɛʃsensiɐ, ɛ sɛpɐɾɐsɐ̃w̃ dɛ dowis likʷidos imiʃsivɛjs. ɐ ɛʃtɐbilidɐdɛ dɛ umɐ
-ɛmulsɐ̃w̃ e lɐɾɡɐmɛntɛ ɐfɛtɐdɐ pɛlɐ nɐtuɾɛzɐ dɐ kɐmɐdɐ ɐdsoɾvidɐ ɛ ɐ ɛʃtɐbilidɐdɛ
-do filmɛ e foɾtɛmɛntɛ dɛpɛndɛntɛ dɐ ɐdsoɾsɐ̃w̃ dɛ suɾfɐktɐntɛ ɛ pɾopʁiɛdɐdɛʃ
-ʁɛolɔʒikɐs intɛɾfɐziajs komo ɛlɐʃtizidɐdɛ, ɡɾɐdiɛntɛs dɛ tɛnsɐ̃w̃ intɛɾfɐziɐl, ɛ
-viʃkozidɐdɛ intɛɾfɐziɐl. zɐpʁjɐnov ɛt ɐl (1983) dɛzɛnvolvɛɾɐm um modɛlo pɐɾɐ
-dɛʃkɾɛvɛɾ ɐ vɛlozidɐdɛ dɛ dɾɛnɐʒɛm dɛ filmɛs dɛ ɛmulsõj̃s. ɛm suɐs ɐnɐlizɛs, ɛlɛʃ
-dɛtɛɾminɐɾɐm kʷɛ o 16 tɛmpo dɛ dɾɛnɐʒɛm dɛ um filmɛ dɛ ɛmulsɐ̃w̃ ɛʃtɐbilizɐdo poɾ
-suɾfɐktɐntɛ e dɛpɛndɛntɛ nɐ̃w̃ somɛntɛ dɐ viʃkozidɐdɛ intɛɾfɐziɐl mɐs tɐmbem do
-vɐloɾ do ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃, o kɐl ɾɛpʁɛzɛntɐ ɐ ɐtividɐdɛ do suɾfɐktɐntɛ nɐ
-intɛɾfɐzɛ. (kim, 1996) ɐ vɛlozidɐdɛ dɛ dɾɛnɐʒɛm do ɐfinɐmɛnto do filmɛ e
-dɛpɛndɛntɛ dɐs foɾsɐs ɐʒindo nɐ intɛɾfɐzɛ do filmɛ. konfoɾmɛ duɐs ɡotɐs dɛ
-ɛmulsɐ̃w̃ sɛ ɐpʁoksimɐm umɐ dɐ owutʁɐ, o likʷido ɛʃkowɐ pɐɾɐ foɾɐ do filmɛ ɛ o
-ɐfinɐmɛnto okoʁɛ. no ɛntɐnto, o ɛʃkowɐmɛnto dɛ likʷido do filmɛ kɐʁɛɡɐ kom ɛlɛ
-ɐs molekulɐs dɛ suɾfɐktɐntɛs ɐdsoɾvidɐs dɛvido ɐo flukso konvɛktivo ɛ ɛntɐ̃w̃ kawzɐ
-um diʃtuɾbio no ɛkʷilibʁio, kɾiɐndo um ɡɾɐdiɛntɛ dɛ konsɛntɾɐsɐ̃w̃ nɐ intɛɾfɐzɛ.
-ɛʃtɛ ɡɾɐdiɛntɛ dɛ konsɛntɾɐsɐ̃w̃ pɾoduz umɐ vɐɾiɐsɐ̃w̃ no vɐloɾ lokɐl dɛ tɛnsɐ̃w̃
-intɛɾfɐziɐl (ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃ intɛɾfɐziɐl) o kɐl ʒɛɾɐ umɐ foɾsɐ opoʃtɐ ɐo
-ɛʃkowɐmɛnto dɛ likʷido do filmɛ. ɐ somɐ dɐ tɛnsɐ̃w̃ intɛɾfɐziɐl ɛ dɐ tɛnsɐ̃w̃
-tɐnʒɛnsiɐl do bulk do likʷido dɐ ɡotɐ dɛvɛ kontɾɐbɐlɐnsɛɐɾ ɐ tɛnsɐ̃w̃ tɐnʒɛnsiɐl
-do bulk ɐʒindo no likʷido dɐ intɛɾfɐzɛ, o kʷɛ ɾɛzultɐ ɛm umɐ ɾɛdusɐ̃w̃ nɐ
-mobilidɐdɛ dɐ supɛɾfiziɛ do filmɛ ɛ um dɛkʁeʃsimo nɐ vɛlozidɐdɛ dɛ ɐfinɐmɛnto do
-filmɛ. dɛzɛmulsifikɐsɐ̃w̃ kʷimikɐ e um pɾozɛʃso no kɐl ɐ vɛlozidɐdɛ dɛ ɐfinɐmɛnto
-do filmɛ e awmɛntɐdɐ ɛ ɐ ɛʃtɐbilidɐdɛ do filmɛ e ɾɛduzidɐ poɾ ũ
-dɛzɛmulsifikɐntɛ kʷimiko. fowi ɛʃtɐbɛlɛzido kʷɛ ɐ funsɐ̃w̃ do dɛzɛmulsifikɐntɛ e
-mudɐɾ ɐs pɾopʁiɛdɐdɛs ɾɛolɔʒikɐs intɛɾfɐziajs ɛ dɛzɛʃtɐbilizɐɾ os filmɛs dɛ
-ɛmulsõj̃s ɛʃtɐbilizɐdɐs poɾ suɾfɐktɐntɛ. ɐ pɾinsipɐl funsɐ̃w̃ dɛ ũ
-dɛzɛmulsifikɐntɛ kʷimiko e awmɛntɐɾ ɐ dɾɛnɐʒɛm do filmɛ pɛlɐ supʁɛʃsɐ̃w̃ do
-ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃. podɛ sɛɾ moʃtɾɐdo kʷɛ nɐ̃w̃ somɛntɛ ɐ viʃkozidɐdɛ intɛɾfɐziɐl
-dɛvɛ sɛɾ bajksɐ, pɐɾɐ awmɛntɐɾ o ɐfinɐmɛnto do filmɛ, mɐs tɐmbem ɐ konsɛntɾɐsɐ̃w̃
-intɛɾfɐziɐl ɛ ɐ ɐtividɐdɛ do dɛzɛmulsifikɐntɛ dɛvɛ sɛɾ sufiziɛntɛmɛntɛ ɐltɐ pɐɾɐ
-supʁimiɾ o ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃. ɐ ɐtividɐdɛ intɛɾfɐziɐl dɐs molekulɐs doʃ
-dɛzɛmulsifikɐntɛs e kontɾolɐdɐ pɛlɐ vɛlozidɐdɛ dɛ difuzɐ̃w̃ dɐ fɐzɛ intɛɾnɐ pɐɾɐ ɐ
-intɛɾfɐzɛ ɛ ɐ bɐʁɛjɾɐ dɛ ɐdsoɾsɐ̃w̃ nɐ intɛɾfɐzɛ aɡɐ/ɔlɛo. ɛm sɛɾtos kɐzos,
-ɐlɡns komponɛntɛs dɛ um dɛzɛmulsifikɐntɛ olɛofiliko podɛm sɛɾ diʃsolvidoʃ
-(pɐɾtisɐ̃w̃) nɐ fɐzɛ dɛ ɡotɐs dɛ aɡɐ diʃpɛɾsɐs (fɐzɛ diʃpɛɾsɐ); ɛʃsɛ pɾozɛʃso e
-konɛzido komo pɐɾtisɐ̃w̃. kɐndo os komponɛntɛs do dɛzɛmulsifikɐntɛ ɛksiʃtɛm nɐ
-fɐzɛ diʃpɛɾsɐ, os komponɛntɛs pɐɾtizionɐdos nɐ fɐzɛ diʃpɛɾsɐ podɛm ɐfɛtɐɾ
-foɾtɛmɛntɛ ɐs pɾopʁiɛdɐdɛs dinamikɐs intɛɾfɐziajs komo o ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃
-intɛɾfɐziɐl owu ɛfɛjto ɛʃtɐbilizɐntɛ dɛ mɐɾɐnɡoni-ʒibbs. ivɐnov (1980) ɛʃtudowu o
-ɐfinɐmɛnto dos filmɛs dɛ ɛmulsɐ̃w̃ kɐndo o suɾfɐktɐntɛ e soluvɛl nɐ fɐzɛ
-diʃpɛɾsɐ. suɐ ɐnalizɛ moʃtɾowu kʷɛ, dɛvido a siɾkulɐsɐ̃w̃ do flujdos nɐ ɡotɐ, bɛ̃
-komo ɐ ʒɛomɛtʁiɐ dɐ siʃtɛmɐ, ɐs molekulɐs dɛ suɾfɐktɐntɛ no intɛɾioɾ dɐs ɡotɐʃ
-sɐ̃w̃ fɐzilmɛntɛ tɾɐnspoɾtɐdos pɐɾɐ ɐ supɛɾfiziɛ do filmɛ. ɐʃsim, um suɾfɐktɐntɛ
-kʷɛ e soluvɛl nɐ fɐzɛ dɛ ɡotɐ podɛ fɐzilmɛntɛ supʁimiɾ os ɡɾɐdiɛntɛs dɛ
-konsɛntɾɐsɐ̃w̃ dɛ supɛɾfiziɛ (kʷɛ suɾʒiɾɐm ɐ pɐɾtiɾ do flukso konvɛktivo do filmɛ
-dɛ dɾɛnɐʒɛm likʷido) ɛ supʁimiɾ os ɡɾɐdiɛntɛs dɛ tɛnsɐ̃w̃. ɛʃtɛ pɾozɛʃso
-ʁɛzultɐndo ɛm filmɛs kom ɾapidɐ dɾɛnɐʒɛm ɛ filmɛs kom kuɾtɐ vidɐs. mɐlotʁɐ ɛ
-wɐzɐn (1987) moʃtɾɐɾɐm kʷɛ ɛʃtɛ ɾɛzultɐdo e valido pɐɾɐ suɾfɐktɐntɛʃ
-pɐɾsiɐlmɛntɛ miʃsivɛjs. (kim, 1996) sɛttj ɛt ɐl. (1992) dɛʃkobʁiɾɐm kʷɛ ũ
-dɛzɛmulsifikɐntɛ soluvɛl ɛm aɡɐ podɛ ɛfɛtivɐmɛntɛ dɛzɛʃtɐbilizɐɾ ɐ aɡɐ ɛ̃
-ɛmulsõj̃s dɛ pɛtʁɔlɛo. ɛlɛs ɛʃtudɐɾɐm os ɛfɛjtos dɛ dɛzɛmulsifikɐntɛs kõ
-difɛɾɛntɛs lb ɛ pɛzo molɛkulɐɾ nɐ dɛzɛʃtɐbilizɐsɐ̃w̃ dɐ aɡɐ ɛm ɛmulsõj̃s dɛ
-pɛtʁɔlɛo; ɛlɛs konkluj́ɾɐm kʷɛ um dɛzɛmulsifikɐntɛ podɛ tɛɾ um dɛzɛmpɛno mujto
-bom kɐndo o dɛzɛmulsifikɐntɛ kontem umɐ ɛlɛvɐdɐ pɛɾsɛntɐʒɛm do ɡɾupo
-idʁofiliko (numɛɾo lb ɐlto) ɛ umɐ dɛ bajkso pɛzo molɛkulɐɾ. (kim, 1996) ɐ
-pɾɛzɛnsɐ dɛ dɛzɛmulsifikɐntɛs ɐzɛlɛɾɐ ɐ flokulɐsɐ̃w̃ dɐs ɡotɐs dɛ aɡɐ ɛ awmɛntɐ ɐ
-dɾɛnɐʒɛm do filmɛ ɐntɛs dɛ suɐ ɾuptuɾɐ. kɐndo somɛntɛ molekulɐs nɐtuɾajs ɛʃtɐ̃w̃
-pɾɛzɛntɛs no ɔlɛo, um ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃ intɛɾfɐziɐl e foɾmɐdo kom tɛnsɐ̃w̃
-intɛɾfɐziɐl mɐjoɾ nɐ pɐɾtɛ intɛɾnɐ do filmɛ ɛ mɛnoɾ tɛnsɐ̃w̃ intɛɾfɐziɐl nɐ pɐɾtɛ
-ɛstɛɾnɐ do filmɛ. os dɛzɛmulsifikɐntɛs invɛɾtɛm ɛʃtɛ ɡɾɐdiɛntɛ dɛvido ɐ suɐ
-ɐtividɐdɛ supɛɾfiziɐl supɛɾioɾ, kɾiɐndo um fɛnomɛno dɛ dɾɛnɐʒɛm do filmɛ, kʷɛ
-lɛvɐ ɐ kowɐlɛʃsensiɐ dɐs ɡotɐs dɛ aɡɐ. um bom dɛzɛmulsifikɐntɛ e ɛfɛtivo ɛ̃
-diminujɾ ɐ ɛlɐʃtizidɐdɛ supɛɾfiziɐl do filmɛ intɛɾfɐziɐl ɛ dɛvɛ tɛɾ umɐ ɐltɐ
-difuzividɐdɛ. fowi moʃtɾɐdo kʷɛ ɐs molekulɐs kom pɐɾtisɐ̃w̃ iɡɐl ɛntɾɛ ɐs fɐzɛʃ
-ɐkozɐ ɛ olɛozɐ sɐ̃w̃ os majs ɛfiziɛntɛs dɛzɛmulsifikɐntɛs. (dɐniɛl-dɐvid ɛt ɐl,
-2005) kɐpitulo 3 ɐnalizɛ ɛspɛɾimɛntɐl os ɛspɛɾimɛntos foɾɐm ɾɛɐlizɐdos no
-lɐboɾɐtɔɾio dɛ koɾɛflow do lɐboɾɐtɔɾio dɛ ɛʃkowɐmɛnto multifaziko (multilɐb) dɐ
-fɐkuldɐdɛ dɛ ɛnʒɛnɐɾiɐ mɛkanikɐ (fɛm) dɐ univɛɾsidɐdɛ ɛʃtɐduɐl dɛ kɐmpinɐs. o
-ɔlɛo utilizɐdo pɐɾɐ ɾɛɐlizɐsɐ̃w̃ dos ɛspɛɾimɛntos fowi sɛdido pɛlo sɛnpɛs –
-pɛtʁobʁas (sɛntɾo dɛ pɛʃkʷizɐs dɐ pɛtʁobʁas), sɛndo pɾovɛniɛntɛ dɐ bɐziɐ dɛ
-kɐmpos ɛ pɛɾtɛnsɛntɛ a klɐʃsɛ ɐʃfɐltenikɐ. utilizowu-sɛ pɐɾɐ ɾɛɐlizɐsɐ̃w̃ doʃ
-ɛspɛɾimɛntos aɡɐ foɾnɛzidɐ pɛlɐ sɐnɐzɐ dɛ kɐmpinɐs, sɛndo ɐ aɡɐ utilizɐdɐ
-pɾovɛniɛntɛ dɐs ɛʃtɐsõj̃s dɛ tɾɐtɐmɛnto ɛtɐs 3 ɛ 4. ɐ tɐbɛlɐ ɐ.1 do ɐnɛkso i
-ɐpʁɛzɛntɐ ɐ ɐnalizɛ dɐ aɡɐ dɐs ɛtɐs 3 ɛ 4 foɾnɛzidɐ pɛlɐ sɐnɐzɐ. 3.1
-ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ ɐʃsiʃtidɐ kom aɡɐ ɔlɛo pɛzɐdo ɛ aɡɐ foɾɐm ɛʃkowɐdoʃ
-ɛm pɐdʁɐ̃w̃ koɾɛflow pɛlo siʃtɛmɐ ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 4.1. utilizowu-sɛ pɐɾɐ o
-ɛʃkowɐmɛnto um dɛtɛɾminɐdo oldup dɛ ɔlɛo (), ɛm poɾsɛntɐʒɛm. o ɛʃkowɐmɛnto ɛ̃
-pɐdʁɐ̃w̃ koɾɛflow fowi mɐntido poɾ 10 minutos ɛ ɛntɐ̃w̃ ɾɛɐlizowu-sɛ umɐ pɐɾɐdɐ subitɐ
-dɐs bombɐs dɛ aɡɐ ɛ ɔlɛo simultɐnɛɐmɛntɛ. o siʃtɛmɐ fowi mɐntido ɛm ɾɛpowuzo poɾ
-um dɛtɛɾminɐdo pɛɾiodo dɛ tɛmpo (t), ɛm sɛɡndos, ɛ ɐpɔs ɛʃsɛ pɛɾiodo
-ʁɛɐlizowu-sɛ ɐ ɾɛpɐɾtidɐ dɛ linɐ kom aɡɐ ɐ umɐ vɐzɐ̃w̃ (k), ɛm ɡɐlõj̃s poɾ minuto.
-duɾɐntɛ o pɾozɛdimɛnto dɛ ɾɛpɐɾtidɐ dɛ linɐ o difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃
-instɐntanɛo fowi monitoɾɐdo ɛntɾɛ dowis pontos lokɐlizɐdos nɐ pɐɾtɛ oɾizontɐl dɐ
-tubulɐsɐ̃w̃ ɐtʁɐves dɛ mɛdidoɾɛs dɛ pɾɛʃsɐ̃w̃ idɛntifikɐdos nɐ fiɡʁɐ 4.1. oʃ
-mɛdidoɾɛs dɛ pɾɛʃsɐ̃w̃ diʃtɐm 1 mɛtʁo um do owutʁo. os dɐdos dɛ difɛɾɛnsiɐl dɛ
-pɾɛʃsɐ̃w̃ instɐntanɛo pɛɾmitiɾɐm ɐ konstɾusɐ̃w̃ dɛ ɡɾafikos kʷɛ moʃtɾɐm o
-kompoɾtɐmɛnto dɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃ ɛm funsɐ̃w̃ do tɛmpo ɛ suɐʃ
-vɐɾiɐsõj̃s ɛm dɛkoʁensiɐ dɐ modifikɐsɐ̃w̃ dɛ ɐlɡmɐs kondisõj̃s: tɛmpo dɛ pɐɾɐdɐ owu
-ʁɛpowuzo (t), vɐzɐ̃w̃ dɛ aɡɐ nɐ ɾɛpɐɾtidɐ (k) ɛ oldup dɛ ɔlɛo (). 3.1.1 ɐpɐɾɐto
-ɛspɛɾimɛntɐl o ɐpɐɾɐto utilizɐdo nɐ ɾɛɐlizɐsɐ̃w̃ dɐ pɐɾtɛ ɛspɛɾimɛntɐl do tɾɐbɐlo
-e kompoʃto poɾ um siʃtɛmɐ kʷɛ poʃsuj um tɐnkʷɛ sɛpɐɾɐdoɾ, umɐ linɐ dɛ aɡɐ ɛ
-umɐ linɐ dɛ ɔlɛo kʷɛ sɛ unɛm no inʒɛtoɾ. o inʒɛtoɾ intɾoduz o flukso nɐ linɐ dɛ
-vidʁo (vizoɾ) kʷɛ e ɐkoplɐdɐ ɐo ɾɛʃtɐntɛ do siɾkujto fɛkɐdo dɐ tubulɐsɐ̃w̃ dɛ
-ɐso-kɐɾbono. pɾɛzɛntɛs no siʃtɛmɐ tɐmbem ɛʃtɐ̃w̃ umɐ bombɐ dɛ ɔlɛo ɛ owutʁɐ dɛ
-aɡɐ, um kompɾɛʃsoɾ, um filtɾo, dowis ɾotamɛtʁos, dowis mɐnomɛtʁos, dowiʃ
-ʁɛɡlɐdoɾɛs dɛ fɾɛk̈ensiɐ, um mɛdidoɾ dɛ vɐzɐ̃w̃ pɐɾɐ o ɔlɛo ɛ dowis vizoɾɛs dɛ
-ɐkʁiliko. 3.1.1.1 tɐnkʷɛ dɛ sɛpɐɾɐsɐ̃w̃ ɡɾɐvitɐzionɐl vɐnɛɡɐs (1999) pɾoʒɛtowu o
-vɐzo sɛpɐɾɐdoɾ ɡɾɐvitɐzionɐl kʷɛ fowi utilizɐdo nɐ ɾɛɐlizɐsɐ̃w̃ do pɾɛzɛntɛ
-tɾɐbɐlo ɛ kʷɛ tɐmbem fowi utilizɐdo poɾ vɐɾɐ (2001), ɾodʁiɡʷɛs (2002), tɾɛvizɐ̃
-(2003) ɛ bɐɾbozɐ (2004) nɐ ɾɛɐlizɐsɐ̃w̃ dɛ sews tɾɐbɐlos. ɐs pɾinsipajʃ
-kɐɾɐktɛɾiʃtikɐs dɛʃtɛ sɛpɐɾɐdoɾ ɡɾɐvitɐzionɐl sɐ̃w̃: ɐltuɾɐ totɐl dɛ 2.215 m,
-diamɛtʁo intɛɾno dɛ 1 m, kɐpɐzidɐdɛ maksimɐ dɛ 1500 l ɛ suɐ kompozisɐ̃w̃ e dɛ fibʁɐ
-dɛ vidʁo. ɐ sɛpɐɾɐsɐ̃w̃ ɔlɛo / aɡɐ e ɾɛɐlizɐdɐ ɐpɛnɐs pɛlɐ ɐsɐ̃w̃ dɐ ɡɾɐvidɐdɛ
-ɐtʁɐves dɛ kowɐlɛʃsensiɐ dɛ ɡotɐs ɛ sɛdimɛntɐsɐ̃w̃ ɡɾɐvitɐzionɐl. ɐ ɛntɾɐdɐ do
-flukso dɛ ɔlɛo majs aɡɐ ɛnkontɾɐ-sɛ ɐ ɛʃkʷɛɾdɐ do sɛpɐɾɐdoɾ ɛ ɐs saj́dɐs dɛ aɡɐ
-ɛ ɔlɛo, ɐpɔs ɐ sɛpɐɾɐsɐ̃w̃, ɛnkontɾɐm-sɛ ɛm pozisɐ̃w̃ diɐmɛtʁɐlmɛntɛ opoʃtɐ ɐ
-ɛntɾɐdɐ. ɐ saj́dɐ dɛ aɡɐ lokɐlizɐ-sɛ nɐ pɐɾtɛ infɛɾioɾ do tɐnkʷɛ ɛ ɐ dɛ ɔlɛo ũ
-powuko ɐzimɐ dɛʃtɐ. o flukso dɛ ɛntɾɐdɐ e dɛzɐsɛlɛɾɐdo poɾ tɾes kikɐnɐʃ
-ɛziʃtɛntɛs no intɛɾioɾ do sɛpɐɾɐdoɾ, fɐzilitɐndo ɐ sɛpɐɾɐsɐ̃w̃ dɐs fɐzɛs. 3.1.1.2
-movimɛntɐsɐ̃w̃ dɛ flujdos umɐ bombɐ dɛ dɛʃlokɐmɛnto pozitivo tipo pɐɾɐfuzo
-impulsionɐ o ɔlɛo do vɐzo sɛpɐɾɐdoɾ pɐɾɐ o bokɐl dɛ inʒɛsɐ̃w̃ ɐtʁɐves dɛ um tubo
-dɛ pvk dɛ 2,66 km dɛ diamɛtʁo intɛɾno. ɐ fɾɛk̈ensiɐ dɐ bombɐ dɛ ɔlɛo e
-kontɾolɐdɐ poɾ um invɛɾsoɾ dɛ fɾɛk̈ensiɐ. ɐ vɐzɐ̃w̃ dɛ ɔlɛo e mɛdidɐ poɾ ũ
-mɛdidoɾ dɛ tipo koɾiolis dɐ dɐnfoʃs, modɛlo mɐʃsflo di 25 ʒuntɐmɛntɛ kom ũ
-konvɛɾsoɾ dɛ sinajs mɐʃs 6000 kompɐkt ip 67. ɐs insɛɾtɛzɐs dɛʃtɛ ɛkʷipɐmɛnto,
-pɐɾɐ umɐ fajksɐ dɛ konfiɐnsɐ dɛ 95%, sɐ̃w̃ dɛ ±1,253ks10-6 m3/s, sɛɡndo ɐ kɐɾtɐ dɛ
-kɐlibʁɐsɐ̃w̃ ɛ ɐfɛɾisɐ̃w̃ do ɛkʷipɐmɛnto foɾnɛzidɐ pɛlo fɐbʁikɐntɛ. ɐ movimɛntɐsɐ̃w̃
-dɐ aɡɐ e ɡɐɾɐntidɐ poɾ umɐ bombɐ dɛ ɛnɡɾɛnɐʒɛm kʷɛ ɐ impulsionɐ do vɐzo
-sɛpɐɾɐdoɾ ɐte o bokɐl dɛ inʒɛsɐ̃w̃ ɐtʁɐves dɛ umɐ tubulɐsɐ̃w̃ dɛ pvk kom 1,9 km dɛ
-diamɛtʁo intɛɾno. ɐ fɾɛk̈ensiɐ dɐ bombɐ dɛ aɡɐ e kontɾolɐdɐ poɾ um invɛɾsoɾ dɛ
-fɾɛk̈ensiɐ. ɐ vɐzɐ̃w̃ dɛ aɡɐ e mɛdidɐ poɾ um dos ɾotamɛtʁos do siʃtɛmɐ,
-dɛpɛndɛndo dɐ vɐzɐ̃w̃ dɛ aɡɐ kʷɛ sɛ ɛʃta utilizɐndo um dos ɾotamɛtʁos e
-utilizɐdo. utilizowu-sɛ um ɾotamɛtʁo kom fajksɐ dɛ opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 5 ɡpm ɛ
-owutʁo kom fajksɐ dɛ opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 10 ɡpm. . o pɾimɛjɾo ɾotamɛtʁo fowi
-utilizɐdo kɐndo ɐ vɐzɐ̃w̃ dɛ aɡɐ dɛzɛʒɐdɐ ɛɾɐ 3 ɛ 5 ɡpm ɛ o sɛɡndo kɐndo ɐ
-vɐzɐ̃w̃ dɛ aɡɐ dɛzɛʒɐdɐ ɛɾɐ dɛ 7 ɡpm. loɡo ɐpɔs ɐ bombɐ dɛ aɡɐ ɛksiʃtɛ um filtɾo
-kʷɛ kɐptuɾɐ ɾɛʃkʷizios dɛ ɔlɛo kʷɛ ɛksiʃtɐm nɐ aɡɐ. 3.1.1.3 inʒɛsɐ̃w̃ dɛ flujdoʃ
-um bokɐl dɛ ɐkʁiliko fɐz kom kʷɛ ɐ aɡɐ ɛntɾɛ pɛlɐs lɐtɛɾajs do siɾkujto dɛ
-tubulɐsɐ̃w̃ ɐtʁɐves dɛ um ɛʃpɐso dɛ 1 mm ɛntɾɛ ɐ pɐɾɛdɛ ɛstɛɾnɐ dɛ vidʁo ɛ o konɛ
-dɛ pvk. o ɔlɛo ɛntɾɐ pɛlɐ pɐɾtɛ dɛ bajkso do inʒɛtoɾ , iʃto e , pɛlɐ pɐɾtɛ
-intɛɾnɐ do konɛ dɛ pvk. . ɛʃtɛ bokɐl dɛ inʒɛsɐ̃w̃ pɛɾmitɛ kʷɛ o pɐdʁɐ̃w̃ koɾɛflow
-sɛʒɐ dɛzɛnvolvido ɛm um mɛnoɾ kompɾimɛnto, umɐ vɛz kʷɛ ɐ aɡɐ sɛ konsɛntɾɐ nɐʃ
-lɐtɛɾajs do tubo ɛ o ɔlɛo ʒa iniziɐ sew ɛʃkowɐmɛnto pɛlo sɛntɾo dɐ tubulɐsɐ̃w̃. o
-inʒɛtoɾ insɛɾɛ os flujdos ɛm umɐ tubulɐsɐ̃w̃ dɛ vidʁo ondɛ e poʃsivɛl obsɛɾvɐɾ o
-pɐdʁɐ̃w̃ koɾɛflow dɛzɛnvolvido. ɛʃtɐ pɛkʷɛnɐ pɐɾtɛ dɛ tubulɐsɐ̃w̃ dɛ vidʁo e
-ɛnkajksɐdɐ ɐo ɾɛʃtɐntɛ dɐ tubulɐsɐ̃w̃ dɛ ɐso kɐɾbono. 3.1.1.4 monitoɾɐmɛnto dɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃. o monitoɾɐmɛnto dɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ duɾɐntɛ ɐ
-ʁɛpɐɾtidɐ fowi ɾɛɐlizɐdo nɐ pɐɾtɛ oɾizontɐl dɐ tubulɐsɐ̃w̃. ɐs tomɐdɐs dɛ pɾɛʃsɐ̃w̃
-diʃtɐm 1m umɐ dɐ owutʁɐ ɛ ɛʃtɐ̃w̃ lokɐlizɐdɐs a 2m dɛ umɐ tubulɐsɐ̃w̃ dɛ vidʁo
-ɛkʷipɐdɐ kom um vizoɾ dɛ ɐkʁiliko. o vizoɾ e nɛzɛʃsaɾio pɐɾɐ koʁiʒiɾ ɐ
-dɛfoɾmɐsɐ̃w̃ ɔtikɐ kawzɐdɐ pɛlɐ kuɾvɐtuɾɐ dɐ tubulɐsɐ̃w̃ dɛ vidʁo kʷɛ diʃtoɾsɛ ɐ
-imɐʒɛm do flukso ɛm sew intɛɾioɾ. ɛʃtɛ vizoɾ fowi utilizɐdo pɐɾɐ ɐ obsɛɾvɐsɐ̃w̃ do
-pɐdʁɐ̃w̃ koɾɛflow ɛ dɐ limpɛzɐ dɛ linɐ ɐpɔs ɐ ɾɛpɐɾtidɐ. o monitoɾɐmɛnto dɐ kʷɛdɐ
-dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃ fowi fɛjto poɾ um tɾɐnsmiʃsoɾ dɛ pɾɛʃsɐ̃w̃ difɛɾɛnsiɐl dɐ
-mɐɾkɐ smɐɾ, modɛlo ld301 kɔdiɡo d1 instɐlɐdo no tubo dɛ ɐso kɐɾbono. ɐ ɐkʷizisɐ̃w̃
-dos sinajs dɛ voltɐʒɛm ʒɛɾɐdos fowi fɛjtɐ pɛlo ɐɾdwɐɾɛ pksi-1000 dɐ nɐtionɐl t
-instɾumɛnts ɛ o pɾozɛʃsɐmɛnto dos dɐdos fowi fɛjto pɛlo softwɐɾɛ lɐbviɛw 6.0 dɛ
-mɛʃmɐ mɐɾkɐ. 3.1.2 pɾozɛdimɛnto ɛspɛɾimɛntɐl ɐbajkso ɛnkontɾɐ-sɛ dɛʃkɾito o
-pɾozɛdimɛnto utilizɐdo pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dos ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ
-utilizɐndo-sɛ somɛntɛ aɡɐ pɐɾɐ ɐ limpɛzɐ dɛ linɐ. ɐs valvulɐs, indikɐdɐs nɐ
-fiɡʁɐ 3.1, dɛ numɛɾos 2, 4, 5, 6, 7, 9, 12, 13, 14, 16, 18 ɛ 20 pɛɾmɐnɛzɛ̃
-fɛkɐdɐs duɾɐntɛ todo o ɛspɛɾimɛnto. ɐntɛs dɛ iniziɐɾ o tɾɐbɐlo ɐs valvulɐs 1,
-3, 8, 10, 11, 15, 17 ɛ 19 foɾɐm komplɛtɐmɛntɛ ɐbɛɾtɐs. inizio do ɛspɛɾimɛnto -
-pɐɾtidɐ: iniziowu-sɛ o ɛspɛɾimɛnto ɛʃkowɐndo somɛntɛ aɡɐ pɛlɐ tubulɐsɐ̃w̃. ɐ bombɐ
-dɛ aɡɐ fowi ɐzionɐdɐ kom umɐ fɾɛk̈ensiɐ dɛ 30 z ɛ ɛntɐ̃w̃ ɐʒuʃtowu-sɛ ɐ fɾɛk̈ensiɐ
-bɐzɛɐndo-sɛ nɐ vɐzɐ̃w̃ dɛ aɡɐ dɛzɛʒɐdɐ. ɐ lɛjtuɾɐ dɐ vɐzɐ̃w̃ dɛ aɡɐ e fɛjtɐ
-ɐtʁɐves do ɾotamɛtʁo pɾɔksimo ɐ valvulɐ 11. dɛjksowu-sɛ somɛntɛ aɡɐ ɛʃkowɐndo pɛlɐ
-tubulɐsɐ̃w̃ poɾ um pɛɾiodo dɛ tɛmpo sufiziɛntɛ pɐɾɐ kʷɛ ɾɛʃkʷizios dɛ ɔlɛo do
-ɛspɛɾimɛnto ɐntɛɾioɾ sɛʒɐm ɾɛmovidos ɛ ɐ pɾɛʃsɐ̃w̃ indikɐdɐ pɛlo mɛdidoɾ dɛ
-pɾɛʃsɐ̃w̃, lokɐlizɐdo nɐ pɐɾtɛ supɛɾioɾ dɐ tubulɐsɐ̃w̃, indikʷɛ kʷɛ ɐ tubulɐsɐ̃w̃ ɛʃta
-limpɐ. ɛʃtɛ pɛɾiodo dɛ tɛmpo koʁɛʃpondɛ ɐ ɐpʁoksimɐdɐmɛntɛ 20 minutos.
-poʃtɛɾioɾmɛntɛ ɐzionowu-sɛ ɐ bombɐ dɛ ɔlɛo, utilizɐndo iniziɐlmɛntɛ umɐ
-fɾɛk̈ensiɐ dɛ 25 z. lɛntɐmɛntɛ fɛkowu-sɛ pɐɾsiɐlmɛntɛ ɐ valvulɐ dɛ bj-pɐʃs (nº
-3), pɾɛʃsuɾizɐndo ɐ linɐ dɛ ɔlɛo ɐte kʷɛ ɐ pɾɛʃsɐ̃w̃ no mɐnomɛtʁo ɐtinʒɐ o vɐloɾ
-dɛ 1 bɐɾ, kɐndo ɛntɐ̃w̃ ɐ valvulɐ 21 fowi ɐbɛɾtɐ ɛ o ɔlɛo pɐʃsowu ɐ ɛʃkowɐɾ pɛlo
-intɛɾioɾ do konɛ dɛ inʒɛsɐ̃w̃ iniziɐndo o ɛʃkowɐmɛnto ɛm pɐdʁɐ̃w̃ koɾɛflow. ɐ
-fɾɛk̈ensiɐ dɐ bombɐ dɛ ɔlɛo e ɐʒuʃtɐdɐ dɛ ɐkoɾdo kom ɐ vɐzɐ̃w̃ dɛ ɔlɛo dɛzɛʒɐdɐ,
-sɛndo o vɐloɾ dɛʃtɐ kontɾolɐdo pɛlo mɛdidoɾ dɛ vɐzɐ̃w̃ dɛ ɔlɛo. e impoɾtɐntɛ
-mɐntɛɾ ɐ pɾɛʃsɐ̃w̃ do siʃtɛmɐ ɐbajkso dɛ 6 kɡf/km², (588,4 kpɐ), komo pɐɾamɛtʁo dɛ
-sɛɡʁɐnsɐ do ɐpɐɾɐto. pɐɾɐdɐ subitɐ: ɐs bombɐs dɛ ɔlɛo ɛ aɡɐ foɾɐ̃
-simultɐnɛɐmɛntɛ dɛʃliɡɐdɐs ɛ ɐs valvulɐs 8, 17 ɛ 21 foɾɐm fɛkɐdɐs loɡo ɐpɔs o
-dɛʃliɡɐmɛnto dɐs bombɐs. pɐɾɐ dɛʃpɾɛʃsuɾizɐɾ ɐ linɐ dɛ ɔlɛo ɐ valvulɐ 3 fowi
-ɐbɛɾtɐ. tɛmpo dɛ ɾɛpowuzo: ɐpɔs ɐ pɐɾɐdɐ subitɐ dɐs bombɐs dɛ ɔlɛo ɛ aɡɐ o
-siʃtɛmɐ fowi mɐntido ɛm ɾɛpowuzo poɾ um dɛtɛɾminɐdo pɛɾiodo dɛ tɛmpo (t).
-ʁɛpɐɾtidɐ ɐʃsiʃtidɐ kom aɡɐ: ɐs valvulɐs 8, 17 ɛ 21 foɾɐm ɐbɛɾtɐs ɛ ɐ bombɐ dɛ
-aɡɐ fowi ɐzionɐdɐ ʒa nɐ fɾɛk̈ensiɐ ɛʃkolidɐ bɐzɛɐndo-sɛ no vɐloɾ dɐ vɐzɐ̃w̃ dɛ
-limpɛzɐ dɛ linɐ dɛzɛʒɐdɐ (k). duɾɐntɛ todo o pɾozɛʃso dɛ limpɛzɐ dɛ linɐ ɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃ fowi monitoɾɐdɐ nɐ sɛksɐ̃w̃ dɛ tɛʃtɛ lokɐlizɐdɐ nɐ
-pɐɾtɛ supɛɾioɾ do siʃtɛmɐ. sɛɡʷindo o pɾozɛdimɛnto ɐzimɐ dɛʃkɾito foɾɐ̃
-ʁɛɐlizɐdos os sɛɡʷintɛs ɛspɛɾimɛntos. 3.2 ɛspɛɾimɛnto dɛ ɾɛpɐɾtidɐ ɐʃsiʃtidɐ kõ
-solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ 3.2.1 pɾɛpɐɾo dɐ solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ ɐ
-solusɐ̃w̃ fowi pɾɛpɐɾɐdɐ ɛm um ɾɛzipiɛntɛ plaʃtiko dɛ 7l. pɐɾɐ o pɾɛpɐɾo
-ɐdizionowu-sɛ 1,5l dɛ aɡɐ ɛ 1,5l do dɛzɛmulsifikɐntɛ idʁofiliko bdo 20
-foɾnɛzido pɛlɐ biozul kʷimikɐ. ɐ solusɐ̃w̃ fowi ɐʒitɐdɐ ɛm um ɐʒitɐdoɾ mɐɡnetiko
-pɛlo pɛɾiodo dɛ 15 minutos. pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ do ɛspɛɾimɛnto dɛ ɾɛpɐɾtidɐ fowi
-utilizɐdo um volumɛ dɛ 2,5l dɛ solusɐ̃w̃ ɛ 0,5l foɾɐm ɾɛzɛɾvɐdos pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃
-dos ɛspɛɾimɛntos dɛ mɛdidɐ dɛ anɡlo dɛ kontɐto. 3.2.2 pɾozɛdimɛnto ɛspɛɾimɛntɐl
-ɐbajkso ɛnkontɾɐ-sɛ dɛʃkɾito o pɾozɛdimɛnto utilizɐdo pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ doʃ
-ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ utilizɐndo-sɛ ɐ solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ pɐɾɐ ɐ
-limpɛzɐ dɛ linɐ. ɐs valvulɐs, indikɐdɐs nɐ fiɡʁɐ 3.1, dɛ numɛɾos 2, 4, 5, 6,
-7, 9, 12, 13, 14, 16, 18 ɛ 20 pɛɾmɐnɛzɛm fɛkɐdɐs duɾɐntɛ todo o ɛspɛɾimɛnto.
-ɐntɛs dɛ iniziɐɾ o tɾɐbɐlo ɐs valvulɐs 1, 3, 8, 10, 11, 15, 17 ɛ 19 foɾɐ̃
-komplɛtɐmɛntɛ ɐbɛɾtɐs. inizio do ɛspɛɾimɛnto - pɐɾtidɐ: iniziowu-sɛ o ɛspɛɾimɛnto
-ɛʃkowɐndo somɛntɛ aɡɐ pɛlɐ tubulɐsɐ̃w̃. ɐ bombɐ dɛ aɡɐ fowi ɐzionɐdɐ kom umɐ
-fɾɛk̈ensiɐ dɛ 30 z ɛ ɛntɐ̃w̃ ɐʒuʃtowu-sɛ ɐ fɾɛk̈ensiɐ bɐzɛɐndo-sɛ nɐ vɐzɐ̃w̃ dɛ aɡɐ
-dɛzɛʒɐdɐ. ɐ lɛjtuɾɐ dɐ vɐzɐ̃w̃ dɛ aɡɐ e fɛjtɐ ɐtʁɐves do ɾotamɛtʁo pɾɔksimo ɐ
-valvulɐ 11. dɛjksowu-sɛ somɛntɛ aɡɐ ɛʃkowɐndo pɛlɐ tubulɐsɐ̃w̃ poɾ um pɛɾiodo dɛ
-tɛmpo sufiziɛntɛ pɐɾɐ kʷɛ ɾɛʃkʷizios dɛ ɔlɛo do ɛspɛɾimɛnto ɐntɛɾioɾ sɛʒɐ̃
-ʁɛmovidos ɛ ɐ pɾɛʃsɐ̃w̃ indikɐdɐ pɛlo mɛdidoɾ dɛ pɾɛʃsɐ̃w̃, lokɐlizɐdo nɐ pɐɾtɛ
-supɛɾioɾ dɐ tubulɐsɐ̃w̃, indikʷɛ kʷɛ ɐ tubulɐsɐ̃w̃ ɛʃta limpɐ. ɛʃtɛ pɛɾiodo dɛ tɛmpo
-koʁɛʃpondɛ ɐ ɐpʁoksimɐdɐmɛntɛ 20 minutos. poʃtɛɾioɾmɛntɛ ɐzionowu-sɛ ɐ bombɐ dɛ
-ɔlɛo, utilizɐndo iniziɐlmɛntɛ umɐ fɾɛk̈ensiɐ dɛ 25 z. lɛntɐmɛntɛ fɛkowu-sɛ
-pɐɾsiɐlmɛntɛ ɐ valvulɐ dɛ bj-pɐʃs (nº 3), pɾɛʃsuɾizɐndo ɐ linɐ dɛ ɔlɛo ɐte kʷɛ
-ɐ pɾɛʃsɐ̃w̃ no mɐnomɛtʁo ɐtinʒɐ o vɐloɾ dɛ 1 bɐɾ, kɐndo ɛntɐ̃w̃ ɐ valvulɐ 21 fowi
-ɐbɛɾtɐ ɛ o ɔlɛo pɐʃsowu ɐ ɛʃkowɐɾ pɛlo intɛɾioɾ do konɛ dɛ inʒɛsɐ̃w̃ iniziɐndo o
-ɛʃkowɐmɛnto ɛm pɐdʁɐ̃w̃ koɾɛflow. ɐ fɾɛk̈ensiɐ dɐ bombɐ dɛ ɔlɛo e ɐʒuʃtɐdɐ dɛ
-ɐkoɾdo kom ɐ vɐzɐ̃w̃ dɛ ɔlɛo dɛzɛʒɐdɐ, sɛndo o vɐloɾ dɛʃtɐ kontɾolɐdo pɛlo mɛdidoɾ
-dɛ vɐzɐ̃w̃ dɛ ɔlɛo. e impoɾtɐntɛ mɐntɛɾ ɐ pɾɛʃsɐ̃w̃ do siʃtɛmɐ ɐbajkso dɛ 6 kɡf/km²,
-(588,4 kpɐ), komo pɐɾamɛtʁo dɛ sɛɡʁɐnsɐ do ɐpɐɾɐto. pɐɾɐdɐ subitɐ: ɐs bombɐs dɛ
-ɔlɛo ɛ aɡɐ foɾɐm simultɐnɛɐmɛntɛ dɛʃliɡɐdɐs ɛ ɐs valvulɐs 8, 17 ɛ 21 foɾɐ̃
-fɛkɐdɐs loɡo ɐpɔs o dɛʃliɡɐmɛnto dɐs bombɐs. pɐɾɐ dɛʃpɾɛʃsuɾizɐɾ ɐ linɐ dɛ
-ɔlɛo ɐ valvulɐ 3 fowi ɐbɛɾtɐ. tɛmpo dɛ ɾɛpowuzo: ɐpɔs ɐ pɐɾɐdɐ subitɐ dɐs bombɐʃ
-dɛ ɔlɛo ɛ aɡɐ o siʃtɛmɐ fowi mɐntido ɛm ɾɛpowuzo poɾ um dɛtɛɾminɐdo pɛɾiodo dɛ
-tɛmpo dɛ 2 oɾɐs. inʒɛsɐ̃w̃ dɐ solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ no sɛpɐɾɐdoɾ: ɐpɔs 1
-oɾɐ ɛ 20minutos kʷɛ o siʃtɛmɐ ɛʃtɐvɐ ɛm ɾɛpowuzo um volumɛ dɛ 2,5l dɛ solusɐ̃w̃
-fowi inʒɛtɐdo nɐ pɐɾtɛ infɛɾioɾ do sɛpɐɾɐdoɾ ɡɾɐvitɐzionɐl ɐtʁɐves dɐ valvulɐ 16
-kom o awksilio dɐ bombɐ dɛ ɛnɡɾɛnɐʒɛm. kom ɐ ɐdisɐ̃w̃ dɐ solusɐ̃w̃ obtɛvɛ-sɛ umɐ
-konsɛntɾɐsɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ nɐ aɡɐ do sɛpɐɾɐdoɾ dɛ 2500 ppm, umɐ vɛz kʷɛ o
-volumɛ totɐl dɛ aɡɐ no mɛʃmo ɛɾɐ dɛ 500l. ɛʃtɛ pɾozɛdimɛnto duɾowu
-ɐpʁoksimɐdɐmɛntɛ 10 minutos, ɛntɐ̃w̃ ɐ valvulɐ 16 fowi fɛkɐdɐ ɛ o siʃtɛmɐ
-pɛɾmɐnɛzew ɛm ɾɛpowuzo, ʒa kom o dɛzɛmulsifikɐntɛ nɐ aɡɐ do sɛpɐɾɐdoɾ, poɾ majʃ
-30 minutos. ɾɛpɐɾtidɐ ɐʃsiʃtidɐ kom aɡɐ + dɛzɛmulsifikɐntɛ: ɐpɔs ɛʃsɛ pɛɾiodo
-ɐs valvulɐs 8, 17 ɛ 21 foɾɐm ɐbɛɾtɐs ɛ ɐ bombɐ dɛ aɡɐ fowi ɐzionɐdɐ ʒa nɐ
-fɾɛk̈ensiɐ ɛʃkolidɐ bɐzɛɐndo-sɛ no vɐloɾ dɐ vɐzɐ̃w̃ dɛ limpɛzɐ dɛ linɐ dɛzɛʒɐdɐ
-(k) kʷɛ nɛʃtɛ kɐzo koʁɛʃpondɛ ɐo vɐloɾ dɛ 3ɡpm. duɾɐntɛ todo o pɾozɛʃso dɛ
-limpɛzɐ dɛ linɐ ɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃ fowi monitoɾɐdɐ nɐ sɛksɐ̃w̃ dɛ
-tɛʃtɛ lokɐlizɐdɐ nɐ pɐɾtɛ supɛɾioɾ do siʃtɛmɐ. pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛʃtɛ
-ɛspɛɾimɛnto utilizowu-sɛ um oldup dɛ ɔlɛo dɛ 80%, o tɛmpo dɛ ɾɛpowuzo utilizɐdo
-fowi dɛ 2 oɾɐs ɛ ɐ vɐzɐ̃w̃ dɛ aɡɐ + dɛzɛmulsifikɐntɛ utilizɐdɐ pɐɾɐ limpɛzɐ dɛ
-linɐ fowi dɛ 3 ɡpm. 3.3 kɐlibʁɐsɐ̃w̃ dos ɛkʷipɐmɛntos utilizɐdos 3.3.1 kɐlibʁɐsɐ̃w̃
-do tɾɐnsmiʃsoɾ dɛ pɾɛʃsɐ̃w̃ pɐɾɐ kɐdɐ ponto dɛ pɾɛʃsɐ̃w̃ ɾɛɐlizɐɾɐm-sɛ 4 mɛdidɐs,
-duɐs subidɐs (obtidɐs kom o awmɛnto dɛ pɾɛʃsɐ̃w̃) ɛ duɐs dɛʃsidɐs (obtidɐs kom ɐ
-diminujsɐ̃w̃ dɛ pɾɛʃsɐ̃w̃). ɐ pɐɾtiɾ dos dɐdos dɛ voltɐʒɛm dɐ tɐbɛlɐ 3.6 ɛ dɐ
-ɛkɐsɐ̃w̃ dɐ kuɾvɐ dɐ fiɡʁɐ 3.5 obtɛvɛ-sɛ um konʒunto dɛ vɐloɾɛs dɛ ∆p moʃtɾɐdoʃ
-nɐ tɐbɛlɐ 3.7. utilizɐndo-sɛ ɛʃsɛs vɐloɾɛs kɐlkulɐɾɐm-sɛ os vɐloɾɛs dɛ dɛʃvio
-pɐdʁɐ̃w̃ (∆s) pɐɾɐ kɐdɐ ponto dɛ pɾɛʃsɐ̃w̃ ɐplikɐdɐ. iʃto e, kɐlkulɐ-sɛ ɐ insɛɾtɛzɐ
-ɛʃtɐtiʃtikɐ owu ɐlɛɐtɔɾiɐ komo umɐ insɛɾtɛzɐ tɐl kʷɛ ɐs n mɛdidɐs ji dɛ umɐ
-ɡɾɐndɛzɐ j sɛ diʃtɾibuɛm dɛ mɐnɛjɾɐ ɐlɛɐtɔɾiɐ ɛm toɾno do vɐloɾ vɛɾdɐdɛjɾo jv.
-konfoɾmɛ o numɛɾo dɛ mɛdidɐs awmɛntɐ indɛfinidɐmɛntɛ (n→∞), o vɐloɾ medio
-(jmedio) dɐs mɛdidɐs tɛndɛ ɐo vɐloɾ vɛɾdɐdɛjɾo dɐ ɡɾɐndɛzɐ (jv). o pɾɔksimo pɐʃso
-fowi ɐfɛɾiɾ ɐ kɐlibʁɐsɐ̃w̃ ɐ pɐɾtiɾ do kalkulo dɐ insɛɾtɛzɐ siʃtɛmatikɐ dɐʃ
-mɛdidɐs. pɐɾɐ iʃso inʒɛtowu-sɛ umɐ pɾɛʃsɐ̃w̃ konɛzidɐ ɐ pɐɾtiɾ dɐ lɛjtuɾɐ do
-mɐnomɛtʁo, ɛ kompɐɾowu-sɛ ɛʃtɐ pɾɛʃsɐ̃w̃ konɛzidɐ kom ɐ lɛjtuɾɐ do ɛkʷipɐmɛnto dɛ
-ɐkʷizisɐ̃w̃. o kalkulo dɐ insɛɾtɛzɐ siʃtɛmatikɐ e moʃtɾɐdo nɐ fiɡʁɐ 3.6.
-dɛfinɛ-sɛ insɛɾtɛzɐ siʃtɛmatikɐ komo umɐ insɛɾtɛzɐ tɐl kʷɛ ɐs n mɛdidɐs ji sɐ̃w̃
-iɡajs, mɐs difɛɾɛm do vɐloɾ vɛɾdɐdɛjɾo jv dɛ umɐ kɐntidɐdɛ konstɐntɛ δj. 3.3.2
-kɐlibʁɐsɐ̃w̃ dos ɾotamɛtʁos os ɛʁos siʃtɛmatikos ɛ ɛʃtɐtiʃtikos do konʒunto dɛ
-ʁotamɛtʁos utilizɐdos foɾɐm kɐlkulɐdos kom o awksilio dɛ umɐ bɐlɐnsɐ ɛ ũ
-kɾonomɛtʁo. foɾɐm ɾɛtiɾɐdɐs ɛ pɛzɐdɐs 20 ɐmoʃtɾɐs dɛ aɡɐ kom o ɾotamɛtʁo
-opɛɾɐndo ɐ vɐzɐ̃w̃ dɛ 1 ɡpm no dɛkoʁɛɾ dɛ 23 sɛɡndos pɐɾɐ kɐdɐ ɐmoʃtɾɐ.
-konsidɛɾowu-sɛ ɐ dɛnsidɐdɛ dɐ aɡɐ komo 999 kɡ/m3. o ɾotamɛntɾo kom fajksɐ dɛ
-opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 5 ɡpm ɐpʁɛzɛntowu um ɛʁo ɛʃtɐtiʃtiko dɛ ±0,0233 ɡpm ɛ um ɛʁo
-siʃtɛmatiko dɛ ±0,2369 ɡpm . o ɾotamɛntɾo kom fajksɐ dɛ opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 10 ɡp
-ɐpʁɛzɛntowu um ɛʁo ɛʃtɐtiʃtiko dɛ ±0,0297 ɡpm ɛ um ɛʁo siʃtɛmatiko dɛ ±0,2794
-ɡpm. ɐbajkso ɛʃtɐ̃w̃ tɐbɛlɐs kʷɛ ɐpʁɛzɛntɐm ɐs mɐʃsɐs dɛ aɡɐ pɛzɐdɐs ɛ os vɐloɾɛʃ
-dɛ vɐzɐ̃w̃ dɛ aɡɐ kɐlkulɐdos. tɐbɛlɐ 3.4: kɐlibʁɐsɐ̃w̃ do ɾotamɛtʁo kom fajksɐ dɛ
-opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 5 ɡpm. tɐbɛlɐ 3.5: kɐlibʁɐsɐ̃w̃ do ɾotamɛtʁo kom fajksɐ dɛ
-opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 5 ɡpm-kontinuɐsɐ̃w̃. tɐbɛlɐ 3.6: kɐlibʁɐsɐ̃w̃ do ɾotamɛtʁo kõ
-fajksɐ dɛ opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 10 ɡpm. tɐbɛlɐ 3.7: kɐlibʁɐsɐ̃w̃ do ɾotamɛtʁo kõ
-fajksɐ dɛ opɛɾɐsɐ̃w̃ dɛ 0,04 ɐ 10 ɡpm-kontinuɐsɐ̃w̃. 3.4 mɛdidɐ dɛ anɡlo dɛ kontɐto
-ɛʃtatiko pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dɛ mɛdidɐs dɛ anɡlo dɛ kontɐto ɛʃtatiko no intɛɾioɾ
-dɛ umɐ tubulɐsɐ̃w̃ dɛzɛnvolvew-sɛ um ɐpɐɾɐto konstituj́do poɾ umɐ sɛksɐ̃w̃ dɛ
-tubulɐsɐ̃w̃ identikɐ ɐ utilizɐdɐ nos ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ, umɐ sɛɾinɡɐ pɐɾɐ
-inʒɛsɐ̃w̃ dɛ ɔlɛo, umɐ valvulɐ, duɐs tɐmpɐs dɛ ɐkʁiliko, umɐ ɐʃtɛ ɛ umɐ bɐzɛ. o
-ɔlɛo utilizɐdo nɛʃtɛ ɛspɛɾimɛnto fowi ɾɛtiɾɐdo dɐ pɐɾtɛ supɛɾioɾ do sɛpɐɾɐdoɾ
-ɡɾɐvitɐzionɐl ɐpɔs ɐ ɾɛɐlizɐsɐ̃w̃ dos ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ sɛ̃
-dɛzɛmulsifikɐntɛ. ɐ solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ utilizɐdɐ nɛʃtɛ ɛspɛɾimɛnto fowi
-ɐ mɛʃmɐ utilizɐdɐ nos ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ. 3.4.1 pɾozɛdimɛnto ɛspɛɾimɛntɐl
-ɛspɛɾimɛnto ɾɛɐlizɐdo utilizɐndo-sɛ aɡɐ o ɐpɐɾɐto fowi komplɛtɐdo kom aɡɐ ɐ
-pɐɾtiɾ dɐ ɐbɛɾtuɾɐ dɛ umɐ dɐs tɐmpɐs ɐkʁilikɐs. ɛʃtɐ mɛʃmɐ tɐmpɐ fowi dɛjksɐdɐ
-sɛmi-ɐbɛɾtɐ ɛnkɐnto o ɔlɛo fowi inʒɛtɐdo no ɐpɐɾɛlo ɐtʁɐves dɐ sɛɾinɡɐ. ɐ
-kɐntidɐdɛ dɛ ɔlɛo inʒɛtɐdɐ koʁɛʃpondɛ ɐ 60% do volumɛ dɐ kubɛtɐ foɾmɐdɐ pɛlɐ
-sɛksɐ̃w̃ dɛ tubulɐsɐ̃w̃ ɛ tɐmpɐs ɐkʁilikɐs. ɐ kɐntidɐdɛ ɛsɛdɛntɛ dɛ aɡɐ fowi
-ɛʃkowɐdɐ pɛlɐ tɐmpɐ dɛ ɐkʁiliko sɛmi-ɐbɛɾtɐ. tomowu-sɛ o kujdɐdo dɛ ɾɛmovɛɾ ɐʃ
-bolɐs dɛ ɐɾ ɛksiʃtɛntɛs no intɛɾioɾ do siʃtɛmɐ. ɐpɔs fɛkɐɾ-sɛ ɐ tɐmpɐ dɛ
-ɐkʁiliko o siʃtɛmɐ fowi mɐntido ɛm ɾɛpowuzo poɾ 24 oɾɐs ɛ ɛntɐ̃w̃ tiɾɐɾɐm-sɛ fotos.
-ɛʃsɐs fotos foɾɐm kolokɐdɐs ɛm um pɾoɡʁɐmɐ ɐdɛkɐdo pɐɾɐ ɐ mɛdidɐ dɛ anɡlo. o
-pɾozɛdimɛnto dɛʃkɾito fowi ɾɛɐlizɐdo ɛm tɾiplikɐtɐ. ɐs mɛdidɐs dɛ anɡlo foɾɐ̃
-ʁɛɐlizɐdɐs nɐ aɡɐ ɛntɾɛ ɐ pɐɾɛdɛ dɐ tubulɐsɐ̃w̃ ɛ o pluɡʷɛ dɛ ɔlɛo, komo podɛ sɛɾ
-obsɛɾvɐdo no ɛʃkʷɛmɐ dɐ fiɡʁɐ 3.8. ɛspɛɾimɛnto ɾɛɐlizɐdo utilizɐndo-sɛ aɡɐ kõ
-dɛzɛmulsifikɐntɛ o ɐpɐɾɐto fowi komplɛtɐdo kom ɐ solusɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ ɐ
-pɐɾtiɾ dɐ ɐbɛɾtuɾɐ dɛ umɐ dɐs tɐmpɐs ɐkʁilikɐs. ɛʃtɐ mɛʃmɐ tɐmpɐ fowi dɛjksɐdɐ
-sɛmi-ɐbɛɾtɐ ɛnkɐnto o ɔlɛo fowi inʒɛtɐdo no ɐpɐɾɛlo ɐtʁɐves dɐ sɛɾinɡɐ. ɐ
-kɐntidɐdɛ dɛ ɔlɛo inʒɛtɐdɐ koʁɛʃpondɛ ɐ 60% do volumɛ dɐ kubɛtɐ foɾmɐdɐ pɛlɐ
-sɛksɐ̃w̃ dɛ tubulɐsɐ̃w̃ ɛ tɐmpɐs ɐkʁilikɐs. ɐ kɐntidɐdɛ ɛsɛdɛntɛ dɛ aɡɐ fowi
-ɛʃkowɐdɐ pɛlɐ tɐmpɐ dɛ ɐkʁiliko sɛmi-ɐbɛɾtɐ. tomowu-sɛ o kujdɐdo dɛ ɾɛmovɛɾ ɐʃ
-bolɐs dɛ ɐɾ ɛksiʃtɛntɛs no intɛɾioɾ do siʃtɛmɐ. ɐ tɐmpɐ dɛ ɐkʁiliko fowi fɛkɐdɐ
-ɛ ɐʒitowu-sɛ mɐnuɐlmɛntɛ ɐ kubɛtɐ poɾ um pɛɾiodo dɛ 2 minutos. o siʃtɛmɐ fowi
-mɐntido ɛm ɾɛpowuzo poɾ 24 oɾɐs ɛ ɛntɐ̃w̃ tiɾɐɾɐm-sɛ fotos. ɛʃsɐs fotos foɾɐ̃
-kolokɐdɐs ɛm um pɾoɡʁɐmɐ ɐdɛkɐdo pɐɾɐ ɐ mɛdidɐ dɛ anɡlo. o pɾozɛdimɛnto
-dɛʃkɾito fowi ɾɛɐlizɐdo ɛm tɾiplikɐtɐ. ɐs mɛdidɐs dɛ anɡlo foɾɐm ɾɛɐlizɐdɐs nɐ
-aɡɐ ɛntɾɛ ɐ pɐɾɛdɛ dɐ tubulɐsɐ̃w̃ ɛ o pluɡʷɛ dɛ ɔlɛo , komo podɛ sɛɾ obsɛɾvɐdo no
-ɛʃkʷɛmɐ dɐ fiɡʁɐ 3.8 kɐpitulo 4 ɾɛzultɐdos ɛ diʃkuʃsõj̃s nɛʃtɛ kɐpitulo sɐ̃w̃
-ɐpʁɛzɛntɐdos ɛ diʃkutidos os ɾɛzultɐdos obtidos nos ɛspɛɾimɛntos dɛ
-monitoɾɐmɛnto do difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ instɐntanɛo ɛm funsɐ̃w̃ do tɛmpo, duɾɐntɛ
-ɐ ɾɛpɐɾtidɐ dɛ ɛʃkowɐmɛnto ɛm umɐ linɐ oɾizontɐl pɐɾsiɐlmɛntɛ blokʷɛɐdɐ kõ
-ɔlɛo dɛ ɐltɐ viʃkozidɐdɛ ɛ aɡɐ, ɾɛzultɐntɛ dɛ pɐɾɐdɐ subitɐ dɛ ɛʃkowɐmɛnto ɛ̃
-pɐdʁɐ̃w̃ koɾɛ-flow. iniziɐlmɛntɛ, sɐ̃w̃ ɐpʁɛzɛntɐdos os ɾɛzultɐdos dɐs mɛdidɐs do
-anɡlo dɛ kontɐto ɛʃtatiko foɾmɐdo ɛntɾɛ ɐ intɛɾfɐzɛ aɡɐ/ɔlɛo ɛ ɐ pɐɾɛdɛ do
-tubo, sɛm ɛ kom dɛzɛmulsifikɐntɛ nɐ fɐzɛ ɐkozɐ. ɛm sɛɡʷidɐ sɐ̃w̃ ɐpʁɛzɛntɐdos oʃ
-ʁɛzultɐdos dos ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ. 4.1 anɡlo dɛ kontɐto ɛʃtatiko ɐ
-fiɡʁɐ 4.1 iluʃtɾɐ ɐ diʃpozisɐ̃w̃ dɐs fɐzɛs ɔlɛo ɛ aɡɐ no intɛɾioɾ dɛ um pɛkʷɛno
-tɾɛko dɛ tubo dɛ ɐso ɛʃpɛzifikɐmɛntɛ konstɾuj́do pɐɾɐ mɛdiɾ o anɡlo dɛ kontɐto
-ɛʃtatiko foɾmɐdo ɛntɾɛ ɐ intɛɾfɐzɛ ɔlɛo-aɡɐ ɛ ɐ pɐɾɛdɛ do tubo, mɛdido nɐ fɐzɛ
-ɐkozɐ. konfoɾmɛ sɛ podɛ obsɛɾvɐɾ, o anɡlo mɛdido nɐ aɡɐ fowi dɛ 32° ɛ ɐ pɐɾɛdɛ
-dɐ tubulɐsɐ̃w̃ ɐpʁɛzɛntɐ kompoɾtɐmɛnto idʁofiliko. um ɛʃtudo ɐntɛɾioɾ (sɐntos,
-2003) indikowu o kɐɾatɛɾ olɛofiliko dɛ umɐ pɐɾɛdɛ dɛ ɐso komɛɾsiɐl ɛspoʃtɐ ɐ
-siʃtɛmɐs ɛnvolvɛndo ɔlɛo pɛzɐdo kɾu ɛ aɡɐ dɛʃtilɐdɐ. poɾem, o mɛʃmo ɛʃtudo
-indikɐvɐ kʷɛ ɐ pɾɛzɛnsɐ dɛ sɐl nɐ aɡɐ (nɐkl owu mɛtɐ-silikɐto dɛ sɔdio) toɾnɐvɐ
-ɛʃsɐ pɐɾɛdɛ idʁofilikɐ. umɐ vɛz kʷɛ, no pɾɛzɛntɛ kɐzo, ɐ aɡɐ nɐ̃w̃ e dɛʃtilɐdɐ
-(aɡɐ dɛ toɾnɛjɾɐ), o kompoɾtɐmɛnto idʁofiliko konstɐtɐdo podɛ indikɐɾ ɐ
-pɾɛzɛnsɐ dɛ komponɛntɛs (sajs) nɐ aɡɐ komum kʷɛ podɛm fɐvoɾɛzɛɾ ɐ molɐbilidɐdɛ
-dɐ pɐɾɛdɛ dɛ ɐso komɛɾsiɐl kom aɡɐ ɛm vɛz dɛ ɔlɛo. dɛvido ɐ ɛʃtɛ kɐɾatɛɾ
-idʁofiliko dɐ pɐɾɛdɛ, e poʃsivɛl kʷɛ ɛksiʃtɐ umɐ pɛlikulɐ dɛ aɡɐ, dɐ oɾdɛm dɛ
-nɐnomɛtʁos, ɛntɾɛ o ɔlɛo ɛ o topo do tubo. ɛʃsɐ pɛlikulɐ podɛɾiɐ sɛɾ oɾiʒinɐdɐ
-dɐ ɾɛpulsɐ̃w̃ ɛlɛtʁoʃtatikɐ ʒɛɾɐdɐ pɛlɐ ɛksiʃtensiɐ dɛ kɐɾɡɐs nɛɡɐtivɐs nɐʃ
-intɛɾfɐzɛs ɐso-aɡɐ ɛ aɡɐ-ɔlɛo. bukklɛj ɛt ɐl. (1987) moʃtɾɐɾɐm kʷɛ pɛtʁɔlɛo
-bɾuto ɛm um mɛjo ɐkozo dɛ p = 7 tɛm umɐ kɐɾɡɐ supɛɾfiziɐl nɛɡɐtivɐ. poɾ suɐ
-vɛz, dɛ ɐkoɾdo kom silvɐ 35 (2003), sɛ o sɔlido tɛm umɐ kɐɾɡɐ supɛɾfiziɐl
-nɛɡɐtivɐ, um filmɛ dɛ aɡɐ ɛʃtavɛl sɛɾa foɾmɐdo ɛntɾɛ o ɔlɛo ɛ ɐ supɛɾfiziɛ,
-ɛvitɐndo ɐ ɐdɛɾensiɐ dɛ pɛtʁɔlɛo. o p dɐ aɡɐ ɛm kontɐto kom o ɔlɛo fowi mɛdido,
-sɛndo obtido o vɐloɾ dɛ p = 7. fowi tɐmbem ɾɛɐlizɐdo um tɛʃtɛ dɛ mɛdisɐ̃w̃ do
-anɡlo dɛ kontɐto, no kɐl um dɛzɛmulsifikɐntɛ foɾnɛzido pɛlɐ ɛmpɾɛzɐ bio-sul
-kʷimikɐ ind. ɛ kom. ltdɐ fowi diʃsolvido nɐ fɐzɛ ɐkozɐ. ɐ fiɡʁɐ 4.2 moʃtɾɐ o
-ʁɛzultɐdo obtido. o anɡlo dɛ kontɐto ɛʃtatiko mɛdido nɛʃtɛ kɐzo fowi dɛ 104°.
-pɐɾɐ ɛntɛndɛɾ ɛʃsɛ ɾɛzultɐdo, dɛvɛ-sɛ konsidɛɾɐɾ os difɛɾɛntɛs ɐʃpɛktos dɐ ɐsɐ̃w̃
-do dɛzɛmulsifikɐntɛ. pɾimɛjɾɐmɛntɛ, ɛlɛ dɛ fɐto fɐvoɾɛzɛ ɐ sɛpɐɾɐsɐ̃w̃ ɔlɛo-aɡɐ,
-konfoɾmɛ sɛ obsɛɾvɐ nɐ fiɡʁɐ 4.3. o dɛzɛmulsifikɐntɛ ɐtuɐ fɐvoɾɛzɛndo ɐ
-kowɐlɛʃsensiɐ dɐs ɡotikulɐs dɛ aɡɐ, foɾmɐndo ɡotɐs mɐjoɾɛs kʷɛ sɐ̃w̃ ɾɐpidɐmɛntɛ
-sɛɡʁɛɡɐdɐs poɾ ɡɾɐvidɐdɛ. podɛ-sɛ infɛɾiɾ kʷɛ o dɛzɛmulsifikɐntɛ ɛksɛɾsɛ tɐmbẽ
-um ɛfɛjto suɾfɐktɐntɛ, ɐo dɛzɛʃtɐbilizɐɾ ɐ intɛɾfɐzɛ aɡɐ-ɔlɛo pɐɾɐ pɛɾmitiɾ ɐ
-flokulɐsɐ̃w̃ dɐs ɡotikulɐs. obsɛɾvɐ-sɛ tɐmbem ɛfɛjtos fizikos ɛ kʷimikos nɐ aɡɐ ɛ
-no ɔlɛo. pɾimɛjɾɐmɛntɛ, ɐlem dɛ tuɾvɐɾ ɐ aɡɐ, vɛɾifikowu-sɛ umɐ ɐltɛɾɐsɐ̃w̃ no
-vɐloɾ do p do mɛjo ɐkozo kʷɛ vɐɾiowu dɛ p=7, no kɐl ɐ aɡɐ nɐ̃w̃ kontinɐ
-dɛzɛmulsifikɐntɛ, pɐɾɐ p=8 no ɛspɛɾimɛnto kom ɐdisɐ̃w̃ dɛ dɛzɛmulsifikɐntɛ. ɛʃsɐ
-vɐɾiɐsɐ̃w̃ no p podɛ tɛɾ influɛnsiɐdo no awmɛnto do anɡlo dɛ kontɐto, umɐ vɛʒ
-kʷɛ ɛm solusõj̃s kom p ɛntɾɛ 4 ɛ 8, e poʃsivɛl kʷɛ ɐ dɛnsidɐdɛ dɛ kɐɾɡɐ
-supɛɾfiziɐl dɐ supɛɾfiziɛ sɔlidɐ ɛ do ɔlɛo sɛʒɐ newtʁɐlizɐdɐ pɐɾsiɐlmɛntɛ,
-ʁɛzultɐndo ɛm mɛnoɾ ɾɛpulsɐ̃w̃ dɛ duplɐ kɐmɐdɐ (silvɐ, 2003). ɐʃsim, pɐɾɐ p=8 ɐ
-newtʁɐlizɐsɐ̃w̃ dɐ kɐɾɡɐ dɐs supɛɾfiziɛs podɛ tɛɾ sido majs ɛfɛtivɐ do kʷɛ ɛ̃
-p=7, kawzɐndo um awmɛnto do anɡlo dɛ kontɐto. um sɛɡndo ɛfɛjto kʷɛ dɛvɛ sɛɾ
-konsidɛɾɐdo pɐɾɐ ɐ ɛsplikɐsɐ̃w̃ do awmɛnto do anɡlo dɛ kontɐto e ɐ pɾɔpʁiɐ ɐsɐ̃w̃
-fizikɐ do dɛzɛmulsifikɐntɛ ɐdizionɐdo. o ɔlɛo utilizɐdo nɐ ɾɛɐlizɐsɐ̃w̃ dɛ mɛdidɐʃ
-dɛ anɡlo dɛ kontɐto ɐpʁɛzɛntɐ sɛɾtɐ kɐntidɐdɛ dɛ aɡɐ ɛmulsionɐdɐ, dɛvido ɐo
-fɐto do mɛʃmo tɛɾ sido ɐʒitɐdo ʒuntɐmɛntɛ kom ɐ aɡɐ poɾ divɛɾsos siklos duɾɐntɛ
-o ɛʃkowɐmɛnto ɛm pɐdʁɐ̃w̃ koɾɛ-flow ɛm siɾkujto fɛkɐdo. ɐ ɛlɛvɐdɐ viʃkozidɐdɛ ɛ ɐ
-pɛkʷɛnɐ difɛɾɛnsɐ dɛ dɛnsidɐdɛ do ɔlɛo pɛzɐdo ɛm ɾɛlɐsɐ̃w̃ a aɡɐ fɐvoɾɛzɛm ɐ
-ɛʃtɐbilidɐdɛ dɛʃsɐ ɛmulsɐ̃w̃. ɐ pɾɛzɛnsɐ dɛ dɛzɛmulsifikɐntɛs ɐzɛlɛɾɐ ɐ flokulɐsɐ̃w̃
-dɐs ɡotɐs dɛ aɡɐ ɛ awmɛntɐ ɐ dɾɛnɐʒɛm do filmɛ ɐntɛs dɛ suɐ ɾuptuɾɐ. kɐndo
-somɛntɛ molekulɐs dɛ suɾfɐktɐntɛs nɐtuɾajs, os ɐʃfɐltɛnos, ɛʃtɐ̃w̃ pɾɛzɛntɛs no
-ɔlɛo, um ɡɾɐdiɛntɛ dɛ tɛnsɐ̃w̃ intɛɾfɐziɐl e foɾmɐdo kom tɛnsɐ̃w̃ intɛɾfɐziɐl mɐjoɾ
-nɐ pɐɾtɛ intɛɾnɐ do filmɛ ɛ mɛnoɾ tɛnsɐ̃w̃ intɛɾfɐziɐl nɐ pɐɾtɛ ɛstɛɾnɐ do filmɛ.
-os dɛzɛmulsifikɐntɛs invɛɾtɛm ɛʃtɛ ɡɾɐdiɛntɛ dɛvido a suɐ ɐtividɐdɛ supɛɾfiziɐl
-supɛɾioɾ, kɾiɐndo um fɛnomɛno dɛ dɾɛnɐʒɛm do filmɛ, kʷɛ lɛvɐ ɐ kowɐlɛʃsensiɐ dɐʃ
-ɡotɐs dɛ aɡɐ (dɐniɛl-dɐvid ɛt ɐl., 2005). ɐ kompɐɾɐsɐ̃w̃ ɛntɾɛ ɐs fiɡʁɐs 4.1 ɛ
-4.2 suʒɛɾɛ kʷɛ ɐ tɛnsɐ̃w̃ intɛɾfɐziɐl podɛ tɛɾ diminuj́do. poɾ fim, komo
-konsɛkʷensiɐ dɐ kʷɛbʁɐ dɐ ɛmulsɐ̃w̃, ɐ pɾɔpʁiɐ viʃkozidɐdɛ dɐ fɐzɛ ɔlɛo diminuj
-sɛnsivɛlmɛntɛ, konfoɾmɛ moʃtɾɐɾɐm ɐs mɛdidɐs dɛ viʃkozidɐdɛ do ɔlɛo ɐntɛs ɛ ɐpɔʃ
-o kontɐto kom o dɛzɛmulsifikɐntɛ (tɐbɛlɐ 4.1). ɛʃsɐ mudɐnsɐ dɛ viʃkozidɐdɛ ɛ ɐ
-mudɐnsɐ dɛ intɛɾɐsɐ̃w̃ ɛntɾɛ o pluɡʷɛ dɛ ɔlɛo ɛ ɐ kɐmɐdɐ dɛ aɡɐ kõ
-dɛzɛmulsifikɐntɛ podɛm tɐmbem sɛɾ ɾɛʃponsavɛjs pɛlo awmɛnto do anɡlo dɛ kontɐto
-obsɛɾvɐdo. 4.2 ɛspɛɾimɛntos dɛ ɾɛpɐɾtidɐ ɔlɛo pɛzɐdo ɛ aɡɐ foɾɐm ɛʃkowɐdoʃ
-simultɐnɛɐmɛntɛ ɛm pɐdʁɐ̃w̃ koɾɛ-flow ɛm umɐ tubulɐsɐ̃w̃ oɾizontɐl. ɛʃtɛs dɐdoʃ
-pɛɾmitiɾɐm ɐ konstɾusɐ̃w̃ dɛ ɡɾafikos kʷɛ moʃtɾɐm o kompoɾtɐmɛnto tɛmpoɾɐl dɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ nɐ tubulɐsɐ̃w̃ bɛm komo suɐs vɐɾiɐsõj̃s ɛm dɛkoʁensiɐ dɐ
-modifikɐsɐ̃w̃ dɛ ɐlɡmɐs kondisõj̃s opɛɾɐzionajs, tajs komo: vɐzɐ̃w̃ dɛ aɡɐ nɐ
-ʁɛpɐɾtidɐ, oldup iniziɐl dɛ ɔlɛo ɛ tɛmpo dɛ pɐɾɐdɐ ɐntɛs dɐ ɾɛpɐɾtidɐ kom aɡɐ.
-4.2.1 influensiɐ dɐ vɐzɐ̃w̃ dɛ aɡɐ dɛ ɾɛpɐɾtidɐ nɐs fiɡʁɐs 4.4 ɐ 4.7
-ɛnkontɾɐm-sɛ ɡɾafikos dɛ difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ instɐntanɛo (ɛm mm2o) ɛm funsɐ̃w̃
-do tɛmpo (ɛm sɛɡndos) pɐɾɐ um oldup iniziɐl dɛ ɔlɛo dɛ 60%, ɐ tɾes vɐzõj̃s dɛ
-aɡɐ diʃtintɐs nɐ ɾɛpɐɾtidɐ, mɐntɛndo ɛm kɐdɐ ɡɾafiko o mɛʃmo tɛmpo dɛ pɐɾɐdɐ.
-ɐs fiɡʁɐs 4.8 ɐ 4.11 ɐpʁɛzɛntɐm os ɡɾafikos koʁɛʃpondɛntɛs ɐ um oldup iniziɐl
-dɛ ɔlɛo dɛ 80%. ɐs vɐzõj̃s dɛ aɡɐ tɛʃtɐdɐs foɾɐm: 3 ɡpm (k3, ɛm pɾɛto), 5 ɡp
-(k5, ɛm ɐzul) ɛ 7 ɡpm (k7, ɛm vɛɾmɛlo), vɐloɾɛs koʁɛʃpondɛntɛs a ɛʃkɐlɐ do
-mɛdidoɾ utilizɐdo (notɐ: 1ɡpm = 0,06308 l/s). ɛʃsɐs vɐzõj̃s koʁɛʃpondɛm ɐ
-vɛlozidɐdɛs supɛɾfiziajs dɛ aɡɐ dɛ 0,33 , 0,56 ɛ 0,79 m/s, ɛ numɛɾos dɛ
-ʁɛjnolds dɛ aɡɐ dɛ 9000, 14900 ɛ 20900, ɾɛʃpɛktivɐmɛntɛ. podɛ-sɛ obsɛɾvɐɾ
-nɛʃsɛs ɡɾafikos o foɾmɐto tipiko dɐs kuɾvɐs dɛ ɛvolusɐ̃w̃ tɛmpoɾɐl dɐ kʷɛdɐ dɛ
-pɾɛʃsɐ̃w̃, kʷɛ komɛsɐ poɾ um piko nos instɐntɛs iniziajs, dɛkʁɛʃsɛ ɾɐpidɐmɛntɛ a
-mɛdidɐ kʷɛ o ɛʃkowɐmɛnto sɛ ɛʃtɐbɛlɛzɛ, ɛ tɛndɛ pɐɾɐ umɐ ɾɛʒiɐ̃w̃ dɛ suɐvɛ dɛklinio
-dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ pɐɾɐ intɛɾvɐlos dɛ tɛmpo lonɡos. nɛʃtɐ ɾɛʒiɐ̃w̃, o tubo nɐ̃w̃
-fikɐ komplɛtɐmɛntɛ limpo, kɐzo kontɾaɾio sɛɾiɐ dɛ sɛ ɛʃpɛɾɐɾ kʷɛ os nivɛjs dɛ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ finɐl foʃsɛm kɾɛʃsɛntɛs kom o kɐdʁɐdo dɐ vɐzɐ̃w̃ dɛ aɡɐ. oʃ
-ʁɛzultɐdos indikɐm kʷɛ ɐs vɐzõj̃s dɛ ɔlɛo majs bajksɐs ɐtuɐm bɛm majs lɛntɐmɛntɛ
-nɐ ɾɛmosɐ̃w̃ do pluɡʷɛ, dɛjksɐndo majs ɾɛziduo dɛ ɔlɛo nɐ pɐɾɛdɛ do kʷɛ ɐs vɐzõj̃ʃ
-majs ɐltɐs. iʃto ɾɛduz ɐ sɛsɐ̃w̃ dɛ pɐʃsɐʒɛm dɐ aɡɐ ɛ kawzɐ awmɛnto dɐ pɛɾdɐ dɛ
-kɐɾɡɐ ɛm ɾɛlɐsɐ̃w̃ ɐo tubo komplɛtɐmɛntɛ limpo. ɐ pɐɾtiɾ dos ɾɛzultɐdos nɐʃ
-fiɡʁɐs 4.4 ɐ 4.11, podɛ-sɛ konklujɾ kʷɛ o awmɛnto dɐ vɐzɐ̃w̃ dɛ aɡɐ pɾolonɡɐ o
-pɾozɛʃso dɛ ɾɛmosɐ̃w̃ do pluɡʷɛ dɛ ɔlɛo, o kʷɛ kontɾɐɾiɐ ɐ ɛspɛktɐtivɐ iniziɐl dɐ
-ɛkʷipɛ. dɛ fɐto, o pɾozɛʃso dɛ ɾɛmosɐ̃w̃ do pluɡʷɛ nɐ̃w̃ pɐɾɛzɛ konsiʃtiɾ unikɐmɛntɛ
-no sizɐlɐmɛnto dɛ umɐ kɐmɐdɐ dɛ aɡɐ sobʁɛ umɐ kɐmɐdɐ dɛ ɔlɛo viʃkozo, komo sɛ
-imɐʒinɐvɐ, mɐs pɾovɐvɛlmɛntɛ ɛnvolvɛ tɐmbem umɐ miʃtuɾɐ ɛntɾɛ ɛʃsɐs kɐmɐdɐs.
-ɛʃsɐ miʃtuɾɐ pɐɾɛzɛ ɛʃtɐɾ okoʁɛndo no tɾɐnsiɛntɛ iniziɐl: ɐ kɐmɐdɐ dɛ aɡɐ
-ɐʁɐnkɐ poɾsõj̃s dɛ ɔlɛo dɐ intɛɾfɐzɛ, ɐo mɛʃmo tɛmpo ɛm kʷɛ poɾsõj̃s dɛ aɡɐ
-invɐdɛm ɐ kɐmɐdɐ dɛ ɔlɛo, koʁoboɾɐndo umɐ tɛndensiɐ dɛ ɛmulsifikɐsɐ̃w̃ tipikɐ dɐʃ
-miʃtuɾɐs dɛ ɔlɛo pɛzɐdo ɛ aɡɐ. iʃto fɐz ɐ viʃkozidɐdɛ ɛkʷivɐlɛntɛ dɐ miʃtuɾɐ
-awmɛntɐɾ, ɐʃsim komo o tɛmpo nɛzɛʃsaɾio pɐɾɐ limpɛzɐ dɐ linɐ. komo sɛ vɛɾa
-ɐdiɐntɛ, umɐ poʃsivɛl solusɐ̃w̃ pɐɾɐ ɛʃsɛ pɾoblɛmɐ e o ɛmpɾɛɡo dɛ ɐʒɛntɛ
-dɛzɛmulsifikɐntɛ nɐ fɐzɛ ɐkozɐ. poɾ owutʁo lɐdo, konfoɾmɛ ʒa mɛnsionɐdo
-ɐntɛɾioɾmɛntɛ, o awmɛnto dɐ vɐzɐ̃w̃ dɛ aɡɐ pɾopiziɐ mɐjoɾ ɾɛmosɐ̃w̃ dɛ ɔlɛo do
-duto. 4.2.2 influensiɐ do oldup iniziɐl dɛ ɔlɛo ɐs fiɡʁɐs 4.12 ɐ 4.15
-ɐpʁɛzɛntɐm os ɡɾafikos dɛ difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ instɐntanɛo ɛm funsɐ̃w̃ do tɛmpo
-obtidos pɐɾɐ os ɛspɛɾimɛntos ɾɛɐlizɐdos kom umɐ vɐzɐ̃w̃ dɛ aɡɐ nɐ ɾɛpɐɾtidɐ (k)
-dɛ 3 ɡpm, mɐntɛndo ɛm kɐdɐ ɡɾafiko um tɛmpo dɛ ɾɛpowuzo diʃtinto. ɐs fiɡʁɐs 4.16
-ɐ 4.19 ɐpʁɛzɛntɐm os ɡɾafikos koʁɛʃpondɛntɛs ɐos ɛspɛɾimɛntos ɾɛɐlizɐdos kõ
-umɐ vɐzɐ̃w̃ dɛ aɡɐ nɐ ɾɛpɐɾtidɐ dɛ 5 ɡpm, ɛnkɐnto ɐ fiɡʁɐ 4.20 ɾɛfɛɾɛ-sɛ a
-vɐzɐ̃w̃ dɛ 7 ɡpm. ɐs fiɡʁɐs 4.12 ɐ 4.20 koʁoboɾɐm umɐ tɛndensiɐ ɛʃpɛɾɐdɐ dɛ
-awmɛnto no tɛmpo dɛ ɾɛmosɐ̃w̃ do pluɡʷɛ kom o oldup iniziɐl dɛ ɔlɛo, ɛmboɾɐ ɐʃ
-vɐɾiɐsõj̃s obsɛɾvɐdɐs sɛʒɐm vizuɐlmɛntɛ pɛkʷɛnɐs. pɐɾɐ umɐ kɐntifikɐsɐ̃w̃ pɾɛzisɐ
-dɛʃsɛ ɛfɛjto, sɛɾa dɛzɛnvolvidɐ ɐdiɐntɛ umɐ ɾɛpʁɛzɛntɐsɐ̃w̃ mɐtɛmatikɐ dɐs kuɾvɐʃ
-dɛ kʷɛdɐ instɐntanɛɐ dɛ pɾɛʃsɐ̃w̃ vɛɾsus tɛmpo. 4.2.3 influensiɐ do tɛmpo dɛ
-pɐɾɐdɐ do koɾɛ-flow ɐntɛs dɐ ɾɛpɐɾtidɐ ɐs fiɡʁɐs 4.21 ɐ 4.23 ɐpʁɛzɛntɐm oʃ
-ɡɾafikos dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ vɛɾsus tɛmpo, pɐɾɐ umɐ vɐzɐ̃w̃ dɛ aɡɐ fiksɐ ɛ oldup
-iniziɐl dɛ ɔlɛo 60%, pɐɾɐ difɛɾɛntɛs tɛmpos dɛ pɐɾɐdɐ do koɾɛ-flow. ɐs fiɡʁɐʃ
-4.24 ɐ 4.26 ɐpʁɛzɛntɐm os ɡɾafikos koʁɛʃpondɛntɛs pɐɾɐ oldup iniziɐl dɛ ɔlɛo
-80%. ɐ ɐnalizɛ dɐs fiɡʁɐs 4.21 ɐ 4.26 nɐ̃w̃ pɛɾmitɛ konklujɾ sobʁɛ o ɛfɛjto do
-tɛmpo dɛ pɐɾɐdɐ do koɾɛ-flow no tɛmpo nɛzɛʃsaɾio pɐɾɐ ɾɛmosɐ̃w̃ do pluɡʷɛ dɛ ɔlɛo,
-ɛsɛto nos ɛnsɐjos ɐ 7 ɡpm, ondɛ a umɐ klɐɾɐ tɛndensiɐ dɛ awmɛnto no tɛmpo dɛ
-ʁɛmosɐ̃w̃ do pluɡʷɛ kom o awmɛnto do tɛmpo dɛ pɐɾɐdɐ. poɾ owutʁo lɐdo, todos oʃ
-ɡɾafikos indikɐm kʷɛ kom o awmɛnto do tɛmpo dɛ pɐɾɐdɐ, ɐ duɾɐsɐ̃w̃ do tɾɐnsiɛntɛ
-iniziɐl, ondɛ o ɛʃkowɐmɛnto sɛ ɛʃtɐbɛlɛzɛ ɛ okoʁɛ miʃtuɾɐ dɐs fɐzɛs, tɛndɛ ɐ sɛ
-toɾnɐɾ majs lonɡo. sɛndo ɐ pɐɾɛdɛ idʁofilikɐ, e pɾɛzumivɛl kʷɛ ɛksiʃtɐ
-iniziɐlmɛntɛ um filmɛ dɛ aɡɐ no topo dɐ linɐ ɛ kʷɛ tɛndɛ ɐ sɛ mɐntɛɾ poɾ sɛɾto
-tɛmpo. ɛntɐ̃w̃, um mɐjoɾ tɛmpo dɛ pɐɾɐdɐ ɐkɐbɐ poɾ pɾomovɛɾ o ɾompimɛnto dɛʃsɛ
-filmɛ dɛ aɡɐ, ʒa kʷɛ o ɔlɛo e majs lɛvɛ ɛ tɛndɛ ɐ okupɐɾ o topo do tubo. ɐ
-ʁɛpʁɛzɛntɐsɐ̃w̃ mɐtɛmatikɐ dɐs kuɾvɐs, kʷɛ sɛɾa fɛjtɐ ɐdiɐntɛ nɛʃtɛ kɐpitulo,
-pɛɾmitiɾa kɐntifikɐɾ ɛʃsɛ ɛfɛjto dɛ foɾmɐ pɾɛzisɐ. 4.2.4 influensiɐ dɐ pɾɛzɛnsɐ
-dɛ dɛzɛmulsifikɐntɛ nɐ fɐzɛ ɐkozɐ ɔlɛo pɛzɐdo ɛ aɡɐ foɾɐm ɛʃkowɐdos ɛm pɐdʁɐ̃w̃
-koɾɛ-flow ɛm umɐ tubulɐsɐ̃w̃ oɾizontɐl, sɛndo o oldup iniziɐl dɛ ɔlɛo dɛ 80%. o
-ɛʃkowɐmɛnto fowi intɛʁompido duɾɐntɛ 2 oɾɐs. ɐ ɾɛpɐɾtidɐ fowi ɾɛɐlizɐdɐ kom aɡɐ
-ɐditivɐdɐ kom dɛzɛmulsifikɐntɛ. ɐ vɐzɐ̃w̃ nɐ ɾɛpɐɾtidɐ fowi dɛ 3 ɡpm,
-monitoɾɐndo-sɛ o difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ ɛntɾɛ dowis pontos dɐ tubulɐsɐ̃w̃ ɛm funsɐ̃w̃
-do tɛmpo. os dowis tɛʃtɛs ɾɛɐlizɐdos (duplikɐtɐ) moʃtɾɐm o mɛʃmo ɾɛzultɐdo,
-indikɐdo nɐ fiɡʁɐ 4.27. 4.3 ɾɛpʁɛzɛntɐsɐ̃w̃ mɐtɛmatikɐ dɐ ɛvolusɐ̃w̃ tɛmpoɾɐl dɐ
-kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ komo obsɛɾvɐdo ɐntɛɾioɾmɛntɛ, os ɡɾafikos dɛ difɛɾɛnsiɐl dɛ
-pɾɛʃsɐ̃w̃ instɐntanɛo ɛm funsɐ̃w̃ do tɛmpo ɐpʁɛzɛntɐm ɐ foɾmɐ tipikɐ indikɐdɐ nɐ
-fiɡʁɐ 4.28. podɛ-sɛ notɐɾ kʷɛ ɐ kuɾvɐ ɐpʁɛzɛntɐ duɐs ɾɛʒiõj̃s. pɐɾɐ vɛɾifikɐɾ
-tɐl obsɛɾvɐsɐ̃w̃ plotowu-sɛ um ɡɾafiko loɡ(∆p) vs loɡ(t), fiɡʁɐ 4.29. powɛzio ɛt
-ɐl. (2007), ɛʃtudɐndo o pɾozɛʃso dɛ ɾɛpɐɾtidɐ kom aɡɐ dɛ umɐ linɐ dɛ koɾɛ-flow
-ɛm tubo dɛ ɐkʁiliko, obtivɛɾɐm kuɾvɐs dɛ difɛɾɛnsiɐl dɛ pɾɛʃsɐ̃w̃ ɛm funsɐ̃w̃ do
-tɛmpo ɐpʁɛzɛntɐndo tɐmbem duɐs ɾɛʒiõj̃s diʃtintɐs, ɐs kajs foɾɐm dɛʃkɾitɐs pɛlɐ
-somɐ dɛ dowis dɛkajmɛntos ɛsponɛnsiajs. ɛʃsɛs awtoɾɛs konsidɛɾɐm kʷɛ ɐs duɐʃ
-ʁɛʒiõj̃s ɛʃtɐ̃w̃ ɐʃsoziɐdɐs a dominansiɐ dɛ dowis fɛnomɛnos diʃtintos:
-dɛʃpɾɛndimɛnto dɛ ɡotɐs ɛ limpɛzɐ dɐ pɐɾɛdɛ. bɐɾbozɐ (2004) obsɛɾvɐɾɐ tɐmbem ɐ
-ɛziʃtensiɐ dɛ duɐs ɾɛʒiõj̃s ɛm suɐs kuɾvɐs. konfoɾmɛ ʒa mɛnsionɐdo, ɐ pɾopoʃtɐ
-dɛʃtɛ tɾɐbɐlo e konsidɛɾɐɾ kʷɛ o pɾimɛjɾo tɾɐnsiɛntɛ koʁɛʃpondɛ ɐ umɐ ɾɛʒiɐ̃w̃
-dɛ ɛʃtɐbɛlɛzimɛnto do ɛʃkowɐmɛnto, ondɛ okoʁɛ sɛɾtɐ 55 miʃtuɾɐ ɛntɾɛ ɐs fɐzɛs,
-kom o dɛʃpɾɛndimɛnto dɛ poɾsõj̃s dɛ ɔlɛo nɐ fɐzɛ ɐkozɐ ɛ invɐzɐ̃w̃ dɛ aɡɐ nɐ fɐzɛ
-olɛozɐ (dominansiɐ dɛ ɛfɛjtos inɛɾsiajs dɛ miʃtuɾɐ). no sɛɡndo tɾɐnsiɛntɛ, o
-ɛʃkowɐmɛnto toɾnɐ-sɛ ɛʃtɐbɛlɛzido, okoʁɛndo ɐpɛnɐs o sizɐlɐmɛnto dɐ kɐmɐdɐ dɛ
-ɔlɛo pɛlɐ aɡɐ ɛ um kompoɾtɐmɛnto majs suɐvɛ dɐ kuɾvɐ dɛ pɾɛʃsɐ̃w̃. ɐ ɛksiʃtensiɐ
-dɛʃsɐs duɐs ɾɛʒiõj̃s sɛ ʒuʃtifikɐ pɛlɐ mɐjoɾ vɛlozidɐdɛ kʷɛ ɐ aɡɐ inʒɛtɐdɐ
-poʃsuj iniziɐlmɛntɛ, pɛɾmitindo ɐʁɐnkɐɾ ɛ ɐʁɐʃtɐɾ ɡotɐs dɛ ɔlɛo ɛ invɐdiɾ ɐ
-kɐmɐdɐ dɛ ɔlɛo, kawzɐndo kom iʃso umɐ ɾɛdusɐ̃w̃ majs ɾapidɐ dɐ ɛʃpɛʃsuɾɐ dɐ kɐmɐdɐ
-dɛ ɔlɛo. poʃtɛɾioɾmɛntɛ, ɐ vɛlozidɐdɛ dɐ aɡɐ kaj dɛvido ɐo awmɛnto do sew
-oldup, toɾnɐndo-sɛ insufiziɛntɛ pɐɾɐ ɐʁɐnkɐɾ ɡotɐs dɛ ɔlɛo dɐ intɛɾfɐzɛ
-aɡɐ-ɔlɛo. ɡɾafikos do tipo dɐ fiɡʁɐ 4.29 pɛɾmitɛm obsɛɾvɐɾ mɛloɾ os vɐloɾɛʃ
-dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ kʷɛ okoʁɛm no inizio dɐ kuɾvɐ dɛ dɛklinio. ɛʃsɛs vɐloɾɛs ɛ
-os instɐntɛs ɛm kʷɛ okoʁɛm sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 4.2. dɛʃsɐ foɾmɐ, oʃ
-vɐloɾɛs instɐntanɛos dɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ sɛ toɾnɐm fidɛdiɡnos ɐpɛnɐs pɐɾɐ
-instɐntɛs dɛ tɛmpo poʃtɛɾioɾɛs ɐo vɐloɾ dɛ t0 indikɐdo nɐ tɐbɛlɐ 4.2. tɐbɛlɐ
-4.2: kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ no inizio do dɛkajmɛnto ɛ instɐntɛ dɛ tɛmpo iniziɐl
-divɛɾsɐs tɛntɐtivɐs dɛ ɐʒuʃtɐɾ ɐs kuɾvɐs dɛ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ɛm funsɐ̃w̃ do tɛmpo
-indikɐɾɐm, pɾimɛjɾɐmɛntɛ, kʷɛ o modɛlo dɛ duplɐ ɛsponɛnsiɐl nɛɡɐtivɐ utilizɐdɐ
-poɾ powɛzio ɛt ɐl.(2007), bɐzɛɐdo ɛm umɐ duplɐ ɛsponɛnsiɐl nɛɡɐtivɐ, nɐ̃w̃ ɛɾɐ o
-majs ɐdɛkɐdo. ɐ fiɡʁɐ 4.30 iluʃtɾɐ o tipo dɛ ɐʒuʃtɛ obtido. tɐl tɾɐtɐmɛnto doʃ
-dɐdos suʒɛɾɛ inkluzivɛ ɐ pɾɛzɛnsɐ dɛ tɾɐnsiɛntɛs ɐdizionajs, tɐl komo o kʷɛ sɛ
-obsɛɾvɐ loɡo no inizio do pɾozɛʃso, bɐʃtɐntɛ kuɾto ɛ poʃsivɛlmɛntɛ kɐɾɐktɛɾizɐdo
-pɛlo kɾɛʃsimɛnto dɐs ondulɐsõj̃s dɐ intɛɾfɐzɛ ɔlɛo-aɡɐ, imɛdiɐtɐmɛntɛ sɛɡʷido
-pɛlos dowis tɾɐnsiɛntɛs ɐzimɐ dɛʃkɾitos. ɡɾafikos komo o dɐ fiɡʁɐ 4.30 foɾɐ̃
-tɾɐsɐdos pɐɾɐ todos os ɛspɛɾimɛntos ɾɛɐlizɐdos, ɐ fim dɛ ɐvɐliɐɾ o tɛmpo
-nɛzɛʃsaɾio pɐɾɐ ɐ limpɛzɐ dɛ linɐ ɛm kɐdɐ ɛspɛɾimɛnto. ɐ tɐbɛlɐ 4.3 moʃtɾɐ ɐʃ
-ɛkɐsõj̃s ɛ vɐloɾɛs dɛ ɾ2 obtidos, bɛm komo os vɐloɾɛs dɛ n utilizɐdos. ɐ foɾmɐ
-ʒɛɾɐl dɐs ɛkɐsõj̃s polinomiajs nɛɡɐtivɐs obtidɐs e: (4.1) ondɛ t0 e o instɐntɛ
-dɛ tɛmpo kʷɛ mɐɾkɐ o inizio do dɛkajmɛnto dɐ kuɾvɐ (tɐbɛlɐ 4.2) ɛ t (≥ 0) o
-instɐntɛ dɛ tɛmpo kontɐdo ɐ pɐɾtiɾ dɛʃsɛ inizio. 4.3.1 tɛmpo nɛzɛʃsaɾio pɐɾɐ
-limpɛzɐ dɐ linɐ ɐ ɛʃtimɐtivɐ do tɛmpo nɛzɛʃsaɾio pɐɾɐ ɐ limpɛzɐ dɛ linɐ ɛ̃
-kɐdɐ ɛspɛɾimɛnto fowi fɛjtɐ substitujndo o vɐloɾ dɐ kʷɛdɐ dɛ pɾɛʃsɐ̃w̃ ∆p dɐ
-ɛkɐsɐ̃w̃ (4.1) pɛlo vɐloɾ obtido ɛspɛɾimɛntɐlmɛntɛ kɐndo ∆p pɾɐtikɐmɛntɛ dɛjksɐvɐ
-dɛ ɐpʁɛzɛntɐɾ vɐɾiɐsɐ̃w̃ tɛmpoɾɐl, koʁɛʃpondɛndo ɐo vɐloɾ do psewdo-pɐtɐmɐɾ
-indikɐdo nɐ fiɡʁɐ 4.28. ɛʃtɛ vɐloɾ moʃtɾowu-sɛ ʒɛɾɐlmɛntɛ bɛm mɐjoɾ kʷɛ o
-kɐlkulɐdo ɐ pɐɾtiɾ dɛ ɛkɐsõj̃s dɛ mɛkanikɐ dɛ flujdos pɐɾɐ ɛʃkowɐmɛnto monofaziko
-dɛ aɡɐ ɛm tubo plɛnɐmɛntɛ dɛzobstɾuj́do, konfoɾmɛ moʃtɾɐdo nɐ tɐbɛlɐ 4.4. o
-pɛɾiodo dɛ tɛmpo ɡɐʃto nɐ ɾɛɐlizɐsɐ̃w̃ dɛ kɐdɐ ɛspɛɾimɛnto (tfinɐl) tɐmbem ɛʃta
-nɛʃtɐ tɐbɛlɐ. dɛvɛ-sɛ notɐɾ kʷɛ o tɛmpo pɐɾɐ limpɛzɐ totɐl e kɐlkulɐdo poɾ mɛjo
-dɛ umɐ ɛstɾɐpolɐsɐ̃w̃ dɐ ɛkɐsɐ̃w̃ (4.1), viʃto kʷɛ os dɐdos dɛ pɾɛʃsɐ̃w̃ foɾɐ̃
-ɐdkʷiɾidos ʒɛɾɐlmɛntɛ dɛntɾo do intɛɾvɐlo dɛ tɛmpo 0 ≤ t ≤ 16000. ɛʃsɐ
-ɛstɾɐpolɐsɐ̃w̃ podɛ ɾɛzultɐɾ ɛm ɛʁos siɡnifikɐtivos, komo no kɐzo do ɛnsɐjo n ɛ
-konflito dɛ tɛndensiɐs kom os tɛmpos dɛ limpɛzɐ pɐɾsiɐl no kʷɛ diz ɾɛʃpɛjto ɐo
-ɛfɛjto do tɛmpo dɛ pɐɾɐdɐ. lɛvɐndo ɛm kontɐ ɛʃsɐs diʃkɾɛpansiɐs konsidɛɾɐmos kʷɛ
-ɐpɛnɐs os ɛnsɐjos ɐ 7 ɡpm ɐpʁɛzɛntɐm kowɛɾensiɐ ɛntɾɛ os tɛmpos dɛ limpɛzɐ
-pɐɾsiɐl ɛ totɐl , pɛɾmitindo konklujɾ o sɛɡʷintɛ sobʁɛ os ɛfɛjtos do oldup
-iniziɐl dɛ ɔlɛo ɛ do tɛmpo dɛ pɐɾɐdɐ : - o awmɛnto no oldup iniziɐl dɛ ɔlɛo ,
-kawzɐ um awmɛnto no tɛmpo dɛ limpɛzɐ ; - o awmɛnto no tɛmpo dɛ pɐɾɐdɐ dɐ linɐ
-tɛndɛ ɐ kawzɐɾ um awmɛnto no tɛmpo dɛ limpɛzɐ . ɛʃsɛs ɾɛzultɐdos tɾɐduzɛm oʃ
-ɛfɛjtos ɛʃpɛɾɐdos kom bɐzɛ nos ɐʃpɛktos fizikos do ɛʃkowɐmɛnto, diʃkutidos noʃ
-itɛns 4.2.2 ɛ 4.2.3. kɐpitulo 5 konkluzõj̃s ɛ suʒɛʃtõj̃s ɛʃtɛ tɾɐbɐlo ɾɛlɐtɐ ɐ
-ʁɛɐlizɐsɐ̃w̃ dɛ um ɛʃtudo ɛspɛɾimɛntɐl ɐzɛɾkɐ dɐ ɾɛpɐɾtidɐ dɛ umɐ linɐ dɛ
-ɛʃkowɐmɛnto oɾizontɐl pɐɾsiɐlmɛntɛ blokʷɛɐdɐ kom ɔlɛo pɛzɐdo kɾu dɛ ɐltɐ
-viʃkozidɐdɛ (2200 kp ɐ 24º k, kɐndo nɐ̃w̃ ɛmulsionɐdo kom aɡɐ; ɛ 60 kp kɐndo
-ɛmulsionɐdo), ɾɛzultɐntɛ dɛ pɐɾɐdɐ subitɐ dɛ ɛʃkowɐmɛnto ɛm pɐdʁɐ̃w̃ koɾɛ-flow. ɐ
-ʁɛpɐɾtidɐ fowi ɾɛɐlizɐdɐ nɐ kondisɐ̃w̃ ɐmbiɛntɛ ɐtʁɐves dɐ inʒɛsɐ̃w̃ dɛ aɡɐ – nɐ
-mɐjoɾiɐ dos tɛʃtɛs – ɛ dɛ aɡɐ ɐditivɐdɐ kom dɛzɛmulsifikɐntɛ, ɛm owutʁos,
-vizɐndo a dɛzobstɾusɐ̃w̃ dɐ linɐ. duɾɐntɛ os ɛspɛɾimɛntos fowi ɾɛɐlizɐdo o
-monitoɾɐmɛnto do difɛɾɛnsiɐl instɐntanɛo dɛ pɾɛʃsɐ̃w̃ ɛm um tɾɛko dɐ linɐ, ɛ̃
-funsɐ̃w̃ do tɛmpo. o tɛmpo ɾɛkʷɛɾido pɐɾɐ limpɛzɐ dɐ linɐ fowi ɛʃtudɐdo ɛm funsɐ̃w̃
-dɐs sɛɡʷintɛs vɐɾiavɛjs: vɐzɐ̃w̃ dɛ aɡɐ inʒɛtɐdɐ pɐɾɐ ɾɛpɐɾtidɐ, oldup iniziɐl
-dɛ ɔlɛo ɛ tɛmpo dɛ ɾɛpowuzo dɐ miʃtuɾɐ ɔlɛo-aɡɐ ɐntɛs dɐ ɾɛpɐɾtidɐ. foɾɐ̃
-ʁɛɐlizɐdos tɐmbem ɛspɛɾimɛntos dɛ mɛdidɐ do anɡlo dɛ kontɐto ɛʃtatiko foɾmɐdo
-ɛntɾɛ ɐ intɛɾfɐzɛ aɡɐ/ɔlɛo ɛ ɐ pɐɾɛdɛ do tubo, sɛm ɛ kom dɛzɛmulsifikɐntɛ nɐ
-fɐzɛ ɐkozɐ. os ɛspɛɾimɛntos ɾɛɐlizɐdos pɛɾmitiɾɐm kompɾɛɛndɛɾ divɛɾsoʃ
-fɛnomɛnos tɾɐnsiɛntɛs ɛnvolvidos no pɾozɛʃso dɛ ɾɛpɐɾtidɐ dɛ umɐ linɐ dɛ
-ɛʃkowɐmɛnto bifaziko. 5. - dɛzɛnvolvɛɾ um modɛlo mɐtɛmatiko kʷɛ dɛʃkɾɛvɐ o
-pɾozɛʃso dɛ ɾɛpɐɾtidɐ dɛ linɐ lɛvɐndo ɛm konsidɛɾɐsɐ̃w̃ os difɛɾɛntɛs tɾɐnsiɛntɛʃ
-obsɛɾvɐdos; 6. - ɐvɐliɐɾ ɐ ɐsɐ̃w̃ dɛ dɛzɛmulsifikɐntɛs dɛ difɛɾɛntɛs kompozisõj̃ʃ
-no pɾozɛdimɛnto dɛ ɾɛpɐɾtidɐ.
-
-kɐpitulo 1 - intɾodusɐ̃w̃ 1.1. biokombuʃtivɛjs - o biodiɛzɛl ɐ mɐjoɾ pɐɾtɛ dɐ
-ɛnɛɾʒiɐ konsumidɐ no mundo e obtidɐ ɐ pɐɾtiɾ dɐ kʷɛjmɐ dɛ kɐɾvɐ̃w̃ ɛ dɛ dɛɾivɐdoʃ
-dɛ pɛtʁɔlɛo, komo ɐ ɡɐzolinɐ, o kʷɛɾozɛnɛ ɛ o ɔlɛo diɛzɛl, ɛʃtɛ ultimo
-ɐmplɐmɛntɛ utilizɐdo pɐɾɐ movimɛntɐɾ onibus, kɐminõj̃s ɛ ɛmbɐɾkɐsõj̃s.
-konsidɛɾɐndo-sɛ kʷɛ a pɾɛvizõj̃s dɛ ɛʃkɐʃsɛz dɐs ɾɛzɛɾvɐs pɛtʁolifɛɾɐs, os ɐltoʃ
-pɾɛsos do bɐʁil dɛ pɛtʁɔlɛo no mɛɾkɐdo intɛɾnɐzionɐl ɛ ɐ nɛzɛʃsidɐdɛ dɛ ɾɛdusɐ̃w̃
-dɐ ɛmiʃsɐ̃w̃ dɛ ɡɐzɛs dɛ ɛfɛjto ɛʃtufɐ ɛ poluɛntɛs, toɾnɐ-sɛ impɾɛʃsindivɛl ɐ
-divɛɾsifikɐsɐ̃w̃ dɐ mɐtʁiz ɛnɛɾʒetikɐ bɾɐzilɛjɾɐ ɛ ɐ utilizɐsɐ̃w̃ ɛm mɐjoɾ
-kɐntidɐdɛ dɛ kombuʃtivɛjs kʷɛ nɐ̃w̃ sɛʒɐm dɛ oɾiʒɛm fɔʃsil, komo oʃ
-biokombuʃtivɛjs. konfoɾmɛ lɛj n°. 9478/97, biokombuʃtivɛl e o kombuʃtivɛl
-dɛɾivɐdo dɛ biomɐʃsɐ ɾɛnovavɛl, pɐɾɐ uzo ɛm motoɾɛs ɐ kombuʃtɐ̃w̃ intɛɾnɐ owu
-konfoɾmɛ ɾɛɡlɐmɛnto, pɐɾɐ owutʁo tipo dɛ ʒɛɾɐsɐ̃w̃ dɛ ɛnɛɾʒiɐ, kʷɛ poʃsɐ
-substitujɾ, pɐɾsiɐl owu totɐlmɛntɛ, kombuʃtivɛjs dɛ oɾiʒɛm fɔʃsil. ɐtuɐlmɛntɛ, ũ
-dos biokombuʃtivɛjs majs pɛʃkʷizɐdos e o biodiɛzɛl. sɛɡndo ɐ ɐnp [1] (ɐʒensiɐ
-nɐzionɐl do pɛtʁɔlɛo, ɡas nɐtuɾɐl ɛ biokombuʃtivɛjs), o biodiɛzɛl e ũ
-kombuʃtivɛl kompoʃto dɛ mono-eʃtɛɾɛs ɐlkʷilikos dɛ azidos ɡɾɐksos dɛ kɐdɛjɐ lonɡɐ
-dɛɾivɐdos dɛ ɔlɛos vɛʒɛtajs owu ɡoɾduɾɐs ɐnimajs. ɛlɛ e pɾoduzido ɐtʁɐves dɐ
-ʁɛɐsɐ̃w̃ dɛ um ɔlɛo vɛʒɛtɐl owu ɡoɾduɾɐ ɐnimɐl kom um alkowol (ɛtɐnol owu mɛtɐnol) nɐ
-pɾɛzɛnsɐ dɛ um kɐtɐlizɐdoɾ. tɐl ɾɛɐsɐ̃w̃ ʒɛɾɐ ɡlizɛɾinɐ ɐlem do biodiɛzɛl. dɛʃsɐ
-foɾmɐ, o biodiɛzɛl e um kombuʃtivɛl ɾɛnovavɛl dɛɾivɐdo dɛ ɔlɛos vɛʒɛtajs, komo
-ʒiɾɐʃsol, mɐmon��, soʒɐ, dɛnde ɛ dɛmajs olɛɐʒinozɐs owu dɛ ɡoɾduɾɐs ɐnimajs. e
-biodɛɡʁɐdavɛl, ɛ substituj totɐl owu pɐɾsiɐlmɛntɛ o ɔlɛo diɛzɛl nos motoɾɛs dɛ
-siklo diɛzɛl, kom ɐ vɐntɐʒɛm dɛ nɐ̃w̃ ɾɛkʷɛɾɛɾɛm ɐdɐptɐsõj̃s mɛkanikɐs dɛpɛndɛndo
-dɐ pɾopoɾsɐ̃w̃ dɛ biodiɛzɛl miʃtuɾɐdo ɐo ɔlɛo diɛzɛl. 1.2. motivɐsɐ̃w̃ o ɛʃtudo dɛ
-poʃsivɛjs kombuʃtivɛjs ɐltɛɾnɐtivos dɛɾivɐdos dɛ biomɐʃsɐ nɐ̃w̃ e um novo tɔpiko
-ɛm noʃso paj́s. podɛndo sɛɾ obsɛɾvɐdo kʷɛ no bɾɐzil a ɐlɡmɐs dekɐdɐs foɾɐ̃
-fɛjtos ɛʃfoɾsos ɛ lɛjs foɾɐm kɾiɐdɐs pɐɾɐ insɛntivɐɾ ɐ miʃtuɾɐ dɛ biodiɛzɛl no
-ɔlɛo diɛzɛl dɐ fɾotɐ dɛ vɛj́kulos tɛʁɛʃtɾɛs, ɛ alkowol do bɐɡɐso dɐ kɐnɐ nɐ
-ɡɐzolinɐ. o biodiɛzɛl fowi intɾoduzido nɐ mɐtʁiz ɛnɛɾʒetikɐ bɾɐzilɛjɾɐ kom ɐ
-publikɐsɐ̃w̃ dɐ lɛj 11.097/2005. ɐ pɐɾtiɾ dɐ publikɐsɐ̃w̃ dɛʃsɐ lɛj, o pɾoɡʁɐmɐ
-nɐzionɐl dɛ pɾodusɐ̃w̃ ɛ uzo dɛ biodiɛzɛl (pnpb) fowi ɛlɐboɾɐdo ɐtʁɐves dɛ umɐ
-pɐɾsɛɾiɐ ɛntɾɛ um ɡɾupo dɛ tɾɐbɐlo intɛɾminiʃtɛɾiɐl, ɛnkɐʁɛɡɐdo dɛ ɐpʁɛzɛntɐɾ
-ɛʃtudos sobʁɛ ɐ viɐbilidɐdɛ dɛ utilizɐsɐ̃w̃ dɛ ɔlɛo vɛʒɛtɐl pɐɾɐ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl. os ɛʃtudos dɛ viɐbilidɐdɛ foɾɐm kowoɾdɛnɐdos pɛlo miniʃteɾio dɛ
-siensiɐ ɛ tɛknoloʒiɐ, ɛ ɛm ʒɐnɛjɾo dɛ 2008 iniziowu-sɛ ɐ obʁiɡɐtoɾiɛdɐdɛ dɐ
-ɐdisɐ̃w̃ dɛ 2% dɛ biodiɛzɛl ɐo ɔlɛo diɛzɛl. ɛʃsɐ pɾopoɾsɐ̃w̃ fowi awmɛntɐdɐ ɛ̃
-ʒɐnɛjɾo dɛ 2010 pɐɾɐ 5% dɛ biodiɛzɛl, fɐzɛndo kʷɛ os vɛj́kulos ɐbɐʃtɛzidos ɛ̃
-tɛʁitɔɾio bɾɐzilɛjɾo utilizɛm um kombuʃtivɛl kom 95% dɛ ɔlɛo diɛzɛl ɛ 5% dɛ
-biodiɛzɛl. ɛntɾɛtɐnto, ɐ mɐjoɾ fontɛ dɛ pɾodusɐ̃w̃ dɛ biodiɛzɛl no bɾɐzil e ɐ soʒɐ
-kʷɛ tɐmbem e fontɛ dɛ ɐlimɛnto. ɛʃsɐ duplɐ funsɐ̃w̃ dɐ soʒɐ ʒɛɾɐ mujtɐs diʃkuʃsõj̃ʃ
-ɐzɛɾkɐ do uzo dɛʃtɐ pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ kombuʃtivɛl. somɐndo-sɛ ɐ ɛʃsɛ fɐto ɐ
-dɛmɐndɐ kɐdɐ vɛz mɐjoɾ poɾ kombuʃtivɛjs ɾɛnovavɛjs, ɐ buʃkɐ poɾ novɐs fontɛs dɛ
-ɔlɛo pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl e kɐdɐ vɛz mɐjoɾ. ɐlem diʃso , ɐlɡmɐʃ
-kɐɾɐktɛɾiʃtikɐs konfɛɾɛm ɐo biodiɛzɛl impoɾtansiɐ teknikɐ , ɐmbiɛntɐl ɛ
-ɛkonomikɐ , sɐ̃w̃ ɛlɐs [ 1 ] :  o biodiɛzɛl e ɛnɛɾʒiɐ ɾɛnovavɛl . ɐs tɛʁɐʃ
-kultivavɛjs podɛm pɾoduziɾ umɐ ɛnoɾmɛ vɐɾiɛdɐdɛ dɛ olɛɐʒinozɐs komo fontɛ dɛ
-mɐteɾiɐ-pɾimɐ pɐɾɐ o biodiɛzɛl. sɛɡndo ɐnp um dos pɾinsipios do mɐɾko
-ʁɛɡlɐtɔɾio pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl e o ɐpʁovɛjtɐmɛnto dɐs olɛɐʒinozɐs dɛ
-ɐkoɾdo kom ɐs divɛɾsidɐdɛs ɾɛʒionajs, foɾtɐlɛzɛndo ɐs potɛnsiɐlidɐdɛs dɛ kɐdɐ
-ʁɛʒiɐ̃w̃ pɐɾɐ pɾodusɐ̃w̃ dɐ mɐteɾiɐ-pɾimɐ. e impoɾtɐntɛ pɐɾɐ ɐ bɐlɐnsɐ komɛɾsiɐl ʒa
-kʷɛ kofɛɾɛ sɛɡʁɐnsɐ ɛnɛɾʒetikɐ ɐo paj́s. owu sɛʒɐ, diminuj ɐ dɛpɛndensiɐ do
-diɛzɛl ɛstɛɾno. 1.3. obʒɛtivo e inɛɡavɛl ɐ impoɾtansiɐ dos motoɾɛs siklo diɛzɛl
-nɐ mɐtʁiz ɛnɛɾʒetikɐ bɾɐzilɛjɾɐ, ɛ do biodiɛzɛl komo ɐltɛɾnɐtivɐ a substitujsɐ̃w̃
-pɐɾsiɐl do ɔlɛo diɛzɛl. kontudo, ɛnsɐjos ɛm motoɾɛs dɛ kombuʃtɐ̃w̃ intɛɾnɐ sɐ̃w̃
-nɛzɛʃsaɾios pɐɾɐ vɐlidɐsɐ̃w̃ do uzo dɛ miʃtuɾɐs dɛ biodiɛzɛl ɐo diɛzɛl dɛ oɾiʒɛ̃
-minɛɾɐl. dɛʃsɐ foɾmɐ, o obʒɛtivo dɛʃsɛ tɾɐbɐlo e pɛʃkʷizɐɾ ɛ ɛʃtudɐɾ ɐ
-viɐbilidɐdɛ opɛɾɐzionɐl dɐ utilizɐsɐ̃w̃ dɛ biodiɛzɛl dɛ mɛlɐso ɛ vinɐsɐ dɛ
-kɐnɐ-dɛ ɐsukɐɾ ɛm motoɾɛs diɛzɛl. kɐpitulo 2 - ɾɛvizɐ̃w̃ dɐ litɛɾɐtuɾɐ 2.1.
-biodiɛzɛl ɛm motoɾɛs diɛzɛl os pɾinsipajs pɾodutoɾɛs ɛ konsumidoɾɛs do biodiɛzɛl
-sɐ̃w̃ ɐ ɐlɛmɐnɐ, fɾɐnsɐ ɛ italiɐ, poʃsujndo subsidios pɐɾɐ insɛntivɐɾ ɐʃ
-plɐntɐsõj̃s dɛ mɐteɾiɐs-pɾimɐs olɛɐʒinozɐs ɛm aɾɛɐs nɐ̃w̃ ɛsploɾɐdɐs, majs izɛnsɐ̃w̃
-dɛ 90% dɛ impoʃtos. ʒa no bɾɐzil, dɛ ɐkoɾdo kom o miniʃteɾio dɐs minɐs ɛ
-ɛnɛɾʒiɐ, sɛɾkɐ dɛ 800 milõj̃s dɛ litʁos dɛ biodiɛzɛl dɛvɛm sɛɾ pɾoduzidos poɾ
-ɐno, o kʷɛ kontɾibujɾiɐ pɐɾɐ ɾɛduziɾ ɐs impoɾtɐsõj̃s dɛ diɛzɛl dɛ pɛtʁɔlɛo,
-ɛʃtimɐdos ɛm 4 bilõj̃s dɛ litʁos. poɾtɐnto, ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl ɐtinʒɛ
-pozitivɐmɛntɛ ɐ bɐlɐnsɐ komɛɾsiɐl bɾɐzilɛjɾɐ, viʃto kʷɛ sɛɾkɐ dɛ 20% do ɔlɛo
-diɛzɛl konsumido no paj́s e impoɾtɐdo. sɛɡndo ɡɾɐndo ɛt ɐl. [2], ɐ kɾɛʃsɛntɛ
-dɛmɐndɐ poɾ kombuʃtivɛjs ɾɛnovavɛjs komo ɐltɛɾnɐtivɐ ɐos kombuʃtivɛjs fɔʃsɛjs ɛ
-ɐ mɐjoɾ pɾɛokupɐsɐ̃w̃ intɛɾnɐzionɐl kom o ɐkʷɛzimɛnto ɡlobɐl, ɐmplifikɐdɐ kom ɐ
-ɛntɾɐdɐ ɛm viɡoɾ do pɾotokolo dɛ kjoto ɛm 2005, ɛvidɛnsiɐ os bɛnɛfizios doʃ
-biokombuʃtivɛjs. o biodiɛzɛl kontɾibujɾa pɐɾɐ mɛloɾɐɾ ɐs kondisõj̃s ɐmbiɛntajs ɐ
-pɐɾtiɾ dɐ ɾɛdusɐ̃w̃ dɐ ɛmiʃsɐ̃w̃ dɛ ɡɐzɛs poluɛntɛs ɛ pɐɾtikulɐdos. ɐ utilizɐsɐ̃w̃ dɛ
-ɔlɛos vɛʒɛtajs ɛm motoɾɛs ʒa okoʁɛ a ɐlɡns ɐnos no bɾɐzil, ɛm kuɾitibɐ tɛʃtɛʃ
-kom biodiɛzɛl foɾɐm ɾɛɐlizɐdos no siʃtɛmɐ dɛ tɾɐnspoɾtɛ kolɛtivo dɐ sidɐdɛ nɐ
-pɾopoɾsɐ̃w̃ dɛ 20% dɛ biodiɛzɛl pɐɾɐ 80% dɛ ɔlɛo diɛzɛl, ɛ o onibus siɾkulowu ɛ̃
-kondisõj̃s noɾmajs dɛ tɾɐbɐlo, ɐpʁɛzɛntɐndo dɛzɛmpɛno sɛmɛlɐntɛ ɐo do uzo do
-diɛzɛl konvɛnsionɐl (zɐɡonɛl ɛt ɐl. [4]). o ɛʃtudo do uzo dɛ difɛɾɛntɛs tipos dɛ
-kombuʃtivɛjs ɐltɛɾnɐtivos, pɾoduzidos pɛlɐ miʃtuɾɐ dɛ ɔlɛos vɛʒɛtajs kom ɔlɛo
-diɛzɛl b2 (2% dɛ biodiɛzɛl ɛ 98% dɛ ɔlɛo diɛzɛl), ɛm um motoɾ diɛzɛl, fowi
-ʁɛɐlizɐdo poɾ ɐli ɛt ɐl. [5] ɛm bɐnkɐdɐ dinɐmometʁikɐ. os tɛʃtɛs moʃtɾɐɾɐm kʷɛ o
-dɛzɛmpɛno do motoɾ fowi similɐɾ ɐo obtido kom o ɔlɛo diɛzɛl indikɐndo kʷɛ nɐ̃w̃
-ɐvɛɾiɐ ɛfɛjto no dɛzɛmpɛno do motoɾ ɐpɔs 200 oɾɐs do funsionɐmɛnto do
-dinɐmomɛtʁo. konstɐtɐɾɐm kʷɛ o motoɾ opɛɾowu sɐtiʃfɐtoɾiɐmɛntɛ poɾ 148 oɾɐs, ɛ ɐ
-potensiɐ, o toɾkʷɛ ɛ o konsumo ɛʃpɛzifiko mɐntivɛɾɐm-sɛ konstɐntɛs. ɐ ɐnalizɛ do
-ɔlɛo do motoɾ ɐ intɛɾvɐlos dɛ 45 oɾɐs moʃtɾowu kʷɛ ɐ ɾɛdusɐ̃w̃ nɐ nɛzɛʃsidɐdɛ ɐpɔʃ
-100 oɾɐs dɛ opɛɾɐsɐ̃w̃ fowi tipikɐ dɛ umɐ opɛɾɐsɐ̃w̃ noɾmɐl kom diɛzɛl. o dɛʃɡɐʃtɛ
-do motoɾ, ɐvɐliɐdo kom bɐzɛ nɐ konsɛntɾɐsɐ̃w̃ dɛ mɛtajs no ɔlɛo lubʁifikɐntɛ,
-pɛɾmɐnɛzew dɛntɾo do limitɛ noɾmɐl ɾɛkomɛndɐdo pɐɾɐ ɐkʷɛlɛ tipo dɛ motoɾ.
-bɐɾbozɐ ɛt ɐl. ɐ kondusɐ̃w̃ dɛ tɾɐbɐlos nɛʃsɐ linɐ dɛ pɛʃkʷizɐ awksiliɐɾa ɐ
-idɛntifikɐɾ ɛ soluzionɐɾ pɾoblɛmɐs kʷɛ poʃsɐm viɾ ɐ okoʁɛɾ ɛm dɛkoʁensiɐ dɐ
-utilizɐsɐ̃w̃, bɾɛvɛ owu pɾolonɡɐdɐ, dɛ mɐjoɾɛs poɾsɛntɐʒɛns dɛ biodiɛzɛl miʃtuɾɐdo
-ɐo ɔlɛo diɛzɛl. 2.2. biodiɛzɛl dɛ mɛlɐso ɛ vinɐsɐ dɛ kɐnɐ-dɛ-ɐsukɐɾ o biodiɛzɛl
-utilizɐdo nɛʃtɛ ɛʃtudo fowi o foɾnɛzido pɛlɐ ɛmpɾɛzɐ owuɾo fino pɐɾtizipɐkowɛs ɛ
-ɛmpɾɛɛndimɛntos s/ɐ. o pɾozɛʃso dɛ obtɛnsɐ̃w̃ dɛʃtɛ sɛ iniziɐ kom ɐ ɛstɾɐsɐ̃w̃ dɛ
-lɛvɛduɾɐs ɐlimɛntɐdɐs kom mɛlɐso ɛ vinɐsɐ dɛ kɐnɐ-dɛ-ɐsukɐɾ. dɛ poʃsɛ do ɔlɛo
-sɛ sɛɡʷɛ ɐ ɾotɐ konvɛnsionɐl dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ [8] pɐɾɐ sɛ pɾoduziɾ o
-biodiɛzɛl komo ɾɛpʁɛzɛntɐdo nɐ fiɡʁɐ 2-1. a powukɐ litɛɾɐtuɾɐ ɾɛlɐzionɐdɐ ɐ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl ɐ pɐɾtiɾ dɛʃtɐ mɐteɾiɐ-pɾimɐ ɛ mɛnos ajndɐ ɛnsɐjos dɛ
-ɛmiʃsõj̃s ɛ ɛfiziensiɐ dɛʃtɛ ɛm motoɾɛs diɛzɛl, poɾem mujto sɛ pɾoduziw nɐ
-litɛɾɐtuɾɐ ɐ ɾɛʃpɛjto do uzo dɛ biokombuʃtivɛjs dɛ sɛɡndɐ ʒɛɾɐsɐ̃w̃ ɛ dɐ
-impoɾtansiɐ dɛʃtɛs ɐtuɐlmɛntɛ. ɐ ɾotɐ konvɛnsionɐl dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, sitɐdɐ
-ɐ simɐ, tɐmbem kɐmɐdɐ dɛ ɐlkowɔlizɛ (owu ɐte mɛtɐnɔlizɛ kɐzo utilizɐdo o mɛtɐnol)
-e ɾɛɐsɐ̃w̃ kʷimikɐ ɛntɾɛ um eʃtɛɾ ɛ um alkowol dɐ kɐl ɾɛzultɐ um novo eʃtɛɾ ɛ ũ
-alkowol, moʃtɾɐdɐ nɐ fiɡʁɐ 2-2. ɛʃtɛ pɾozɛʃso tɛm sido lɐɾɡɐmɛntɛ uzɐdo pɐɾɐ
-ʁɛduziɾ ɐ viʃkozidɐdɛ ɛlɛvɐdɐ dɛ tɾiɡlizeɾidos komo ɐfiɾmɐ lobo ɛt ɐl [9]. ɐ
-ʁɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ e ɾɛpʁɛzɛntɐdɐ tɐmbem dɛ foɾmɐ simplifikɐdɐ nɐ
-fiɡʁɐ 2-3 [10]. ɐ kɐnɐ-dɛ-ɐsukɐɾ, mɐteɾiɐ pɾimɐ do biodiɛzɛl ɛm ɛʃtudo, e
-lɐɾɡɐmɛntɛ ɛsploɾɐdɐ no paj́s dɛvido ɐ foɾtɛ politikɐ nɐzionɐl dɛ insɛntivo ɐ
-pɾodusɐ̃w̃ dɛ biowɛtɐnol. ɐ pɾodusɐ̃w̃ do biowɛtɐnol bɐzɛjɐ-sɛ nɐ fɛɾmɛntɐsɐ̃w̃ do moʃto
-obtido ɐ pɐɾtiɾ do kɐldo ɛ do mɛlɐso dɐ kɐnɐ-dɛ-ɐsukɐɾ poɾ lɛvɛduɾɐs komo
-ɐpʁɛzɛntɐdo poɾ pawlillo ɛt ɐl [11]. ɾɛndimɛntos induʃtɾiajs ɐzimɐ dɛ 90% tẽ
-sido obtidos poɾ vaɾiɐs dɛʃtilɐɾiɐs bɾɐzilɛjɾɐs, o kʷɛ ɛm pɐɾtɛ ʒuʃtifikɐ o
-suzɛʃso dɐ pɾodusɐ̃w̃ ɛ utilizɐsɐ̃w̃ do biowɛtɐnol no paj́s. ɛʃtɛ pɾozɛʃso ʒɛɾɐ
-ɛnoɾmɛs kɐntidɐdɛs dɛ bɐɡɐso ɛ ɐ vinɐsɐ. os vɐloɾɛs ɛʃtimɐdos dɛʃtɛs ɾɛziduoʃ
-pɾoduzidos no bɾɐzil, sɔ ɛm 2011/12, sɐ̃w̃ dɛ 154 milõj̃s dɛ tonɛlɐdɐs dɛ bɐɡɐso
-(50% umidɐdɛ) ɛ 300 bilõj̃s dɛ litʁos dɛ vinɐsɐ. o bɐɡɐso e utilizɐdo
-pɾinsipɐlmɛntɛ pɐɾɐ pɾodusɐ̃w̃ dɛ ɛnɛɾʒiɐ ɛ ɛlɛtʁizidɐdɛ ɐtʁɐves dɐ kʷɛjmɐ ɛ̃
-kɐldɛjɾɐs. kɐnto a vinɐsɐ, sew uzo pɾinsipɐl tɛm sido ɐ fɛɾti-iʁiɡɐsɐ̃w̃ dɐʃ
-aɾɛɐs kultivɐdɐs kom kɐnɐ-dɛ-ɐsukɐɾ. dɛ kɐlkʷɛɾ foɾmɐ, o tɾɐnspoɾtɛ dɛ ɡɾɐndɛʃ
-volumɛs dɛ vinɐsɐ ɾɛpʁɛzɛntɐ um kuʃto ɛlɛvɐdo pɐɾɐ ɐ induʃtɾiɐ. tɛknoloʒiɐʃ
-pɐɾɐ ɾɛduziɾ o volumɛ dɛ vinɐsɐ tem sido dɛzɛnvolvidɐs, komo e o kɐzo dɐʃ
-fɛɾmɛntɐsõj̃s kom ɐlto tɛoɾ ɐlkowɔliko. ɐ tɾɐnsfoɾmɐsɐ̃w̃ dɐ vinɐsɐ ɛm pɾodutos dɛ
-ɐlto vɐloɾ ɐɡʁɛɡɐdo ɾɛpʁɛzɛntɐ um dɛzɐfio siɛntifiko ɛ tɛknolɔʒiko pɐɾɐ o sɛtoɾ
-sukʁowɐlkowolɛjɾo. pɐɾɐ vɛnsɛɾ ɛʃtɛs dɛzɐfios e nɛzɛʃsaɾio idɛntifikɐɾ
-opoɾtunidɐdɛs pɐɾɐ ɐ induʃtɾiɐ ɾɛduziɾ sews kuʃtos dɛ pɾodusɐ̃w̃ kom mɛnoɾ impɐkto
-nɐ nɐtuɾɛzɐ. ɐlem diʃso, ɛʃtɐs solusõj̃s dɛvɛm ajndɐ sɛɾ dɛ fazil ɐplikɐbilidɐdɛ
-pɐɾɐ sɛtoɾ sukʁowɐlkowolɛjɾo. dɛntɾɛ ɐs opoɾtunidɐdɛs viʃlumbɾɐdɐs ɛʃtɐ̃w̃ ɐ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl ɐ pɐɾtiɾ dɐ vinɐsɐ. o ɛsɛʃso dɛ vinɐsɐ ɐʃsoziɐdo ɐo
-mɛlɐso, pɾoduzido tɐmbem ɐ pɐɾtiɾ do kɐldo (fiɡʁɐ 2-4), podɛ sɛɾ uzɐdo pɐɾɐ
-pɾoduziɾ lipidɛos ɛ poʃtɛɾioɾ pɾodusɐ̃w̃ dɛ biodiɛzɛl, ɾɛduzindo o konsumo dɛ ɔlɛo
-diɛzɛl komo dɛmonstɾɐdo pɛlo bndɛs [12]. iʃso e poʃsivɛl ɐtʁɐves dɐ ɛlɐboɾɐsɐ̃w̃
-dɛ um pɾozɛʃso dɛ bioɾɛfinɐɾiɐ intɛɡʁɐdɐ a pɾodusɐ̃w̃ do ɛtɐnol. pɐɾɐ iʃso, e
-nɛzɛʃsaɾio sɛlɛzionɐɾ lɛvɛduɾɐs kʷɛ sɛʒɐm kɐpɐzɛs dɛ kɾɛʃsɛɾ ɛm um owu ɛm ɐmboʃ
-os substɾɐtos. fiɡʁɐ 2-4 – ɾotɐ konvɛnsionɐl dɛ pɾodusɐ̃w̃ dɛ ɛtɐnol os lipidɛoʃ
-pɾoduzidos sɛɾɐ̃w̃ ɛstɾaj́dos dɐs selulɐs ɛ uzɐdos nɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl. ɐ
-pɾodusɐ̃w̃ do biodiɛzɛl e ɾɛɐlizɐdɐ ɐtʁɐves dɛ dɐ ɾotɐ konvɛnsionɐl dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. dɛʃtɐ foɾmɐ, ɐ vinɐsɐ pɐʃsɐ ɐ tɛɾ um dɛʃtino ɐ majs poɾ sɛɾ
-tɾɐtɐdo komo umɐ mɐteɾiɐ-pɾimɐ ʒɛɾɐdoɾɐ dɛ ɾikʷɛzɐ ɐdizionɐl, ʒa kʷɛ ɐ suɐ
-utilizɐsɐ̃w̃ nɐ̃w̃ implikɐ ɐ ɾɛdusɐ̃w̃ dɐ pɾodusɐ̃w̃ dɛ ɛtɐnol. kɐpitulo 3 - ɐpɐɾɐto
-ɛspɛɾimɛntɐl 3.1. motoɾ utilizɐdo konfoɾmɛ mɛnsionɐdo ɐntɛɾioɾmɛntɛ, pɐɾɐ ɐ
-obtɛnsɐ̃w̃ dos vɐloɾɛs ɛspɛɾimɛntajs fowi utilizɐdo um motoɾ monozilindɾiko dɛ
-inʒɛsɐ̃w̃ diɾɛtɐ. todos os instɾumɛntos dɛ mɛdisɐ̃w̃ kʷɛ sɛɾɐ̃w̃ ɐpʁɛzɛntɐdos nɛʃtɐ
-sɛsɐ̃w̃, bɛm komo sews modɛlos, fajksɐ dɛ mɛdisɐ̃w̃ ɛ insɛɾtɛzɐs dɛ mɛdisɐ̃w̃
-ɐʃsoziɐdɐs, ɛʃtɐ̃w̃ dɛʃkɾitos no ɐpendizɛ ɐ. ɐ ɛʁo! fontɛ dɛ ɾɛfɛɾensiɐ nɐ̃w̃
-ɛnkontɾɐdɐ. moʃtɾɐ, ɾɛzumidɐmɛntɛ, o ɛʃkʷɛmɐ do ɐpɐɾɐto ɛspɛɾimɛntɐl.
-bɐzikɐmɛntɛ, ɐ ɐkʷizisɐ̃w̃ dɛ dɐdos fowi ɾɛɐlizɐdɐ poɾ dowis ɡɾɐndɛs ɡɾupos dɛ
-ɛkʷipɐmɛntos dɛ mɛdisɐ̃w̃. sɐ̃w̃ ɛlɛs: - o siʃtɛmɐ dɛ mɛdisɐ̃w̃ ɾɛlɐzionɐdo ɐo toɾkʷɛ,
-potensiɐ ɛ ɾotɐsɐ̃w̃ ɛ ɐo kontɾolɛ dɛ tɛmpɛɾɐtuɾɐs (ɛm vaɾiɐs pɐɾtɛs do motoɾ); -
-o siʃtɛmɐ dɛ mɛdisɐ̃w̃ dɐ pɛɾsɛntɐʒɛm dos ɡɐzɛs dɛ dɛʃkɐɾɡɐ. fiɡʁɐ 3-1 - ɛʃkʷɛmɐ
-simplifikɐdo dɐs mɛdisõj̃s no ɛspɛɾimɛnto fizikɐmɛntɛ o ɐpɐɾɐto utilizɐdo fowi
-diʃpoʃto komo moʃtɾɐdo nɐ fiɡʁɐ 3-2. 3.3. dinɐmomɛtʁo ɛ sɛnsoɾɛs dɛ tɛmpɛɾɐtuɾɐ
-o dinɐmomɛtʁo utilizɐdo e dɐ mɐɾkɐ dinɐmɐtik, do tipo koʁɛntɛ pɐɾɐzitɐ (owu dɛ
-ɐbsoɾsɐ̃w̃), ondɛ o uzuaɾio podɛ simulɐɾ o toɾkʷɛ dɛzɛʒɐdo ɐtʁɐves do siʃtɛmɐ dɛ
-ɐkʷizisɐ̃w̃ dɛ dɐdos utilizɐdo (dinmon). o softwɐɾɛ do siʃtɛmɐ dinmon poʃsuj dowiʃ
-kɐnajs dɛ saj́dɐ ɐnɐlɔʒikɐ, um pɐɾɐ kontɾolɛ dɐ ɾotɐsɐ̃w̃ ɛ owutʁo pɐɾɐ kontɾolɛ do
-toɾkʷɛ. ajndɐ poʃsuj owito kɐnajs dɛ tɛmpɛɾɐtuɾɐ kompɐtivɛjs kom tɛɾmopɐɾ tipo k.
-ɐtʁɐves dɛʃtɛ siʃtɛmɐ foɾɐm mɛdidɐs: ɾotɐsɐ̃w̃, toɾkʷɛ, potensiɐ ɛ tɛmpɛɾɐtuɾɐʃ
-(aɡɐ dɛ ɾɛʃfɾiɐmɛnto do motoɾ, ɐɾ dɛ ɐdmiʃsɐ̃w̃ ɛ ɡɐzɛs dɛ dɛʃkɐɾɡɐ). ɐ fiɡʁɐ
-3-3 ɛ fiɡʁɐ 3-4 moʃtɾɐm os sɛnsoɾɛs dɛ tɛmpɛɾɐtuɾɐ instɐlɐdos no motoɾ ɛ ɐ tɛlɐ
-do siʃtɛmɐ dɛ ɐkʷizisɐ̃w̃ dɛ dɐdos dinmon: 3.4. mɛdisɐ̃w̃ dɐ mɐʃsɐ dɛ kombuʃtivɛl
-utilizɐdɐ poɾ siklo ɐ mɐʃsɐ dɛ kombuʃtivɛl utilizɐdɐ ɛm kɐdɐ siklo e obtidɐ
-ɐtʁɐves do konsumo do motoɾ, ɛm ɡɾɐmɐs poɾ sɛɡndo (ɡ/s). o ɾɛzɛɾvɐtɔɾio dɛ
-kombuʃtivɛl e kolokɐdo sobʁɛ umɐ bɐlɐnsɐ dɛ pɾɛzisɐ̃w̃ ( fiɡʁɐ 3-5 ) ɛ ɐ kɐdɐ
-minuto e ɐnotɐdɐ ɐ lɛjtuɾɐ dɐ bɐlɐnsɐ , ɐte kʷɛ sɛ komplɛtɛm tɾes minutos ,
-obtɛndo-sɛ ɐʃsim , poɾ difɛɾɛnsɐ ɛntɾɛ ɐs ɐnotɐsõj̃s , ɐ vɐzɐ̃w̃ dɛ kombuʃtivɛl ( )
-ɛm ɡ/s. . konsidɛɾɐndo-sɛ kʷɛ o siklo do motoɾ e ɾɛɐlizɐdo ɐ kɐdɐ duɐs ɾotɐsõj̃ʃ
-komplɛtɐs do ɛjkso dɛ mɐnivɛlɐs, kɛɡɐ-sɛ ɐ ɛspɾɛʃsɐ̃w̃ dɐ mɐʃsɐ dɛ kombuʃtivɛl (ɛ̃
-kɡ) utilizɐdɐ ɛm kɐdɐ siklo: (3.1) 3.5. mɛdisɐ̃w̃ dos ɡɐzɛs dɛ dɛʃkɐɾɡɐ o mɛdidoɾ
-e kɐpɐz dɛ mɛdiɾ os sɛɡʷintɛs ɡɐzɛs: o2, ko2, ko, noks ɛ k (idʁokɐɾbonɛtos nɐ̃w̃
-kʷɛjmɐdos), sɛndo ɛʃtɛs dowis ultimos mɛdidos ɛm pɐɾtɛs poɾ milɐ̃w̃ (ppm), ɛ oʃ
-dɛmajs ɛm pɛɾsɛntɐʒɛns do totɐl (sɛm ɐ aɡɐ). o mɛdidoɾ ɛnviɐ ɐs infoɾmɐsõj̃s ɐo
-siʃtɛmɐ dɛ ɐkʷizisɐ̃w̃ dɛ dɐdos mmv2000 (fiɡʁɐ 3-7), ɐs kajs sɐ̃w̃ pɾozɛʃsɐdɐs ɛ
-intɛɾpɾɛtɐdɐs, ɛnviɐndo ɐo uzuaɾio ɐs infoɾmɐsõj̃s kɐntitɐtivɐs dos ɡɐzɛs dɛ
-dɛʃkɐɾɡɐ. fiɡʁɐ 3-7 - foto dɐ tɛlɐ do siʃtɛmɐ dɛ ɐkʷizisɐ̃w̃ dɛ dɐdos mmv2000
-3.6. kalkulo dɐs insɛɾtɛzɐs pɐɾɐ o kalkulo dɐs insɛɾtɛzɐs dɛ mɛdisɐ̃w̃ dos vaɾioʃ
-ɛkʷipɐmɛntos, konsidɛɾɐɾɐm-sɛ ɐs pɾinsipajs fontɛs dɛ insɛɾtɛzɐs. o dɛʃvio
-pɐdʁɐ̃w̃ e dɐdo pɛlɐ sɛɡʷintɛ ɛspɾɛʃsɐ̃w̃: (5.6) ondɛ n e ɐ kɐntidɐdɛ dɛ vɛzɛs ɛ̃
-kʷɛ ɐ vɐɾiavɛl fowi mɛdidɐ ɛ e ɐ mediɐ ɐɾitmetikɐ. kɐpitulo 4 - mɛtodoloʒiɐ doʃ
-tɛʃtɛs 4.1. kombuʃtivɛjs utilizɐdos os tɛʃtɛs foɾɐm ɾɛɐlizɐdos kom kombuʃtivɛjʃ
-kʷɛ foɾɐm fɐbʁikɐdos ɐ pɐɾtiɾ dɛ duɐs mɐtʁizɛs: b5 ɔlɛo diɛzɛl komɛɾsiɐl, ɛ o
-b100 biodiɛzɛl dɛ 2ª ʒɛɾɐsɐ̃w̃ dɛ kɐnɐ-dɛ-ɐsukɐɾ. ɐ pɐɾtiɾ dɐ miʃtuɾɐ dɛʃtɛs fowi
-obtido o b20 utilizɐdo nos ɛnsɐjos. ɐ pɾopoɾsɐ̃w̃ utilizɐdɐ nɐ miʃtuɾɐ sɛɡʷɛ no
-sɛsɐ̃w̃ 4.1.3. 4.1.1. ɔlɛo diɛzɛl komɛɾsiɐl o ɔlɛo diɛzɛl e um kombuʃtivɛl
-dɛɾivɐdo do pɛtʁɔlɛo, konstituj́do bɐzikɐmɛntɛ poɾ idʁokɐɾbonɛtos, ɐpʁɛzɛntɐndo
-tɐmbem ɛnksofʁɛ, nitʁoʒenio ɛ oksiʒenio ɛm pɛkʷɛniʃsimɐs pɾopoɾsõj̃s. o diɛzɛl
-utilizɐdo nɛʃtɛ tɛʃtɛ fowi um diɛzɛl komɛɾsiɐl dɛ um poʃto dɛ ɡɐzolinɐ
-kɐlifikɐdo pɛlo ɐnp. vɐlɛ ɐ ɾɛʃsɐlvɐ dɛ kʷɛ, kom mɛnsionɐdo ɐzimɐ, o diɛzɛl
-komɛɾsiɐl no paj́s ʒa kontɛm 5% dɛ biodiɛzɛl (b5). 4.1.2. biodiɛzɛl dɛ 2ª ʒɛɾɐsɐ̃w̃
-dɛ kɐnɐ-dɛ-ɐsukɐɾ o biodiɛzɛl foɾnɛzido pɛlɐ ɛmpɾɛzɐ owuɾo fino pɐɾtizipɐsõj̃s ɛ
-ɛmpɾɛɛndimɛntos s/ɐ fowi pɾoduzido ɐ pɐɾtiɾ dɛ ɔlɛo ɛstɾaj́do dɛ lɛvɛduɾɐʃ
-ɐlimɛntɐdɐs poɾ vinɐsɐ ɛ mɛlɐso dɛ kɐnɐ-dɛ-ɐsukɐɾ ɛ poʃtɛɾioɾ pɾozɛʃsɐmɛnto
-ɐtʁɐves dɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ komo sitɐdo ɐntɛɾioɾmɛntɛ. o sɛɾtifikɐdo dɛ
-kɐlidɐdɛ do b100, moʃtɾɐdo ɐ sɛɡʷiɾ, ɐtɛʃtɐndo ɐs pɾopʁiɛdɐdɛs fiziko-kʷimikɐ
-fowi dɛfinido ɐ pɐɾtiɾ dɛ tɛʃtɛs ɾɛɐlizɐdos pɛlo lɐboɾɐtɔɾio ɡɾɛɛntɛk (ɛʃkolɐ dɛ
-kʷimikɐ/ufʁʒ). obsɛɾvɐ-sɛ kʷɛ todɐs ɐs pɾopʁiɛdɐdɛs mɛdidɐs ɐtɛndɛɾɐm ɐoʃ
-vɐloɾɛs limitɛs ɛʃtɐbɛlɛzidos pɛlɐ ɐnp. 4.1.3. miʃtuɾɐs do b5 ɐo b100
-dɛtɛɾminɐsɐ̃w̃ dos ɾɛzultɐdos kompɐɾɐtivos do motoɾ utilizɐndo os kombuʃtivɛjs,
-b20 ɛ b5 ɛ ɐpʁɛzɛntɐsɐ̃w̃ ɛm tɐbɛlɐs owu ɡɾɐfikos os vɐloɾɛs ɐpʁɛzɛntɐdos nɐʃ
-tɐbɛlɐs ɛ ɡɾafiko dos ɛnsɐjos dɛ dɛzɛmpɛno ɛ ɛmiʃsõj̃s moʃtɾɐm um vɐloɾ medio
-dɛtʁɛ ɐs mɛdidɐs obtidɐs ɛm kɐdɐ ponto dɛ opɛɾɐsɐ̃w̃. kɐpitulo 5 - ɾɛzultɐdos ɛ
-diʃkuʃsõj̃s 5.1. ɐʃpɛktos ʒɛɾajs os ɾɛzultɐdos kʷɛ sɛɾɐ̃w̃ ɐpʁɛzɛntɐdos ɐ sɛɡʷiɾ
-foɾɐm obtidos dos ɛnsɐjos ɛspɛɾimɛntajs kʷɛ duɾɐɾɐm sɛɾkɐ dɛ dɛz diɐs. pɐɾɐ o
-tɛʃtɛ dɛ ɛmiʃsõj̃s dɛ ɡɐzɛs, foɾɐm ɾɛpɛtidos 3 ɛnsɐjos pɐɾɐ kɐdɐ um dos pontos dɛ
-opɛɾɐsɐ̃w̃ dɛ kɐdɐ kombuʃtivɛl, totɐlizɐndo 24 mɛdisõj̃s. pɐɾɐ o tɛʃtɛ pɐɾɐ
-dɛfinisɐ̃w̃ dɛ kuɾvɐs dɛ pɛɾfoɾmɐnsɛ do motoɾ ɐpɛnɐs umɐ tomɐdɐ dɛ dɐdos poɾ ponto
-dɛ opɛɾɐsɐ̃w̃ mɛdido poɾ kombuʃtivɛl, totɐlizɐndo 34 mɛdisõj̃s. sɛɾɐ̃w̃ ɐpʁɛzɛntɐdɐʃ
-tɐbɛlɐs kom ɐs ɾɛzultɐdos mɛdidos no motoɾ ɛ nɐ ɐnalizɛ dos ɡɐzɛs dɛ dɛʃkɐɾɡɐ (ɛ
-suɐs ɾɛʃpɛktivɐs insɛɾtɛzɐs). komo os pontos dɛ potensiɐ ɛ ɾotɐsɐ̃w̃ foɾɐ̃
-pɾe-ɛʃtɐbɛlɛzidos, ɛʃtɛs nɐ̃w̃ iɾɐ̃w̃ vɐɾiɐɾ dɛ kombuʃtivɛl pɐɾɐ kombuʃtivɛl
-(konsidɛɾɐɾ ɛʁo dɛ mɛdisɐ̃w̃ pɐɾɐ ɛʃtɛ ɐʃpɛkto), ɛntɾɛtɐnto sɛɾɐ̃w̃ vɛɾifikɐdɐʃ
-difɛɾɛnsɐs, pɾinsipɐlmɛntɛ no konsumo ɛ nɐ dɛʃkɐɾɡɐ dos ɡɐzɛs. ɐs mɛdisõj̃s,
-ɐʃsim komo ɐs insɛɾtɛzɐs dɛ mɛdisɐ̃w̃ dɐs pɾinsipajs vɐɾiavɛjs, tɐmbem sɐ̃w̃
-moʃtɾɐdɐs, pɐɾɐ kɐdɐ kombuʃtivɛl. ɐs insɛɾtɛzɐs foɾɐm kɐlkulɐdɐs dɛ ɐkoɾdo kom o
-dɛʃkɾito no sɛsɐ̃w̃ 4.2. pɐɾɐ sɛ tɛɾ ɾɛfɛɾensiɐ dɛ kompɐɾɐsɐ̃w̃ foɾɐm utilizɐdɐʃ
-kuɾvɐs do ɛʃtudo dɛ sowuzɐ ʒunioɾ. ɛʃsɐs kuɾvɐs foɾɐm obtidɐs utilizɐndo o mɛʃmo
-konʒunto motoɾ-dinɐmomɛtʁo, ɛntɾɐtɐnto owuvɛ difɛɾɛnsɐs nos pontos dɛ opɛɾɐsɐ̃w̃
-ɛʃkolidos pɐɾɐ ɐnalizɛ. ɛʃsɐ difɛɾɛnsɐ ɾɛzultowu nɐ nɛzɛʃsidɐdɛ dɛ um tɾɐto
-pɾevio dos dɐdos. foɾɐm nɛzɛʃsaɾiɐs intɛɾpolɐsõj̃s dos dɐdos ɛ dɐs insɛɾtɛzɐʃ
-pɐɾɐ kʷɛ kɛɡɐʃsɛmos nos pontos dɛ opɛɾɐsɐ̃w̃ utilizɐdos no ɐtuɐl tɾɐbɐlo. o
-ʁɛzultɐdos do tɾɐtɐmɛnto ɛʃta no ɐpendizɛ k. 5.2. ɛnsɐjos pɐɾɐ dɛfinisɐ̃w̃ dɛ
-kuɾvɐs dɛ pɛɾfoɾmɐnsɛ kom os ɾɛzultɐdos moʃtɾɐdos nɐ tɐbɛlɐ 5-3 ɛ tɐbɛlɐ 5-4,
-foɾɐm obtidos os ɡɾafikos kompɐɾɐndo os ɾɛzultɐdos dos kombuʃtivɛjs b5 ɛ b20.
-ɛnsɐjos kom o b5 ɐ tɐbɛlɐ 5-3 ɛ tɐbɛlɐ 5-4 ɐbajkso ɐpʁɛzɛntɐm os vɐloɾɛs dɐʃ
-vɐɾiavɛjs mɛdidɐs, kom o kombuʃtivɛl b5: ɐs insɛɾtɛzɐs dɛ mɛdisɐ̃w̃ pɐɾɐ ɐʃ
-vɐɾavɛjs mɛdidɐs ɐzimɐ sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐs tɐbɛlɐs ɐ sɛɡʷiɾ, utilizɐndo ɐʃ
-ɛkɐsõj̃s dɐ sɛsɐ̃w̃ 3.6: 5.4. ɛnsɐjos kom o b20 ɐs tɐbɛlɐ 5-7 ɛ tɐbɛlɐ 5-8 ɐbajkso
-ɐpʁɛzɛntɐm os vɐloɾɛs dɐs vɐɾiavɛjs mɛdidɐs , kom o kombuʃtivɛl b20 : ɐʃ
-insɛɾtɛzɐs dɛ mɛdisɐ̃w̃ pɐɾɐ ɐs vɐɾavɛjs mɛdidɐs ɐzimɐ sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐʃ
-tɐbɛlɐs ɐ sɛɡʷiɾ , utilizɐndo ɐs ɛkɐsõj̃s dɐ sɛsɐ̃w̃ 3.6 : 5.5 . kompɐɾɐsõj̃s ɛntɾɛ
-os ɾɛzultɐdos ɛnkontɾɐdos pɐɾɐ ɐ potensiɐ, ɾotɐsɐ̃w̃ ɛ toɾkʷɛ os ɡɾafikos ɐ sɛɡʷiɾ
-tivɛɾɐm komo obʒɛtivo dɛ kompɾovɐɾ ɐ kompɐɾɐbilidɐdɛ dos ɾɛzultɐdos ɛntɾɛ oʃ
-tɛʃtɛs dɐ owuɾo fino, ɛntɾɛ os tɛʃtɛs dɐ ɾɛfɛɾensiɐ ɛ ɛntɾɛ os tɛʃtɛs dɐ owuɾo
-fino ɛ dɐ ɾɛfɛɾensiɐ. fiɡʁɐ 5-4-toɾkʷɛ ks ɾpm funsionɐndo kom b5 ɛ b20 5.6.
-kompɐɾɐsõj̃s ɛntɾɛ os ɾɛzultɐdos ɛnkontɾɐdos pɐɾɐ ɐ tɛmpɛɾɐtuɾɐ dɛ ɛksawʃtɐ̃w̃ ɛ
-tɛmpɛɾɐtuɾɐ dɐ aɡɐ ɐ fiɡʁɐ 5-6 ɛ fiɡʁɐ 5-7 ɐ sɛɡʷiɾ indikɐm os ɾɛzultɐdoʃ
-pɐɾɐ ɐ tɛmpɛɾɐtuɾɐ dɛ ɛksawʃtɐ̃w̃ dos tɛʃtɛs. o ɾɛzultɐdo pɐɾɐ ɐ tɛmpɛɾɐtuɾɐ dɛ
-ɛzawʃtɐ̃w̃ nos ɛnsɐjos fowi sɐtiʃfɐtɔɾio. pɐɾɐ os dowis kombuʃtivɛjs nɐ̃w̃ owuvɛ mujtɐ
-difɛɾɛnsɐ ɐpɛnɐs sɛ pɛɾsɛbew kʷɛ o b5 kʷɛ fikowu liʒɛjɾɐmɛntɛ mɐjoɾ. ɛʃsɛ
-ʁɛzultɐdo ʒa ɛɾɐ ɛʃpɛɾɐdo ʒa kʷɛ o podɛɾ kɐloɾifiko do diɛzɛl e mɐjoɾ kʷɛ o
-biodiɛzɛl fɐzɛndo kom kʷɛ ɐ tɛmpɛɾɐtuɾɐ nɐ dɛʃkɐɾɡɐ tɛndɐ ɐ sɛɾ mɐjoɾ. ɛ̃
-ʁɛlɐsɐ̃w̃ ɐ kompɐɾɐsɐ̃w̃ kom ɐ ɾɛfɛɾensiɐ, sɛ podɛ pɛɾsɛbɛɾ kʷɛ os ɾɛzultɐdos pɐɾɐ o
-biodiɛzɛl dɛ 2ɐ ʒɛɾɐsɐ̃w̃ pɐɾɐ todos os pontos dɛ opɛɾɐsɐ̃w̃ fowi infɛɾioɾ ɐoʃ
-ʁɛzultɐdos dɐ ɾɛfɛɾensiɐ. ɐ fiɡʁɐ 5-6 ɛ fiɡʁɐ 5-7 ɐ sɛɡʷiɾ indikɐm oʃ
-ʁɛzultɐdos pɐɾɐ ɐ tɛmpɛɾɐtuɾɐ dɛ ɛksawʃtɐ̃w̃ dos tɛʃtɛs. o ɾɛzultɐdo dos ɛnsɐjoʃ
-pɐɾɐ ɐ tɛmpɛɾɐtuɾɐ tɐmbem fowi sɐtiʃfɐtɔɾio. owuvɛ um lɛvɛ dɛʃlokɐmɛnto do piko
-dɛ tɛmpɛɾɐtuɾɐ dɛ um kombuʃtivɛl ɛm ɾɛlɐsɐ̃w̃ ɐo owutʁo poɾem ɐmbos sɛ lokɐlizɐɾɐ̃
-pɾɔksimos dɐ potensiɐ ɔtimɐ (mɛnoɾ konsumo ɛʃpɛzifiko) . ɛm ɾɛlɐsɐ̃w̃ ɐ kompɐɾɐsɐ̃w̃
-kom ɐ ɾɛfɛɾensiɐ, sɛ podɛ pɛɾsɛbɛɾ kʷɛ os ɾɛzultɐdos pɐɾɐ o b5 dɐ owuɾofino ɛ o
-b3 dɐ ɾɛfɛɾensiɐ tivɛɾɐm kompoɾtɐmɛntos opoʃtos. ɛnkɐnto o b5 tɛvɛ sew piko ɐ
-50% dɐ potensiɐ nominɐl maksimɐ, o b3 tɛvɛ sew ponto majs infɛɾioɾ ɐ 50% dɐ
-potensiɐ maksimɐ. ɐ kompɐɾɐsɐ̃w̃ ɛntɾɛ os kombuʃtivɛjs b20 fowi majs iɡɐl. pɐɾɐ
-ɐmbos os ɾɛzultɐdos, owuvɛ ɐ mɛʃmɐ tɛndensiɐ dɛ awmɛntɐɾ ɡɾɐduɐlmɛntɛ kom o
-awmɛnto dɐ potensiɐ. 5.7. kompɐɾɐsõj̃s ɛntɾɛ os ɾɛzultɐdos ɛnkontɾɐdos pɐɾɐ o
-konsumo ɛ konsumo ɛʃpɛzifiko dɛ kombuʃtivɛl os ɡɾafikos ɐ sɛɡʷiɾ moʃtɾɐm ɐ
-vɐɾiɐsɐ̃w̃ do konsumo ɛ konsumo ɛʃpɛzifiko dɛ kombuʃtivɛl nɐs kɐɾɡɐs utilizɐdɐʃ
-nos tɛʃtɛs. komo ɛʃpɛɾɐdo, o konsumo dɛ kombuʃtivɛl awmɛntowu kom o awmɛnto dɐ
-potensiɐ. ɐ sɛɡʷiɾ moʃtɾɐ-sɛ o ɡɾafiko dɛ konsumo ɛʃpɛzifiko. dɛvido ɐo mɛnoɾ
-podɛɾ kɐloɾifiko do biodiɛzɛl ɛm ɾɛlɐsɐ̃w̃ ɐo ɔlɛo diɛzɛl, ɛʃpɛɾɐ-sɛ kʷɛ o konsumo
-ɛʃpɛzifiko dos kombuʃtivɛjs kom mɐjoɾ pɛɾsɛntɐʒɛm do biodiɛzɛl sɛʒɐ mɐjoɾ.
-ɛntɾɛtɐnto, dɛpɛndɛndo do ponto dɛ opɛɾɐsɐ̃w̃ do motoɾ, iʃto ɾɛɐlmɛntɛ nɐ̃w̃ sɛ
-vɛɾifikɐ. 5.8. kompɐɾɐsõj̃s ɛntɾɛ os ɾɛzultɐdos ɛnkontɾɐdos pɐɾɐ os ɡɐzɛs dɛ
-dɛʃkɐɾɡɐ 5.8.1. ɛmiʃsõj̃s dɛ ko2 ɐ kɐntidɐdɛ dɛ ko2 ɛmitido nɐ ɛksawʃtɐ̃w̃ indikɐ o
-kɐnto ɐ kombuʃtɐ̃w̃ e komplɛtɐ. e ɛʃpɛɾɐdo kʷɛ ɐ ɛmiʃsɐ̃w̃ dɛ ko2 kɾɛʃsɐ kom o
-awmɛnto dɐ kɐɾɡɐ, powis o awmɛnto dɐ kɐɾɡɐ ɛ tɛmpɛɾɐtuɾɐ dos ɡɐzɛs no intɛɾioɾ do
-silindɾo kontɾibuj pɐɾɐ oksidɐsɐ̃w̃ do ko ɛ mɐjoɾ tɐksɐ dɛ foɾmɐsɐ̃w̃ dɛ ko2.
-ɛntɾɛtɐnto foɾɐm obtidɐs, pɐɾɐ 25% dɛ kɐɾɡɐ, mɐjoɾɛs do kʷɛ o ɛʃpɛɾɐdo. dɛʃsɐ
-foɾmɐ, konkluj-sɛ kʷɛ owuvɛ umɐ kombuʃtɐ̃w̃ majs komplɛtɐ nɛʃsɛ pɾimɛjɾo ponto. ɐ
-kɐntidɐdɛ dɛ diɔksido dɛ kɐɾbono ɛmitido nɐ̃w̃ ɐpʁɛzɛntowu difɛɾɛnsɐʃ
-siɡnifikɐtivɐs ɛntɾɛ os kombuʃtivɛjs b5 ɛ b20. iʃso sɛ dɛvɛ powis os motoɾɛʃ
-diɛzɛl opɛɾɐm kom ɛsɛʃso dɛ ɐɾ, kontɾibujndo pɐɾɐ ɐ oksidɐsɐ̃w̃ do kombuʃtivɛl.
-ɐpɛzɐɾ dɛ obtidos ɾɛzultɐdos infɛɾioɾɛs ɐos ɾɛzultɐdos dɐ ɾɛfɛɾensiɐ, ɛʃtɛʃ
-ɛʃtivɛɾɐm nɐ mɛʃmɐ oɾdɛm dɛ ɡɾɐndɛzɐ ɛ poɾtɐnto konsidɛɾɐdos validos. 5.8.2.
-ɛmiʃsõj̃s dɛ ko ɐ kɐntidɐdɛ dɛ ko ɛmitido nɐ ɛksawʃtɐ̃w̃, ɐʃsim komo ɐ dɛ ko2, ɛʃta
-diɾɛtɐmɛntɛ ɾɛlɐzionɐdo ɐ kombuʃtɐ̃w̃. dɛʃsɐ foɾmɐ, ɛɾɐ ɛʃpɛɾɐdo kʷɛ ɛʃtɛ
-awmɛntɐʃsɛ kom o awmɛnto dɛ kɐɾɡɐ, poɾem o kʷɛ fowi obsɛɾvɐdo fowi ɐ mɛʃmɐ
-tɛndensiɐ dos ɾɛzultɐdos pɐɾɐ ɐs ɛmiʃsõj̃s dɛ ko2, lɛvɐndo ɐ um ɾɛzultɐdo majʃ
-ɛlɛvɐdo kʷɛ o ɛʃpɛɾɐdo no pɾimɛjɾo ponto dɛ opɛɾɐsɐ̃w̃. ɐpɛzɐɾ dɛ obtidoʃ
-ʁɛzultɐdos infɛɾioɾɛs ɐos ɾɛzultɐdos dɐ ɾɛfɛɾensiɐ, ɛʃtɛs ɛʃtivɛɾɐm nɐ mɛʃmɐ
-oɾdɛm dɛ ɡɾɐndɛzɐ ɛ poɾtɐnto konsidɛɾɐdos validos. 5.8.3. ɛmiʃsõj̃s dɛ o2
-tɛoɾikɐmɛntɛ, konfoɾmɛ ɐ kɐɾɡɐ awmɛntɐ, ɐ oksidɐsɐ̃w̃ do kombuʃtivɛl awmɛntɐ
-foɾmɐndo majs ko, ko2 ɛ noks, ɛ diminujndo ɐs ɛmiʃsõj̃s dɛ o2. ɛntɾɛtɐnto ɛʃsɐ
-tɛndensiɐ somɛntɛ fowi obsɛɾvɐdɐ ɐ pɐɾtiɾ dos pontos dɛ opɛɾɐsɐ̃w̃ dɛ 50% dɐ
-potensiɐ maksimɐ. kompɐɾɐtivɐmɛntɛ, os kombuʃtivɛjs utilizɐdos nɐ̃w̃ implikɐɾɐ̃
-siɡnifikɐtivɐs difɛɾɛnsɐs nɐ ɛmiʃsɐ̃w̃ dɛ oksiʒenio, sɛndo ɐ difɛɾɛnsɐ maksimɐ ɛntɾɛ
-ɐs ɛmiʃsõj̃s ɐtinʒindo 3%. ɐpɛzɐɾ do biodiɛzɛl tɛɾ oksiʒenio ɛm suɐ kompozisɐ̃w̃ oʃ
-motoɾɛs diɛzɛl opɛɾɐm kom ɛsɛʃso dɛ ɐɾ, ɛ poɾ iʃso ɐ ɾɐzɐ̃w̃ ɐɾ/kombuʃtivɛl e
-majs ɾɛlɛvɐntɛ nɐ ɐnalizɛ dɐ ɛmiʃsɐ̃w̃ do oksiʒenio [12]. kompɐɾɐdos kom ɐ
-ʁɛfɛɾensiɐ, os ɾɛzultɐdos sɛ dɛmonstɾɐɾɐm sɐtiʃfɐtɔɾios powis mɛʃmo nɐ̃w̃ mɐntɛndo
-ɐ tɛndensiɐ dɛ diminujsɐ̃w̃ do o2 kom o awmɛnto dɐ kɐɾɡɐ ɛntɾɛ os dowis pɾimɛjɾoʃ
-pontos dɛ opɛɾɐsɐ̃w̃ ɛʃsɐ tɛndensiɐ sɛ mɐntɛvɛ poʃtɛɾioɾmɛntɛ ɛ ɐ oɾdɛm dɛ
-ɡɾɐndɛzɐ dos ɾɛzultɐdos kowinsidiw. 5.8.4. ɛmiʃsõj̃s dɛ noks os ɔksidos dɛ
-nitʁoʒenio sɐ̃w̃ foɾmɐdos nɐ ɾɛɐsɐ̃w̃ dɛ kombuʃtɐ̃w̃ dɛvido a pɾɛzɛnsɐ do nitʁoʒenio
-no ɐɾ ɛ do oksiʒenio nɐ miʃtuɾɐ. ɐnɐlizɐndo ɐ sinetikɐ kʷimikɐ dɐ pɾodusɐ̃w̃ dɛ
-noks, moʃtɾɐ-sɛ kʷɛ ɐ tɐksɐ dɛ foɾmɐsɐ̃w̃ dɛʃsɛs ɔksidos awmɛntɐ kom ɐ konsɛntɾɐsɐ̃w̃
-dɛ oksiʒenio nɐ miʃtuɾɐ ɛ pɾinsipɐlmɛntɛ kɐnto mɐjoɾ foɾ ɐ tɛmpɛɾɐtuɾɐ no
-pɾozɛʃso dɛ kombuʃtɐ̃w̃ [17]. mujtɐs pɛʃkʷizɐs divɛɾʒɛm sobʁɛ kɐl kombuʃtivɛl
-ɛmitɛ mɐjoɾ kɐntidɐdɛ dɛ noks, o biodiɛzɛl owu o diɛzɛl minɛɾɐl. os ɾɛzultɐdoʃ
-pɐɾɐ ɛmiʃsõj̃s dɛ noks pɐɾɐ b5 ɛ b20 foɾɐm mujto pɾɔksimos ɐpɛzɐɾ dɛ ɐs ɛmiʃsõj̃ʃ
-pɐɾɐ o b5 sɛɾɛm sɛmpɾɛ supɛɾioɾɛs. dɛ kɐlkʷɛɾ foɾmɐ, sɛndo nozivo ɐo mɛjo
-ɐmbiɛntɛ, o ɾɛzultɐdo fowi pozitivo pɐɾɐ ɐ vɐlidɐsɐ̃w̃ do biodiɛzɛl ɛspɛɾimɛntɐdo
-komo um biodiɛzɛl limpo. ɐpɛzɐɾ dɛ os ɾɛzultɐdos dɐs ɛmiʃsõj̃s do ɛʃtudo ɛ̃
-kompɐɾɐsɐ̃w̃ kom ɐ ɾɛfɛɾensiɐ nɐ̃w̃ ɐpʁɛzɛntɐɾɛm difɛɾɛnsɐ siɡnifikɐtivɐ podɛ-sɛ
-konfiɾmɐɾ o fɐto dɛ kʷɛ ɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ o noks ɛ ɐ pɾɛzɛnsɐ dɛ biodiɛzɛl ajndɐ
-ʒɛɾɐ duvidɐs. nɐ ɾɛfɛɾensiɐ, fowi konstɐtɐdo kʷɛ sɛmpɾɛ a mɐjoɾɛs ɛmiʃsõj̃s dɛ
-noks pɐɾɐ o b20 ɛm ɾɛlɐsɐ̃w̃ ɐo b3, kontɾɐɾiɐndo o obsɛɾvɐdo nɛʃtɛ ɛʃtudo. 5.8.5.
-ɛmiʃsõj̃s dɛ k o ɾɛzultɐdo dɐs ɛmiʃsõj̃s dɛ k moʃtɾɐm vɐloɾɛs mɐjoɾɛs pɐɾɐ o
-motoɾ funsionɐndo kom o b5. os vɐloɾɛs dɛ ɛmiʃsõj̃s dɛ k pɐɾɐ o motoɾ
-funsionɐndo kom b20 foɾɐm tɐ̃w̃ pɛkʷɛnos kʷɛ fikɐɾɐm ɐbajkso dɐ pɾɛzisɐ̃w̃ do
-ɐnɐlizɐdoɾ dɛ ɡɐzɛs. ɛʃsɛ ɾɛzultɐdo kompɾovowu ɐ ɛfɛtividɐdɛ do biodiɛzɛl dɛ
-bɐɡɐso dɛ kɐnɐ-dɛ-ɐsukɐɾ komo um kombuʃtivɛl limpo. os ɾɛzultɐdos kɐndo
-kompɐɾɐdos kom ɐ ɾɛfɛɾensiɐ foɾɐm sɐtiʃfɐtɔɾios ɐ mɛdidɐ kʷɛ ɐs ɛmiʃsõj̃s dɛ k
-do b20 fikɐɾɐm sɛmpɾɛ ɐbajkso do b5. o kompoɾtɐmɛnto dɛ ɐlɡns ɡɐzɛs komo o ko2,
-o ko ɛ o o2 podɛm sɛɾ ɛsplikɐdos obsɛɾvɐndo-sɛ ɐ fiɡʁɐ 5-22 ɐ sɛɡʷiɾ [15]: no
-ɡɾafiko ɐntɛɾioɾ, o ɛjkso dɐ ɐbsiʃsɐ ɾɛpʁɛzɛntɐ ɐ ɾɐzɐ̃w̃ dɛ ɛkʷivɐlensiɐ
-kombuʃtivɛl-ɐɾ ( ), kʷɛ e o invɛɾso dɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ ɐs ɾɐzõj̃s ɐɾ-kombuʃtivɛl
-ʁɛɐl ɛ ɐɾ-kombuʃtivɛl ɛʃtɛkʷiometʁikɐ (). pɐɾɐ motoɾɛs diɛzɛl,  e mujto mɐjoɾ
-kʷɛ 1, kom o motoɾ opɛɾɐndo kom bɐʃtɐntɛ ɛsɛʃso dɛ ɐɾ, ɛ pɐɾɐ o ɡɾafiko nɐ
-fiɡʁɐ ɐntɛɾioɾ, somɛntɛ o lɐdo ɛʃkʷɛɾdo ɐo ɛjkso dɐs oɾdɛnɐdɐs sɛɾiɐ ɐplikɐdo
-ɐos motoɾɛs diɛzɛl. o motoɾ utilizɐdo nos ɛspɛɾimɛntos ɛɾɐ ɐʃpiɾɐdo (kɐntidɐdɛ
-dɛ ɐɾ uzɐdɐ poɾ siklo pɾɐtikɐmɛntɛ konstɐntɛ). poɾtɐnto, o  fowi ɐltɛɾɐdo,
-pɾinsipɐlmɛntɛ, pɛlɐ mɐʃsɐ dɛ kombuʃtivɛl kʷɛ ɛɾɐ utilizɐdɐ poɾ siklo, pɐɾɐ oʃ
-pontos vɐɾiɐndo ɐ kɐɾɡɐ dɛntɾo dɛ umɐ mɛʃmɐ ɾotɐsɐ̃w̃, ondɛ mɐjoɾ mɐʃsɐ dɛ
-kombuʃtivɛl utilizɐdɐ no siklo siɡnifikɐ umɐ diminujsɐ̃w̃ do vɐloɾ dɛ .
-obsɛɾvɐ-sɛ no ɡɾafiko os awmɛntos dɛ ko2 ɛ ko, kɐndo  diminuj (owu  awmɛntɐ),
-obsɛɾvɐdo mɐʒoɾitɐɾiɐmɛntɛ nos ɛspɛɾimɛntos, pɐɾɐ um mɛʃmo kombuʃtivɛl. kɐnto
-ɐo o2 , obsɛɾvɐ-sɛ no ɡɾafiko ɐntɛɾioɾ, ɐ diminujsɐ̃w̃ do mɛʃmo kɐndo  diminuj,
-sɛndo tɐmbem obsɛɾvɐdo mɐʒoɾitɐɾiɐmɛntɛ nos ɛspɛɾimɛntos. kɐpitulo 6 -
-konkluzõj̃s ɛ suʒɛʃtõj̃s pɐɾɐ tɾɐbɐlos futuɾos dɛ mɐnɛjɾɐ sɐtiʃfɐtɔɾiɐ, o
-obʒɛtivo pɾopoʃto pɐɾɐ ɛʃtɛ tɾɐbɐlo fowi pɐɾsiɐlmɛntɛ ɐlkɐnsɐdo. os nivɛjs dɛ ko
-tivɛɾɐm umɐ ɾɛdusɐ̃w̃ konsidɛɾavɛl ɛm ɾɛlɐsɐ̃w̃ ɐ utilizɐsɐ̃w̃ do kombuʃtivɛl b5
-kɐndo sɛ utilizowu o b20. okoʁew tɐmbem ɾɛdusɐ̃w̃ pɐɾɐ o ko2, ɐpɛzɐɾ dɛ nɐ̃w̃ tɛɾ
-sido obɛɾvɐdɐ ɾɛdusɐ̃w̃ siɡnifikɐtivɐ dɛ o2, utilizɐndo b20. os nivɛjs dɛ ɛmiʃsõj̃ʃ
-dɛ k obtivɛɾɐm ɾɛdusõj̃s siɡnifikɐtivɐs nɐ utilizɐsɐ̃w̃ do b20. os nivɛjs dɛ nos
-tɐmbem ɾɛduziɾɐm sɛnsivɛlmɛntɛ - dɛvido ɐ ɐlɡm fɐtoɾ ɛstɛɾno os ɾɛzultɐdos pɐɾɐ
-os pontos dɛ opɛɾɐsɐ̃w̃ ɐ 25 % dɐ potensiɐ dɐ nominɐl maksimɐ nɐ̃w̃ ɾɛpʁɛzɛntɐɾɐm o
-ɛʃpɛɾɐdo , mɐs pɐɾɐ ɐ ɐnalizɛ pɾopoʃtɐ pɐɾɐ ɛʃtɛ tɾɐbɐlo fowi ɐzɛjtavɛl pɐɾɐ
-tɾɐbɐlos futuɾos, ɐ fim dɛ sɛ obtɛɾ ɐ ɐnalizɛ komplɛtɐ sɛɾiɐ nɛzɛʃsaɾio
-ɛzɛkutɐɾ um ɛnsɐjo dɛ duɾɐbilidɐdɛ pɐɾɐ kʷɛ sɛ poʃsɐ ɛʃtudɐɾ ɐ pɾoʒɛsɐ̃w̃ doʃ
-ɛfɛjtos ɐ lonɡo pɾɐzo do biodiɛzɛl. kɐpitulo 7 - ɾɛfɛɾensiɐs biblioɡʁafikɐʃ
-ʁɛviʃtɐ do konfɛɐ, bɾɐziliɐ, v. 9, n. 22, p. 14-17. [3] ɡɾottɐ, d. k. k.
-dɛzɛmpɛno dɛ um tɾɐtoɾ ɐɡʁikolɐ ɛm opɛɾɐsɐ̃w̃ dɛ ɡɾɐdɐʒɛm utilizɐndo biodiɛzɛl
-ɛtiliko filtɾɐdo dɛ ɔlɛo ɾɛziduɐl komo kombuʃtivɛl. ʒɐbotikɐbɐl: unɛʃp, 2003.
-44p. [7 ] bɐɾbozɐ , ɾ. l.; silvɐ , f. m. dɐ ; sɐlvɐdoɾ , n. volpɐto , k. ɛ. s.
-dɛzɛmpɛno kompɐɾɐtivo dɛ um motoɾ dɛ siklo diɛzɛl utilizɐndo diɛzɛl ɛ miʃtuɾɐʃ
-dɛ biodiɛzɛl . siensiɐ ɛ ɐɡʁo tɛknoloʒiɐ, lɐvʁɐs, v. 32, n. 5, p. 1588-1593,
-sɛt./owut., 2008. kom.bɾ/biodiɛzɛl (ɐzɛʃsɐdo ɛm 01/02/2014) [9] lobo, i. p.;
-fɛʁɛjɾɐ, s. l. k. biodiɛzɛl: pɐɾamɛtʁos dɛ kɐlidɐdɛ ɛ metodos ɐnɐlitikos.
-kʷimikɐ novɐ , v.32 , n.6 , p. 1596-1608 , 2009 [ 10 ] ttp:/ /www. pɾofpk. .
-[13] klinɛ, s. ʒ., mkklintokk, f. ɐ., 1953, dɛʃkɾibinɡ unsɛɾtajntiɛs in sinɡlɛ
-sɐmplɛ ɛspɛɾimɛnts, mɛkɐnikɐl ɛnʒinɛɛɾinɡ, vol. 75. ɐpendizɛ ɐ - pɾinsipajʃ
-vɐɾiavɛjs mɛdidɐs no tɾɐbɐlo ɐpendizɛ b - tɐbɛlɐs dos tɛʃtɛs dɛ ɛmiʃsõj̃s ɐntɛʃ
-do tɾɐto dɛ dɐdoʃ
-
-intɾodusɐ̃w̃ os biokombuʃtivɛjs tem sido pɾioɾizɐdos komo ɐltɛɾnɐtivɐ komplɛmɛntɐɾ
-dɐ mɐtʁiz ɛnɛɾʒetikɐ dɛ vaɾios paj́zɛs, vizɐndo ɾɛduziɾ o impɐkto dos ɡɐzɛs do
-ɛfɛjto ɛʃtufɐ, ɐpontɐdos komo pɾinsipajs kawzɐs dɐs mudɐnsɐs klimatikɐs. ɛʃtudoʃ
-tɐmbem sinɐlizɐm pɐɾɐ ɐ ɾɛdusɐ̃w̃ dɐs ɾɛzɛɾvɐs dɛ pɛtʁɔlɛo, inkompɐtivɛjs pɐɾɐ
-supʁiɾ, no futuɾo, todɐ ɐ dɛmɐndɐ dɛ umɐ populɐsɐ̃w̃ mundiɐl kɾɛʃsɛntɛ. o bɾɐzil
-tɛm sido ɾɛkonɛzido komo um modɛlo ɐ sɛɾ sɛɡʷido, umɐ vɛz kʷɛ oʃ
-biokombuʃtivɛjs a mujto pɐɾtizipɐm, siɡnifikɐtivɐmɛntɛ, dɛ suɐ mɐtʁiʒ
-ɛnɛɾʒetikɐ. ajndɐ ɛm mɛɐdos dɐ dekɐdɐ dɛ 70, o ɡovɛɾno bɾɐzilɛjɾo saj a fɾɛntɛ
-no sɛnaɾio mundiɐl ɛ dɛzidɛ pɾoduziɾ ɛtɐnol ɐ pɐɾtiɾ dɛ kɐnɐ-dɛ-ɐsukɐɾ, kɾiɐndo
-o pɾoɡʁɐmɐ pɾowalkowol pɐɾɐ ɛnkoɾɐʒɐɾ ɐ pɾodusɐ̃w̃ do biowɛtɐnol ɛm substitujsɐ̃w̃ a
-ɡɐzolinɐ puɾɐ, o kʷɛ ɾɛduziɾiɐ ɐs impoɾtɐsõj̃s dɛ pɛtʁɔlɛo. ɛm 2005 o bɾɐzil
-implɛmɛntowu um novo biokombuʃtivɛl kɐpɐz dɛ substitujɾ totɐl owu pɐɾsiɐlmɛntɛ o
-diɛzɛl ɐdvindo do pɛtʁɔlɛo, kɐmɐdo ɛntɐ̃w̃ dɛ biodiɛzɛl. ɛʃtɛ podɛ sɛɾ uzɐdo puɾo
-owu ɛm miʃtuɾɐ kom o ɔlɛo diɛzɛl, viʃto kʷɛ e um biokombuʃtivɛl miʃsivɛl ɛ
-fiziko-kʷimikɐmɛntɛ sɛmɛlɐntɛ ɐo ɔlɛo diɛzɛl minɛɾɐl. poɾ sɛɾ biodɛɡʁɐdavɛl,
-nɐ̃w̃ tɔksiko ɛ pɾɐtikɐmɛntɛ livʁɛ dɛ ɛnksofʁɛ ɛ ɐɾomatikos, o biodiɛzɛl e
-konsidɛɾɐdo um kombuʃtivɛl ɛkolɔʒiko (pɐɾɛntɛ, 2004). e impoɾtɐntɛ ɾɛʃsɐltɐɾ kʷɛ
-ɛʃsɛ biokombuʃtivɛl poʃsuj ɐplikɐsɐ̃w̃ sinɡlɐɾ kɐndo ɛm miʃtuɾɐ kom o ɔlɛo
-diɛzɛl dɛ ultɾɐbajkso tɛoɾ dɛ ɛnksofʁɛ, poɾkʷɛ konfɛɾɛ ɐ ɛʃtɛ, mɛloɾɛʃ
-kɐɾɐktɛɾiʃtikɐs dɛ lubʁizidɐdɛ. o biodiɛzɛl podɛ sɛɾ pɾoduzido ɐ pɐɾtiɾ dɛ umɐ
-seɾiɛ dɛ olɛɐʒinozɐs, komo soʒɐ, pɐlmɐ, mɐkaẃbɐ, ʒiɾɐʃsol, kɐnolɐ, kolzɐ,
-mɐmonɐ, ɐmɛndowim, dɛnde, ɐlɡodɐ̃w̃ ɛ ɔlɛos dɛ fɾituɾɐ (olɐndɐ, ɐ. 2004), ɐlem dɐʃ
-ɡoɾduɾɐs ɐnimajs. o metodo majs utilizɐdo pɐɾɐ ɐ obtɛnsɐ̃w̃ do biodiɛzɛl e o dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. nɛʃtɛ pɾozɛʃso, o tɾiɡlizɛɾidɛo ɾɛɐʒɛ kom um alkowol,
-ʒɛɾɐlmɛntɛ mɛtɐnol owu ɛtɐnol, nɐ pɾɛzɛnsɐ dɛ um kɐtɐlizɐdoɾ, pɾoduzindo umɐ
-miʃtuɾɐ dɛ eʃtɛɾɛs dɛ azido ɡɾɐksos ɛ ɡlizɛɾol (mɐɾkɛtti ɛt ɐl., 2007). ɛʃtudoʃ
-moʃtɾɐm kʷɛ o pɾɛso dɐ mɐteɾiɐ pɾimɐ, kɐndo sɛ utilizɐ ɔlɛo viɾʒɛm owu ɾɛfinɐdo,
-ʁɛʃpondɛ poɾ 75 ɐ 80% do pɾɛso finɐl (juʃtɛ & doɾɐdo, 2006; nɐɛ, 2005). o uzo dɛ
-ɔlɛos dɛ mɛnoɾ pɾɛso tɛɾa ɡɾɐndɛ impɐkto pozitivo pɐɾɐ o sɛtoɾ ɛnɛɾʒetiko, o kʷɛ
-inkluj os ɔlɛos dɛ fɾituɾɐ, kʷɛ podɛɾɐ̃w̃ ɾɛduziɾ substɐnsiɐlmɛntɛ o vɐloɾ finɐl
-dɛʃtɛ pɾoduto. ɐtuɐlmɛntɛ, o alkowol majs utilizɐdo nɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl e o
-mɛtɐnol, pɾoduto dɛɾivɐdo do pɛtʁɔlɛo. owutʁos ɐlkowõj̃s podɛm sɛɾ utilizɐdos, mɐs,
-dɛvido ɐo awmɛnto no tɐmɐno dɐ kɐdɛjɐ kɐɾbonikɐ dɛʃtɛs ɐlkowõj̃s fɾɛntɛ ɐo
-mɛtɐnol, ɐlɡmɐs difikuldɐdɛs okoʁɛm no pɾozɛʃso komo ɐ sɛpɐɾɐsɐ̃w̃ ɛntɾɛ o
-biodiɛzɛl ɛ ɐ ɡlizɛɾinɐ ɛ tɐmbem ɐ sinetikɐ dɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ dɐ
-ʁotɐ ɛtilikɐ e majs lɛntɐ kʷɛ dɐ ɾotɐ mɛtilikɐ. ɛntɾɛ os pɐɾamɛtʁos kʷɛ
-intɛɾfɛɾɛm nɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɛnkontɾɐ-sɛ o tipo dɛ kɐtɐlizɐdoɾ
-utilizɐdo. o pɾozɛʃso kɐtɐlitiko konvɛnsionɐl konsiʃtɛ nɐ kɐtalizɛ omoʒenɛɐ, nɐ
-kɐl ɐ mɐʃsɐ kɐtɐlitikɐ pɛɾmɐnɛzɛ diʃsolvidɐ no mɛjo ɾɛɐzionɐl, dɛvɛndo sɛɾ
-ʁɛmovidɐ ɐpɔs ɐ sintɛzɛ (mɐɾkɛtti ɛt ɐl., 2007). os kɐtɐlizɐdoɾɛs majs uzɐdoʃ
-ɛm fɐzɛ omoʒenɛɐ sɐ̃w̃ os kɐtɐlizɐdoɾɛs ɐlkɐlinos, dɛvido ɐ mɐjoɾ vɛlozidɐdɛ kʷɛ
-konfɛɾɛm a ɾɛɐsɐ̃w̃ ɛ mɐjoɾɛs ɾɛndimɛntos, nɐ̃w̃ ɛksiʒindo ɛlɛvɐdɐs pɾɛʃsõj̃s,
-tɛmpɛɾɐtuɾɐs ɛ ɾɐzõj̃s molɐɾɛs alkowol:ɔlɛo. ɛntɾɛtɐnto, nos ultimos ɐnos, ɐ
-litɛɾɐtuɾɐ siɛntifikɐ tɛm tɾɐzido umɐ ɡɾɐndɛ kɐntidɐdɛ dɛ tɾɐbɐlos obʒɛtivɐndo
-o dɛzɛnvolvimɛnto dɛ kɐtɐlizɐdoɾɛs ɛtɛɾoʒenɛos pɐɾɐ ɐ sintɛzɛ dɛ biodiɛzɛl,
-vizɐndo pɾinsipɐlmɛntɛ a simplifikɐsɐ̃w̃ do pɾozɛʃso dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɛ ɐ
-ɡɐɾɐntiɐ dɛ mɛnoɾ impɐkto ɐmbiɛntɐl. ɛntɾɛtɐnto, os kɐtɐlizɐdoɾɛs pɾopoʃtos sɐ̃w̃,
-ɛm suɐ mɐjoɾiɐ, dɛ ɐlto kuʃto o kʷɛ tɛm difikultɐdo suɐ ɐplikɐsɐ̃w̃ induʃtɾiɐl.
-dɛzɛnvolvɛɾ kɐtɐlizɐdoɾɛs ɛtɛɾoʒenɛos majs bɐɾɐtos ɛ ɛfiziɛntɛs, uzɐɾ mɐteɾiɐʃ
-pɾimɐs nɐ̃w̃ kompɛtitivɐs kom os ɐlimɛntos, dɛzɛnvolvɛɾ pɾozɛʃsos ɐdɛkɐdos pɐɾɐ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl ɐ pɐɾtiɾ dɛ ɔlɛos ɾɛziduajs dɛ mɛnoɾ kuʃto, sɐ̃w̃ ɐlɡns doʃ
-impoɾtɐntɛs dɛzɐfios kʷɛ ɛʃtɐ̃w̃ poʃtos pɐɾɐ o sɛtoɾ dɛ biodiɛzɛl ɛ kʷɛ sɛɾɐ̃w̃
-kontɛmplɐdos nɛʃtɛ tɾɐbɐlo. pɐɾɐ kʷɛ os ɛʃtudos dɛzɛnvolvidos ɛm lɐboɾɐtɔɾio
-poʃsɐm sɛɾ uzɐdos ɛm ɛʃkɐlɐ induʃtɾiɐl e nɛzɛʃsaɾio pɐʃsɐɾ poɾ umɐ ɛtɐpɐ
-intɛɾmɛdiɐɾiɐ dɛnominɐdɐ ɛʃkɐlɐ piloto. ɛm umɐ unidɐdɛ piloto, os ɛkʷipɐmɛntoʃ
-poʃsuɛm instɾumɛntɐsɐ̃w̃ similɐɾ as unidɐdɛs induʃtɾiajs, daj́ sew ɛlɛvɐdo kuʃto,
-mɐs pɛɾmitɛm o pɾozɛʃsɐmɛnto dɛ mɛnoɾɛs volumɛs, fɐzilitɐndo o ɐʒuʃtɛ doʃ
-pɾozɛʃsos. ɐ idejɐ pɾopoʃtɐ e kʷɛ sɛʒɐ implɛmɛntɐdɐ umɐ unidɐdɛ piloto pɐɾɐ
-tɛʃtɛ dos kɐtɐlizɐdoɾɛs ɛm ɛʃtudo nɐ ufmɡ, ɐlem dɛ ɐpʁovɛjtɐɾ os ɔlɛos ɾɛziduajʃ
-ʒɛɾɐdo no kɐmpus, ɐbɐʃtɛzɛndo ɐ fɾotɐ dɐ institujsɐ̃w̃. pɐɾɐ tɐl e nɛzɛʃsaɾio
-ʁɛɐlizɐɾ umɐ ɐnalizɛ ɛkonomikɐ dɛʃtɐ unidɐdɛ, o kʷɛ sɛɾa fɛjto nɛʃtɛ tɾɐbɐlo.
-1.1.1 obʒɛtivo ʒɛɾɐl o ɛʃtudo ɾɛɐlizɐdo obʒɛtivowu pɾoduziɾ, kɐɾɐktɛɾizɐɾ ɛ
-tɛʃtɐɾ um novo kɐtɐlizɐdoɾ sintɛtizɐdo ɐ pɐɾtiɾ dɛ ɾɛziduo dɐ konstɾusɐ̃w̃ sivil
-pɐɾɐ ɾɛɐsõj̃s dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, vizɐndo a pɾodusɐ̃w̃ dɛ biodiɛzɛl ɛm ɛʃkɐlɐ dɛ
-lɐboɾɐtɔɾio. 1.1.2 obʒɛtivos ɛʃpɛzifikos os obʒɛtivos ɛʃpɛzifikos dɛʃtɛ tɾɐbɐlo
-konsiʃtɛm ɛm: ɐ) pɾoduziɾ ɛ kɐɾɐktɛɾizɐɾ kɐtɐlizɐdoɾ sɔlido ɐ pɐɾtiɾ dɛ ɾɛziduo
-dɐ konstɾusɐ̃w̃ sivil. b) tɛʃtɐɾ o kɐtɐlizɐdoɾ no pɾozɛʃso dɛ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl ɛm ɛʃkɐlɐ dɛ lɐboɾɐtɔɾio viɐ kɐtalizɛ ɛtɛɾoʒenɛɐ. konsɛjtos ʒɛɾajs ɛ
-ʁɛvizɐ̃w̃ dɐ litɛɾɐtuɾɐ 2.1 biodiɛzɛl os ɔlɛos vɛʒɛtajs ɛ ɡoɾduɾɐs ɐnimajs ʒa
-foɾɐm invɛʃtiɡɐdos komo kombuʃtivɛl pɐɾɐ motoɾɛs do siklo diɛzɛl mujto tɛmpo
-ɐntɛs dɐ pɾimɛjɾɐ kɾizɛ ɛnɛɾʒetikɐ dos ɐnos 70, sɛndo kʷɛ os pɾimɛjɾos ɐnos dɐ
-dekɐdɐ dɛ 80 ɐmpliɐɾɐm o intɛɾɛʃsɛ nɛʃtɛs kombuʃtivɛjs. dɛʃdɛ ɐ kɾiɐsɐ̃w̃ do motoɾ
-ɐ diɛzɛl poɾ ɾudolf diɛzɛl (1858– 1913), tɛntɐtivɐs dɛ sɛ obtɛɾ um kombuʃtivɛl
-ɐltɛɾnɐtivo ɐo diɛzɛl sɐ̃w̃ fɛjtɐs, intɛnsifikɐndo o uzo dɛ ɔlɛos vɛʒɛtajs poɾ
-ɐpʁɛzɛntɐɾɛm ɾɛzultɐdos sɛmɛlɐntɛs ɐos do ɔlɛo diɛzɛl, mɐs o uzo diɾɛto dɛ
-ɔlɛos vɛʒɛtajs ɛ/owu suɐs miʃtuɾɐs kom o diɛzɛl dɛ pɛtʁɔlɛo fowi konsidɛɾɐdo
-insɐtiʃfɐtɔɾio ɛ impɾɐtikavɛl pɐɾɐ motoɾɛs ɐ diɛzɛl (knotɛ ɛt ɐl., 2005). pɐɾɐ
-tɐl ɐ kɐdɛjɐ do tɾiɡlizeɾidɛo pɾɛzisɐ sɛɾ fɾɐɡmɛntɐdɐ, sɛndo ɐ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɐ ɐltɛɾnɐtivɐ dɛ lɐɾɡɐ ɐplikɐsɐ̃w̃ induʃtɾiɐl. o biodiɛzɛl e ɐ
-ɐltɛɾnɐtivɐ majs ɐzɛjtɐ dɛvido ɐo fɐto dɐs suɐs pɾopʁiɛdɐdɛs sɛɾɛm similɐɾɛs a
-do pɾɔpʁio ɔlɛo diɛzɛl (juʃtɛ & doɾɐdo, 2006). ɐ ɾɛzolusɐ̃w̃ dɐ ɐnp dɛfinɛ
-biodiɛzɛl komo um kombuʃtivɛl kompoʃto dɛ ɐlkʷil eʃtɛɾɛs dɛ azidos kɐɾboksilikoʃ
-dɛ kɐdɛjɐ lonɡɐ, pɾoduzido ɐ pɐɾtiɾ dɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɛ owu/ɛʃtɛɾifikɐsɐ̃w̃ dɛ
-mɐteɾiɐs ɡɾɐksɐs, dɛ ɡoɾduɾɐs dɛ oɾiʒɛm vɛʒɛtɐl owu ɐnimɐl, ɛ kʷɛ ɐtɛndɐ ɐ
-ɛʃpɛzifikɐsɐ̃w̃ kontidɐ no ɾɛɡlɐmɛnto tekniko dɐ ɐnp n° 3/2014. ɐ dɛtɛɾminɐsɐ̃w̃
-dɐs kɐɾɐktɛɾiʃtikɐs do biodiɛzɛl e fɛjtɐ mɛdiɐntɛ o ɛmpɾɛɡo dɐs noɾmɐs dɐ
-ɐʃsoziɐsɐ̃w̃ bɾɐzilɛjɾɐ dɛ noɾmɐs teknikɐs (ɐbnt), dɐs noɾmɐs intɛɾnɐzionajs dɐ
-"ɐmɛɾikɐn soziɛtj foɾ tɛʃtinɡ ɐnd mɐtɛɾiɐls" (ɐʃtm), dɐ "intɛɾnɐtionɐl
-oɾɡɐnizɐtion foɾ stɐndɐɾdizɐtion" (izo) ɛ do "komite ewɾopeɛn dɛ noɾmɐlizɐtion"
-(sɛn), konfoɾmɛ moʃtɾɐ ɐ tɐbɛlɐ 1. tɐbɛlɐ 1 - ɛʃpɛzifikɐsɐ̃w̃ bɾɐzilɛjɾɐ pɐɾɐ o
-biodiɛzɛl (ɾɛzolusɐ̃w̃ ɐnp n° 3/2014) 2.1.1 pɾozɛʃso dɛ pɾodusɐ̃w̃ dɛ biodiɛzɛl no
-pɾozɛʃso dɛ pɾodusɐ̃w̃ do biodiɛzɛl, ɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ e ɐ ɛtɐpɐ kʷɛ konsiʃtɛ
-nɐ miʃtuɾɐ dos ɾɛɐʒɛntɛs (ɔlɛo, ɛtɐnol owu mɛtɐnol, kɐtɐlizɐdoɾ) dɛ mɐnɛjɾɐ ɐ
-obtɛɾ, poɾ mɛjo dɛ umɐ ɾɛɐsɐ̃w̃ kʷimikɐ, o pɾoduto dɛzɛʒɐdo. ɐpɔs ɐ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, os pɾodutos dɛʃtɐ pɾɛzisɐm sɛɾ sɛpɐɾɐdos ɛm duɐs fɐzɛs. umɐ
-fɐzɛ supɛɾioɾ kompoʃtɐ pɛlos eʃtɛɾɛs ɐlkʷilikos dɛ azidos ɡɾɐksos miʃtuɾɐdos kõ
-o ɛsɛʃso dɛ alkowol, ɛ umɐ fɐzɛ infɛɾioɾ kompoʃtɐ poɾ ɡlizɛɾinɐ ɛ sewʃ
-kontɐminɐntɛs. ɔlɛos ɛ ɡoɾduɾɐs vaɾiɐs sɐ̃w̃ ɐs mɐteɾiɐs pɾimɐs pɐɾɐ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl komo sɛmɛntɛs ɛ fɾutos kʷɛ kontem ɔlɛo, sɛbo, ɐlɡɐs, mikʁowɐlɡɐs ɛ
-siɐnobɐkteɾiɐs, ɐlem dɛ ɔlɛos ɛ ɡoɾduɾɐs ɾɛziduajs. noɾmɐlmɛntɛ, ũ
-tɾiɡlizɛɾidɛo kontem difɛɾɛntɛs tipos dɛ azidos ɡɾɐksos, kʷɛ indikɐm ɐ kompozisɐ̃w̃
-do ɔlɛo vɛʒɛtɐl. pɛlo fɐto dɛ difɛɾɛntɛs azidos ɡɾɐksos poʃsuj́ɾɛm difɛɾɛntɛʃ
-pɾopʁiɛdɐdɛs fizikɐs ɛ kʷimikɐs, ɐ kompozisɐ̃w̃ dɛ azidos ɡɾɐksos e o pɾinsipɐl
-pɐɾamɛtʁo indikɐdoɾ dɐs pɾopʁiɛdɐdɛs do ɔlɛo vɛʒɛtɐl. ɛ ɐ kɐɾɐktɛɾiʃtikɐ
-ɛʃsɛnsiɐl do biodiɛzɛl e kʷɛ ɐ suɐ kompozisɐ̃w̃ dɛ azidos ɡɾɐksos koʁɛʃpondɛ ɐ suɐ
-mɐteɾiɐ pɾimɐ. (knotɛ ɛt ɐl., 2005). ɐpɛzɐɾ dɛʃtɐ ɐbundansiɐ dɛ fontɛs, ɐpɛnɐʃ
-ɐlɡmɐs tem impoɾtansiɐ ɛkonomikɐ ɡlobɐl, komo ɐ soʒɐ, o ʒiɾɐʃsol ɛ ɐ pɐlmɐ. ɐ
-soʒɐ, umɐ sɛmɛntɛ kom tɛoɾ dɛ ɔlɛo ɾɛlɐtivɐmɛntɛ bajkso, e ɐ mɐjoɾ foɾnɛzɛdoɾɐ dɛ
-ɔlɛo vɛʒɛtɐl, poɾ sɛɾ ɐ majs pɾoduzidɐ. o ɔlɛo dɛ dɛnde okupɐ o 2° luɡɐɾ ɛ̃
-pɾodusɐ̃w̃ mundiɐl dɛ ɔlɛos ɛ azidos ɡɾɐksos ɛ poʃsuj um ɐlto tɛoɾ dɛ ɔlɛo ɛ tɛ̃
-sido bɐʃtɐntɛ uzɐdo pɛlɐ induʃtɾiɐ ɐlimɛntiziɐ (ɛmbɾɐpɐ, 2014), no bɾɐzil, oʃ
-ɔlɛos dɛ oɾiʒɛm vɛʒɛtɐl ɾɛpʁɛzɛntɐm majs dɛ 70% dɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl,
-konfoɾmɛ moʃtɾɐ ɐ fiɡʁɐ 2. fiɡʁɐ 2 - pɛɾfil bɾɐzilɛjɾo dɛ mɐteɾiɐs-pɾimɐʃ
-ɛmpɾɛɡɐdɐs nɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl kom bɐzɛ ɛm dɐdos ɐɡoʃto dɛ 2014 (fontɛ:
-bolɛtim ɐɡoʃto,ɐnp, 2014) 2.2.1 tɾiɡlizɛɾidɛos ɔlɛos vɛʒɛtajs sɐ̃w̃ komumɛntɛ
-dɛnominɐdos dɛ tɾiɡlizɛɾidɛos, powis ɐ molekulɐ dɛ ɡlizɛɾinɐ tɛm tɾes ɡɾupoʃ
-idʁoksilɐ, os kajs liɡɐm os azidos ɡɾɐksos fiɡʁɐ 3. todos os tɾiɡlizɛɾidɛoʃ
-poʃsuɛm umɐ molekulɐ identikɐ dɛ ɡlizɛɾinɐ (pɾopɐno -1,2,3-tɾiol). o kʷɛ mudɐ
-ɛntɾɛ ɛlɛs sɐ̃w̃ os azidos ɡɾɐksos, komponɛntɛs kʷɛ ɾɛpʁɛzɛntɐm majs dɛ 95 % dɛ suɐ
-mɐʃsɐ molɐɾ. os komponɛntɛs dos azidos ɡɾɐksos sɐ̃w̃ kɐɾɐktɛɾizɐdos dɛ tɾeʃ
-mɐnɛjɾɐs: o tɐmɐno dɐ kɐdɛjɐ, o numɛɾo ɛ ɐ pozisɐ̃w̃ dɐs liɡɐsõj̃s duplɐs ɛ ɐ
-pozisɐ̃w̃ do azido ɡɾɐkso nɐ molekulɐ dɛ ɡlizɛɾinɐ. ɐs vɐɾiɐsõj̃s nɛʃtɐs tɾeʃ
-kɐɾɐktɛɾiʃtikɐs sɐ̃w̃ ɾɛʃponsavɛjs pɛlɐs difɛɾɛnsɐs kʷimikɐs ɛ fizikɐs pɾɛzɛntɛʃ
-ɛm ɔlɛos vɛʒɛtajs (o'bɾiɛn, 2004). ɐ ɛʃtɾutuɾɐ dos azidos ɡɾɐksos e noɾmɐlmɛntɛ
-dɛnominɐdɐ poɾ um nomɛ siʃtɛmatiko ɐpɔs ɐ nomɛnklɐtuɾɐ dɛ sew idʁokɐɾbonɛto,
-pɛlo sew nomɛ komum owu poɾ umɐ konvɛniɛntɛ dɛziɡnɐsɐ̃w̃ kuɾtɐ kʷɛ moʃtɾɐ o numɛɾo
-dɛ atomos dɛ kɐɾbono ɛ o numɛɾo dɛ duplɐs liɡɐsõj̃s. o tɐmɐno dɐ kɐdɛjɐ dɛ
-kɐɾbono dɛ azidos ɡɾɐksos vɐɾiɐ ɛntɾɛ 4 ɛ 24 atomos, podɛndo ɐpʁɛzɛntɐɾ ɐte tɾeʃ
-liɡɐsõj̃s duplɐs. (o'bɾiɛn, 2004). os azidos ɡɾɐksos insɐtuɾɐdos sɐ̃w̃ kʷimikɐmɛntɛ
-majs ɐtivos do kʷɛ os sɐtuɾɐdos ɛ ɛʃtɐ ɾɛɐtividɐdɛ awmɛntɐ kom o awmɛnto do
-numɛɾo dɛ liɡɐsõj̃s duplɐs. ɐs liɡɐsõj̃s duplɐs sɐ̃w̃ suʒɛjtɐs a oksidɐsɐ̃w̃,
-polimɛɾizɐsɐ̃w̃, idʁoʒɛnɐsɐ̃w̃ ɛ a izomɛɾizɐsɐ̃w̃ (moɾɛtto & fɛtt, 1998; o'bɾiɛn,
-2004). ɐ kompozisɐ̃w̃ dos azidos ɡɾɐksos dɛ ɔlɛos ɛ ɡoɾduɾɐs vɐɾiɐ
-siɡnifikɐtivɐmɛntɛ, nɐ̃w̃ dɛpɛndɛndo ɐpɛnɐs dɐ ɛʃpeziɛ dɛ plɐntɐ owu do ɐnimɐl, mɐʃ
-tɐmbem ɛntɾɛ plɐntɐs ɛ ɐnimajs dɐ mɛʃmɐ ɛʃpeziɛ. dɛntɾɛ os fɐtoɾɛs kʷɛ ɐfɛtɐm ɐ
-kompozisɐ̃w̃ dos azidos ɡɾɐksos ɛm ɔlɛos vɛʒɛtajs, ɛʃtɐ̃w̃ ɐs kondisõj̃s klimatikɐs, o
-tipo dɛ solo, ɐ epokɐ dɛ kɾɛʃsimɛnto, ɐ mɐtuɾidɐdɛ dɐ plɐntɐ, ɐ saẃdɛ dɐ plɐntɐ,
-kondisõj̃s mikʁobiolɔʒikɐs, ɐ lokɐlizɐsɐ̃w̃ dɐ sɛmɛntɛ nɐ floɾ ɛ ɐ vɐɾiɐsɐ̃w̃
-ʒɛnetikɐ dɐ plɐntɐ (moɾɛtto & fɛtt, 1998; o'bɾiɛn, 2004). 2.2.2 ɔlɛo dɛ fɾituɾɐ
-o ɔlɛo dɛ fɾituɾɐ, kɐndo nɐ̃w̃ majs nɛzɛʃsaɾio, owu e dɛʃkɐɾtɐdo nɐ ɾɛdɛ dɛ ɛʃɡoto
-owu ɛnviɐdo pɐɾɐ ɐtɛʁos. ɛm ɐlɡns kɐzos, e dowɐdo owu vɛndido pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ
-sɐbɐ̃w̃. kɐndo dɛʃkɐɾtɐdo nɐ ɾɛdɛ dɛ ɛʃɡoto, owu ɛnviɐdo pɐɾɐ ɐtɛʁos, ɛʃtɛ sɛ
-toɾnɐ um pɾoblɛmɐ ɐmbiɛntɐl ɛ um pɾoblɛmɐ pɐɾɐ ɐs ɛʃtɐsõj̃s dɛ tɾɐtɐmɛnto, ʒa kʷɛ
-suɐ sɛpɐɾɐsɐ̃w̃ dɐ aɡɐ e difizil. umɐ opsɐ̃w̃ pɐɾɐ o dɛʃkɐɾtɛ dɛʃtɛ mɐtɛɾiɐl e
-uza-lo komo mɐteɾiɐ pɾimɐ pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl. as tɛmpɛɾɐtuɾɐs ɛlɛvɐdɐs ɐ
-kʷɛ sɐ̃w̃ submɛtidɐs os ɔlɛos dɛ fɾituɾɐ kawzɐm mudɐnsɐs siɡnifikɐtivɐs no ɔlɛo
-dɛvido as ɾɛɐsõj̃s kʷimikɐs ɛ fizikɐs, komo ɐ idʁɔlizɛ, ɐ oksidɐsɐ̃w̃ ɛ ɐ
-polimɛɾizɐsɐ̃w̃, kʷɛ pɾoduzɛm kompoʃtos volatɛjs ɛ nɐ̃w̃ volatɛjs, ɐʃsim komo
-kompoʃtos monomeɾikos ɛ polimeɾikos kʷɛ ɐfɛtɐm ɐs kɐlidɐdɛs funsionajs,
-sɛnsoɾiajs ɛ nutʁizionajs dos ɔlɛos ɛ ɐlimɛntos fɾitos. nos ɛʃtaʒios iniziajs dɐ
-fɾituɾɐ, mujtɐs dɛʃsɐs mudɐnsɐs sɐ̃w̃ nɛzɛʃsaɾiɐs pɐɾɐ pɾoduziɾ ɐs kɐɾɐktɛɾiʃtikɐʃ
-tipikɐs dɛ um ɐlimɛnto fɾito. (ɡptɐ ɛt ɐl., 2004). ɐ dɛɡʁɐdɐsɐ̃w̃ do ɔlɛo dɛ
-fɾituɾɐ e ɐfɛtɐdɐ poɾ fɐtoɾɛs tajs komo ɐ insɐtuɾɐsɐ̃w̃ dɛ azidos ɡɾɐksos, ɐ
-tɛmpɛɾɐtuɾɐ no kɐl o ɔlɛo fowi submɛtido, ɐ pɾɛzɛnsɐ dɛ mɛtajs no ɐlimɛnto ɛ no
-ɔlɛo ɛ o tipo dɛ ɐlimɛnto. o tipo dɛ ɐlimɛnto ɐ sɛɾ fɾito ɐltɛɾɐ ɐ kompozisɐ̃w̃ do
-ɔlɛo dɛ fɾituɾɐ, powis azidos ɡɾɐksos dɛ ɐlimɛntos kʷɛ kontem ɡoɾduɾɐ, tajs komo
-kɐɾnɛ bovinɐ ɛ pɛjksɛs, sɐ̃w̃ libɛɾɐdos no ɔlɛo ɛ suɐ konsɛntɾɐsɐ̃w̃ awmɛntɐ kom o
-uzo kontinuo (ɡptɐ ɛt ɐl., 2004). 2.3 tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɐ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ e umɐ ɾɛɐsɐ̃w̃ dɛ ɛkʷilibʁio ɛ ɐ tɾɐnsfoɾmɐsɐ̃w̃ okoʁɛ
-ɛʃsɛnsiɐlmɛntɛ miʃtuɾɐndo-sɛ os ɾɛɐʒɛntɛs. ɛntɾɛtɐnto, ɐ pɾɛzɛnsɐ dɛ ũ
-kɐtɐlizɐdoɾ (tipikɐmɛntɛ um azido foɾtɛ owu umɐ bɐzɛ foɾtɛ) ɐzɛlɛɾɐ
-konsidɛɾɐvɛlmɛntɛ o ɐʒuʃtɛ do ɛkʷilibʁio (skukɐɾdt ɛt ɐl., 1998). ɐlɡnʃ
-ɛʃtudos indikɐm ɐte kʷɛ ɐ ɾɛɐsɐ̃w̃ nɐ̃w̃ ɐkontɛzɛ sɛm ɐ pɾɛzɛnsɐ dɛ um kɐtɐlizɐdoɾ
-(vizɛntɛ ɛt ɐl., 2005). kɐndo o tɾiɡlizɛɾidɛo ɾɛɐʒɛ kom o alkowol, umɐ sɛk̈ensiɐ
-konsɛkutivɐ dɛ tɾes ɾɛɐsõj̃s ɾɛvɛɾsivɛjs ɐkontɛzɛ. ɛʃtɐs ɾɛɐsõj̃s sɐ̃w̃,
-ʁɛʃpɛktivɐmɛntɛ, ɐ konvɛɾsɐ̃w̃ do tɾiɡlizɛɾidɛo ɛm diɡlizɛɾidɛo, sɛɡʷidɐ pɛlɐ
-konvɛɾsɐ̃w̃ do diɡlizɛɾidɛo ɛm monoɡlizɛɾidɛo ɛ poɾ fim o monoɡlizɛɾidɛo e
-konvɛɾtido ɛm ɡlizɛɾidɛo, sɛndo ɛʃta ultimɐ ɐ ɛtɐpɐ lɛntɐ. ɐs tɾes kɐdɛjɐs dɛ
-azidos ɡɾɐksos libɛɾɐdɐs kombinɐm kom o alkowol ɾɛzultɐndo nos eʃtɛɾɛs ɐlkʷilikoʃ
-dɛ azidos ɡɾɐksos ɛ o ɡlizɛɾiol ɾɛzultɐntɛ e konvɛɾtido ɛm ɡlizɛɾinɐ (ɾɐmɐdɐs ɛt
-ɐl., 2005). ɐs ɛtɐpɐs ɛnvolvidɐs nɛʃtɐ ɾɛɐsɐ̃w̃ ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdɐs nɐ fiɡʁɐ 4.
-ɛʃtɛkʷiomɛtʁikɐmɛntɛ, tɾes mols dɛ alkowol sɐ̃w̃ nɛzɛʃsaɾios pɐɾɐ ɾɛɐʒiɾ kom um mol
-dɛ tɾiɡlizɛɾidɛo, ɾɛzultɐndo ɛm tɾes mols dɛ eʃtɛɾɛs ɐlkʷilikos dɛ azidos ɡɾɐksoʃ
-ɛ um mol dɛ ɡlizɛɾinɐ. o uzo dɛ ɛsɛʃso dɛ alkowol sɛ toɾnɐ nɛzɛʃsaɾio dɛvido a
-sinetikɐ dɐ ɾɛɐsɐ̃w̃ (poɾ sɛ tɾɐtɐɾ dɛ umɐ ɾɛɐsɐ̃w̃ ɾɛvɛɾsivɛl, o ɛsɛʃso dɛ alkowol
-fɐvoɾɛzɛ ɐ ɾɛɐsɐ̃w̃ pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ eʃtɛɾɛs ɛ ɡlizɛɾinɐ) ɛ, ɛm mɛnoɾ ɛʃkɐlɐ, aʃ
-pɛɾdɐs okoʁidɐs duɾɐntɛ o pɾozɛʃso, kʷɛ e konduzido dɛ mɐnɛjɾɐ ʒɛɾɐl, ɐ
-tɛmpɛɾɐtuɾɐs pɾɔksimɐs a dɛ ɛvɐpoɾɐsɐ̃w̃ do alkowol. ɐ ɾɐzɐ̃w̃ molɐɾ alkowol/ɔlɛo
-vɛʒɛtɐl konstituj um dos pɾinsipajs fɐtoɾɛs kʷɛ influɛnsiɐm ɐ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. um ɛsɛʃso dɛ alkowol fɐvoɾɛzɛ ɐ foɾmɐsɐ̃w̃ dɛ pɾodutos. poɾ
-owutʁo lɐdo, umɐ kɐntidɐdɛ ɛsɛʃsivɐ dɛ alkowol toɾnɐ difizil ɐ ɾɛkupɛɾɐsɐ̃w̃ dɐ
-ɡlizɛɾinɐ, dɛ foɾmɐ kʷɛ ɐ ɾɐzɐ̃w̃ molɐɾ alkowol/ɔlɛo vɛʒɛtɐl idɛɐl dɛvɛ sɛɾ
-ɛʃtɐbɛlɛzidɐ ɛmpiɾikɐmɛntɛ, konsidɛɾɐndo kɐdɐ pɾozɛʃso individuɐlmɛntɛ (fɾɛɛdmɐ̃
-ɛt ɐl., 1986; skukɐɾdt ɛt ɐl., 1998). 2.3.1 kɐtɐlizɐdoɾɛs o pɾozɛʃso dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ podɛ sɛɾ fɛjto kom dowis tipos dɛ kɐtɐlizɐdoɾɛs, omoʒenɛos ɛ
-ɛtɛɾoʒenɛos. os kɐtɐlizɐdoɾɛs omoʒenɛos sɐ̃w̃ ɐkʷɛlɛs kʷɛ, ɐpɔs ɐ ɾɛɐsɐ̃w̃, nɐ̃w̃
-podɛm sɛɾ ɾɛɐpʁovɛjtɐdos diɾɛtɐmɛntɛ ɛ ɛʃtɐ̃w̃ no mɛʃmo ɛʃtɐdo fiziko (likʷido)
-kʷɛ os ɾɛɐʒɛntɛs ɛ pɾodutos. ʒa os ɛtɛɾoʒenɛos, sɐ̃w̃ majs fɐzilmɛntɛ
-ʁɛɐpʁovɛjtɐdos podɛndo sɛɾ utilizɐdo poɾ um numɛɾo limitɐdo dɛ vɛzɛs. oʃ
-kɐtɐlizɐdoɾɛs omoʒenɛos sɐ̃w̃ kompoʃtos poɾ tɾes ɡɾupos: kɐtɐlizɐdoɾɛs bazikoʃ
-(ko, nɐo, kɐɾbonɐtos ɛ ɐlkɔksidos koʁɛʃpondɛntɛs dɛ sɔdio ɛ potaʃsio), azidoʃ
-foɾtɛs (azido sulfuɾiko, azido sulfoniko ɛ azido kloɾidʁiko). os kɐtɐlizɐdoɾɛʃ
-omoʒenɛos bazikos ɛ azidos sɐ̃w̃ os majs uzɐdos, mɐs ɐ buʃkɐ poɾ kɐtɐlizɐdoɾɛʃ
-ɛtɛɾoʒenɛos vɛm kɾɛʃsɛndo nɐ ɛʃpɛɾɐnsɐ dɛ sɛ tɛɾ um pɾozɛʃso dɛ mɛnoɾ kuʃto ɛ
-kom pɾodusɐ̃w̃ minimɐ dɛ ɾɛʒɛjtos, umɐ vɛz kʷɛ nɐ kɐtalizɛ omoʒenɛɐ a ɐ
-nɛzɛʃsidɐdɛ dɐ lɐvɐʒɛm do pɾoduto pɐɾɐ ɾɛtiɾɐdɐ do kɐtɐlizɐdoɾ. o fɐto dɛ kʷɛ o
-uzo dɛ kɐtɐlizɐdoɾɛs bazikos nɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɾɛzultɐ ɛm tɛmpos dɛ ɾɛɐsɐ̃w̃
-majs kuɾtos, bajksos kuʃtos dos kɐtɐlizɐdoɾɛs ɛ ɐ mɛnoɾ tɛndensiɐ dos mɛʃmos ɛ̃
-koʁowɛɾ ɛkʷipɐmɛntos induʃtɾiajs fizɛɾɐm kom kʷɛ o pɾozɛʃso dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ kom kɐtɐlizɐdoɾɛs bazikos foʃsɛ o ɛʃkolido pɐɾɐ sɛɾ uzɐdo
-induʃtɾiɐlmɛntɛ (skukɐɾdt ɛt ɐl., 1998; vizɛntɛ ɛt ɐl., 2005). ɐ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ kom kɐtɐlizɐdoɾɛs omoʒɛneos ɐlkɐlinos tɛm umɐ dɛʃvɐntɐʒɛ̃
-teknikɐ pɛɾɐntɛ o uzo dɛ kɐtɐlizɐdoɾɛs ɛtɛɾoʒɛneos. o pɾozɛʃso e mujto sɛnsivɛl
-a puɾɛzɐ dos ɾɛɐʒɛntɛs. um ɛsɛʃso dɛ aɡɐ owu dɛ azidos ɡɾɐksos livʁɛs kawzɐ
-ʁɛɐsõj̃s ɐdvɛɾsɐs kʷɛ kompɛtiɾɐ̃w̃ kom ɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. o ɛsɛʃso dɛ aɡɐ podɛ
-kawzɐɾ ɐ sɐponifikɐsɐ̃w̃. os azidos ɡɾɐksos livʁɛs ɾɛɐʒiɾɐ̃w̃ kom o kɐtɐlizɐdoɾ
-pɾoduzindo aɡɐ ɛ sɐbɐ̃w̃. ɐ sɐponifikɐsɐ̃w̃ nɐ̃w̃ sɔ konsomɛ o kɐtɐlizɐdoɾ komo o
-sɐbɐ̃w̃ pɾoduzido kawzɐɾa ɐ foɾmɐsɐ̃w̃ dɛ ɛmulsõj̃s ɛ ɛʃtɐs ɛmulsõj̃s difikultɐɾɐ̃w̃,
-majs ɐdiɐntɛ, ɐ sɛpɐɾɐsɐ̃w̃ dos pɾodutos ɛ ɐ puɾifikɐsɐ̃w̃ do biodiɛzɛl. sɐbõj̃ʃ
-tɐmbem sɐ̃w̃ ʒɛɾɐdos poɾ ɔlɛos dɛ ɛlɛvɐdɐ ɐzidɛz komo os ɔlɛos dɛɡʁɐdɐdos. (ʒɐnɡ
-ɛt ɐl., 2003; knotɛ ɛt ɐl., 2005). pɛlos motivos sitɐdos, ɐ kɐtalizɛ
-ɛtɛɾoʒenɛɐ tɛm sido foɾtɛmɛntɛ ɛʃtudɐdɐ nos ultimos ɐnos komo umɐ ɐltɛɾnɐtivɐ a
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ dɛ ɔlɛos ɛ ɡoɾduɾɐs. nɐ kɐtalizɛ ɛtɛɾoʒenɛɐ, ɐ mɐʃsɐ
-kɐtɐlitikɐ fikɐ supoɾtɐdɐ ɛm sɔlidos, nɐ̃w̃ sɛ diʃsolvɛndo nos ɾɛɐʒɛntɛs duɾɐntɛ ɐ
-ʁɛɐsɐ̃w̃. dɛʃtɐ foɾmɐ, nɐ̃w̃ nɛzɛʃsitɐm sɛɾ sɛpɐɾɐdos dɐ fɐzɛ ɾɛɐzionɐl ɐpɔs ɐ
-sintɛzɛ, ɛvitɐndo kuʃtos ɐʃsoziɐdos ɐ ɛʃtɐs opɛɾɐsõj̃s ɛ ɐ ʒɛɾɐsɐ̃w̃ dɛ aɡɐʃ
-ʁɛziduajs, kʷɛ kawzɐm impɐkto ɐmbiɛntɐl, ajndɐ podɛndo sɛɾ ɾɛziklɐdos ɛ
-ʁewtilizɐdos, o kʷɛ nɐ̃w̃ e viavɛl komo kɐtɐlizɐdoɾ omoʒenɛo. kɐtɐlizɐdoɾɛʃ
-ɛtɛɾoʒenɛos ɛnkontɾɐ-sɛ ɛm fɐzɛ difɛɾɛntɛ dos ɾɛɐʒɛntɛs ɛ owu pɾodutos. nɛʃtɛ
-kɐzo, ɐ ɾɛɐsɐ̃w̃ sɛ dɛzɛnvolvɛ sobʁɛ pontos ɛʃpɛzifikos do kɐtɐlizɐdoɾ, nomɛɐdoʃ
-dɛ sitios kɐtɐlitikos. ɛm situɐsõj̃s idɛajs, ɐ vɛlozidɐdɛ dɐ ɾɛɐsɐ̃w̃ e diɾɛtɐmɛntɛ
-pɾopoɾsionɐl ɐo numɛɾo dɛ sitios kɐtɐlitikos, kʷɛ poɾ suɐ vɛz e pɾopoɾsionɐl ɐ
-ɐɾɛɐ ɛʃpɛzifikɐ owu totɐl do kɐtɐlizɐdoɾ ɛtɛɾonenɛo, tɐmbem ɐ vɛlozidɐdɛ podɛ
-sɛɾ pɾopoɾsionɐl ɐ foɾsɐ do sitio kɐtalitiko (knotɛ ɛt ɐl., 2007). umɐ ɾɛɐsɐ̃w̃
-kɐtɐlitikɐ ɛtɛɾoʒenɛɐ sɛ dividɛ bɐzikɐmɛntɛ ɛm sinko ɛtɐpɐs pɾinsipajs, sɛndo ɐ
-pɾimɛjɾɐ ɐ difuzɐ̃w̃ dos ɾɛɐʒɛntɛs dɐ fɐzɛ flujdɐ ɐte o sitio ɐtivo, ɛʃtɐ fɐzɛ e
-sɛɡʷidɐ pɛlɐ ɐdsoɾsɐ̃w̃ kʷimikɐ dos ɾɛɐʒɛntɛs, pɾozɛʃso no kɐl ɐs molekulɐʃ
-dɛʃtɛs ɾɛɐʒɛntɛs fɐɾɐ̃w̃ liɡɐsõj̃s kʷimikɐs kom o sitio kɐtɐlitiko, ɐtivɐndo, dɛʃtɐ
-foɾmɐ, liɡɐsõj̃s ɛʃpɛzifikɐs foɾmɐndo ɐʃsim ɛʃpeziɛs ɐtivɐdɐs. ɛʃtɐs ɛʃpeziɛs,
-dɛvido a pɛkʷɛnɐ mobilidɐdɛ, sɛ ʒuntɐm foɾmɐndo o komplɛkso ɐtivɐdo, pɾɛkuɾsoɾ
-dos pɾodutos dɛ ɾɛɐsɐ̃w̃. ɛm owutʁɐ ɛtɐpɐ, okoʁɛ um ɾɛɐʁɐnʒo ɛlɛtʁoniko, ɛm kʷɛ
-os pɾodutos dɛ ɾɛɐsɐ̃w̃ sɐɛm dɐ supɛɾfiziɛ do kɐtɐlizɐdoɾ libɛɾɐndo ɐʃsim o sitio
-pɐɾɐ owutʁɐs molekulɐs dɛ ɾɛɐʒɛntɛ, ɛʃtɐ ɛtɐpɐ e kɐmɐdɐ dɛ dɛʃsoɾsɐ̃w̃. ɐ
-ɛliminɐsɐ̃w̃ dos pɾodutos dɐ ɛʃfɛɾɐ dɛ ɐtuɐsɐ̃w̃ do kɐtɐlizɐdoɾ e ɐ ultimɐ ɛtɐpɐ do
-pɾozɛʃso kɐtɐlitiko, kʷɛ konsiʃtɛ nɐ difuzɐ̃w̃ do pɾoduto ɾɛzem sintɛtizɐdo pɐɾɐ o
-mɛjo. os kɐtɐlizɐdoɾɛs ɛtɛɾoʒenɛos podɛm sɛɾ divididos ɛm dowis ɡɾɐndɛs ɡɾupos:
-kɐtɐlizɐdoɾɛs maʃsikos: sɐ̃w̃ kɐtɐlizɐdoɾɛs konstituj́dos dɛ ɐɡlomɛɾɐdos foɾmɐdoʃ
-poɾ ɡɾɐ̃w̃s dɐ fɐzɛ ɐtivɐ puɾɐ, owu kɐzɛ puɾɐ, kom dimɛnsõj̃s nɐ oɾdɛm dɛ -3 10 m.
-kɐtɐlizɐdoɾɛs supoɾtɐdos: sɐ̃w̃ kɐtɐlizɐdoɾɛs kuʒɐ nɐtuɾɛzɐ dɐ supɛɾfiziɛ ɐtivɐ
-dɐs pɐɾtikulɐs poʃsuj konstitujsɐ̃w̃ kʷimikɐ difɛɾɛntɛ do intɛɾioɾ owu supoɾtɛ. dɛ
-mɐnɛjɾɐ ʒɛɾɐl, ɛʃtɛ supoɾtɛ nɐ̃w̃ ɐpʁɛzɛntɐ ɐtividɐdɛ kɐtɐlitikɐ sozino, nɐ̃w̃
-podɛndo ɾɛɐlizɐɾ ɐʃsim ɐ tɾɐnsfoɾmɐsɐ̃w̃ kʷimikɐ dɛzɛʒɐdɐ. um bom ɛksɛmplo dɛ
-kɐtɐlizɐdoɾɛs supoɾtɐdos sɐ̃w̃ os ditos kɐtɐlizɐdoɾɛs ɐnkoɾɐdos owu kɐtɐlizɐdoɾɛʃ
-omoʒenɛos imobilizɐdos ɛm supoɾtɛs kʷɛ sɐ̃w̃, sɔlidos nɐ supɛɾfiziɛ dos kajs sɛ
-kolokɐm komplɛksos dɛ kowoɾdɛnɐsɐ̃w̃, kɐtɐlizɐdoɾɛs omoʒenɛos, poɾ ɾɛɐsɐ̃w̃
-supɛɾfiziɐl lokɐlizɐdɐ poɾ tɾokɐ dɛ liɡɐntɛs. mujtɐs vɛzɛs sɐ̃w̃ uzɐdoʃ
-kɐtɐlizɐdoɾɛs ditos ɛtɛɾoʒenɛos, kʷɛ nɐ vɛɾdɐdɛ liksiviɐm ɛ ɐtuɐm komo
-omoʒenɛos. ɛʃtudos dɛ liksiviɐsɐ̃w̃ sɐ̃w̃, poɾtɐnto, sɛmpɾɛ nɛzɛʃsaɾios. ɐvɐliɐsɐ̃w̃
-ɛkonomikɐ ɐ ɐvɐliɐsɐ̃w̃ ɛkonomikɐ dɛ pɾoʒɛtos e umɐ fɛʁɐmɛntɐ kʷɛ pɛɾmitɛ tomɐɾ
-dɛzisõj̃s, no kɐl, sɐ̃w̃ ɐnɐlizɐdos os kuʃtos ɛ bɛnɛfizios dɛ kɐdɐ umɐ dɐʃ
-ɐltɛɾnɐtivɐs pɾopoʃtɐs, ɐ fim dɛ ɛlɛʒɛɾ ɐ majs konvɛniɛntɛ, owu sɛʒɐ, o vɐloɾ doʃ
-bɛnɛfizios ʒɛɾɐdos pɛlɐ konvɛɾsɐ̃w̃ dos insumos ɛm pɾodutos dɛvɛ sɛɾ mɐjoɾ kʷɛ oʃ
-kuʃtos dɐ tɾɐnsfoɾmɐsɐ̃w̃, viɐbilizɐndo ɐ implɛmɛntɐsɐ̃w̃ dɛ um pɾoʒɛto. ɛm owutʁɐʃ
-pɐlɐvʁɐs, ɐ ɐnalizɛ ɛkonomikɐ dɛ um pɾoʒɛto, kʷɛ pɾɛzɛdɛ ɐ tomɐdɐ dɛ dɛzisɐ̃w̃,
-obʒɛtivɐ ɐ mɐjoɾ pɾobɐbilidɐdɛ dɛ ɾɛtoɾno ɛ ʒɛɾɐsɐ̃w̃ dɛ vɐloɾ ɐo invɛʃtidoɾ. dɐdɐ
-ɐ ɐmplɐ ɡɐmɐ dɛ dɛzisõj̃s kʷɛ podɛm sɛɾ ɐnɐlizɐdɐs, umɐ dɐs teknikɐs dɛ
-indikɐdoɾɛs majs komumɛntɛ utilizɐdos komo fɛʁɐmɛntɐ dɛ ɐnalizɛ dɛ viɐbilidɐdɛ
-ɛkonomikɐ e do flukso dɛ kajksɐ dɛʃkontɐdo (fkd). ɐ teknikɐ sɛ bɐzɛjɐ no kalkulo
-dos sɛɡʷintɛs indikɐdoɾɛs ɛkonomikos: (vpl – vɐloɾ pɾɛzɛntɛ likʷido, tiɾ – tɐksɐ
-intɛɾnɐ dɛ ɾɛtoɾno ɛ o pɐjbɐkk, kʷɛ konsiʃtɛ no pɛɾiodo dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛ
-kɐpitɐl (dɐmodɐɾɐn, 2002). 2.4.1 vɐloɾ pɾɛzɛntɛ likʷido – (vpl) o vɐloɾ pɾɛzɛntɛ
-likʷido e dɛfinido komo umɐ seɾiɛ dɛ fluksos dɛ kajksɐ, dɛʃdɛ ɐ dɐtɐ zɛɾo ɐte umɐ
-dɐtɐ finɐl, konsidɛɾɐdɐ ɐ vidɐ ɛkonomikɐ do pɾoʒɛto. os fluksos dɛ kajksɐ sɐ̃w̃
-todos ɾɛfɛɾidos a dɐtɐ zɛɾo, owu sɛʒɐ, dɛ kɐnto os futuɾos pɐɡɐmɛntos somɐdos ɐ
-um kuʃto iniziɐl ɛʃtɐɾiɐm vɐlɛndo ɐtuɐlmɛntɛ. ɐ ɛkɐsɐ̃w̃ 4, pɛɾmitɛ o kalkulo do
-vpl. nɐ ɛkɐsɐ̃w̃ moʃtɾɐdɐ ɐzimɐ, fkt ɾɛpʁɛzɛntɐ o flukso dɛ kajksɐ no t -ezimo
-pɛɾiodo, i e o invɛʃtimɛnto iniziɐl, n e o pɛɾiodo pɐɾɐ o kɐl sɛ pɾoʒɛtɐ o
-invɛʃtimɛnto ɛ i e ɐ tɐksɐ dɛ dɛʃkonto dɛfinidɐ, podɛndo sɛɾ ɐ tɐksɐ minimɐ dɛ
-ɐtʁɐtividɐdɛ do invɛʃtim��nto. tɛm-sɛ komo obʒɛtivo ɛnkontɾɐɾ pɾoʒɛtos owu
-ɐltɛɾnɐtivɐs dɛ invɛʃtimɛnto kʷɛ ɐpʁɛzɛntɛm um ɾɛzultɐdo pozitivo pɐɾɐ vpl, owu
-sɛʒɐ, pɾoʒɛtos kʷɛ sɛʒɐm ɛkonomikɐmɛntɛ viavɛjs. nɐ ɛvɛntuɐlidɐdɛ dɛ ũ
-ʁɛzultɐdo nɛɡɐtivo pɐɾɐ vpl, ɐ ɐltɛɾnɐtivɐ dɛ invɛʃtimɛnto dɛvɛɾa sɛɾ ɾɛʒɛjtɐdɐ.
-um vpl nulo, siɡnifikɐ ɐ invɐɾiɐbilidɐdɛ do vɐloɾ do invɛʃtimɛnto, nɛʃtɛ kɐzo,
-os fluksos dɛ kajksɐ do pɾoʒɛto sɐ̃w̃ ɛksɐtɐmɛntɛ sufiziɛntɛs pɐɾɐ ɾɛmunɛɾɐɾ o
-kɐpitɐl invɛʃtido, nɐ̃w̃ ɐpʁɛzɛntɐndo vɐntɐʒɛns ɛm ɾɛɐlizɐɾ o pɾoʒɛto. 2.4.2 tɐksɐ
-intɛɾnɐ dɛ ɾɛtoɾno – (tiɾ) owutʁo indikɐdoɾ iɡɐlmɛntɛ mujto utilizɐdo pɐɾɐ
-ɐnalizɛs dɛ invɛʃtimɛnto e ɐ 15 tɐksɐ intɛɾnɐ dɛ ɾɛtoɾno (tiɾ) kʷɛ e dɛfinidɐ
-komo umɐ tɐksɐ ipotetikɐ dɛ dɛʃkonto kʷɛ toɾnɐ nulo o vpl. ɐ ɛkɐsɐ̃w̃ 5 pɐɾɐ
-kalkulo dɐ tiɾ koʁɛʃpondɛ a ɛkɐsɐ̃w̃ do vpl iɡɐlɐdɐ zɛɾo ɛ ɾɛzolvidɐ pɐɾɐ ũ
-vɐloɾ indɛfinido dɛ i. (dominɡos, 2005). um pɾoʒɛto e konsidɛɾɐdo ɛkonomikɐmɛntɛ
-viavɛl sɛ ɐ tɐksɐ dɛ ɾɛtoɾno ɛʃpɛɾɐdɐ foɾ mɐjoɾ kʷɛ ɐ tɐksɐ dɛ ɾɛtoɾno ɾɛkʷɛɾidɐ.
-sɛ ɐ tiɾ e mɐjoɾ kʷɛ ɛʃtɐ, ɛntɐ̃w̃ o pɾoʒɛto sɛɾa ɐzɛjto, kɐzo kontɾaɾio sɛɾa
-ʁɛʒɛjtɐdo. 2.4.3 pɐjbɐkk pɐjbɐkk owu tɛmpo dɛ ɾɛtoɾno e dɛtɛɾminɐdo ɐo sɛ
-kɐlkulɐɾ o tɛmpo nɛzɛʃsaɾio pɐɾɐ kʷɛ ɐs ɾɛzɛjtɐs likʷidɐs dɛ um ɛmpɾɛɛndimɛnto
-kompɛnsɛm o kuʃto do invɛʃtimɛnto. sɛ, poɾ ɛksɛmplo, o pɐjbɐkk dɛ um pɾoʒɛto foɾ
-supɛɾioɾ ɐo pɛɾiodo maksimo ɛʃtɐbɛlɛzido pɛlɐ ɛmpɾɛzɐ pɐɾɐ ɾɛkupɛɾɐɾ o
-invɛʃtimɛnto iniziɐl, ɛʃtɛ nɐ̃w̃ dɛvɛ sɛɾ ɐzɛjto, mɛʃmo kʷɛ ɐpʁɛzɛntɛ tiɾ supɛɾioɾ
-ɐo kuʃto dɛ kɐpitɐl owu vpl pozitivo. owu sɛʒɐ, kɐnto mɐjoɾ foɾ o pɐjbɐkk dɛ ũ
-invɛʃtimɛnto, siɡnifikɐ kʷɛ majs tɛmpo sɛɾa nɛzɛʃsaɾio pɐɾɐ sɛ obtɛɾ o kɐpitɐl
-invɛʃtido dɛ voltɐ ɛ, poɾtɐnto, mɐjoɾ sɛɾa o sew ɾiʃko. dɛʃtɐ foɾmɐ, pɾoʒɛtos dɛ
-pɛkʷɛno pɐjbɐkk tɛndɛm ɐ sɛɾ mɛnos ɐʁiʃkɐdos (bɾuni ɛt ɐl., 1998). 2.4.4 tɐksɐ
-minimɐ dɛ ɐtʁɐtividɐdɛ – (tmɐ) konsiʃtɛ nɐ tɐksɐ ɐ pɐɾtiɾ dɐ kɐl o invɛʃtidoɾ
-konsidɛɾɐ kʷɛ ɛʃta obtɛndo ɡɐnos finɐnsɛjɾos siɡnifikɐtivos, kʷɛ kompɛnsɛm oʃ
-ɛʃfoɾsos dɛʃpɛndidos ɛ os ɾiʃkos ɛnfɾɛntɐdos. ɐ tɐksɐ minimɐ dɛ ɐtʁɐtividɐdɛ
-ʁɛfɛɾɛ-sɛ noɾmɐlmɛntɛ ɐ umɐ tɐksɐ pɐɡɐ pɛlo mɛɾkɐdo pɐɾɐ ɐplikɐsɐ̃w̃ dɛ ɾɛkuɾsoʃ
-finɐnsɛjɾos, komo os do invɛʃtimɛnto poɾ ɛksɛmplo. ɐʃsim, ɐ itɛɾpɾɛtɐsɐ̃w̃ doʃ
-vɐloɾɛs obtidos pɐɾɐ o vpl, tiɾ ɛ tmɐ ɾɛzumɛ-sɛ ɛm: vpl > 0 ɛ tiɾ > tmɐ =
-invɛʃtimɛnto ɐtʁɐtivo. ɛm: vpl = 0 ɛ tiɾ = tmɐ – invɛʃtimɛnto indifɛɾɛntɛ
-(ɾɛʒiɐ̃w̃ dɛ bɾɛɐk ɛvɛn). pɐɾtɛ ɛspɛɾimɛntɐl (mɛtodoloʒiɐ) 3.1 mɐtɛɾiɐl o
-kɐtɐlizɐdoɾ dɛnominɐdo tɐ, fowi obtido ɐ pɐɾtiɾ dɛ um ɾɛziduo sɛɾamiko dɐ
-konstɾusɐ̃w̃ sivil kolɛtɐdo nɐ univɛɾsidɐdɛ fɛdɛɾɐl dɛ minɐs. o ɔlɛo ɾɛziduɐl
-utilizɐdo no pɾoʒɛto fowi obtido dos ɾɛʃtawɾɐntɛs dɐ univɛɾsidɐdɛ fɛdɛɾɐl dɛ
-minɐs. o ɔlɛo dɛ soʒɐ uzɐdo fowi dɛ ɡɾaw komɛʃtivɛl, mɐɾkɐ lizɐ®, bɾɐzil. o
-mɛtɐnol ɐnidʁo (siɡmɐ ɐldɾik) fowi utilizɐdo sɛm puɾifikɐsɐ̃w̃ ɐdizionɐl. o
-kɐtɐlizɐdoɾ dopɐdo dɛnominɐdo dɛ tɐ-li. 3.2.2 dopɐʒɛm do kɐtɐlizɐdoɾ fowi fɛjtɐ ɐ
-dopɐʒɛm do kɐtɐlizɐdoɾ tɐ vizɐndo awmɛntɐɾ ɐ bɐzisidɐdɛ pɐɾɐ kʷɛ ɐ suɐ
-ʁɛɐtividɐdɛ awmɛntɛ. ɐʃsim, pɐɾɐ diminujɾ o tɛmpo dɛ ɾɛɐsɐ̃w̃ ɾɛɐlizowu-sɛ ɐ
-dopɐʒɛm do kɐtɐlizɐdoɾ tɐ kom o mɛtɐl litio (li), obtido do ɾɛɐʒɛntɛ lino3 dɛ
-ɐkoɾdo kom (kɐʃtɾo ɛt ɐl.,2013). o kɐtɐlizɐdoɾ tɐ fowi dopɐdo kom sɛɾkɐ dɛ 10%
-m/m do mɛtɐl. pɛzowu-sɛ ɐ kɐntidɐdɛ dɛ ɾɛɐʒɛntɛ kontɛndo o mɛtɐl dɛ intɛɾɛʃsɛ ɛ
-diʃsolvew ɛʃtɛ ɛm 30 ml dɛ aɡɐ dɛjonizɐdɐ ɛ ɐdizionɐɾɐm-sɛ 30 ɡ dɛ kɐtɐlizɐdoɾ
-tɐ. ɐ dopɐʒɛm okoʁew-sɛ sob ɐʒitɐsɐ̃w̃ mɐɡnetikɐ poɾ 5 ɛ ɛm sɛɡʷidɐ o
-kɐtɐlizɐdoɾ fowi kolokɐdo no bɐno dɛ ultɾɐʃsom poɾ 30 minutos. ɐpɔs ɛʃsɐ fɐzɛ o
-kɐtɐlizɐdoɾ dopɐdo fowi sɛko nɐ ɛʃtufɐ ɐ 105 °k poɾ 12 oɾɐs ɛ kɐlsinɐdo nɐ muflɐ
-poɾ 550 °k, pɐɾɐ sɛɾ utilizɐdo nɐ sitɛzɛ pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl. 3.2.3
-teknikɐs dɛ kɐɾɐktɛɾizɐsɐ̃w̃ dos kɐtɐlizɐdoɾɛs pɐɾɐ ɐ kɐɾɐktɛɾizɐsɐ̃w̃ do
-kɐtɐlizɐdoɾ foɾɐm uzɐdɐs ɐ ɐnalizɛ teɾmikɐ, difʁɐsɐ̃w̃ dɛ ɾɐjos ks, aɾɛɐ
-supɛɾfiziɐl, mikʁoʃkopiɐ dɛ vɐʁɛduɾɐ ɛlɛtʁonikɐ, ɛʃpɛktɾoʃkopiɐ dɛ ɛnɛɾʒiɐ
-diʃpɛɾsivɐ ɛ dɛʃsoɾsɐ̃w̃ ɛm tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ. 3.2.3.1 ɐnalizɛ
-tɛɾmoɡʁɐvimet��ikɐ – (tɡ) ɐs ɐmoʃtɾɐs (kɐtɐlizɐdoɾ tɐ ɛ tɐ-li sɛm kɐlsinɐɾ ɛ
-kɐlsinɐdo) foɾɐm ɐnɐlizɐdɐs poɾ tɛɾmoɡʁɐvimetʁiɐ pɐɾɐ ɐ dɛtɛɾminɐsɐ̃w̃
-ɛspɛɾimɛntɐl dɐ tɛmpɛɾɐtuɾɐ dɛ kɐlsinɐsɐ̃w̃. foɾɐm uzɐdɐs ɐtmoʃfɛɾɐs dɛ ɐɾ, kom ũ
-flukso dɛ ɡas dɛ 50 ml/min. 3.2.3.2 difʁɐsɐ̃w̃ dɛ ɾɐjos ks – (dɾks) ɐ difʁɐtomɛtʁiɐ
-dɛ ɾɐjos ks konsiʃtɛ ɛm umɐ dɐs pɾinsipajs teknikɐs dɛ kɐɾɐktɛɾizɐsɐ̃w̃
-mikʁowɛʃtɾutuɾɐl dɛ mɐteɾiɐs kɾiʃtɐlinos. ɐs difʁɐtoɡʁɐmɐs foɾɐm obtidos ɛ̃
-difʁɐtomɛtʁo simɐdzu 6000 , uzɐndo tubo dɛ kobʁɛ ɛ vɛlozidɐdɛ dɛ vɐʁɛduɾɐ 1º
-ɡɾaw poɾ minuto , pɐʃso 0,02 ɛ voltɐʒɛm 30 kv ɛ 30 mɐ. 3.2.3 .3 aɾɛɐ dɛ
-supɛɾfiziɛ poɾ izotɛɾmɐs bɾunawɛɾ, ɛmmɛtt ɛ tɐllɛɾ – (bɛt) ɐs ɐnalizɛs dɛ aɾɛɐ
-ɛʃpɛzifikɐ do kɐtɐlizɐdoɾ foɾɐm fɛjtɐs poɾ ɐdsoɾsɐ̃w̃ ɛ dɛʃsoɾsɐ̃w̃ dɛ nitʁoʒenio,
-ɛm um ɛkʷipɐmɛnto kɐntɐkʁomɛ, modɛlo novɐ 1200. ɐs ɐmoʃtɾɐs foɾɐm pɾɛviɐmɛntɛ
-dɛʃɡɐzɛjfikɐdɐs poɾ 2  ɐ 120 ok. ɐ aɾɛɐ ɛʃpɛzifikɐ fowi obtidɐ uzɐndo o metodo
-bɛt (bɾunawɛɾ – ɛmmɛtt – tɛllɛɾ). 3.2.3.4 mikʁoʃkopiɐ ɛlɛktɾɔnikɐ dɛ vɐʁɛduɾɐ –
-(mɛv) ɐ ɐnalizɛ poɾ mikʁoʃkopiɐ ɛlɛktɾɔnikɐ dɛ vɐʁɛduɾɐ (mɛv), fowi ɾɛɐlizɐdɐ
-pɐɾɐ ɛʃtudɐɾ ɐ moɾfoloʒiɐ dos kɐtɐlizɐdoɾɛs. 3.2.3.5 ɛʃpɛktɾoʃkopiɐ dɛ ɛnɛɾʒiɐ
-diʃpɛɾsivɐ – (ɛds) ɐ ɐnalizɛ poɾ ɛʃpɛktɾoʃkopiɐ dɛ ɛnɛɾʒiɐ diʃpɛɾsivɐ (ɛds), fowi
-ʁɛɐlizɐdɐ pɐɾɐ ɛʃtudɐɾ ɐ kompozisɐ̃w̃ dos kɐtɐlizɐdoɾɛs. ɐs imɐʒɛns foɾɐm obtidɐʃ
-ɛm mikʁoʃkopiɐ ɛlɛtʁonikɐ kɐntɐ 3d, uzɐndo-sɛ os dɛtɛktoɾɛs dɛ ɛletʁonʃ
-sɛkundaɾios ɛ ɛletʁons ɾɛtʁo ɛʃpɛlɐdos. 3.2.3.6 tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ dɛ
-dɛʃsoɾsɐ̃w̃ tpd n3 tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ dɛ dɛʃsoɾsɐ̃w̃ dɛ n3 (tpd - n3) fowi
-ʁɛɐlizɐdɐ utilizɐndo um ɾɛɐtoɾ dɛ kɐɾtzo ɛ o ɐkʷɛzimɛnto fowi fɛjto ɛm um foɾno
-tubulɐɾ. ɐ miʃtuɾɐ dɛ ɡas fowi ɐdminiʃtɾɐdɐ poɾ kontɾolɐdoɾɛs dɛ flukso dɛ mɐʃsɐ,
-ɛnkɐnto ɐ kompozisɐ̃w̃ do ɡas no finɐl do ɾɛɐtoɾ fowi dɛtɛɾminɐdɐ poɾ ũ
-ɐnɐlizɐdoɾ multiɡɐs 2000 ftiɾ (mks). ɐs ɐmoʃtɾɐs (250 mɡ) foɾɐm kolokɐdɐs no
-ʁɛɐtoɾ, ɐ ɐdsoɾsɐ̃w̃ dɛ n3 fowi ɾɛɐlizɐdɐ uzɐndo umɐ miʃtuɾɐ dɛ 0,1% n3/n2 ɛm ũ
-flukso dɛ 500 finɐlmɛntɛ, ɐs ɐmoʃtɾɐs foɾɐm ɐkʷɛzidɐs ɐ 800 °k (10 °k min−1)
-uzɐndo n2 komo ɡas dɛ ɐʁɐʃtɛ, ɐ um flukso dɛ 500 ml min−1. 3.2.4 ɔlɛos vɛʒɛtajʃ
-ɛ suɐs kɐɾɐktɛɾizɐsõj̃s utilizowu-sɛ o ɔlɛo dɛ soʒɐ ɾɛfinɐdo dɐ mɐɾkɐ lizɐ® ɛ
-ɔlɛos ɾɛziduajs kolɛtɐdos nos ɾɛʃtawɾɐntɛs dɐ ufmɡ no pɾimɛjɾo sɛmɛʃtɾɛ dɛ 2014.
-os ɔlɛos foɾɐm kɐɾɐktɛɾizɐdos poɾ viʃkozidɐdɛ sinɛmatikɐ ɐ 40 °k (ɐʃtmd445),
-indizɛ dɛ ɐzidɛz (ɐʃtmd664), tɛoɾ dɛ aɡɐ (ɐʃtmd6304), ɛʃtɐbilidɐdɛ a oksidɐsɐ̃w̃
-110 °k () (ɛm 14112), mɐʃsɐ ɛʃpɛzifikɐ ɐ 20 °k (kɡ m-3) (ɐʃtm d 4052), ɛnksofʁɛ
-totɐl (mɡ/kɡ), nɐ + k (mɡ/kɡ), mɡ + kɐ (mɡ/kɡ) (nbɾ 15553) ɛ pɛɾfil dɛ azidoʃ
-ɡɾɐksos. o pɛɾfil dɛ azidos ɡɾɐksos fowi dɛtɛɾminɐdo poɾ kɾomɐtoɡʁɐfiɐ ɡɐzosɐ kõ
-dɛtɛktoɾ dɛ ionizɐsɐ̃w̃ poɾ kɐmɐ (kɡ-fid), ɛnvolvɛndo umɐ ɛtɐpɐ dɛ idʁɔlizɛ
-sɛɡʷidɐ dɛ mɛtilɐsɐ̃w̃. utilizowu-sɛ kɾomɐtɔɡʁɐfo ɐ ɡas p5890 kom dɛtɛktoɾ poɾ
-ionizɐsɐ̃w̃ dɛ kɐmɐs, kolunɐ p-innowɐks (p) 15 m ks 0,25 mm kom ɡɾɐdiɛntɛ dɛ
-tɛmpɛɾɐtuɾɐ: 100 °k, 1 min, 7 °k/min ɐte 240 °k; inʒɛtoɾ (split dɛ 1/50) ɛ
-dɛtɛktoɾ ɐ 250 °k. uzowu-sɛ idʁoʒenio komo ɡas dɛ ɐʁɐʃtɛ (2 ml/min) ɛ o volumɛ
-dɛ inʒɛsɐ̃w̃ fowi dɛ 1 l, ɐlem dɛ pɐdʁõj̃s dɛ azidos ɡɾɐksos mɛtilɐdos supɛlko37.
-3.2.4.1 mɛtilɐsɐ̃w̃ dos azidos ɡɾɐksos livʁɛs - (ɐɡl) ɐ pɐɾtiɾ do pɛɾfil dɛ azidoʃ
-ɡɾɐksos obtido poɾ kɡ-fid e poʃsivɛl kɐlkulɐɾ ɐ mɐʃsɐ molɐɾ mediɐ (mmmediɐ) doʃ
-ɔlɛos. pɐɾɐ tɐnto, utilizɐ-sɛ ɐ ɛkɐsɐ̃w̃ 6. ondɛ mɐɡ, e ɐ mɐʃsɐ molɐɾ do azido
-ɡɾɐkso, o vɐloɾ 1 subtɾaj́do koʁɛʃpondɛ a mɐʃsɐ molɐɾ dɛ um idʁoʒenio (do ɡɾupo
-idʁoksilɐ), o kɐl e ɾɛmovido do azido ɡɾɐkso pɐɾɐ kʷɛ ɛlɛ foɾmɛ ũ
-tɾiɡlizɛɾidɛo, k% e ɐ kontɾibujsɐ̃w̃ pɛɾsɛntuɐl do azido ɡɾɐkso nɐ kompozisɐ̃w̃ do
-ɔlɛo, obtidɐ poɾ kɡ-fid, o vɐloɾ 3 ɛʃta ɐʃsoziɐdo a kombinɐsɐ̃w̃ dɛ 3 azidoʃ
-ɡɾɐksos pɐɾɐ foɾmɐsɐ̃w̃ dɛ um tɾiɡlizɛɾidɛo ɛ 41 e ɐ mɐʃsɐ molɐɾ dɐ kɐdɛjɐ
--k2kk2-kʷɛ liɡɐ os tɾes azidos ɡɾɐksos pɐɾɐ foɾmɐɾ o tɾiɡlizɛɾidɛo, obsɛɾvɐdo
-nɐ fiɡʁɐ 5. fiɡʁɐ 5 - kompozisɐ̃w̃ dɛ um tɾiɐzilɡlizɛɾidɛo pɐɾɐ kalkulo dɐ mɐʃsɐ
-molɐɾ mediɐ 3.2.5 sintɛzɛ do biodiɛzɛl pɐɾɐ ɐs ɾɛɐsõj̃s dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ doʃ
-tɾiɡlizɛɾidɛos kom o mɛtɐnol, utilizowu-sɛ sɛɾkɐ dɛ 100 ɡ dɛ ɔlɛo ɛ okoʁew sob
-ɐʒitɐsɐ̃w̃ mɛkanikɐ dɛ 700 ɾpm ɛm bɐlɐ̃w̃ dɛ vidʁo dɛ fundo ɾɛdondo tɾitubulɐdo dɛ
-250 ml, ɛkʷipɐdo kom um kondɛnsɐdoɾ dɛ ɾɛflukso do mɛtɐnol ɐ 65 °k, nɐ pɾɛzɛnsɐ
-dɛ kɐtɐlizɐdoɾ sɔlido pulvɛɾizɐdo, kom poʃtɛɾioɾ pɾodusɐ̃w̃ dɛ ɡlizɛɾinɐ ɛ
-biodiɛzɛl. pɐɾɐ ɛʃtɛs ɛʃtudos ɐ ɾɛɐsɐ̃w̃ okoʁew utilizɐndo 5% dɛ kɐtɐlizɐdoɾ
-pɾɛviɐmɛntɛ kɐlsinɐdo poɾ 30 min. pɐɾɐ ɛʃtudo do ɛfɛjto dɐ kɐɾɡɐ dɛ kɐtɐlizɐdoɾ,
-vɐɾiɐɾɐm-sɛ ɐs poɾsɛntɐʒɛns nos tɛoɾɛs dɛ 1%, 3%, 5%, 7% ɛ 10%. foɾɐm ɾɛtiɾɐdɐʃ
-ɐlikotɐs dɛ 30 ɛm 30 minutos pɐɾɐ ɔlɛo ɾɛziduɐl ɛ dɛ 1 ɛm 1 oɾɐ pɐɾɐ o ɔlɛo
-komɛɾsiɐl vizɐndo fɐzɛɾ o ɐkompɐnɐmɛnto dɐ sinetikɐ dɛ ɾɛɐsɐ̃w̃. ɐs ɐlikotɐʃ
-foɾɐm puɾifikɐdɐs ɛ ɐnɐlizɐdɐs, o tɛoɾ dɛ eʃtɛɾ fowi dɛtɛɾminɐdo poɾ ɾɛʃsonansiɐ
-mɐɡnetikɐ nuklɛɐɾ dɛ idʁoʒenio ɾmn 1. ɐpɔs ɐ konkluzɐ̃w̃ dɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃,
-o kɐtɐlizɐdoɾ fowi ɾɛkupɛɾɐdo poɾ mɛjo dɛ filtɾɐsɐ̃w̃ ɐ vakuo. o pɾoduto finɐl
-ɐpʁɛzɛntowu sɛpɐɾɐsɐ̃w̃ dɛ fɐzɛs, ɐ kɐmɐdɐ supɛɾioɾ ɾɛfɛɾɛntɛ ɐo biodiɛzɛl fowi
-submɛtidɐ a ɛvɐpoɾɐsɐ̃w̃ ɾotɐtivɐ ɐ 60 °k sob vakuo, pɐɾɐ ɾɛkupɛɾɐɾ o ɛsɛʃso dɛ
-mɛtɐnol ɛ o pɾoduto obtido fowi puɾifikɐdo kom ɾɛzinɐ dɛ tɾokɐ ionikɐ dɐ mɐɾkɐ
-ɐmbɛɾlitɛ bd10dɾj ɛ sɛko sobʁɛ sulfɐto dɛ sɔdio (vɛtɛk®) ɐntɛs dɐ ɐnalizɛ poɾ
-ʁɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ dɛ idʁoʒenio. 3.2.5.1 kɐntifikɐsɐ̃w̃ dɛ biodiɛzɛl
-poɾ ɾmn 1 ɛ ɐnalizɛ poɾ plk ɐ ɾɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ dɛ idʁoʒenio tɛ̃
-sido mujto uzɐdɐ pɐɾɐ kɐntifikɐɾ o tɛoɾ dɛ biodiɛzɛl, eʃtɛɾɛs ɐlkʷilikos, nɐʃ
-ʁɛɐsõj̃s dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. o metodo ɐnɐlitiko uzɐdo ɐ ɾmn 1, konsiʃtɛ,
-bɐzikɐmɛntɛ, ɛm monitoɾɐɾ os idʁoʒenios do ɡɾupo mɛtoksilɐ ɛ do ɡɾupo α-k2 o
-tɛoɾ dɛ eʃtɛɾɛs dos biodiɛzɛjs fowi dɛtɛɾminɐdo poɾ ɾɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ
-dɛ idʁoʒenio (ɾmn 1) utilizɐndo kdkl3 komo solvɛntɛ ɛ ɛʃpɛktɾomɛtʁo bɾukkɛɾ dɛ
-200 mz. o metodo ɐnɐlitiko uzɐdo, konsiʃtɛ, bɐzikɐmɛntɛ, ɛm monitoɾɐɾ oʃ
-idʁoʒenios do ɡɾupo mɛtoksilɐ ɛ do ɡɾupo α-k2 . pɐɾɐ kalkulo dos tɛoɾɛs foɾɐ̃
-dɛtɛɾminɐdɐs aɾɛɐs ɾɛfɛɾɛntɛs ɐos idʁoʒenios α-kɐɾbonilikos ɛ ɐos idʁoʒenioʃ
-mɛtilikos sɛntɾɐdos ɛm 3,64 ppm (simplɛto). ɐ kɐntifikɐsɐ̃w̃ sɛ dew uzɐndo ɐ
-sɛɡʷintɛ ɛkɐsɐ̃w̃ 7. ondɛ: %ɛm= pɛɾsɛntuɐl dɛ eʃtɛɾɛs mɛtilikos nɐ ɐmoʃtɾɐ, imɛ=
-intɛɡʁɐl do piko ɾɛfɛɾɛntɛ ɐos idʁoʒenios do eʃtɛɾ mɛtiliko ɛ i α-k2 =
-intɛɡʁɐl do piko ɾɛfɛɾɛntɛ ɐos idʁoʒenios do pɾupo α-k2; ɐ ɐmoʃtɾɐ kʷɛ
-ɐpʁɛzɛntowu o mɛloɾ ɾɛzultɐdo fowi ɐnɐlizɐdɐ dɛ ɐkoɾdo kom ɐ ɛʃpɛzifikɐsɐ̃w̃ do
-biodiɛzɛl kontidɐ no ɾɛɡlɐmɛnto tekniko ɐnp nº 3, dɛ 13 dɛ ɐɡoʃto dɛ 2014, ɛ̃
-kʷɛ ɐnɐlizowu-sɛ ɐ viʃkozidɐdɛ sinɛmatikɐ ɐ 40 °k (ɐʃtmd445), indizɛ dɛ ɐzidɛʒ
-(ɐʃtmd664), tɛoɾ dɛ aɡɐ (ɐʃtmd6304), ɛʃtɐbilidɐdɛ a oksidɐsɐ̃w̃ 110 °k () (ɛ̃
-14112), mɐʃsɐ ɛʃpɛzifikɐ ɐ 20 °k (kɡ m-3) (ɐʃtm d 4052), ɛnksofʁɛ totɐl (mɡ/kɡ),
-nɐ + k (mɡ/kɡ), mɡ + kɐ (mɡ/kɡ) (nbɾ 15553), koʁozividɐdɛ ɐo kobʁɛ 3 50 °k
-(ɐʃtm d 130), ponto dɛ ɛntupimɛnto filtɾo ɐ fɾio (°k) (ɐʃtm d 6371),tɛoɾ dɛ
-eʃtɛɾ (%m/m) kɡ (kɾomɐtoɡʁɐfiɐ ɡɐzosɐ) (ɛn 14103), konfoɾmɛ tɐbɛlɐ 1. ɐʃ
-ɐmoʃtɾɐs dɐs ɾɛɐsõj̃s utilizɐndo kɐɾɡɐs dɛ 5% dɛ kɐtɐlizɐdoɾ (ɔlɛo dɛ soʒɐ ɛ ɔlɛo
-ʁɛziduɐl), foɾɐm submɛtidɐs a kɾomɐtoɡʁɐfiɐ likʷidɐ dɛ ɐlto dɛzɛmpɛno pɐɾɐ
-ɐvɐliɐsɐ̃w̃ dɐ pɾɛzɛnsɐ dɛ intɛɾmɛdiaɾios owu dɛ tɾiɡlizɛɾidɛos nɐ̃w̃ ɾɛɐʒidos, bɛ̃
-komo pɐɾɐ sɛɾtifikɐɾmos dɐ foɾmɐsɐ̃w̃ do biodiɛzɛl. ɛʃtɐ ɐnalizɛ fowi fɛjtɐ dɛ
-foɾmɐ kɐlitɐtivɐ, utilizɐndo-sɛ kɾomɐtɔɡʁɐfo simɐdzu, dɛtɛktoɾ dɛ ultɾɐ
-violɛtɐ, kolunɐ klk-ods, diamɛtʁo dɛ 4,6mm ks 250mm. komo fɐzɛ mɔvɛl utilizowu-sɛ
-o ɛksɐno ɡɾaw kɾomɐtoɡʁafiko, sɛndo kʷɛ ɐs ɐmoʃtɾɐs foɾɐm solubilizɐdɐs kõ
-alkowol izopʁopiliko kom ɛksɐno (5:4). 3.2.6 tɛʃtɛ dɛ ɾewtilizɐsɐ̃w̃ do kɐtɐlizɐdoɾ
-ɐ poʃsibilidɐdɛ dɛ ɾewtilizɐsɐ̃w̃ do kɐtɐlizɐdoɾ fowi invɛʃtiɡɐdɐ ɐtʁɐves dɐ
-ʁɛɐlizɐsɐ̃w̃ dɛ siklos dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɾɛpɛtidos. ɐo finɐl dɐ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, o kɐtɐlizɐdoɾ fowi ɾɛkupɛɾɐdo poɾ filtɾɐʒɛm ɐ vakuo.
-poʃtɛɾioɾmɛntɛ, ɛʃtɛ fowi lɐvɐdo kom mɛtɐnol, sɛko ɛm ɛʃtufɐ poɾ 10 minutos ɛ
-utilizɐdo ɛm umɐ novɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. ɐ ɾewtilizɐsɐ̃w̃ do
-kɐtɐlizɐdoɾ e ɾɛpʁɛzɛntɐdɐ nɐ fiɡʁɐ 29. 3.2.7 tɛʃtɛ dɛ liksiviɐsɐ̃w̃. ɐ
-solubilidɐdɛ dos kɐtɐlizɐdoɾɛs e indɛzɛʒɐdɐ, sɛndo tɐmbem um fɐtoɾ impoɾtɐntɛ
-kʷɛ dɛvɛ sɛɾ ɐvɐliɐdo. sɛ o kɐtɐlizɐdoɾ sɔlido toɾnɐ-sɛ pɐɾsiɐlmɛntɛ diʃsolvido,
-lɐvɐʒɛns ɐdizionajs sɛɾiɐm nɛzɛʃsaɾiɐs duɾɐntɛ ɐ puɾifikɐsɐ̃w̃ do biodiɛzɛl
-pɾoduzido ɛ dɐ ɡlizɛɾinɐ, komplikɐndo ɐʃsim o pɾozɛʃso dɛ fɐbʁikɐsɐ̃w̃ ɛ
-awmɛntɐndo os kuʃtos. umɐ vɛz kʷɛ ɐs ɛʃpeziɛs ɐtivɐs liksiviɐdɐs podɛɾiɐm sɛɾ
-ʁɛʃponsavɛjs pɛlɐ ɐtividɐdɛ kɐtɐlitikɐ, ɐ kontɾibujsɐ̃w̃ dɐ kɐtalizɛ omoʒenɛɐ
-dɛvɛ sɛɾ vɛɾifikɐdɐ. foɾɐm ɾɛtiɾɐdɐs ɐlikotɐs dɛ 30 ɛm 30 minutos pɐɾɐ o
-ɐkompɐnɐmɛnto dɐ sinetikɐ dɛ ɾɛɐsɐ̃w̃, sɛndo kʷɛ, ɛm 90 minutos ɐ ɾɛɐsɐ̃w̃ fowi
-intɛʁompidɐ ɛ o kɐtɐlizɐdoɾ fowi ɾɛtiɾɐdo poɾ filtɾɐsɐ̃w̃ ɐ vakuo ɛ ɐ kʷɛntɛ. ɐʃ
-ɐlikotɐs foɾɐm ɐnɐlizɐdɐs pɐɾɐ dozɐʒɛm dɛ eʃtɛɾɛs mɛtilikos ɛ dɛ mɛtajʃ
-potɛnsiɐlmɛntɛ liksiviɐdos (fiɡʁɐ 30). owutʁo ɛʃtudo fowi ɾɛɐlizɐdo utilizɐndo
-ɔlɛo dɛ soʒɐ komɛɾsiɐl, kɐɾɡɐ dɛ 5% dɛ kɐtɐlizɐdoɾ. o kɐtɐlizɐdoɾ fowi kolokɐdo
-ɛm kontɐto kom mɛtɐnol ɛ mɐntido sob kondisõj̃s dɛ ɐʒitɐsɐ̃w̃ (700 ɾpm),
-tɛmpɛɾɐtuɾɐ dɛ ɾɛflukso, duɾɐntɛ 8 oɾɐs. ɛm sɛɡʷidɐ, ɐ ɐʒitɐsɐ̃w̃ fowi
-intɛʁompidɐ, o sɔlido fowi ɾɛmovido poɾ filtɾɐsɐ̃w̃ ɐ vakuo, ɛ ɐ solusɐ̃w̃ dɛ
-mɛtɐnol fowi kolokɐdo ɛm kontɐto kom ɔlɛo dɛ soʒɐ poɾ 8 oɾɐs. ɛm owutʁɐʃ
-pɐlɐvʁɐs, ɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ fowi ɾɛɐlizɐdɐ nɐ awzensiɐ dɛ
-kɐtɐlizɐdoɾ sɔlido, mɐs nɐ pɾɛzɛnsɐ dɛ poʃsivɛjs ɛʃpeziɛs liksiviɐdɐs. kɐzo o
-ʁɛndimɛnto dɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ sɛʒɐ ɛlɛvɐdo owuvɛ ɾɛɐsɐ̃w̃ viɐ kɐtalizɛ
-omoʒenɛɐ. 3.2.8 ɐvɐliɐsɐ̃w̃ do volumɛ dɛ ɔlɛo ɾɛziduɐl diʃponivɛl pɐɾɐ unidɐdɛ
-piloto nɐ ufmɡ ɛ konsumo potɛnsiɐl dɛ diɛzɛl ɾɛɐlizowu-sɛ um lɛvɐntɐmɛnto dɛ
-dɐdos pɐɾɐ obtɛɾ infoɾmɐsõj̃s ɐ ɾɛʃpɛjto dɐ kɐntidɐdɛ dɛ ɔlɛos ɾɛziduajs kʷɛ sɐ̃w̃
-ʒɛɾɐdos nos ɾɛʃtawɾɐntɛs dɐ ufmɡ, kajs sɐ̃w̃ os tipos dɛ ɔlɛos utilizɐdos, ɐ
-pɾinsipɐl utilizɐsɐ̃w̃, ɛ komo sɐ̃w̃ ɐɾmɐzɛnɐdos ɛ dɛʃkɐɾtɐdos, vizɐndo ɐbɐʃtɛzɛɾ
-umɐ plɐntɐ piloto dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. pɐɾɐ ɛʃsɐ ɐvɐliɐsɐ̃w̃, ɛlɐboɾowu-sɛ ũ
-kʷɛʃtionaɾio ɐpʁɛzɛntɐdo no ɐpendizɛ ɐ. foɾɐm kolɛtɐdɐs ɐmoʃtɾɐs dos ɔlɛoʃ
-ʁɛziduajs pɐɾɐ ɐnalizɛ dɐ kɐlidɐdɛ ɛ poʃtɛɾioɾ utilizɐsɐ̃w̃ nɐ sintɛzɛ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ vizɐndo pɾoduziɾ biodiɛzɛl. ɾɛɐlizowu-sɛ um lɛvɐntɐmɛnto dɛ
-dɐdos pɐɾɐ obtɛɾ infoɾmɐsõj̃s ɐ ɾɛʃpɛjto do konsumo dɛ ɔlɛo diɛzɛl dos onibuʃ
-intɛɾnos dɐ ufmɡ ɛ tɐmbem do konsumo dɛ kɐʁos ɛ ɛkʷipɐmɛntos dɐ univɛɾsidɐdɛ
-movidos ɐ diɛzɛl. 3.2.9 ɛʃtudo dɐ viɐbilidɐdɛ ɛkonomikɐ ɾɛɐlizowu-sɛ o ɛʃtudo dɐ
-ɛnʒɛnɐɾiɐ bazikɐ dɛ umɐ unidɐdɛ piloto dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ kom lɛvɐntɐmɛnto
-dɛ dɐdos pɐɾɐ os bɐlɐnsos dɛ mɐʃsɐ, ɛkʷipɐmɛntos ɐ sɛɾɛm uzɐdos, invɛʃtimɛntos ɛ
-kuʃtos. kɐlkulowu-sɛ ɐ viɐbilidɐdɛ ɛkonomikɐ do invɛʃtimɛnto pɾoʒɛtɐndo oʃ
-ʁɛzultɐdos obtidos ɛm ɛʃkɐlɐ dɛ bɐnkɐdɐ pɐɾɐ ɐ ɛʃkɐlɐ piloto. 3.2.9.1 ɐnalizɛ
-ɛkonomikɐ nɛʃsɛ tɾɐbɐlo, ɐs ɐnalizɛs ɛkonomikɐs foɾɐm ɾɛɐlizɐdɐs uzɐndo komo
-bɐzɛ ɐ teknikɐ dɛ flukso dɛ kajksɐ dɛʃkontɐdo (fdk). konfoɾmɛ dɛfinisõj̃ʃ
-ɐpʁɛzɛntɐdɐs nɐ intɾodusɐ̃w̃. pɐɾɐ fɐzɛʁ os kalkulos , pɛɾmitiɾ ɐ vizuɐlizɐsɐ̃w̃ dɛ
-sews ɾɛzultɐdos ɛ ɐ simulɐsɐ̃w̃ dɛ difɛɾɛntɛs situɐsõj̃s , fowi utilizɐdo o pɾoɡʁɐmɐ
-ɛsɛl. . 3.2.9.2 dɛfinisɐ̃w̃ dos kuʃtos komo um dos obʒɛtivos dɛʃtɛ tɾɐbɐlo e
-ɐpʁɛzɛntɐɾ umɐ ɐnalizɛ dɛ sɛnsibilidɐdɛ dɛ invɛʃtimɛnto dɛ umɐ uzinɐ piloto pɐɾɐ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl lokɐlizɐdɐ nɐ fumɡ ɛ konsumo pɾɔpʁio, os kalkulos komo oʃ
-kuʃtos dɛ loʒiʃtikɐ dɛ pɾodusɐ̃w̃ (fɾɛtɛs dɛ mɐteɾiɐs pɾimɐs, ɐte ɐ uzinɐ piloto,
-ɛ fɾɛtɛs dɛ pɾodutos finajs ɐte os kliɛntɛs nɐ̃w̃ sɛɾɐ̃w̃ nɛzɛʃsaɾios) powis ɐ
-mɐteɾiɐ pɾimɐ sɛɾa obtidɐ dos ɾɛʃtawɾɐntɛs dɐ univɛɾsidɐdɛ ɛ dɛ poʃtos dɛ kolɛtɐ
-sɛlɛtivɐ, diʃponivɛjs no kɐmpus pɐɾɐ kʷɛ os ɐlunos poʃsɐm dɛʃkɐɾtɐɾ koʁɛtɐmɛntɛ
-o ɔlɛo utilizɐdo ɛm suɐs kɐzɐs. pɐɾɐ kalkulo dos kuʃtos dɛ pɾodusɐ̃w̃ fowi kɾiɐdɐ
-umɐ plɐnilɐ vinkulɐdɐ ɐos kalkulos dɛ bɐlɐnso dɛ mɐʃsɐ, nɐ kɐl, e poʃsivɛl
-ɐltɛɾɐɾ os dɐdos dɛ ɛntɾɐdɐ konfoɾmɛ o sɛnaɾio ɐ sɛɾ ɐnɐlizɐdo. ɐ plɐnilɐ e
-iluʃtɾɐdɐ no ɐpendizɛ 2, pɐɾɐ ɐs situɐsõj̃s ɛksɛmplo. 3.2.9.3 invɛʃtimɛntos nɐ
-plɐntɐ piloto pɐɾɐ ɐ dɛfinisɐ̃w̃ dos vɐloɾɛs dɛ invɛʃtimɛnto konsidɛɾowu-sɛ ɐ
-konstɾusɐ̃w̃ dɛ umɐ uzinɐ piloto kom kɐpɐzidɐdɛ dɛ sinkʷɛntɐ (50) litʁos poɾ
-bɐtɛlɐdɐs, sɛndo kʷɛ os vɐloɾɛs foɾɐm bɐzɛɐdos ɛm dɐdos foɾnɛzidos pɛlɐ ɛmpɾɛzɐ
-biominɐs, pɾodutoɾɐ dɛ ɾɛɐtoɾɛs ɛ unidɐdɛs piloto dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, ondɛ o
-ɐluno fɛz ɛʃtaʒio obʁiɡɐtɔɾio. 3.2.9.4 kuʃtos dɛ opɛɾɐsɐ̃w̃ os kuʃtos dɛkoʁɛntɛʃ
-dɐ opɛɾɐsɐ̃w̃ podɛm sɛɾ divididos ɛm kuʃtos fiksos ɛ vɐɾiavɛjs. os kuʃtos fiksoʃ
-koʁɛʃpondɛm ɐos kuʃtos kʷɛ indɛpɛndɛm dɐ pɾodusɐ̃w̃ (sɐlaɾios, ɛnkɐɾɡos kõ
-ɐdminiʃtɾɐsɐ̃w̃, ɐluɡʷɛjs, tɛlɛfonɛ, mɐnutɛnsɐ̃w̃, pɾopɐɡɐndɐ, ɛtk). (lɛjɾɐs, 2006;
-viʃkɐɾdi, 2005) os kuʃtos vɐɾiavɛjs, poɾ suɐ vɛz, ɛʃtɐ̃w̃ diɾɛtɐmɛntɛ liɡɐdos a
-pɾodusɐ̃w̃ ɛ vɐɾiɐm pɾopoɾsionɐlmɛntɛ ɐ ɛʃtɐ (mɐteɾiɐs-pɾimɐs, impoʃtos,
-ɛmbɐlɐʒɛns, fɾɛtɛs, ɛtk). os kuʃtos vɐɾiavɛjs konsidɛɾɐdos nɐ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl foɾɐm kɐlkulɐdos ɛm funsɐ̃w̃ dɐs mɐteɾiɐs-pɾimɐs utilizɐdɐs no pɾozɛʃso.
-owu sɛʒɐ, ɔlɛo, alkowol ɛ kɐtɐlizɐdoɾ ɛ owutʁos, komo mɐnutɛnsɐ̃w̃, ɛnɛɾʒiɐ. o pɾɛso
-do ɔlɛo vɛʒɛtɐl dɛpɛndɛ dɐ olɛɐʒinozɐ utilizɐdɐ nɐ fɐbʁikɐsɐ̃w̃ do biodiɛzɛl.
-nɛʃsɛ tɾɐbɐlo, ɛm funsɐ̃w̃ do sew dɛʃtɐkʷɛ nɐ pɾodusɐ̃w̃ dɛ ɔlɛo vɛʒɛtɐl no bɾɐzil,
-o ɔlɛo dɛ soʒɐ sɛɾa utilizɐdo komo bɐzɛ dɛ ɐnalizɛ ɛm duɐs foɾmɐs difɛɾɛntɛs:
-ɔlɛo dɛ soʒɐ komɛɾsiɐl ɛ ɔlɛo dɛ fɾituɾɐ. os pɾɛsos utilizɐdos sɐ̃w̃ ɐpʁɛzɛntɐdoʃ
-nɐ tɐbɛlɐ 10. o pɾɛso do mɛtɐnol foɾɐm kolɛtɐdos ɛm difɛɾɛntɛs fontɛs ɛ o pɾɛso
-do kɐtɐlizɐdoɾ fowi ɛʃtimɐdo kom bɐzɛ no tɾɐnspoɾtɛ dɛʃtɛ ɾɛziduo ɛ nos ɡɐʃtoʃ
-kom o pɾozɛʃso dɛ mowɐʒɛm ɛ kɐlsinɐsɐ̃w̃, ʒa kʷɛ o mɛʃmo e fɛjto kom ɾɛziduos dɐ
-konstɾusɐ̃w̃ sivil. o pɾɛso tɐmbem dɐ ɾɛzinɐ dɛ tɾokɐ ionikɐ utilizɐdɐ nɐ
-puɾifikɐsɐ̃w̃ do biodiɛzɛl. ɛʃtɛs vɐloɾɛs sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 11. konfoɾmɛ
-ɐpʁɛzɛntɐdo nɐ ɾɛvizɐ̃w̃ dɛ litɛɾɐtuɾɐ, ɐtuɐlmɛntɛ, ɐ lɛj 11116/05 dɛtɛɾminɐ ɐ
-kontɾibujsɐ̃w̃ pɐɾɐ o pis/pɐzɛp ɛ ɐ kofins. nɛʃsɛ tɾɐbɐlo komo ɐ pɾodusɐ̃w̃ e pɐɾɐ
-konsumo pɾɔpʁio ɛʃsɛs impoʃtos nɐ̃w̃ sɛɾɐ̃w̃ konsidɛɾɐdos. 3.2.9.5 dɛfinisɐ̃w̃ do
-bɐlɐnso dɛ mɐʃsɐ pɐɾɐ ɐ ɐvɐliɐsɐ̃w̃ dɐ viɐbilidɐdɛ ɛkonomikɐ dɐ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl, foɾɐm simulɐdɐs difɛɾɛntɛs situɐsõj̃s, komo: utilizɐsɐ̃w̃ dɛ ɔlɛo
-ʁɛziduɐl owu ɔlɛo dɛ soʒɐ komɛɾsiɐl, tɾɐnsɛʃtɛɾifikɐdo kom alkowol mɛtiliko ɛ
-kɐtɐlizɐdoɾ ɛtɛɾoʒenɛo dopɐdo owu nɐ̃w̃ kom o fmɛtɐl. ɐpɔs ɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ oʃ
-pɾodutos dɐ ɾɛɐsɐ̃w̃ sɐ̃w̃ sɛpɐɾɐdos ɛ puɾifikɐdos, sɛndo o alkowol ɾɛkupɛɾɐdo. pɐɾɐ
-o kalkulo do bɐlɐnso dɛ mɐʃsɐ, ɐlɡmɐs pɾɛmiʃsɐs foɾɐm konsidɛɾɐdɐs, kom bɐzɛ ɛ̃
-infoɾmɐsõj̃s dɛ mɛɾkɐdo ɛ dɛ litɛɾɐtuɾɐ. ɐs pɾɛmiʃsɐs sɐ̃w̃ ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ
-16. ɾɛzultɐdos ɛ diʃkuʃsɐ̃w̃ 4.1 kɐɾɐktɛɾizɐsɐ̃w̃ do kɐtɐlizɐdoɾ ɛtɛɾoʒenɛo o
-kɐtɐlizɐdoɾ dɛnominɐdo tɐ dopɐdo kom litio ɛ sɛm dopɐɾ, ɐpɔs ɐ kɐlsinɐsɐ̃w̃, sɐ̃w̃
-ɐpʁɛzɛntɐdos nɐ fiɡʁɐ 7. obsɛɾvɐ-sɛ kʷɛ ɐ dopɐʒɛm modifikowu ɐ koloɾɐsɐ̃w̃ do
-kɐtɐlizɐdoɾ, toɾnɐndo-o ɐvɛɾmɛlɐdo ɛ ɐɡlomɛɾɐdo. 4.1.1 difʁɐsɐ̃w̃ dɛ ɾɐjos ks oʃ
-kɐtɐlizɐdoɾɛs foɾɐm ɐnɐlizɐdos poɾ difʁɐsɐ̃w̃ dɛ ɾɐjos ks ɛ obsɛɾvowu-sɛ kʷɛ sɐ̃w̃
-konstituj́dos dɛ umɐ miʃtuɾɐ komplɛksɐ dɛ silikɐtos, kɐɾbonɐtos, sulfɐtos,
-idʁɔksidos ɛ ɔksidos. poɾ sɛ tɾɐtɐɾ dɛ um mɐtɛɾiɐl komplɛkso os pɾinsipajs pikoʃ
-dɛ pɐdʁɐ̃w̃, sɐ̃w̃ ʒɛɾɐlmɛntɛ sobʁɛpoʃtos um ɐo owutʁo difikultɐndo nɐ idɛntifikɐsɐ̃w̃
-dɐs fɐzɛs, dɛʃtɐ foɾmɐ, nɐ̃w̃ sɛ podɛ ɐfiɾmɐɾ kʷɛ o piko koʁɛʃpondɛ
-ʁɛʃpɛktivɐmɛntɛ ɐo piko kɐɾɐktɛɾiʃtiko dɐkʷɛlɐ fɐzɛ. ɐ pɐɾtiɾ dɐ fiɡʁɐ 8,
-obsɛɾvɐ-sɛ ɐ pɾɛzɛnsɐ dɛ pikos ɾɛfɛɾɛntɛs dɐ difʁɐsɐ̃w̃ dos kompoʃtos komo
-idʁɔksido dɛ kalsio, kɐɾbonɐtos dɛ kalsio, mɐɡnezio ɛ ɐlɡns silikɐtos. ɐpɔs ɐ
-kɐlsinɐsɐ̃w̃ do kɐtɐlizɐdoɾ tɐ, ɐ umɐ tɛmpɛɾɐtuɾɐ dɛ 900 °k, okoʁɛ ɐ dɛkompozisɐ̃w̃
-dos kompoʃtos dɛ idʁɔksidos ɛ kɐɾbonɐtos ɐ ɔksidos, obsɛɾvɐdos nɐ fiɡʁɐ 9.
-okoʁɛ tɐmbem ɐ dɛkompozisɐ̃w̃ dɛ ɐlɡns silikɐtos ɛm silikɐtos mɛnoɾɛs. sɐbɛ-sɛ
-dɐ litɛɾɐtuɾɐ kʷɛ os ɔksidos sɐ̃w̃ bons kɐtɐlizɐdoɾɛs pɐɾɐ ɐ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɛ kʷɛ ɛʃtɛs podɛm ɛʃtɐɾ supoɾdɐdos ɛm difɛɾɛntɛs supoɾtɛs,
-kʷɛ nɛʃtɛ kɐzo podɛɾiɐm sɛɾ os silikɐtos kontidos nɐ miʃtuɾɐ. nɐ fiɡʁɐ 10
-obsɛɾvɐ-sɛ ɐ pɾɛzɛnsɐ dɛ kompoʃtos kontɛndo litio. ɛʃtudos majs pɾofundos dɛvɛ̃
-sɛɾ fɛjtos pɐɾɐ mɛloɾ ɛluzidɐsɐ̃w̃ dɐ ɛʃtɾutuɾɐ dɛʃtɛs kɐtɐlizɐdoɾɛs, poɾ
-ɛzɛmplo, ɾɛɐlizɐɾ ɐ ɐbɛɾtuɾɐ dɐ ɐmoʃtɾɐ. 4.1.2 ɐnalizɛ tɛɾmoɡʁɐvimetʁiɐ (ɐ) (b)
-obsɛɾvowu-sɛ um ɾɛziduo dɛ ɐpʁoksimɐdɐmɛntɛ 65% ɐ 900 °k, indikɐndo pɛɾdɐ dɛ mɐʃsɐ
-ɐkumulɐdɐ dɛ 35%. fiɡʁɐ 12 – ɐnalizɛ dɐ aɾɛɐ supɛɾfiziɐl do kɐtɐlizɐdoɾ tɐ (ɐ)
-sɛm kɐlsinɐɾ ɛ (b) kɐlsinɐdo fowi dɛtɛɾminɐdɐ ɐ aɾɛɐ supɛɾfiziɐl do kɐtɐlizɐdoɾ
-tɐ sɛm kɐlsinɐɾ ɛ ɐpɔs ɐ kɐlsinɐsɐ̃w̃, konfoɾmɛ ɐ fiɡʁɐ 12. o kɐtɐlizɐdoɾ tɐ sɛ̃
-kɐlsinɐɾ ɐpʁɛzɛntowu aɾɛɐ supɛɾfiziɐl nɐ fajksɐ dɛ 20 m2/ɡ, vɐloɾ konsidɛɾɐdo
-ʁɛlɐtivɐmɛntɛ bajkso. ɐpɔs kɐlsinɐsɐ̃w̃ ɛʃtɐ aɾɛɐ ɾɛduziw ajndɐ majs, pɐʃsɐndo pɐɾɐ
-12 m2/ɡ, pɾovɐvɛlmɛntɛ dɛvido ɐ sintɛɾizɐsɐ̃w̃ okoʁidɐ ɛm konsɛkʷensiɐ dɐ ɐltɐ
-tɛmpɛɾɐtuɾɐ dɛ kɐlsinɐsɐ̃w̃. (ɐ) (b) fiɡʁɐ 13 - ɐnalizɛ dɐ aɾɛɐ supɛɾfiziɐl do
-kɐtɐlizɐdoɾ tɐ-li (ɐ) sɛm kɐlsinɐɾ ɛ (b) kɐlsinɐdo fowi dɛtɛɾminɐdɐ ɐ aɾɛɐ
-supɛɾfiziɐl do kɐtɐlizɐdoɾ tɐ-li sɛm kɐlsinɐɾ ɛ ɐpɔs ɐ kɐlsinɐsɐ̃w̃, konfoɾmɛ ɐ
-fiɡʁɐ 13. o kɐtɐlizɐdoɾ tɐ dopɐdo sɛm kɐlsinɐɾ ɐpʁɛzɛntowu aɾɛɐ supɛɾfiziɐl nɐ
-fajksɐ dɛ 8 m2/ɡ, vɐloɾ mɛnoɾ do kʷɛ o kɐtɐlizɐdoɾ tɐ, o kʷɛ pɾovɐvɛlmɛntɛ
-okoʁew fowi kʷɛ o mɛtɐl utilizɐdo nɐ dopɐʒɛm podɛ tɛɾ okupɐdo os poɾos ɛ dɛʃsɐ
-foɾmɐ diminuj́do ɐ suɐ aɾɛɐ. ɐpɔs ɐ kɐlsinɐsɐ̃w̃ ɛʃtɐ aɾɛɐ ɾɛduziw ajndɐ majs,
-pɐʃsɐndo pɐɾɐ 3 m2/ɡ, pɾovɐvɛlmɛntɛ dɛvido ɐ sintɛɾizɐsɐ̃w̃ okoʁidɐ ɛ̃
-konsɛkʷensiɐ dɐ ɐltɐ tɛmpɛɾɐtuɾɐ dɛ kɐlsinɐsɐ̃w̃ 4.1.4 mikʁoʃkopiɐ ɛlɛtʁonikɐ dɛ
-vɐʁɛduɾɐ (ɐ) (b) fiɡʁɐ 14 ɐ fiɡʁɐ 14 (ɐ) ɛ (b) ɾɛfɛɾɛm-sɛ ɐo kɐtɐlizɐdoɾ tɐ
-sɛm kɐlsinɐɾ. obsɛɾvowu-sɛ ɐ pɾɛzɛnsɐ dɛ ɛʃtɾutuɾɐs fibʁilɐɾɛs, pɾovɐvɛlmɛntɛ
-dɛvido ɐ ɐlɡm konstitujntɛ inoɾɡaniko. (k) o kɐtɐlizɐdoɾ kɐlsinɐdo fiɡʁɐ 15,
-ɐpʁɛzɛntowu ɛʃtɾutuɾɐs nɐ foɾmɐ dɛ ɐlɡodɐ̃w̃, tipo “floppj”, pɾovɐvɛlmɛntɛ dɛvido a
-pɾɛzɛnsɐ dɛ mɐtɛɾiɐl pɐɾtikulɐdo. o kɐtɐlizɐdoɾ dopɐdo (fiɡʁɐ 16), ɐpʁɛzɛntowu
-ɛʃtɾutuɾɐs dɛ ɡɾɐndɛs ɐɡlomɛɾɐdos, ɛʃtɛ ɾɛzultɐdo suʒɛɾɛ kʷɛ o mɛtɐl utilizɐdo
-nɐ dopɐʒɛm ɛʃtɛʒɐ ɐɡlomɛɾɐndo no pɛɾkuɾsoɾ. 4.1.5 tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ dɛ
-dɛʃsoɾsɐ̃w̃ poɾ n3 (b) (ɐ) kɐtɐlizɐdoɾ tɐ sɛm kɐlsinɐɾ ɐnalizɛ dɛ tpd - dɛʃsoɾsɐ̃w̃
-ɛm tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ dɛ ɐmoniɐ fowi ɾɛɐlizɐdo indikɐndo ɐ pɾɛzɛnsɐ dɛ sitioʃ
-azidos foɾtɛs, umɐ fɛz kʷɛ dɛʃsoɾsɐ̃w̃ okoʁew ɐ ɐpʁoksimɐdɐmɛntɛ 650 °k pɐɾɐ o
-kɐtɐlizɐdoɾ kɐlsinɐdo ɐ 900 °k poɾ 30 minutos, konfoɾmɛ fiɡʁɐ 17. pɐɾɐ o
-kɐtɐlizɐdoɾ tɐ sɛm kɐlsinɐɾ, fiɡʁɐ 17 (b), obsɛɾvowu-sɛ ɐ sobʁɛpozisɐ̃w̃ dɛ vaɾioʃ
-pikos kom o maksimo sɛntɾɐdos ɛm ɐpʁoksimɐdɐmɛntɛ 650, 750 ɛ 820 °k, sɛndo sɛntɾoʃ
-dɛ ɐzidɛz majs ɛlɛvɐdɐ kʷɛ do kɐtɐlizɐdoɾ kɐlsinɐdo. o numɛɾo dɛ sitios azidoʃ
-nɐ ɐmoʃtɾɐ sɛm kɐlsinɐɾ e supɛɾioɾ kʷɛ dɐ ɐmoʃtɾɐ kɐlsinɐdɐ. ɛʃtɛs ɾɛzultɐdoʃ
-indikɐm kʷɛ pɾovɐvɛlmɛntɛ kom ɐ kɐlsinɐsɐ̃w̃ os sitios azidos dɛzɐpɐɾɛzɛɾɐm, o kʷɛ
-podɛ sɛɾ ɛsplikɐdo pɛlɐ foɾmɐsɐ̃w̃ dɛ ɔksidos, konfoɾmɛ suʒɛɾɐ ɐ kuɾvɐ
-tɛɾmoɡʁɐvimetʁikɐ, mɐs ɛnsɐjos dɛvɛm sɛɾ fɛjtos, komo poɾ ɛksɛmplo tpd - ko2,
-pɐɾɐ konfiɾmɐɾ ɛʃtɐ ipɔtɛzɛ. 4.1.6. ɛʃpɛktɾoʃkopiɐ dɛ ɛnɛɾʒiɐ diʃpɛɾsivɐ 4.2
-kɐɾɐktɛɾizɐsõj̃s dos ɔlɛos vɛʒɛtajs fɛz-sɛ ɐ kɐɾɐktɛɾizɐsɐ̃w̃ fiziko-kʷimikɐ do
-ɔlɛo dɛ soʒɐ ɛ do ɔlɛo ɾɛziduɐl dɛ fɾituɾɐ, bɛm komo o pɛɾfil ɡɾɐkso dos mɛʃmos.
-nɐ tɐbɛlɐ 2, sɐ̃w̃ ɐpʁɛzɛntɐdos os dɐdos dos pɛɾfis ɡɾɐksos dos ɔlɛos ɾɛziduajʃ
-kolɛtɐdos nɐ ufmɡ. ɐ mɐʃsɐ molɐɾ mediɐ pɐɾɐ o ɔlɛo ɾɛziduɐl obtido doʃ
-ʁɛʃtawɾɐntɛs dɐ ufmɡ fowi dɛ 853,76 ɡ/mol. obsɛɾvowu-sɛ ɐ pɾɛzɛnsɐ dɛ azido
-pɐlmitiko, olɛjko ɛ linolɛjko. ɐ tɐbɛlɐ 3 moʃtɾɐ tɐmbem ɐ pɾɛdominansiɐ doʃ
-mɛʃmos azidos ɡɾɐksos pɾɛzɛntɛs pɐɾɐ o ɔlɛo ɾɛziduɐl. ɛʃtɛ ɾɛzultɐdo suʒɛɾɛ kʷɛ o
-ɔlɛo dɛ fɾituɾɐ ɾɛkolido nɐ ufmɡ konstituj-sɛ pɾinsipɐlmɛntɛ dɛ ɔlɛo dɛ soʒɐ
-komɛɾsiɐl. nɐ tɐbɛlɐ 4, tem-sɛ os ɾɛzultɐdos dɛ kɐɾɐktɛɾizɐsɐ̃w̃ dos ɔlɛos. pɛlɐ
-ɐnalizɛ dos ɾɛzultɐdos obtidos, pɛɾsɛbɛ-sɛ kʷɛ ɐ umɐ mɐjoɾ viʃkozidɐdɛ pɐɾɐ o
-ɔlɛo ɾɛziduɐl, ɛʃtɛ ɾɛzultɐdo e pɾovɐvɛlmɛntɛ ɐ pɾɛzɛnsɐ dɛ sɛbo bolvino kʷɛ
-poʃsuɛm azidos ɡɾɐksos insɐtuɾɐdos ɛ ɐo fɾitɐɾ ɛʃtɛs tipos dɛ ɐlimɛntos mudɐm ɐ
-kompozisɐ̃w̃ do ɔlɛo, awmɛntɐndo ɐʃsim ɐ viʃkozidɐdɛ. obsɛɾvɐ-sɛ tɐmbem um awmɛnto
-nɐ ɐzidɛz, no tɛoɾ dɛ aɡɐ ɛ no tɛoɾ dɛ mɛtajs komo, nɐ, k, kɐ ɛ mɡ, ɛʃtɐ
-difɛɾɛnsɐ nos ɾɛzultɐdos kompɐɾɐndo kom o ɔlɛo komɛɾsiɐl podɛm sɛɾ ɛsplikɐdoʃ
-poɾ kawzɐ dos ɐlimɛntos kʷɛ sɐ̃w̃ utilizɐdos duɾɐntɛ ɐs fɾituɾɐs, powis ɛʃtɛʃ
-ɐlimɛntos sɐ̃w̃ tɛmpɛɾɐdos ɛ kom iʃso awmɛntɐ ɐ kɐntidɐdɛ dɛ mɛtajs no ɔlɛo ɛ
-tɐmbem o ɐlimɛnto podɛ ɛʃtɐɾ konʒɛlɐdo influɛnsiɐndo no awmɛnto do tɛoɾ dɛ aɡɐ.
-ʒa ɐ mɐjoɾ ɐzidɛz e dɛvido a dɛɡʁɐdɐsɐ̃w̃ do ɔlɛo dɛvido ɐ ɛlɛvɐdɐs tɛmpɛɾɐtuɾɐʃ
-kʷɛ os ɔlɛos. 4.3 sintɛzɛ dɛ biodiɛzɛl o kɐtɐlizɐdoɾ tɐ ɛ tɐ-li kɐlsinɐdo, foɾɐ̃
-tɛʃtɐdos pɐɾɐ ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl viɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ poɾ kɐtalizɛ
-ɛtɛɾoʒenɛɐ uzɐndo ɔlɛo ɾɛziduɐl ɛ ɔlɛo dɛ soʒɐ komɛɾsiɐl ɛm ɛʃkɐlɐ dɛ
-lɐboɾɐtɔɾio. 4.3.1 otimizɐsɐ̃w̃ dɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ utilizɐndo
-kɐtɐlizɐdoɾ ɛtɛɾoʒenɛo vaɾios ɛʃtudos foɾɐm fɛjtos utilizɐndo ɐ montɐʒɛ̃
-ɐpʁɛzɛntɐdɐ nɐ fiɡʁɐ 19. pɐɾɐ ɐ sintɛzɛ uzowu-sɛ mɐntɐ ɐkʷɛzidɐ, tɛmpɛɾɐtuɾɐ dɛ
-ʁɛflukso ɛ ɐʒitɐsɐ̃w̃ mɛkanikɐ. ɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ okoʁɛ konfoɾmɛ ɐ
-fiɡʁɐ 19 (b). pɐɾɐ dɛʃlokɐmɛnto do ɛkʷilibʁio pɐɾɐ mɐjoɾ konsɛntɾɐsɐ̃w̃ do
-pɾoduto (eʃtɛɾɛs mɛtilikos) uzowu-sɛ um ɛsɛʃso dɛ alkowol mɛtiliko. pɐɾamɛtʁoʃ
-komo tɛmpo dɛ kɐlsinɐsɐ̃w̃ do kɐtɐlizɐdoɾ, pɾopoɾsɐ̃w̃ alkowol:ɔlɛo, tɛoɾ dɛ
-kɐtɐlizɐdoɾ, ɐlem dɐ ɾewtilizɐsɐ̃w̃ do kɐtɐlizɐdoɾ ɛ liksiviɐsɐ̃w̃ foɾɐ̃
-invɛʃtiɡɐdos. 4.3.1.1 ɛfɛjto do tɛmpo dɛ kɐlsinɐsɐ̃w̃ ɛʃtudos dɐ kɐlsinɐsɐ̃w̃ do
-kɐtɐlizɐdoɾ a difɛɾɛntɛs tɛmpos, pɛɾmitiɾɐm ɐ obtɛnsɐ̃w̃ dɛ vɐloɾɛs dɛ konvɛɾsɐ̃w̃
-ɐ eʃtɛɾɛs, similɐɾɛs ɛ ɐzimɐ dɛ 97%. nɐ̃w̃ ɐvɛndo ɐ nɛzɛʃsidɐdɛ dɛ um tɛmpo
-supɛɾioɾ ɐ 30 minutos pɐɾɐ kɐlsinɐɾ o kɐtɐlizɐdoɾ konfoɾmɛ ɐ fiɡʁɐ 20.
-poɾtɐnto, optowu-sɛ poɾ 30 minutos, powis okoʁɛ a diminujsɐ̃w̃ do ɐlto konsumo dɛ
-ɛnɛɾʒiɐ nɐ pɾodusɐ̃w̃ dɛʃtɛ. fiɡʁɐ 20 – difɛɾɛntɛs tɛmpos dɛ kɐlsinɐsɐ̃w̃ do
-kɐtɐlizɐdoɾ ɛm foɾno muflɐ ɐ 900 ºk 4.3.1.2 ɛfɛjto dɐ pɾopoɾsɐ̃w̃ dɛ ɔlɛo ɛ
-mɛtɐnol e komum uzɐɾ um ɛsɛʃso dɛ alkowol pɐɾɐ ɡɐɾɐntiɾ ɛlɛvɐdɐs konsɛntɾɐsõj̃ʃ
-dɛ pɾoduto no ɛkʷilibʁio, umɐ vɛz kʷɛ ɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ e umɐ ɾɛɐsɐ̃w̃
-ʁɛvɛɾsivɛl. pɐɾɐ kɐtalizɛ ɛtɛɾoʒenɛɐ e komum o uzo dɛ ɾɐzõj̃s dɛ 12:1, 18:1 owu
-mɐjoɾɛs, vizɐndo ɐ ɾɛdusɐ̃w̃ dɐ viʃkozidɐdɛ, mɐjoɾ miʃtuɾɐ dɛ alkowol:ɔlɛo ɛ
-poɾtɐnto mɐjoɾ difuzividɐdɛ dɛ ɾɛɐʒɛntɛs ɛ pɾodutos ɛ tɐmbem mɐjoɾ
-ɐzɛʃsibilidɐdɛ ɐos sitios ɐtivos kɐtɐlitikos nɐs fɐzɛs kʷɛ ɐntɛzɛdɛm ɐ ɐdsoɾsɐ̃w̃
-dos ɾɛɐʒɛntɛs owu kʷɛ okoʁɛm ɐpɔs ɐ dɛʃsoɾsɐo dos pɾodutos. nɛʃtɛ ɛʃtudo, foɾɐ̃
-tɛʃtɐdɐs ɐs ɾɐzõj̃s molɐɾɛs alkowol:ɔlɛo dɛ 6:1, 9:1, 12:1, 15:1 ɛ 18:1 o tɛoɾ dɛ
-eʃtɛɾɛs mɛtilikos nɐ̃w̃ sɛ ɐltɛɾowu siɡnifikɐtivɐmɛntɛ kɐndo ɐ pɾopoɾsɐ̃w̃ dɛ
-mɛtɐnol:ɔlɛo fowi ɐltɛɾɐdo dɛ 1:06 -1:18, fiɡʁɐ 21, pɐɾɐ ɐmbos ɔlɛos. ɐ
-utilizɐsɐ̃w̃ dɐ ɾɐzɐ̃w̃ dɛ 6:1 pɾomovew umɐ konvɛɾsɐ̃w̃ dɛ 94% ɛm 3 oɾɐs pɐɾɐ ɔlɛo
-ʁɛziduɐl ɛ 96% pɐɾɐ ɔlɛo dɛ soʒɐ komɛɾsiɐl. umɐ mɛnoɾ kɐntidɐdɛ dɛ alkowol
-diminuj kuʃtos no pɾozɛʃso, o kʷɛ e dɛzɛʒavɛl. fiɡʁɐ 21 – (ɐ) ɛfɛjto dɐ ɾɐzɐ̃w̃
-dɛ mɛtɐnol:ɔlɛo ɾɛziduɐl poɾ ɾmn ɛ (b) ɛfɛjto dɐ ɾɐzɐ̃w̃ dɛ mɛtɐnol:ɔlɛo
-komɛɾsiɐl. konfoɾmɛ moʃtɾɐm ɐ fiɡʁɐ 21, nɐ̃w̃ owuvɛ difɛɾɛnsɐ dɛ ɛfiziensiɐ dɛ
-konvɛɾsɐ̃w̃ ɛntɾɛ os ɔlɛos ɾɛziduajs ɛ o ɔlɛo dɛ soʒɐ, pɾovɐvɛlmɛntɛ pɛlɐ bowɐ
-kɐlidɐdɛ do ɔlɛo ɾɛziduɐl, kolɛtɐdo nos ɾɛʃtawɾɐntɛs dɐ ufmɡ. 4.3.1.3 ɛfɛjto dɐ
-kɐɾɡɐ dɛ kɐtɐlizɐdoɾ utilizowu-sɛ ɾɐzɐ̃w̃ molɐɾ mɛtɐnol:ɔlɛo dɛ 6:1 ɛ vɐɾiowu-sɛ
-difɛɾɛntɛs tɛoɾɛs dɛ kɐtɐlizɐdoɾ komo (1%, 3%, 5%, 7% ɛ 10%). ɐs ɾɛɐsõj̃s dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ foɾɐm konduzidɐs, kom ɾɛtiɾɐdɐ dɛ ɐlikotɐs dɛ 30 ɛm 30
-minutos pɐɾɐ o ɔlɛo ɾɛziduɐl ɛ dɛ 1 ɛm 1 oɾɐ pɐɾɐ o ɔlɛo dɛs soʒɐ komɛɾsiɐl.
-fɛz-sɛ ɐ dozɐʒɛm do tɛoɾ dɛ eʃtɛɾ poɾ ɾmn 1, konfoɾmɛ dɐdos dɐ fiɡʁɐ 22 ɛ 23
-pɐɾɐ ɔlɛo ɾɛziduɐl ɛ 24 ɛ 25 ɔlɛo dɛ soʒɐ komɛɾsiɐl. o uzo dɛ kɐtɐlizɐdoɾ sɛ̃
-kɐlsinɐɾ nɐ̃w̃ pɛɾmitiw nɛnumɐ konvɛɾsɐ̃w̃ ɐ eʃtɛɾɛs mɛtilikos, tɐnto pɐɾɐ ɔlɛoʃ
-ʁɛziduajs kɐnto pɐɾɐ o ɔlɛo komɛɾsiɐl, indikɐndo kʷɛ ɛʃpeziɛs kɐtɐlitikɐs sɔ
-sɐ̃w̃ pɾoduzidɐs ɐpɔs ɐ kɐlsinɐsɐ̃w̃. os dɐdos moʃtɾɐm klɐɾɐmɛntɛ kʷɛ o tɛoɾ dɛ 1%
-nɐ̃w̃ e ɐdɛkɐdo pɐɾɐ ɐ sintɛzɛ ɛ kɐnto mɐjoɾ o tɛoɾ dɛ kɐtɐlizɐdoɾ, mɐjoɾ ɐ
-vɛlozidɐdɛ dɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. ɐ kɐɾɡɐ dɛ 3% obtɛvɛ um vɐloɾ dɛ
-konvɛɾɐ̃w̃ pɾɔksimo ɐ 90% kom 3 oɾɐs dɛ ɾɛflukso, ɛntɾɛtɐnto e nɛzɛʃsaɾio um tɛmpo
-mɐjoɾ pɐɾɐ sɛ ɐtinʒiɾ o vɐloɾ ɛʃtɐbɛlɛzido pɛlɐ lɛʒiʃlɐsɐ̃w̃ bɾɐzilɛjɾɐ (ɐzimɐ dɛ
-96%). ɐs kɐɾɡɐs dɛ kɐtɐlizɐdoɾ dɛ 5%, 7% ɛ 10% ɐpʁɛzɛntɐɾɐm vɐloɾɛs pɾɔksimos dɛ
-konvɛɾsɐ̃w̃, ɐzimɐ dɛ 95% ɛm 180 minutos. nɐ fiɡʁɐ 22, sɐ̃w̃ ɐpʁɛzɛntɐdos oʃ
-ɛʃpɛktɾos dɛ ɾmn dɛ idʁoʒenio pɐɾɐ todɐs ɐs ɐlikotɐs ɾɛtiɾɐdɐs ɐo lonɡo dɐ
-sintɛzɛ, utilizɐndo 5% dɛ kɐtɐlizɐdoɾ ɛ ɔlɛo ɾɛziduɐl. os sinajs dɛ
-tɾiɡlizɛɾidɛos ɛntɾɛ 4,2 ɛ 4,4 ppm foɾɐm dɛzɐpɐɾɛzɛndo ɐo lonɡo do tɛmpo sɛndo
-pɾɐtikɐmɛntɛ impɛɾsɛptivɛjs kom 150 ɛ 180 minutos. o sinɐl do sinɡlɛto ɛm 3,6
-ppm komɛsɐ ɐʃsuɾʒiɾ kom 60 min sɛndo maksimo pɐɾɐ 150 ɛ 180 minutos. umɐ
-ɐvɐliɐsɐ̃w̃ similɐɾ podɛ sɛɾ fɛjtɐ poɾ kɾomɐtoɡʁɐfiɐ likʷidɐ plk, konfoɾmɛ
-moʃtɾɐdos nɐ fiɡʁɐ 23. os dɐdos moʃtɾɐm kʷɛ os sinajs do tɾiɡlizɛɾidɛo ɐpɐɾɛzɛ̃
-no tɛmpo dɛ ɾɛtɛnsɐ̃w̃ ɛntɾɛ 17 ɛ 22 minutos. a mɛdidɐ kʷɛ ɐ ɾɛɐsɐ̃w̃ okoʁɛ ɛʃtɛʃ
-sinajs vɐ̃w̃ ɾɛduzindo kom suɾʒimɛnto dos sinajs dos diɡlizɛɾidɛos, nɐ fajksɐ dɛ 17
-ɛ 8 minutos. sinajs do ɛʃtɛɾ ɛʃtɐ̃w̃ ɛntɾɛ 5 ɛ 8 minutos ɛ sɔ ɐpɐɾɛzɛ̃
-pɾɐtikɐmɛntɛ puɾos no biodiɛzɛl finɐl. os sinajs ɛntɾɛ 4,5 ɛ 2 min ɾɛfɛɾɛm-sɛ
-ɐos monoɡlizɛɾidɛos, kʷɛ ɛʃtɐ̃w̃ ɛm ɡɾɐndɛ kɐntidɐdɛ nos tɛmpos dɛ ɾɛɐsɐ̃w̃ dɛ 2 ɐ
-3,5 oɾɐs. ɛʃtɛs intɛɾmɛdiaɾios sɐ̃w̃ os ultimos ɐ dɛzɐpɐɾɛzɛɾɛm poɾ fɐzɛɾɛm pɐɾtɛ
-dɐ ɛtɐpɐ lɛntɐ dɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃. os ɾɛzultɐdos dɐ sinetikɐ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ uzɐndo ɔlɛo dɛ soʒɐ komɛɾsiɐl sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ fiɡʁɐ 25 ɛ
-sɐ̃w̃ difɛɾɛntɛs dos obtidos pɐɾɐ os ɔlɛos ɾɛziduajs. pɐɾɐ os ɔlɛos ɾɛziduajs ɛm 2
-oɾɐs ʒa sɛ obsɛɾvɐvɐ konvɛɾsɐ̃w̃ ɐzimɐ dɛ 90%, pɐɾɐ 5, 7 ɛ 10 % dɛ kɐtɐlizɐdoɾ,
-pɐɾɐ o ɔlɛo novo ɛʃtɛs vɐloɾɛs foɾɐm bɛm infɛɾioɾɛs, nɐo kɛɡɐndo ɐ 40% dɛ
-eʃtɛɾɛs utilizɐndo 10% dɛ kɐtɐlizɐdoɾ ɛ mɛnos dɛ 8% pɐɾɐ 5 ɛ 7 % dɛ kɐtɐlizɐdoɾ.
-ɐkʁɛditɐ-sɛ kʷɛ ɐ pɾɛzɛnsɐ dɛ impuɾɛzɐs no ɔlɛo ɾɛziduɐl, komo sɔdio,
-pɾovɛniɛntɛ do sɐl dɛ kozinɐ, podɛ tɛɾ ʒɛɾɐdo mɛtɔksido dɛ sɔdio ɾɛɐʒindo kom o
-mɛtɐnol ɛ pɾomovɛndo ɐ kɐtalizɛ omoʒenɛɐ, kʷɛ e majs ɾapidɐ. obsɛɾvowu-sɛ tɐmbẽ
-kʷɛ o tɛoɾ maksimo fowi ɐlkɐnsɐdo (mɐjoɾ kʷɛ 90%) ɐpɔs 6  dɛ ɾɛɐsɐ̃w̃ pɐɾɐ 5, 7 ɛ
-10% dɛ kɐtɐlizɐdoɾ, ɐʃsim komo o ɔlɛo ɾɛziduɐl. os dɐdos moʃtɾɐm kʷɛ ɐ kɐɾɡɐ dɛ
-kɐtɐlizɐdoɾ dɛ 10% ɐpʁɛzɛntɐ umɐ mɐjoɾ vɛlozidɐdɛ dɛ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, mɐs ɛm 8 oɾɐs, owu sɛʒɐ, no finɐl dɐ ɾɛɐsɐ̃w̃ ɐpʁɛzɛntowu-sɛ ũ
-tɛoɾ pɾɔksimo dɛ konvɛɾsɐ̃w̃ utilizɐndo ɐs kɐɾɡɐs dɛ 5% ɛ 7%. nɐ fiɡʁɐ 26 sɐ̃w̃
-ɐpʁɛzɛntɐdos os ɛʃpɛktɾos dɛ ɾmn 1 pɐɾɐ todɐs ɐs ɐlikotɐs ɾɛtiɾɐdɐs nɐ sintɛzɛ
-utilizɐndo 5% dɛ kɐtɐlizɐdoɾ ɛ ɔlɛo komɛɾsiɐl, kom difɛɾɛntɛs tɛmpos dɛ ɾɛɐsɐ̃w̃.
-nos ɛʃpɛktɾos dɛ ɾmn 1 obsɛɾvɐ-sɛ ɐ ɾɛdusɐ̃w̃ do multiplɛto ɛntɾɛ 4,2 ɛ 4,4 ppm,
-kɐɾɐktɛɾiʃtikos dos tɾiɡlizɛɾidɛos, konkomitɐntɛ awmɛnto do sinɡlɛto ɛm 3,6 ppm,
-kɐɾɐktɛɾiʃtiko do eʃtɛɾ mɛtiliko kʷɛ kompõj̃ o biodiɛzɛl. os sinajs ɾɛfɛɾɛntɛʃ
-ɐos tɾiɡlizɛɾidɛo dɛzɐpɐɾɛzɛm kom 7 oɾɐs dɛ ɾɛɐsɐ̃w̃. obsɛɾvɐ-sɛ tɐmbem kʷɛ
-ɐpɛnɐs kom 4 oɾɐs suɾʒɛm sinajs dɛ foɾmɐsɐ̃w̃ do biodiɛzɛl ɛm 3,6 ppm. umɐ mɛʃmɐ
-ɐvɐliɐsɐ̃w̃ podɛ sɛɾ fɛjtɐ pɐɾɐ ɐ utilizɐsɐo do ɔlɛo dɛ soʒɐ komɛɾsiɐl, ɐtʁɐves dɐ
-ɐnalizɛ dɐ fiɡʁɐ 27. os dɐdos moʃtɾɐm kʷɛ os sinajs do tɾiɡlizɛɾidɛo ɐpɐɾɛzɛ̃
-no tɛmpo dɛ ɾɛtɛnsɐ̃w̃ ɛntɾɛ 17 ɛ 22 minutos. a mɛdidɐ kʷɛ ɐ ɾɛɐsɐ̃w̃ okoʁɛ ɛʃtɛʃ
-sinajs vɐ̃w̃ ɾɛduzindo kom suɾʒimɛnto dos sinajs dos diɡlizɛɾidɛos, nɐ fajksɐ dɛ 10
-minutos. sinajs do biodiɛzɛl ɛʃtɐ̃w̃ ɛntɾɛ 5 ɛ 7 minutos ɛ ɐpɐɾɛzɛm pɾɐtikɐmɛntɛ
-puɾos no biodiɛzɛl ɛm 6 oɾɐs. os sinajs ɛntɾɛ 4,5 ɛ 4 min ɾɛfɛɾɛm-sɛ ɐoʃ
-monoɡlizɛɾidɛos, kʷɛ ɛʃtɐ̃w̃ ɛm ɡɾɐndɛ kɐntidɐdɛ nos tɛmpos dɛ ɾɛɐsɐ̃w̃ dɛ 4 ɐ 5
-oɾɐs dɛ ɾɛɐsɐ̃w̃. ɛʃtɛs intɛɾmɛdiaɾios sɐ̃w̃ os ultimos ɐ dɛzɐpɐɾɛzɛɾ poɾ fɐzɛɾɛ̃
-pɐɾtɛ dɐ ɛtɐpɐ lɛntɐ dɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃, konfomɛ ʒa sitɐdo. 4.3.1.4
-kɐɾɐktɛɾizɐsɐ̃w̃ fiziko-kʷimikɐ do biodiɛzɛl pɾoduzido nɐ fiɡʁɐ 28 e ɐpʁɛzɛntɐdɐ
-imɐʒɛns dos pɾodutos ɾɛɐzionajs kom (ɐ) ɔlɛo ɾɛziduɐl, kʷɛ e majs ɛʃkuɾo ɛ (b)
-kom ɔlɛo dɛ soʒɐ komɛɾsiɐl, dɛ koloɾɐsɐ̃w̃ ɐmɐɾɛlɐ. ɛm ɐmbɐs fiɡʁɐs ɐ fɐzɛ ɾikɐ
-ɛm ɡlizɛɾinɐ e majs dɛnsɐ, sɛndo ɐ kɐmɐdɐ infɛɾioɾ. (b) (ɐ) ɾɛɐlizowu-sɛ ɐ
-kɐɾɐktɛɾizɐsɐ̃w̃ fiziko-kʷimikɐ do pɾoduto dɐ ɾɛɐsɐ̃w̃ dɛ mɛloɾ kondisɐ̃w̃, owu sɛʒɐ,
-utilizɐndo kɐtɐlizɐdoɾ kom tɛoɾ dɛ 5%, ɾɐzɐ̃w̃ molɐɾ alkowol:ɔlɛo dɛ 6:1 ɛ tɛmpo dɛ
-kɐlsinɐsɐ̃w̃ do kɐtɐlizɐdoɾ dɛ 30 min. ɐs pɾopʁiɛdɐdɛs fiziko-kʷimikɐs sɐ̃w̃
-ɐpʁɛzɛntɐdɐs nɐ tɐbɛlɐ 6. * limitɛs konfoɾmɛ tɐbɛlɐ 1. pɐɾɐ os ɛʃtɐdos nɐ̃w̃
-kontɛmplɐdos nɐ tɐbɛlɐ o ponto dɛ ɛntupimɛnto dɛ filtɾo ɐ fɾio pɛɾmɐnɛzɛɾa 19°k.
--- nɐ̃w̃ ɾɛɐlizowu-sɛ ɐ ɐnalizɛ. obsɛɾvɐ-sɛ nɐ tɐbɛlɐ 5 kʷɛ todɐs ɐs ɐmoʃtɾɐʃ
-ɐpʁɛzɛntɐɾɐm, mɐʃsɐ ɛʃpɛzifikɐ, viʃkozidɐdɛ, ponto dɛ ɛntupimɛnto dɛ filtɾo ɐ
-fɾio, koʁozividɐdɛ ɐo kobʁɛ, indizɛ dɛ ɐzidɛz ɛ tɛoɾ dɛ eʃtɛɾ, dɛntɾo doʃ
-limitɛs pɾɛviʃtos nɐ ɛʃpɛzifikɐsɐ̃w̃ bɾɐzilɛjɾɐ. ɐ mɛnoɾ ɛʃtɐbilidɐdɛ oksidɐtivɐ
-dɛvɛ tɛɾ okoʁido dɛvido ɐos pɾozɛʃsos dɛ fɾituɾɐ ɐntɛɾioɾɛs ɐo uzo nɐ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɛ pɛlɐ ɐnalizɛ dɐ kompozisɐ̃w̃ dɛʃtɛs ɔlɛos, obsɛɾvɐ-sɛ ɐ
-pɾɛzɛnsɐ dɛ kɐdɛjɐs kɐɾbonikɐs insɐtuɾɐdɐs, kontɾibujndo pɐɾɐ ɛʃsɐ bajksɐ
-ɛʃtɐbilidɐdɛ oksidɐtivɐ. o ɛlɛvɐdo tɛoɾ dɛ mɛtajs okoʁew dɛvido ɐo sɐl nɐkl ɛ
-tɛmpɛɾos uzɐdos nos ɐlimɛntos ɐntɛs dɐ fɾituɾɐ. o mɐjoɾ tɛoɾ dɛ ɛnksofʁɛ tɐmbẽ
-dɛvɛ tɛɾ okoʁido pɛlɐ ɛstɾɐsɐ̃w̃ dɛ kompoʃtos sulfuɾɐdos pɾɛzɛntɛs ɛm ɐlimɛntos.
-ɐlimɛntos konʒɛlɐdos tɛndɛm ɐ awmɛntɐɾ o tɛoɾ dɛ aɡɐ no ɔlɛo ɛ tɐmbem o
-ɐɾmɐzɛnɐmɛnto inkoʁɛto do pɾoduto podɛ ɛlɛvɐɾ o tɛoɾ dɛ aɡɐ dɛvido ɐ ɐbsoɾsɐ̃w̃
-dɐ umidɐdɛ do ɐɾ, ɛsplikɐndo o tɛoɾ pɐɾɐ biodiɛzɛl pɾovindo dɛ ɔlɛo komɛɾsiɐl.
-4.3.2 ɾewtilizɐsɐ̃w̃ dɛ kɐtɐlizɐdoɾ nɐ fiɡʁɐ 29 sɐ̃w̃ ɐpʁɛzɛntɐdos os ɾɛndimɛntoʃ
-dɛpowis dɐ ɾewtilizɐsɐ̃w̃ do kɐtɐlizɐdoɾ kom ɔlɛo ɾɛziduɐl. ɛm ɐpɛnɐs dowis sikloʃ
-dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ ɐ konvɛɾsɐ̃w̃ obtɛvɛ ɾɛndimɛntos ɐltos, ʒa no tɛɾsɛjɾo siklo
-o kɐtɐlizɐdoɾ pɛɾdew totɐlmɛntɛ ɐ ɐtividɐdɛ. dɛvɛ-sɛ ɾɛʃsɐltɐɾ kʷɛ ɐ
-ʁewtilizɐsɐ̃w̃ fowi fɛjtɐ sɛm submɛtɛɾ o kɐtɐlizɐdoɾ ɐ umɐ novɐ kɐlsinɐsɐ̃w̃. ɛ dɛʃsɐ
-foɾmɐ o kɐtɐlizɐdoɾ podɛ tɛɾ sido idʁɐtɐdo ɛ pɛɾdew-sɛ ɐ ɐtividɐdɛ no tɛɾsɛjɾo
-siklo. 4.3.3 tɛʃtɛ dɛ liksiviɐsɐ̃w̃ dɛ kɐtɐlizɐdoɾ mujtos kɐtɐlizɐdoɾɛʃ
-konsidɛɾɐdos ɛtɛɾoʒenɛos sɐ̃w̃ nɐ vɛɾdɐdɛ omoʒenɛos, umɐ vɛz kʷɛ a liksiviɐsɐ̃w̃
-do mɛtɐl pɐɾɐ ɐ solusɐ̃w̃ foɾmɐndo alkowɔksidos dɛʃtɛs mɛtajs. iʃto nɐ̃w̃ e dɛzɛʒɐdo
-poɾkʷɛ implikɐ nɐ ɛlɛvɐdɐ kɐntidɐdɛ dɛ uzo dɛ aɡɐ pɐɾɐ lɐvɐʒɛm do kɐtɐlizɐdoɾ
-omoʒenɛo, ʒɛɾɐndo impɐkto ɐmbiɛntɐl. pɐɾɐ ɐvɐliɐɾmos sɛ owuvɛ liksiviɐsɐ̃w̃,
-konduz-sɛ ɐ ɾɛɐsɐ̃w̃ ɛm pɾɛzɛnsɐ do kɐtɐlizɐdoɾ sɔlido ɐte 90 minutos dɛ ɾɛɐsɐ̃w̃.
-ɐpɔs ɛʃtɛ tɛmpo, o kɐtɐlizɐdoɾ fowi ɾɛtiɾɐdo poɾ filtɾɐsɐ̃w̃ ɛ ɐ ɾɛɐsɐ̃w̃ fowi
-konduzidɐ ɐte ɐtinʒiɾ 180 minutos dɛ sintɛzɛ. kɐzo ɐ liksiviɐsɐ̃w̃ foʃsɛ
-siɡnifikɐtivɐ, ɐ ɾɛɐsɐ̃w̃ okoʁɛɾiɐ mɛʃmo nɐ awzensiɐ do kɐtɐlizɐdoɾ sɔlido. nɐ
-fiɡʁɐ 30 obsɛɾvɐ-sɛ kʷɛ dɛpowis dɐ ɾɛtiɾɐdɐ do kɐtɐlizɐdoɾ, ɛm 90 minutos dɛ
-ʁɛɐsɐ̃w̃, ɐ konvɛɾsɐ̃w̃ mɐntɛvɛ pɾɐtikɐmɛntɛ konstɐntɛ o kʷɛ indikɐ kʷɛ a
-pɾɛdominansiɐ dɐ kɐtalizɛ ɛtɛɾoʒenɛɐ ɛ ɐs ɛʃpeziɛs liksiviɐdɐs nɐ̃w̃ poʃsuɛm pɐpɛl
-komo kɐtɐlizɐdoɾɛs omoʒenɛos. owutʁo tɛʃtɛ fowi ɾɛɐlizɐdo utilizɐndo ɔlɛo
-komɛɾsiɐl. ɐ kɐɾɡɐ dɛ 5% dɛ kɐtɐlizɐdoɾ fowi kolokɐdɐ ɛm kontɐto kom o mɛtɐnol ɛ
-mɐntidos sob ɐs mɛʃmɐs kondisõj̃s dɛ ɐʒitɐsɐ̃w̃ ɛ tɛmpɛɾɐtuɾɐ ditɐs ɐntɛɾioɾmɛntɛ
-poɾ 8 oɾɐs, sɛm ɐ pɾɛzɛnsɐ do ɔlɛo. ɛm sɛɡʷidɐ, ɐ ɐʒitɐsɐ̃w̃ fowi intɛʁompidɐ, o
-sɔlido fowi ɾɛmovido poɾ filtɾɐsɐ̃w̃, ɛ ɐ solusɐ̃w̃ mɛtɐnol fowi kolokɐdo ɛm kontɐto
-kom o ɔlɛo komɛɾsiɐl, pɐɾɐ pɾozɛdɛɾ ɐ ɾɛɐsɐ̃w̃. ɛm owutʁɐs pɐlɐvʁɐs, ɐ ɾɛɐsɐ̃w̃ dɛ
-tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ fowi ɾɛɐlizɐdɐ nɐ awzensiɐ dɛ kɐtɐlizɐdoɾ, mɐs nɐ pɾɛzɛnsɐ dɛ
-mɛtɐnol kontɛndo poʃsivɛjs ɛʃpeziɛs liksiviɐdɐs. ɐpɔs 8 oɾɐs, ɐ ɾɛɐsɐ̃w̃ fowi
-pɐɾɐdɐ ɛ ɐ konvɛɾsɐ̃w̃ dɛ eʃtɛɾ mɛtiliko obtido fowi dɛ 1%, owu sɛʒɐ, pɾɐtikɐmɛntɛ
-nɐ̃w̃ owuvɛ ɾɛɐsɐ̃w̃. ɐmbos ɾɛzultɐdos konfiɾmɐm kʷɛ ɐ ɾɛɐsɐ̃w̃ nɐ̃w̃ okoʁɛ poɾ ɾotɐ dɛ
-kɐtalizɛ omoʒenɛɐ, pɾɛdominɐndo ɐʃsim ɐ kɐtalizɛ ɛtɛɾoʒenɛɐ, komo dɛzɛʒɐdo.
-4.3.4 dopɐʒɛm do kɐtɐlizɐdoɾ tɐ kom litio ɐs ɾɛɐsõj̃s utilizɐndo ɔlɛo dɛ soʒɐ
-komɛɾsiɐl ɛ ɔlɛo ɾɛziduɐl kom o kɐtɐlizɐdoɾ dopɐdo kom litio, okoʁew utilizɐndo
-ɐ ɾɐzɐ̃w̃ molɐɾ mɛtɐnol/ɔlɛo 6:1 tɛmpɛɾɐtuɾɐ dɛ ɾɛɐsɐ̃w̃ sob ɾɛflukso, ɐʒitɐsɐ̃w̃
-mɛkanikɐ 700 ɾpm ɛ 5% dɛ kɐtɐlizɐdoɾ kɐlsinɐdo ɛm foɾno muflɐ ɐ 500 °k poɾ 30
-minutos. ɐs ɾɛɐsõj̃s dɛ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃ foɾɐm konduzidɐs, kom ɾɛtiɾɐdɐ dɛ
-ɐlikotɐs dɛ 20 ɛm 20 minutos pɐɾɐ dozɐʒɛm do tɛoɾ dɛ eʃtɛɾ poɾ ɾmn 1. nɐ
-fiɡʁɐ 31 ɐ konvɛɾsɐ̃w̃ dɛ eʃtɛɾɛs mɛtilikos obtɛvɛ-sɛ ɛm umɐ oɾɐ dɛ ɾɛɐsɐ̃w̃ 95%
-pɐɾɐ o kɐtɐlizɐdoɾ dopɐdo kom li, ɾɛduzindo o tɛmpo dɛ ɾɛɐsɐ̃w̃ kʷɛ ɐntɛs fowi dɛ
-8 pɐɾɐ 1 utilizɐndo ɔlɛo dɛ soʒɐ komɛɾsiɐl ɛ dɛ 3 pɐɾɐ 1 utilizɐndo ɔlɛo
-ʁɛziduɐl. e pɾovavɛl kʷɛ ɛʃtɛ mɛloɾ dɛzɛmpɛno do kɐtɐlizɐdoɾ sɛʒɐ dɛ umɐ
-liksiviɐsɐ̃w̃ do litio, pɾomovɛndo ɐʃsim ɐ kɐtalizɛ omoʒenɛɐ. 4.3.5 lɛvɐntɐmɛnto
-dɛ dɐdos pɾɐtikɐmɛntɛ todɐs ɐs lɐnkonɛtɛs dɐ ufmɡ utilizɐm ɔlɛos dɛ soʒɐ,
-ɐpɛnɐs umɐ utilizɐ ɔlɛo dɛ ʒiɾɐʃsol ɛ owutʁɐ ɔlɛo dɛ pɐlmɐ, pɐɾɐ fɾituɾɐ doʃ
-ɐlimɛntos komo bɐtɐtɐ, bɐkon, linɡʷisɐ, sɐlɡɐdos ɛ owutʁos. o ɾɛkolimɛnto dɛʃsɛʃ
-ɔlɛos ɾɛziduajs e ɾɛɐlizɐdo pɛlɐ ɛmpɾɛzɐ ɾɛkɔlɛo, kʷɛ diʃponibilizɐ tɐmboɾɛs dɛ
-plaʃtikos fɛkɐdos pɐɾɐ o ɐɾmɐzɛnɐmɛnto ɛ kɐndo ɛʃtɐ̃w̃ kɛjos ɐ pɾɔpʁiɐ
-lɐnkonɛtɛ ɛntɾɐ ɛm kontɐto kom ɐ ɛmpɾɛzɐ pɐɾɐ buʃkɐɾ, ɛm tɾokɐ ɾɛzɛbɛm pɾodutoʃ
-dɛ limpɛzɐ komo aɡɐ sɐnitaɾiɐ, ɾodo, pɐno dɛ kɐ̃w̃ ɛ owutʁos. ɛʃtɛs ɔlɛoʃ
-ɐpʁɛzɛntɐm ɐʃpɛktos ɛ kɐlidɐdɛs diʃtintɐs, konfoɾmɛ moʃtɾɐdo nɐ fiɡʁɐ 32.
-fiɡʁɐ 32 - ɐmoʃtɾɐ kolɛtɐdɐs dɛ ɔlɛos ɾɛziduajs dos ɾɛʃtawɾɐntɛs dɐ ufmɡ oʃ
-volumɛs ɐpuɾɐdos sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 6. ɐpuɾowu-sɛ kʷɛ a um konsumo dɛ
-12.000 litʁos poɾ mes dɛ ɔlɛo diɛzɛl nos onibus intɛɾnos dɐ univɛɾsidɐdɛ ɛ
-10.000 litʁos poɾ mes pɐɾɐ kɐʁos ɛ ɛkʷipɐmɛntos komo koɾtɐdoɾɛs dɛ ɡɾɐmɐʃ
-movidos ɐ diɛzɛl. 4.3.6 ɛʃtudo dɐ viɐbilidɐdɛ 4.3.6.1 uzinɐ piloto dɛ biodiɛzɛl
-ɐ uzinɐ piloto dɛ biodiɛzɛl, ɐ sɛɾ konstɾujdɐ nɐ ufmɡ dɛvɛɾa tɾɐbɐlɐɾ ɛm ɾɛʒimɛ
-sɛmi-kontinuo. o fluksoɡʁɐmɐ do pɾozɛʃso e ɐpʁɛzɛntɐdo no ɐpendizɛ 4. 4.3.6.2
-ɛʃkopo dɐ unidɐdɛ piloto ɐ fiɡʁɐ 33, ɐpʁɛzɛntɐ o dɛzɛno ɛʃkʷɛmatiko
-tɾidimɛnsionɐl dɐ uzinɐ piloto pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl ɐ pɐɾtiɾ dɛ ɔlɛos dɛ
-oɾiʒɛm vɛʒɛtɐl, sɛʒɐ bɾuto (dɛɡomɐdo), owu ɐpɔs utilizɐdo nɐ pɾodusɐ̃w̃ dɛ
-ɐlimɛntos ɛm fɾituɾɐ. o pɾozɛʃso pɾopoʃto tɛm ɐ kɐpɐzidɐdɛ dɛ pɾodusɐ̃w̃ dɛ
-sinkʷɛntɐ (50) litʁos dɛ biodiɛzɛl poɾ bɐtɛlɐdɐs, sɛndo opɛɾɐdo ɛm ɾɛʒimɛ
-sɛmikontinuo. ɐ ɐlimɛntɐsɐ̃w̃ do siʃtɛmɐ sɛɾa dɛ 220v owu 380v tɾifaziko kõ
-potensiɐ totɐl dɛ 25kw. fiɡʁɐ 33 - uzinɐ modulɐɾ pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl
-4.3.7 dɛfinisɐ̃w̃ do invɛʃtimɛnto ɛ kuʃtos foɾɐm lɛvɐntɐdos os invɛʃtimɛntos ɛ
-kuʃtos buʃkɐndo infoɾmɐsõj̃s liɡɐdɐs ɐo mɛɾkɐdo, o majs ɾɛɐliʃtikɐs poʃsivɛjs.
-4.3.7.1 dɛfinisɐ̃w̃ dɛ vɐloɾɛs dɛ invɛʃtimɛnto os kuʃtos dɛ invɛʃtimɛnto dɐ uzinɐ
-piloto foɾɐm obtidos nɐ ɛmpɾɛzɐ biominɐs kʷɛ tɛm lɐɾɡɐ ɛspɛɾiensiɐ nɐ konfɛksɐ̃w̃
-dɛ uzinɐs piloto ɛ induʃtɾiɐl pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl. ɾɛʃsɐltɐ-sɛ kʷɛ o
-ɐluno ɡʃtɐvo ɾɛjs fɛz ɛʃtaʒio nɛʃtɐ ɛmpɾɛzɐ tɛndo sɛ infoɾmɐdo sobʁɛ
-ɛkʷipɐmɛntos ɛ kuʃtos. o invɛʃtimɛnto totɐl fowi kɐlkulɐdo pɛlɐ somɐ dos pɾɛsoʃ
-dɛ kompɾɐ dos ɛkʷipɐmɛntos kʷɛ kompõj̃m ɐ konstɾusɐ̃w̃ dɐ unidɐdɛ, obtidos poɾ
-foɾnɛzɛdoɾɛs. vɐloɾ totɐl do invɛʃtimɛnto ɾ$ 179.597,56 4.3.7.2 kuʃtos dɛ
-opɛɾɐsɐ̃w̃ dɛfinisɐ̃w̃ dos kuʃtos fiksos no pɾɛzɛntɛ tɾɐbɐlo, os kuʃtos fiksos foɾɐ̃
-dɛfinidos komo mɐ̃w̃ dɛ obʁɐ ɛ dɛpʁɛziɐsɐ̃w̃, viʃto nɐ tɐbɛlɐ 9. os kuʃtos dɛ
-mɐ̃w̃-dɛ-obʁɐ sɐ̃w̃ bajksos powis pɛlo fɐto dɐ unidɐdɛ fikɐɾ situɐdɐ nɐ ufmɡ, dɛvɛɾa
-sɛɾ opɛɾɐdɐ poɾ ɛʃtɐʒiaɾios dɛ nivɛl medio (teknikos) ɛ dɛ nivɛl supɛ��ioɾɛs poɾ
-ɐlunos dɛ iniziɐsɐ̃w̃ siɛntifikɐ. ɐ dɛpʁɛziɐsɐ̃w̃ konsiʃtɛ nɐ dɛʃvɐloɾizɐsɐ̃w̃ dɛ ũ
-bɛm dɛvido ɐo sew tɛmpo dɛ vidɐ util ɛ e um fɐtoɾ kʷɛ dɛvɛ sɛɾ lɛvɐdo ɛ̃
-konsidɛɾɐsɐ̃w̃ no pɾozɛʃso dɛ ɐnalizɛ dɛ um invɛʃtimɛnto. o vɐloɾ ɾɛziduɐl dɛ ũ
-bɛm e o vɐloɾ kʷɛ o ɐtivo e vɛndido ɐpɔs o pɛɾiodo dɛ suɐ vidɐ util. nɛʃtɛ
-ɛzɛmplo o tɛmpo dɛ vidɐ dos ɛkʷipɐmɛntos konsidɛɾowu sɛɾ dɛ 20 ɐnos, ɛ no fĩ
-dɛʃtɛ pɛɾiodo o vɐloɾ dɛ vɛndɐ, sɛɾa dɛ ɾ$ 70.000,00, sɛndo ɛʃtɛ o vɐloɾ
-ʁɛziduɐl. ɐ dɛpʁɛziɐsɐ̃w̃ fowi kɐlkulɐdɐ subtɾajndo o vɐloɾ dɛ invɛʃtimɛnto do
-vɐloɾ ɾɛziduɐl, dividindo pɛlo tɛmpo dɛ vidɐ dos ɛkʷipɐmɛntos, kɛɡɐndo ɐo totɐl
-dɛ ɾ$ 5.479,92, poɾ ɐno, ɛ 457,00 poɾ mes kʷɛ sɛɾɐ̃w̃ somɐdos ɐos kuʃtos fiksos.
-4,3.7.2.2 dɛfinisɐ̃w̃ kuʃtos vɐɾiavɛjs os kuʃtos vɐɾiavɛjs sɐ̃w̃ mɐteɾiɐ pɾimɐ
-(ɔlɛo), alkowol, kɐtɐlizɐdoɾ ɛ ɾɛzinɐ dɛ tɾokɐ ionikɐ, viʃtos nɐs tɐbɛlɐs 10 ɛ
-11. tɐbɛlɐ 10 - pɾɛsos do ɔlɛo dɛ soʒɐ komɛɾsiɐl ɛ ɔlɛo ɾɛziduɐl o vɐloɾ dɛ 0,20
-sɛntɐvos pɐɾɐ o ɔlɛo dɛ fɾituɾɐ fowi ɛʃtimɐdo, powis sɛɾɐ̃w̃ kolɛtɐdos noʃ
-ʁɛʃtawɾɐntɛs do kɐmpus dɐ univɛɾsidɐdɛ ɛ os ɡɐʃtos sɛɾɐ̃w̃ ɐpɛnɐs kom ɐ kolɛtɐ
-dɛʃtɛs. 4.3.8 ɾɛzɛjtɐ o pɾɛso dɛ komɛɾsiɐlizɐsɐ̃w̃ do diɛzɛl e owutʁo fɐtoɾ dɛ
-ʁɛlɛvansiɐ ɐ sɛɾ ɐvɐliɐdo. ɐtuɐlmɛntɛ, o biodiɛzɛl e utilizɐdo komo umɐ miʃtuɾɐ
-ʒunto ɐo diɛzɛl. umɐ ɐltɛɾɐsɐ̃w̃ no pɾɛso dɛ kɐlkʷɛɾ um dos kombuʃtivɛjs lɛvɐɾa a
-ɐltɛɾɐsɐ̃w̃ do pɾɛso dɐ miʃtuɾɐ. (viʃkɐɾdi, 2005). nɐ tɐbɛlɐ 13 sɐ̃w̃ moʃtɾɐdos o
-pɾɛsos do diɛzɛl medio no ɛʃtɐdo dɛ minɐs ʒɛɾajs e dɛ ɾ$ 2,514/l ɛ pɐɾɐ o
-munizipio dɛ bɛlo oɾizontɛ ɾ$ 2,530 (ɐnp, 22/10/2014). nɛʃtɛ sɛntido, komo o
-diɛzɛl utilizɐdo nos onibus intɛɾnos dɐ univɛɾsidɐdɛ sɐ̃w̃ kompɾɐdos no munizipio
-dɛ bɛlo oɾizontɛ, ɛʃtɛ sɛɾa o vɐloɾ utilizɐdo no pɾɛzɛntɛ tɾɐbɐlo pɐɾɐ ɛfɛjtoʃ
-dɛ kompɐɾɐsɐ̃w̃. umɐ plɐntɐ dɛ biodiɛzɛl ɐpʁɛzɛntɐ, ɐlem do biodiɛzɛl, ɐ ɡlizɛɾinɐ
-komo subpɾoduto pɐʃsivɛl dɛ komɛɾsiɐlizɐsɐ̃w̃. alkowol ɛ kɐtɐlizɐdoɾ, ɾɛkupɛɾɐdos,
-sɛɾɐ̃w̃ ɾewtilizɐdos nɐ plɐntɐ ɛ foɾɐm sitɐdos nɐ ɾɛzɛjtɐ poɾkʷɛ ɾɛpʁɛzɛntɐɾɐ̃w̃ umɐ
-ɛkonomiɐ nos kuʃtos kom mɐteɾiɐs-pɾimɐs. ɐ ɡlizɛɾinɐ okoʁɛ komo um subpɾoduto
-ɛm umɐ plɐntɐ dɛ biodiɛzɛl ɛ ɐpʁɛzɛntɐ pɐɾtizipɐsɐ̃w̃ siɡnifikɐtivɐ nɐ ɾɛzɛjtɐ.
-pɐɾɐ ɛʃsɛ tɾɐbɐlo sew pɾɛso fowi konsidɛɾɐdo ɾ$1,50/kɡ (ɐbowiʃsɐ, 2014). o alkowol
-ɛ o kɐtɐlizɐdoɾ, konfoɾmɛ dito ɐntɛɾioɾmɛntɛ, sɛɾɐ̃w̃ ɾewtilizɐdos nɐ plɐntɐ ɛ
-ɛʃtɐ̃w̃ insɛɾidos nɐ ɾɛzɛjtɐ, powis ʒɛɾɐɾɐ̃w̃ umɐ diminujsɐ̃w̃ dos ɡɐʃtos. ɐʃsim, sewʃ
-pɾɛsos foɾɐm konsidɛɾɐdos identikos ɐos dɛ mɐteɾiɐs pɾimɐs. o kɐtɐlizɐdoɾ fowi
-ʁewtilizɐdo poɾ 2 siklos, sɛndo ɐʃsim, o vɐloɾ totɐl dɛ kɐtɐlizɐdoɾ utilizɐdo ɛ̃
-kɐdɐ bɐtɛlɐdɐ sɛɾɐ ɐ mɛtɐdɛ do pɾɛso ɾɛɐl. 4.3.9 flukso dɛ kajksɐ os ɾɛzultɐdoʃ
-finɐnsɛjɾos sɐ̃w̃ dɛtɛɾminɐdos ɐ pɐɾtiɾ dɛ fluksos dɛ kajksɐ, kʷɛ dɛpɛndɛɾɐ̃w̃ dɛ umɐ
-kombinɐsɐ̃w̃ dɛ ɾɛzɛjtɐs obtidɐs kom os ko-pɾodutos, kuʃtos dɛ kɐpitɐl ɛ suɐ
-ʁɛmunɛɾɐsɐ̃w̃, kuʃtos dɐs mɐteɾiɐs-pɾimɐs, kuʃtos opɛɾɐzionajs. ɐ plɐnilɐ dɛ
-flukso dɛ kajksɐ konsidɛɾɐ, itɛns dɛ kuʃtos difɛɾɛntɛs pɐɾɐ os difɛɾɛntɛs ɛlos dɐ
-kɐdɛjɐ pɾodutivɐ. os kuʃtos dividɛm-sɛ ɛm kɐpɛks (invɛʃtimɛntos) ɛ kuʃtoʃ
-opɛɾɐzionajs, fiksos ɛ vɐɾiavɛjs. o oɾizontɛ dɛ tɛmpo, owu sɛʒɐ, tɛmpo dɛ ɾɛtoɾno
-finɐnsɛjɾo, fowi konsidɛɾɐdo komo 5 ɐnos, sɛ o pɛɾiodo foɾ supɛɾioɾ ɐ ɛʃtɛ
-ɛʃtɐbɛlɛzido pɐɾɐ ɾɛkupɛɾɐɾ o invɛʃtimɛnto iniziɐl, o invɛʃtimɛnto nɐ̃w̃ dɛvɛ sɛɾ
-ɐzɛjto. ɐ ɐlikotɐ dɛ impoʃtos indiɾɛtos fowi konsidɛɾɐdɐ zɛɾo. todos os impoʃtoʃ
-insidɛntɛs nos insumos dɛ pɾodusɐ̃w̃ ʒa ɛʃtɐ̃w̃ konsidɛɾɐdos nos pɾɛsos dɛ kompɾɐ
-dɛʃtɛs insumos. ʒa pɐɾɐ os impoʃtos diɾɛtos, o pis/pɐzɛp ɛ kofins, tɐmbem fowi
-konsidɛɾɐdo zɛɾo, poɾ sɛɾ o biodiɛzɛl dɛ uzo kɐtivo dɐ ufmɡ. ɐ tɐksɐ ɐnuɐl dɛ
-dɛpʁɛziɐsɐ̃w̃ fowi konsidɛɾɐdɐ ɐkʷɛlɐ utilizɐdɐ pɛlo mɛɾkɐdo, owu sɛʒɐ, 5%, iʃto
-implikɐ ɛm umɐ dɛpʁɛziɐsɐ̃w̃ dos ɛkʷipɐmɛntos ɛm 20 ɐnos. pɐɾɐ o kalkulo dɐ tɐksɐ
-ɐnuɐl dɛ dɛpʁɛziɐsɐ̃w̃, konsidɛɾowu-sɛ kʷɛ o montɐntɛ totɐl do kɐpitɐl dɛ
-invɛʃtimɛnto pɾovem dɛ kɐpitɐl pɾɔpʁio do invɛʃtidoɾ. nɐ̃w̃ fowi konsidɛɾɐdo o uzo
-dɛ kɐpitɐl dɛ tɛɾsɛjɾos. owutʁɐ konsidɛɾɐsɐ̃w̃ fɛjtɐ e ɐ dɛ kʷɛ o ɾɛtoɾno ɛʃpɛɾɐdo
-do kɐpitɐl pɾɔpʁio sɛʒɐ dɛ, no minimo, 11%, owu sɛʒɐ, tɐksɐ sɛlik dɛ ɐɡoʃto dɛ
-2014, sɛndo ɛʃtɐ, ɐ tɐksɐ minimɐ dɛ ɐtʁɐtividɐdɛ. tɐbɛlɐ 14 - vɐloɾɛʃ
-konsidɛɾɐdos no kalkulo do flukso dɛ kajksɐ oɾizontɛ dɛ tɛmpo ( ɐnos ) tɐksɐ ɐnuɐl
-dɛ dɛpʁɛziɐsɐ̃w̃ 5 % ɐlikotɐ dɛ impoʃtos indiɾɛtos 0 % ɐlikotɐ dɛ impoʃtoʃ
-diɾɛtos ( pis/pɐzɛp ɛ 0 % kofins ) tɐksɐ ɐnuɐl dɛ dɛʃkonto 11% bɐlɐnso dɛ mɐʃsɐʃ
-kom bɐzɛ no diɐɡʁɐmɐ dɐ fiɡʁɐ 34 ɛʃkʷɛmɐtizowu-sɛ o flukso dɛ ɛntɾɐdɐ doʃ
-ʁɛɐʒɛntɛs ɛ saj́dɐ dos pɾodutos ɛ ɐ pɐɾtiɾ dos dɐdos do pɾozɛʃso ɐpʁɛzɛntɐdos nɐ
-tɐbɛlɐ 15, fowi dɛzɛnvolvidɐ umɐ plɐnilɐ dɛ kalkulo dɛ bɐlɐnso dɛ mɐʃsɐ, nɐ
-kɐl, os pɐɾamɛtʁos dɛ ɛntɾɐdɐ podɛm sɛɾ modifikɐdos ɐdɐptɐndo-os ɐo sɛnaɾio
-sɛlɛzionɐdo pɐɾɐ ɐnalizɛ. ɐ plɐnilɐ e iluʃtɾɐdɐ no ɐpendizɛ 2 pɐɾɐ umɐ situɐsɐ̃w̃
-ɛzɛmplo. fiɡʁɐ 34 - diɐɡʁɐmɐ pɐɾɐ kalkulo do bɐlɐnso dɛ mɐʃsɐs kalkulo dɐ
-viɐbilidɐdɛ ɛkonomikɐ no pɾɛzɛntɛ ɛʃtudo, os vɐloɾɛs ɐzimɐ pɐɾɐ os kalkulos dɛ
-flukso dɛ kajksɐ, ɐs konsidɛɾɐsõj̃s fɛjtɐs ɛ os vɐloɾɛs obitidos pɛlo kalkulo do
-bɐlɐnso dɛ mɐʃsɐs, fowi dɛzɛnvolvidɐ umɐ plɐnilɐ pɐɾɐ o kalkulo dɐ viɐbilidɐdɛ
-ɛkonomikɐ do invɛʃtimɛnto no kɐl, os pɐɾamɛtʁos dɛ ɛntɾɐdɐ podɛm sɛɾ
-modifikɐdos ɐdɐptɐndo-os ɐo sɛnaɾio sɛlɛzionɐdo pɐɾɐ ɐnalizɛ. ɐ plɐnilɐ e
-iluʃtɾɐdɐ no ɐpendizɛ 3 pɐɾɐ umɐ situɐsɐ̃w̃. influensiɐ dɐ kɐpɐzidɐdɛ pɾodutivɐ
-utilizɐndo-sɛ vɐloɾɛs obtidos nɐ tɐbɛlɐ dɛzɛnvolvidɐ no ɐpendizɛ 3, foɾɐ̃
-kɐlkulɐdos os vɐloɾɛs do vpl , dɐ tiɾ ɛ do pɐjbɐkk pɐɾɐ ɐs simulɐsõj̃s dɛ
-difɛɾɛntɛs sɛnaɾios. nɐ tɐbɛlɐ 16, os kalkulos ɛfɛtuɐdos foɾɐm pɐɾɐ ɐ pɾodusɐ̃w̃
-dɛ biodiɛzɛl nɐ unidɐdɛ piloto uzɐndo-sɛ o kɐtɐlizɐdoɾ nɐ̃w̃ dopɐdo kom o tɛmpo dɛ
-ʁɛɐsɐ̃w̃ dɛ 8 oɾɐs, simulɐndo os ɾɛzultɐdos obtidos nos ɛspɛɾimɛntos ɾɛɐlizɐdoʃ
-ɛm ɛʃkɐlɐ dɛ bɐnkɐdɐ pɐɾɐ o ɔlɛo dɛ soʒɐ komɛɾsiɐl. nɐ tɐbɛlɐ 17, os kalkuloʃ
-ɛfɛtuɐdos foɾɐm pɐɾɐ ɐ pɾodusɐ̃w̃ utilizɐndo o kɐtɐlizɐdoɾ dopɐdo kom o tɛmpo dɛ
-ʁɛɐsɐ̃w̃ dɛ 1 oɾɐ, pɐɾɐ o ɔlɛo dɛ soʒɐ komɛɾsiɐl. dɛ ɐkoɾdo kom os ɾɛzultɐdoʃ
-ɐpʁɛzɛntɐdos nɐs tɐbɛlɐs 17 ɛ 18, podɛ-sɛ pɛɾsɛbɛɾ kʷɛ, o pɾɛso dɛ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl ɐpʁɛzɛntowu ɛlɛvɐdo vɐloɾ, kɐndo sɛ utilizɐ komo mɐteɾiɐ pɾimɐ o ɔlɛo
-dɛ soʒɐ komɛɾsiɐl, dɛvido pɾinsipɐlmɛntɛ ɐo sew ɐlto kuʃto. kɐnto mɐjoɾ suɐ
-pɾodusɐ̃w̃, mɐjoɾ sɐ̃w̃ os kuʃtos ɐnuajs, ɐpʁɛzɛntɐndo vpl nɛɡɐtivo. o pɾɛso do
-biodiɛzɛl diminuj kom ɐ ɛʃkɐlɐ (volumɛ dɐ bɐtɛlɐdɐ) dɛvido ɐ mɐjoɾ pɾodusɐ̃w̃ dɛ
-ɡlizɛɾinɐ, mɐs ɛʃtɐ ɾɛdusɐ̃w̃ nɐ̃w̃ sɛɾiɐ o sufiziɛntɛ pɐɾɐ ɐpʁɛzɛntɐɾ viɐbilidɐdɛ.
-nɐs tɐbɛlɐs 18 ɛ 19 sɐ̃w̃ konsidɛɾɐdɐs ɐs ɾɛɐsõj̃s kom ɔlɛo ɾɛziduɐl ɛ kom o
-kɐtɐlizɐdoɾ sɛm dopɐdɐɾ ɛ dopɐdo kom litio, ɾɛʃpɛktivɐmɛntɛ. dɛ ɐkoɾdo kom oʃ
-ʁɛzultɐdos ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 18, podɛ-sɛ pɛɾsɛbɛɾ kʷɛ, o vpl poʃsuj vɐloɾ
-nɛɡɐtivo pɐɾɐ ɐs kɐpɐzidɐdɛs dɛ pɾodusɐ̃w̃ e dɛ 50 ɛ 100 litʁos poɾ bɐtɛlɐdɐ, ɐo
-awmɛntɐɾ ɐ pɾodusɐ̃w̃ pɐɾɐ 200 litʁos poɾ bɐtɛlɐdɐ, ɐpʁɛzɛntɐ vpl pozitivo, tɛmpo
-dɛ ɾɛtoɾno dɛ 3,76 ɐnos ɛ tiɾ mɐjoɾ kʷɛ ɐ tmɐ. dɛ ɐkoɾdo kom os ɾɛzultɐdoʃ
-ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 19, podɛ-sɛ pɛɾsɛbɛɾ kʷɛ, o vpl poʃsuj vɐloɾ nɛɡɐtivo
-pɐɾɐ ɐ kɐpɐzidɐdɛ dɛ pɾodusɐ̃w̃ dɛ 50 litʁos poɾ bɐtɛlɐdɐ, ɐo awmɛntɐɾ ɐ pɾodusɐ̃w̃
-poɾ bɐtɛlɐdɐ pɐɾɐ 100 litʁos, ɐpʁɛzɛntɐ vpl pozitivo ɛ tɛmpo dɛ ɾɛtoɾno dɛ 3,876
-ɐnos ɛ tiɾ mɐjoɾ kʷɛ ɐ tmɐ, ɛ o awmɛnto ajndɐ majs pɐɾɐ 200 litʁos poɾ bɐtɛlɐdɐ,
-ɛʃtɛ ɐpʁɛzɛntɐ vpl pozitivo, tɛmpo dɛ ɾɛtoɾno dɛ 0,89 ɐnos ɛ tiɾ mɐjoɾ kʷɛ ɐ
-tmɐ. nos kɐtʁos sɛnaɾios ɛʃtudɐdos ( tɐb. 16, 17, 18 ɛ 19), o vɐloɾ do pɾɛso do
-biodiɛzɛl kaj konsidɛɾɐvɛlmɛntɛ ɐo sɛ uzɐɾ ɔlɛo ɾɛziduɐl, o kʷɛ moʃtɾɐ
-klɐɾɐmɛntɛ o impɐkto do pɾɛso dɐ mɐteɾiɐ-pɾimɐ no biokombuʃtivɛl pɾoduzido, sɛ̃
-fɐlɐɾ nɐ kʷɛʃtɐ̃w̃ dɐ ɛʃkɐlɐ, kʷɛ tɾɐz ɡɐnos siɡnifikɐtivos a mɛdidɐ kʷɛ awmɛntɐ.
-nɛʃtɛ kɐzo ɐnɐlizowu-sɛ ɐpɛnɐs ɐ influensiɐ do kɐtɐlizɐdoɾ dopɐdo kom mɛtɐl. pɛlɐ
-kompɐɾɐsɐo dos ɾɛzultɐdos dɐ ɛʃkɐlɐ dɛ bɐnkɐdɐ o kɐtɐlizɐdoɾ dopɐdo konsɛɡʷiw
-konvɛɾsõj̃s ɐltɐs ɛm ɐpɛnɐs 1 oɾɐ dɛ ɾɛɐsɐ̃w̃ pɐɾɐ os dowis tipos dɛ ɔlɛo
-utilizɐdos, iʃso fɐz kom kʷɛ ɐ pɾodusɐ̃w̃ awmɛntɛ ɛ kom iʃso pɾoduzɐ majʃ
-biodiɛzɛl podɛndo viɐbilizɐɾ o invɛʃtimɛnto. ɛntɾɛtɐnto, e nɛzɛʃsaɾio ajndɐ
-ɐvɐliɐɾ ɐ liksiviɐsɐ̃w̃ do litio no pɾoduto. os kalkulos ɛfɛtuɐdos sɐ̃w̃ bɐzɛɐdos no
-invɛʃtimɛnto dɛ pɾodusɐ̃w̃ dɛ 100 litʁos poɾ bɐtɛlɐdɐ utilizɐndo kɐtɐlizɐdoɾ
-dopɐdo ɛ ɔlɛo ɾɛziduɐl konfoɾmɛ moʃtɾɐ ɐ tɐbɛlɐ 20. ɐ pɐɾtiɾ dos dɐdoʃ
-ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 20, konstɾuju-sɛ um ɡɾafiko do vɐloɾ do vpl ɛm funsɐ̃w̃ do
-pɾɛso do kɐtɐlizɐdoɾ, konfoɾmɛ podɛ sɛɾ vɛɾifikɐdo pɛlɐ fiɡʁɐ 35. poɾtɐnto,
-pɐɾɐ vɐloɾɛs ɐzimɐ dɛʃtɛ, ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl sɛ toɾnɐ inviavɛl. 4.3.11.3
-influensiɐ do pɾɛso do ɔlɛo kom bɐzɛ nɐ tɛknoloʒiɐ dɛ pɾodusɐ̃w̃ ɐtuɐlmɛntɛ
-diʃponivɛl, o ɔlɛo ɾɛpʁɛzɛntɐ ɐ mɐjoɾ fontɛ dɛ kontɾibujsɐ̃w̃ nos kuʃtos dɛ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl. kɐndo sɛ utilizɐ um ɔlɛo dɛ soʒɐ bɾuto dɛɡomɐdo, ɛʃtɐ
-kontɾibujsɐ̃w̃ kɛɡɐ ɐ ɐtinʒiɾ sɛɾkɐ dɛ 72% do totɐl. nɛʃsɛ sɛntido, ɐ ɾɛdusɐ̃w̃ noʃ
-kuʃtos dɛʃtɐ mɐteɾiɐ-pɾimɐ koʁɛʃpondɛ a pɾinsipɐl fontɛ dɛ ɛkonomiɐ do
-pɾozɛʃso. pɐɾɐ ɐvɐliɐɾ ɐ kontɾibujsɐ̃w̃ do kuʃto dɛ ɔlɛo nɐ kʷɛdɐ dos kuʃtos dɛ
-pɾodusɐ̃w̃ ɛ konsɛk̈ɛntɛ ɾɛdusɐ̃w̃ no pɾɛso dɛ pɾodusɐ̃w̃ do biodiɛzɛl, fowi
-konsidɛɾɐdɐ, ɐ ɐnalizɛ dos ɾɛzultɐdos ɾɛɐlizɐdos ɛm ɛʃkɐlɐ dɛ bɐnkɐdɐ. ɐ
-konvɛɾsɐ̃w̃ dɛ eʃtɛɾɛs mɛtilikos pɐɾɐ ɛʃtɛs difɛɾɛntɛs ɔlɛos, ɾɛkʷɛɾ tɛmpoʃ
-difɛɾɛntɛs, sɛndo kʷɛ pɐɾɐ o ɔlɛo komɛɾsiɐl e nɛzɛʃsaɾio 8 oɾɐs dɛ ɾɛɐsɐ̃w̃,
-obtɛndo konvɛɾsɐ̃w̃ dɛ 95% dɛ eʃtɛɾɛs mɛtiikos, no kɐl sɛɾiɐ poʃsivɛl ɐpɛnɐs umɐ
-bɐtɛlɐdɐ poɾ diɐ, ʒa o ɔlɛo ɾɛziduɐl e nɛzɛʃsaɾio 3 oɾɐs dɛ ɾɛɐsɐ̃w̃ ɛ sɛɾiɐ
-poʃsivɛl ɾɛɐlizɐɾ duɐs bɐtɛlɐdɐs poɾ diɐ. nɐs ɾɛɐsõj̃s kom kɐtɐlizɐdoɾ dopɐdo,
-tɐnto ɐ utilizɐsɐ̃w̃ do ɔlɛo komɛɾsiɐl kɐnto do ɔlɛo ɾɛziduɐl, owuvɛ konvɛɾsõj̃ʃ
-ɐzimɐ dɛ 95% ɛm umɐ oɾɐ, mɐs kompɐɾɐndo o kuʃto dos ɔlɛos, o ɔlɛo dɛ soʒɐ
-komɛɾsiɐl e supɛɾioɾ ɐo pɾɛso ɛʃtipulɐdo pɐɾɐ vɛndɐ do biodiɛzɛl, ɐʃsim, suɐ
-pɾodusɐ̃w̃ sɛɾiɐ inviavɛl ʒɛɾɐndo ɐpɛnɐs dɛʃpɛzɐs. os kalkulos ɛfɛtuɐdos sɐ̃w̃
-bɐzɛɐdos no invɛʃtimɛnto dɛ pɾodusɐ̃w̃ dɛ 100 litʁos poɾ bɐtɛlɐdɐ utilizɐndo
-kɐtɐlizɐdoɾ dopɐdo ɛ ɔlɛo ɾɛziduɐl, konfoɾmɛ moʃtɾɐ ɐ tɐbɛlɐ 21. ɐ pɐɾtiɾ doʃ
-dɐdos ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 21 konstɾuju-sɛ um ɡɾafiko do pɾɛso do ɔlɛo ɛ̃
-funsɐ̃w̃ do vɐloɾ do vpl kʷɛ, konfoɾmɛ podɛ sɛɾ vɛɾifikɐdo pɛlɐ fiɡʁɐ 36.
-poɾtɐnto, pɐɾɐ vɐloɾɛs ɐzimɐ dɛʃtɛ, ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl sɛ toɾnɐ inviavɛl.
-pɐɾɐ o invɛʃtimɛnto sɛɾ viavɛl utilizɐndo ɔlɛo dɛ soʒɐ komɛɾsiɐl, o kuʃto dɛʃtɛ
-tɛɾiɐ kʷɛ sɛɾ ɐbajkso dɛ ɾ$ 0,21 o litʁo, o kʷɛ e impɾovavɛl. 4.3.11.4 influensiɐ
-do pɾɛso do alkowol nɛʃtɛ kɐzo, nɐ̃w̃ sɛ ɐnɐlizowu-sɛ ɐ influensiɐ do pɾɛso doʃ
-difɛɾɛntɛs alkowojs, mɛtɐnol ɛ ɛtɐnol dɛvido ɐos ɾɛzultɐdos obtidos ɛm ɛʃkɐlɐ dɛ
-bɐnkɐdɐ, powis ɐ ɾɛɐsɐ̃w̃ dɛ tɾɐnsɛʃtɛɾifikɐsɐo ɡɐʃtowu-sɛ tɛmpo ɛlɛvɐdo, sɛɾkɐ dɛ
-10 oɾɐs pɐɾɐ ɐ konvɛɾsɐ̃w̃ dɛ ɐpɛnɐs 35 % utilizɐndo ɔlɛo ɾɛziduɐl ɛ pɐɾɐ ɔlɛo
-komɛɾsiɐl kɛɡɐndo ɐ konvɛɾsɐ̃w̃ 30% ɛm 16 oɾɐs. vɐntɐʒozo nɛʃtɛ kɐzo utilizɐɾ
-mɛtɐnol, ɛntɐ̃w̃ todos os kalkulos foɾɐm utilizɐndo o pɾɛso do mɛtɐnol. oʃ
-kalkulos ɛfɛtuɐdos sɐ̃w̃ bɐzɛɐdos no invɛʃtimɛnto dɛ pɾodusɐ̃w̃ dɛ 100 litʁos poɾ
-bɐtɛlɐdɐ utilizɐndo kɐtɐlizɐdoɾ dopɐdo ɛ ɔlɛo ɾɛziduɐl, konfoɾmɛ moʃtɾɐ ɐ tɐbɛlɐ
-22. ɐ pɐɾtiɾ dos dɐdos ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 22, konstɾuju-sɛ um ɡɾafiko do
-vɐloɾ do vpl ɛm funsɐ̃w̃ do pɾɛso do alkowol, konfoɾmɛ podɛ sɛɾ vɛɾifikɐdo pɛlɐ
-fiɡʁɐ 37. dɛ ɐkoɾdo kom os ɾɛzultɐdos ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 37, podɛ-sɛ
-pɛɾsɛbɛɾ kʷɛ, kom o pɾɛso dɛ kuʃto do mɛtɐnol no vɐloɾ dɛ ɾ$ 1,76, ɐ pɾodusɐ̃w̃ dɛ
-biodiɛzɛl ɐtinʒɛ ɐ ɾɛʒiɐ̃w̃ dɛ bɾɛɐk ɛvɛn. poɾtɐnto, pɐɾɐ vɐloɾɛs ɐzimɐ dɛʃtɛ, ɐ
-pɾodusɐ̃w̃ dɛ biodiɛzɛl sɛ toɾnɐ inviavɛl. sɛ nɐ̃w̃ okoʁɛʃsɛ o ɾɛziklo do alkowol o
-pɾɛso dɛ kuʃto dɛʃtɛ pɐɾɐ kʷɛ ɐtinʒɐ ɐ ɾɛʒiɐ̃w̃ do bɾɛɐk ɛvɛn e dɛ ɾ$ 1,05,
-kompɐɾɐndo kom o pɾɛso dɛ kuʃto do alkowol kɐndo sɛ ɾewtilizɐ, podɛ kɛɡɐɾ ɐ
-kuʃtɐɾ majs kɐɾo, ɐte o vɐloɾ dɛ ɾ$ 1,76, viʃto ɐntɛɾioɾmɛntɛ. poɾtɐnto, pɐɾɐ
-vɐloɾɛs ɐzimɐ dɛʃtɛ, ɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl sɛ toɾnɐ inviavɛl. konkluzõj̃s fowi
-poʃsivɛl obtɛɾ um kɐtɐlizɐdoɾ dɛ ɐlto dɛzɛmpɛno, inedito ɐ pɐɾtiɾ dɛ um ɾɛziduo
-dɐ konstɾusɐ̃w̃ sivil pɐɾɐ pɾoduziɾ biodiɛzɛl ɐ pɐɾtiɾ dɛ ɔlɛo dɛ soʒɐ komɛɾsiɐl ɛ
-��lɛo ɾɛziduɐl. o novo kɐtɐlizɐdoɾ tɛvɛ ɛsɛlɛntɛ ɐtividɐdɛ nɐ tɾɐnsɛʃtɛɾifikɐsɐ̃w̃
-ɛtɛɾoʒenɛɐ dɛ ɔlɛo ɾɛziduɐl pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl lɛvɐndo ɐ konvɛɾsɐ̃w̃ dɛ
-eʃtɛɾɛs mɛtilikos dɛ 99% ɛm 3. ʒa pɐɾɐ o ɔlɛo komɛɾsiɐl o tɛmpo dɛ ɾɛɐsɐ̃w̃
-nɛzɛʃsaɾio fowi mɐjoɾ, sɛɾkɐ dɛ 8 oɾɐs, mɐs tɐmbem owuvɛ umɐ konvɛɾsɐ̃w̃ ɐzimɐ do
-ɛziʒido pɛlo ɾɛɡlɐmɛnto, sɛɾkɐ dɛ 97%, ɐmbɐs ɾɛɐsõj̃s okoʁɛɾɐm kom ɐ utilizɐsɐ̃w̃
-dɛ 5% dɛ kɐtɐlizɐdoɾ, kɐlsinɐdo poɾ 30 min ɛ ɐ mɛnoɾ ɾɐzɐ̃w̃ dɛ alkowol:ɔlɛo 6:1. ɐ
-dopɐʒɛm do kɐtɐlizɐdoɾ kom litio kontɾibuju pɐɾɐ diminujɾ o tɛmpo dɛ ɾɛɐsɐ̃w̃,
-sɛndo kʷɛ ɛm ɐmbos os ɔlɛos o tɛmpo nɛzɛʃsaɾio e dɛ ɐpɛnɐs 1 oɾɐ, podɛndo
-kontɾibujɾ pɐɾɐ umɐ mɐjoɾ pɾodusɐ̃w̃ ɛm bɐtɛlɐdɐ poɾ diɐ ɛ awmɛntɐndo ɐ
-ɐtʁɐtividɐdɛ dɛ umɐ unidɐdɛ pɾodutivɐ dɛ biodiɛzɛl. os tɛʃtɛs dɛ liksiviɐsɐ̃w̃ pɐɾɐ
-o kɐtɐlizɐdoɾ tɐ sɛm dopɐɾ kompɾovowu kʷɛ ɐ kɐtalizɛ okoʁɛ dɛ foɾmɐ ɛtɛɾoʒenɛɐ,
-o kʷɛ tɾɐz ɡɐnos ɐmbiɛntajs ɛ dɛ kuʃtos ɐo pɾozɛʃso, nɐ̃w̃ ɛksiʒindo lɐvɐʒɛm do
-biodiɛzɛl. o kɐtɐlizɐdoɾ supoɾtowu 2 siklos dɛ utilizɐsɐ̃w̃ sɛm um novo tɾɐtɐmɛnto
-teɾmiko ɛ ɐkɐbowu pɛɾdɛndo ɐ ɐtividɐdɛ no tɛɾsɛjɾo, o kʷɛ indikɐ umɐ ɛkonomiɐ dɛ
-50% nɛʃtɛ insumo. ɐ pɾopoʃtɐ dɛ ɾɛɐpʁovɛjtɐmɛnto do ɾɛziduos pɐɾɐ pɾɛpɐɾɐɾ o
-kɐtɐlizɐdoɾ, toɾnɐ-sɛ o pɾozɛʃso dɛ pɾodusɐ̃w̃ dɛ biodiɛzɛl majs ɛkonomikɐ ɛ e
-ɐmbiɛntɐlmɛntɛ koʁɛto. dɛvido ɐo bajkso kuʃto do kɐtɐlizɐdoɾ toɾnɐ-o
-kompɛtitivo. o tɾɐbɐlo moʃtɾowu kʷɛ ɐ univɛɾsidɐdɛ fɛdɛɾɐl dɛ minɐs ʒɛɾajʃ
-dɛʃkɐɾtɐ poɾ mes sɛɾkɐ dɛ 1250 litʁos dɛ ɔlɛo dɛ fɾituɾɐ, kʷɛ podɛɾiɐ sɛɾ
-ʁewtilizɐdos pɐɾɐ pɾodusɐ̃w̃ dɛ biodiɛzɛl ɛ utilizɐɾ ɛʃtɛ biokombuʃtivɛl pɐɾɐ
-ʒɛɾɐɾ ɛnɛɾʒiɐ ɛ movɛɾ onibus, kɐʁos ɛ ɛkʷipɐmɛntos ɐ diɛzɛl, ɐlem do pɐpɛl
-ɛkolɔʒiko ɛ suʃtɛntavɛl poɾ sɛɾ um biokombuʃtivɛl. umɐ plɐntɐ piloto pɐɾɐ ɛʃtɛ
-fim fowi pɾopoʃtɐ ɛ ɾɛkʷɛɾ um invɛʃtimɛnto ɛm ɛkʷipɐmɛntos dɐ oɾdɛm dɛ ɾ$
-180.000,00, ɐpʁɛzɛntɐndo viɐbilidɐdɛ ɛkonomikɐ pɐɾɐ ɐlɡns sɛnaɾios, ɐlem dɛ
-ɐtuɐɾ komo unidɐdɛ dɛ tɛʃtɛ dɛ owutʁos ɔlɛos ɛ kɐtɐlizɐdoɾɛs ɛ unidɐdɛ dɛ
-tɾɛjnɐmɛnto dɛ ɐlunos ɐtʁɐves dɛ ɛʃtaʒios kuʁikulɐɾɛs.
-
-1. - intɾodusɐ̃w̃ nɐ induʃtɾiɐ do pɛtʁɔlɛo ɐ ʒɛɾɐsɐ̃w̃ dɛ ɾɛziduos nozivos ɐo mɛjo
-ɐmbiɛntɛ e um fɐto inɛvitavɛl. mɛʃmo kom o ɐtuɐl ɐvɐnso tɛknolɔʒiko ɛksiʃtɛ umɐ
-ɡɾɐndɛ difikuldɐdɛ pɐɾɐ tɾɐtɐɾ ɛʃtɛs ɾɛziduos, loɡo sɛ fɐz nɛzɛʃsaɾio
-dɛzɛnvolvɛɾ ɛ ɐpʁimoɾɐɾ os ɐtuajs pɾozɛʃsos dɛ tɾɐtɐmɛnto. diɐntɛ dɛʃtɛ kontɛsto
-podɛmos dɛʃtɐkɐɾ ɐ kɐntidɐdɛ dɛ aɡɐs ɾɛziduajs ʒɛɾɐdɐs ɛm todɐs ɐs ɛtɐpɐs do
-pɾozɛʃso, dɛʃdɛ ɐ pɾodusɐ̃w̃ do ɔlɛo ɐte o sew ɾɛfino, pɾinsipɐlmɛntɛ, no kʷɛ diʒ
-ʁɛʃpɛjto akʷɛlɐ pɾoduzidɐ ʒuntɐmɛntɛ kom o pɛtʁɔlɛo, kʷɛ ɐpʁɛzɛntɐ ɐlto tɛoɾ dɛ
-ɔlɛo ɛ mɛtajs diʃsolvidos. ɐ kɐntidɐdɛ dɛʃsɐ aɡɐ dɛ pɾodusɐ̃w̃, no pɾozɛʃso dɛ
-ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo, dɛpɛndɛɾa dɐs kɐɾɐktɛɾiʃtikɐs dos mɛkɐniʃmos nɐtuɾajs owu
-ɐɾtifiziajs dɛ pɾodusɐ̃w̃, ɛ dɐs kɐɾɐktɛɾiʃtikɐs dɛ kompozisɐ̃w̃ dɐs ɾokɐʃ
-ʁɛzɛɾvɐtɔɾios (nunɛs, 2009). ɐ aɡɐ pɾoduzidɐ (ɐp) e ɐ aɡɐ ɐpʁizionɐdɐ nɐʃ
-foɾmɐsõj̃s subtɛʁanɛɐs kʷɛ e tɾɐzidɐ a supɛɾfiziɛ ʒuntɐmɛntɛ kom pɛtʁɔlɛo ɛ o
-ɡas duɾɐntɛ ɐs ɐtividɐdɛs dɛ pɾodusɐ̃w̃ dɛʃsɛs flujdos. ɛntɾɛ os ɐʃpɛktos dɐ ɐp
-kʷɛ mɛɾɛzɛm ɐtɛnsɐ̃w̃ ɛʃtɐ̃w̃ os sews ɛlɛvɐdos volumɛs ɛ ɐ komplɛksidɐdɛ dɐ suɐ
-kompozisɐ̃w̃. ɛʃsɛs ɐʃpɛktos fɐzɛm kom kʷɛ o ʒɛɾɛnsiɐmɛnto dɐ ɐp nɛzɛʃsitɛ dɛ
-kujdɐdos ɛʃpɛzifikos, nɐ̃w̃ ɐpɛnɐs ɾɛlɐzionɐdos kom ɐʃpɛktos teknikos ɛ
-opɛɾɐzionajs, mɐs tɐmbem ɐmbiɛntajs. komo konsɛkʷensiɐ, o ʒɛɾɛnsiɐmɛnto dɐ ɐp
-ʁɛzultɐ ɛm kuʃtos konsidɛɾɐvɛlmɛntɛ ɛlɛvɐdos ɛ kʷɛ ɾɛpʁɛzɛntɐm um pɛɾsɛntuɐl
-siɡnifikɐtivo dos kuʃtos dɛ pɾodusɐ̃w̃ (ɐmini ɛt ɐl., 2012). ɐo lonɡo dɐ
-ɛsploɾɐsɐ̃w̃ dɛ pɛtʁɔlɛo ɛm ʒɐzidɐs ɛm tɛʁɐ (onsoɾɛ) owu no mɐɾ (offsoɾɛ),
-ɛziʃtɛ ʒɛɾɐsɐ̃w̃ konkomitɐntɛ dɛ um ɛfluɛntɛ ɐkozo, dɛnominɐdo aɡɐ pɾoduzidɐ,
-kʷɛ ɾɛpʁɛzɛntɐ ɐ mɐjoɾ koʁɛntɛ dɛ ɾɛziduo nɐ pɾodusɐ̃w̃ do ɔlɛo kɾu. pɐɾɐ mɐntɛɾ
-ɐs kondisõj̃s dɛ pɾɛʃsɐ̃w̃ nɐ ɾokɐ-ɾɛzɛɾvɐtɔɾio, kondisɐ̃w̃ pɐɾɐ ɐ miɡʁɐsɐ̃w̃ do
-pɛtʁɔlɛo pɐɾɐ os posos, pɾinsipɐlmɛntɛ ɛm aɾɛɐs offsoɾɛ, noɾmɐlmɛntɛ e ɛfɛtuɐdɐ
-umɐ op��ɾɐsɐ̃w̃ dɛ inʒɛsɐ̃w̃ dɛ aɡɐs nɐs kɐmɐdɐs infɛɾioɾɛs do ɾɛzɛɾvɐtɔɾio. ɐ
-kɐntidɐdɛ dɛ aɡɐ pɾoduzidɐ ɐʃsoziɐdɐ kom o ɔlɛo vɐɾiɐ mujto, podɛndo ɐlkɐnsɐɾ
-vɐloɾɛs dɐ oɾdɛm dɛ 50% ɛm volumɛ owu ɐte mɛʃmo pɾɔksimɐ ɐ 100% ɐo fim dɐ vidɐ
-ɛkonomikɐ dos posos (olivɛjɾɐ, 2012). mɛdiɐntɛ nɛzɛʃsidɐdɛ, foɾɐm implɐntɐdɐs no
-bɾɐzil lɛjs ɾɛfɛɾɛntɛs ɐ kɾimɛs ɐmbiɛntajs kʷɛ ɾɛʃponsɐbilizɐ o ʒɛɾɐdoɾ do
-ʁɛziduo pɛlɐ suɐ dɛpozisɐ̃w̃ finɐl. nɛʃtɛ kɐzo, um ɛksɛmplo ɔbvio, sɛɾiɐ ɐ
-induʃtɾiɐ dɛ pɛtʁɔlɛo kʷɛ libɛɾɐ ɐltos volumɛs dɛ aɡɐ pɾoduzidɐ; ɛ ɐs ɛmpɾɛzɐʃ
-ɛ ɔɾɡɐ̃w̃s ɾɛʃponsavɛjs tɛm kʷɛ tɾɐtɐɾ ɛ ɐkondizionɐɾ dɛ ɐkoɾdo kom ɐs lɛjs, pɐɾɐ
-ɛvitɐɾɛm poʃsivɛjs impɐktos ɛ ɐte kɾimɛs ɐmbiɛntajs. o kontɾolɛ do dɛʃkɐɾtɛ
-dɛʃsɐs aɡɐs sɐ̃w̃ ɾɛɐlizɐdɐs ɐtʁɐves dɛ ɐnalizɛs do tipo tɛoɾ dɛ ɔlɛos ɛ ɡɾɐksɐ
-(toɡ), kʷɛ konsiʃtɛ ɛm um dos pɐɾamɛtʁos ɐmbiɛntajs dɛ mɐjoɾ ɾɛlɛvansiɐ pɐɾɐ ɐ
-induʃtɾiɐ dɛ pɛtʁɔlɛo. ɛksiʃtɛm difɛɾɛntɛs metodos pɐɾɐ ɐ dɛtɛɾminɐsɐ̃w̃ do tɛoɾ dɛ
-ɔlɛos ɛ ɡɾɐksɐs, mɐs ɐo lonɡo dɛʃtɛ tɾɐbɐlo uzɐɾɛmos o metodo dɛ
-ɛʃpɛktɾofotomɛtʁiɐ, sɛndo um dos majs utilizɐdos dɛntɾɛ ɐs ɐnalizɛs kɐntitɐtivɐ
-pɐɾɐ sɛ dɛtɛɾminɐɾ konsɛntɾɐsõj̃s dɛ substansiɐs ɛm solusõj̃s. ɐ ɾɛzolusɐ̃w̃ 393 dɛ
-ɐɡoʃto dɛ 2007 do konɐmɐ, ɛʃtɐbɛlɛzɛ os sɛɡʷintɛs limitɛs pɐɾɐ o pɐɾamɛtʁo
-(toɡ), o dɛʃkɐɾtɛ dɛ aɡɐ pɾoduzidɐ ɛm plɐtɐfoɾmɐ dɛvɛm obɛdɛzɛɾ a konsɛntɾɐsɐ̃w̃
-mediɐ ɐɾitmetikɐ simplɛs mɛnsɐl dɛ ɔlɛos ɛ ɡɾɐksɐs dɛ ɐte 29 mɡ/l, kom vɐloɾ
-maksimo diaɾio dɛ 42 mɡ/l. pɐɾɐ o tɾɐtɐmɛnto dɐ aɡɐ pɾoduzidɐ pɾopõj̃-sɛ ɐ
-utilizɐsɐ̃w̃ dɛ ɐlɡns tɛnsowɐtivos, kʷɛ sɐ̃w̃ molekulɐs kuʒɐ ɛʃtɾutuɾɐ kʷimikɐ
-kontem ɡɾupos kom ɐfinidɐdɛs diʃtintɐs ɛ intɛɾliɡɐdɐs, owu sɛʒɐ: umɐ kɐbɛsɐ polɐɾ
-owu idʁofilikɐ liɡɐdɐ ɐ umɐ kawdɐ ɐpolɐɾ owu idʁofɔbikɐ (mittɐl, 1979 ɐpud
-kuɾbɛlo, 2006). kom tɐntos ɛʃtudos ɐte oʒɛ, ɾɛlɐzionɐdos ɐos poʃsivɛjs metodoʃ
-dɛ ɾɛkupɛɾɐsɐ̃w̃ dɛʃsɐs aɡɐs pɾoduzidɐs, komo flokulɐsɐ̃w̃ ɐ ɐɾ, idʁoziklonɛs,
-sɛpɐɾɐdoɾɛs ɡɾɐvitɐzionajs ɛntɾɛ owutʁos. ɛʃtɛ tɾɐbɐlo tɛm komo obʒɛtivo
-utilizɐɾ tɛnsowɐtivos nɐ̃w̃ ionikos no tɾɐtɐmɛnto dɛ aɡɐs pɾoduzidɐs ɛ ɐvɐliɐɾ ɐ
-ɛfiziensiɐ dɐ ɾɛmosɐ̃w̃ dɛ ɔlɛo pɛlo tɛnsowɐtivo. 2. - ɾɛfɛɾɛnsiɐl tɛɔɾiko 2.1.
-tɛnsowɐtivos os tɛnsowɐtivos sɐ̃w̃ molekulɐs kuʒɐ ɛʃtɾutuɾɐ kʷimikɐ kontem ɡɾupoʃ
-kom ɐfinidɐdɛs difɛɾɛntɛs ɛ intɛɾliɡɐdos, sɛndo umɐ pɐɾtɛ polɐɾ idʁofilikɐ
-liɡɐdɐ a owutʁɐ pɐɾtɛ ɐpolɐɾ idʁofɔbikɐ. ɐ ɾɛpʁɛzɛntɐsɐ̃w̃ ɛʃkʷɛmatikɐ dɛ ũ
-tɛnsowɐtivo podɛ sɛɾ vizuɐlizɐdɐ konfoɾmɛ fiɡʁɐ 1. ɐ pɾɛzɛnsɐ nɐ mɛʃmɐ molekulɐ
-dɛ duɐs ɾɛʒiõj̃s kom ɐfinidɐdɛs difɛɾɛntɛs kɐɾɐktɛɾizɐ o tɛɾmo ɐnfifiliko
-(mittɐl, 1979). o tɛɾmo intɛɾfɐzɛ indikɐ o limitɛ ɛntɾɛ duɐs fɐzɛs imiʃsivɛjs,
-ɛnkɐnto o tɛɾmo supɛɾfiziɛ dɛnotɐ ɐ intɛɾfɐzɛ ondɛ umɐ dɐs fɐzɛs e um ɡas,
-uzuɐlmɛntɛ o ɐɾ (dɛlnunʒlo, 1990; ɾozɛn, 1978). os tɛnsowɐtivos podɛm sɛɾ
-klɐʃsifikɐdos dɛ ɐkoɾdo kom ɐ nɐtuɾɛzɐ do ɡɾupo idʁofiliko ɛm: ionikoʃ
-(kɐtionikos, ɐnionikos ɛ ɐnfɔtɛɾos) ɛ nɐ̃w̃-ionikos. 2.1.1. tipos dɛ tɛnsowɐtivoʃ
-2.1.1.1. tɛnsowɐtivos kɐtionikos os tɛnsowɐtivos kɐtionikos sɐ̃w̃ ɐkʷɛlɛs kʷɛ, ɛ̃
-solusɐ̃w̃ ɐkozɐ, ɐpʁɛzɛntɐm um owu vaɾios ɡɾupos ionizavɛjs kʷɛ pɾoduzɛm ionʃ
-kɐʁɛɡɐdos pozitivɐmɛntɛ nɐ supɛɾfiziɛ ɐtivɐ. ɛʃtɛs tɛnsowɐtivos sɐ̃w̃ noɾmɐlmɛntɛ
-utilizɐdos pɐɾɐ tɾɐtɐmɛnto dɛ aɡɐ, foɾmulɐsɐ̃w̃ dɛ dɛzinfɛtɐntɛs, koʃmetikos ɛ
-ɐmɐziɐntɛs dɛvido ɐ suɐ ɛfɛtivɐ ɐsɐ̃w̃ mikʁobiolɔʒikɐ. komo ɛksɛmplo dɛʃtɛ tipo dɛ
-tɛnsowɐtivo podɛ-sɛ sitɐɾ os sajs kɐtɛɾnaɾios dɛ ɐmonio dɛ kɐdɛjɐ lonɡɐ
-(floɾensio, 1995). 2.1.1.2. tɛnsowɐtivos ɐnionikos os tɛnsowɐtivos ɐnionikos sɐ̃w̃
-ɐkʷɛlɛs kʷɛ, ɛm solusɐ̃w̃ ɐkozɐ, ɐpʁɛzɛntɐm um owu vaɾios ɡɾupos ionizavɛjs kʷɛ
-pɾoduzɛm ions kɐʁɛɡɐdos nɛɡɐtivɐmɛntɛ nɐ supɛɾfiziɛ ɐtivɐ. os tɛnsowɐtivos majʃ
-difundidos dɛʃtɛ ɡɾupo sɐ̃w̃ os sɐbõj̃s, kompoʃtos sulfonɐdos ɛ os sulfɐtɐdoʃ
-(floɾensio, 1995). 2.1.1.3. tɛnsowɐtivos ɐnfɔtɛɾos os tɛnsowɐtivos ɐnfɔtɛɾoʃ
-ɐpʁɛzɛntɐm, ɛm suɐ ɛʃtɾutuɾɐ, tɐnto o ɾɐdikɐl azido komo o ɾɐdikɐl baziko. ɛʃsɛ
-kompoʃto, kɐndo ɛm solusɐ̃w̃ ɐkozɐ, ɛksibɛ kɐɾɐktɛɾiʃtikɐs ɐnionikɐs, kɐtionikɐʃ
-owu nɐ̃w̃ ionikɐs dɛpɛndɛndo dɐs kondisõj̃s dɛ p dɐ solusɐ̃w̃ (mowuɾɐ, 1997). p < 4 →
-ɐtuɐ komo kɐtionikos p dɛ 4 ɐ 9 → nɐ̃w̃ ionikos p dɛ 9 ɐ 10 → ɐtuɐ komo
-ɐnionikos os ɛksɛmplos majs impoɾtɐntɛs dɛʃtɛ tipo dɛ tɛnsowɐtivo sɐ̃w̃ ɐʃ
-ɐlkʷilbɛtaj́nɐs ɛ os ɐlkʷilsulfobɛtajnɐs (floɾensio, 1995). 2.1.1.4. tɛnsowɐtivoʃ
-nɐ̃w̃-ionikos ɛʃtɐ klɐʃsɛ dɛ tɛnsowɐtivos, konfoɾmɛ fiɡʁɐ 2, e konstituj́dɐ poɾ
-substansiɐs kuʒɐs molekulɐs nɐ̃w̃ sɛ diʃsoziɐm ɛm solusɐ̃w̃ ɐkozɐ ɛ suɐ idʁofiliɐ
-vɛm dɛ ɡɾupos tipo eʃtɛɾ, ɾ-oɾ, alkowol, ɾ-o, kɐɾbonil, ɾkoɾ, owu mɛʃmo ɐminɐs,
-ʁ-n-ɾ, nɐ suɐ ɛʃtɾutuɾɐ (dɛ lɐ sɐllɛs, 2000). os tɛnsowɐtivos nɐ̃w̃-ionikoʃ
-ɐpʁɛzɛntɐm kɐɾɐktɛɾiʃtikɐs bɛm pɐɾtikulɐɾɛs, powis sɐ̃w̃ kompɐtivɛjs kʷimikɐmɛntɛ
-kom ɐ ɡɾɐndɛ mɐjoɾiɐ dos dɛmajs tɛnsowɐtivos ɛ suɐs pɾopʁiɛdɐdɛs sɐ̃w̃ powuko
-ɐfɛtɐdɐs pɛlɐ vɐɾiɐsɐ̃w̃ dɛ p. ɛʃtɛs ɐʃpɛktos kombinɐdos awmɛntɐ̃
-konsidɛɾɐvɛlmɛntɛ ɐs suɐs poʃsibilidɐdɛs dɛ ɐplikɐsɐ̃w̃, toɾnɐndo-os bɐʃtɐntɛ
-ɐtʁɐtivos induʃtɾiɐlmɛntɛ tajs komo: koʃmetikos, dɛtɛɾʒɛntɛs, pɾodutoʃ
-fɐɾmɐzewtikos, flotɐsɐ̃w̃ dɛ mineɾios ɛ ɛstɾɐsɐ̃w̃ (dɛ lɐ sɐllɛs, 2000). 2.1.2.
-pɾopʁiɛdɐdɛs dos tɛnsowɐtivos os tɛnsowɐtivos poʃsuɛm pɾopʁiɛdɐdɛs kʷɛ lɛʃ
-konfɛɾɛm kɐɾɐktɛɾiʃtikɐs impoɾtɐntɛs. ɐ sɛɡʷiɾ sɛɾa fɛjtɐ umɐ bɾɛvɛ dɛʃkɾisɐ̃w̃ dɛ
-ɐlɡmɐs dɛʃtɐs pɾopʁiɛdɐdɛs. 2.1.2.1. mizɛlizɐsɐ̃w̃ ɐs mizɛlɐs sɐ̃w̃ ɐɡʁɛɡɐdoʃ
-molɛkulɐɾɛs, dɛ tɐmɐno kolowidɐl, ɛm ɛkʷilibʁio kom ɐs molekulɐs dɛ monomɛɾoʃ
-dɐs kajs sɐ̃w̃ foɾmɐdɐs (dɛlnunʒlo, 1990). ɛm solusõj̃s ɐkozɐs os monomɛɾos dɛ
-tɛnsowɐtivos oɾiɛntɐm-sɛ pɾɛfɛɾɛnsiɐlmɛntɛ nɐ intɛɾfɐzɛ, dɛ modo kʷɛ ɐs kɐbɛsɐʃ
-polɐɾɛs ɛʃtɛʒɐm diɾɛzionɐdɐs pɐɾɐ ɐ solusɐ̃w̃ ɛ ɐs kawdɐs ɐpolɐɾɛs oɾiɛntɐdɐs pɐɾɐ
-o ɐɾ, ɾɛduzindo ɐ tɛnsɐ̃w̃ supɛɾfiziɐl. ɐ konsɛntɾɐsɐ̃w̃ ɛm kʷɛ okoʁɛ ɐ
-mizɛlizɐsɐ̃w̃, numɐ dɐdɐ tɛmpɛɾɐtuɾɐ, e dɛnominɐdɐ konsɛntɾɐsɐ̃w̃ mizɛlɐɾ kɾitikɐ,
-owu simplɛʃmɛntɛ kmk, kʷɛ e umɐ kɐɾɐktɛɾiʃtikɐ dɛ kɐdɐ tɛnsowɐtivo. ɐ nɐtuɾɛzɐ do
-solvɛntɛ ɛm kʷɛ os tɛnsowɐtivos ɛʃtɐ̃w̃ pɾɛzɛntɛs kɐɾɐktɛɾizɐ ɐ ɛksiʃtensiɐ dɛ dowiʃ
-tipos dɛ mizɛlɐs: ɐs mizɛlɐs diɾɛtɐs ɛ ɐs mizɛlɐs invɛɾsɐs. ɛm mɛjo ɐ pɾɛzɛnsɐ
-dɛ solvɛntɛs polɐɾɛs iniziɐ-sɛ o pɾozɛʃso dɛ foɾmɐsɐ̃w̃ dɐs mizɛlɐs diɾɛtɐs, kʷɛ
-ɛnkontɾɐm-sɛ ɐɡʁupɐdɐs dɐ sɛɡʷintɛ foɾmɐ: ɐ kɐbɛsɐ do tɛnsowɐtivo kʷɛ dɛtem dɛ
-kɐɾɐktɛɾiʃtikɐs polɐɾɛs ɛnkontɾɐ-sɛ voltɐdɐ pɐɾɐ o mɛjo polɐɾ (diluɛntɛ) ɛ ɐ
-kawdɐ, dɛvido ɐs suɐs kɐɾɐktɛɾiʃtikɐs ɐpolɐɾɛs fikɐ voltɐdɐ pɐɾɐ o sɛntɾo (mɛjo
-ɐpolɐɾ). komo o pɾɔpʁio nomɛ ʒa diz ɐs mizɛlɐs invɛɾsɐs tɛm kompoɾtɐmɛnto
-kontɾaɾio ɐs diɾɛtɐs, foɾmɐndo-sɛ ɛm solvɛntɛs ɐpolɐɾɛs kom ɐs kɐbɛsɐʃ
-idʁofilikɐs voltɐdɐs pɐɾɐ o sɛntɾo ɛ sɛɾkɐdɐs pɛlɐs kawdɐs idʁofɔbikɐs, komo
-moʃtɾɐ ɐ fiɡʁɐ 3. fontɛ: floɾensio, 1995. 2.1.2.2. konsɛntɾɐsɐ̃w̃ mizɛlɐɾ kɾitikɐ
-(kmk) ɐ kmk e ɐ konsɛntɾɐsɐ̃w̃ ɐ pɐɾtiɾ dɐ kɐl os tɛnsowɐtivos iniziɐm o pɾozɛʃso
-dɛ mizɛlizɐsɐ̃w̃. ɐ konsɛntɾɐsɐ̃w̃ mizɛlɐɾ kɾitikɐ e influɛnsiɐdɐ, dɛ modo
-pɐɾtikulɐɾ, bɐzikɐmɛntɛ poɾ tɾes fɐtoɾɛs: ɐ nɐtuɾɛzɐ do tɛnsowɐtivo, ɐ
-tɛmpɛɾɐtuɾɐ ɛ ɐ foɾsɐ ionikɐ. ɐ kmk e dɛtɛktɐdɐ ɛspɛɾimɛntɐlmɛntɛ ɐtʁɐves dɐ
-dɛʃkontinujdɐdɛ no kompoɾtɐmɛnto dɛ ɐlɡmɐs pɾopʁiɛdɐdɛs fiziko-kʷimikɐs dɐ
-solusɐ̃w̃ ɛm funsɐ̃w̃ dɐ konsɛntɾɐsɐ̃w̃ do tɛnsowɐtivo, komo: dɛtɛɾʒensiɐ,
-kondutividɐdɛ, tɛnsɐ̃w̃ supɛɾfiziɐl, pɾɛʃsɐ̃w̃ oʃmɔtikɐ, tɛnsɐ̃w̃ intɛɾfɐziɐl, ɛntɾɛ
-owutʁɐs. 2.1.2.3. ɐdsoɾsɐ̃w̃ ɐs intɛɾfɐzɛs ɛʃtɛ fɛnomɛno e ɾɛʃponsavɛl poɾ ɐlɡmɐʃ
-kɐɾɐktɛɾiʃtikɐs ɛ pɾopʁiɛdɐdɛs dos tɛnsowɐtivos. os tɛnsowɐtivos, kɐndo
-diʃsolvidos ɛm aɡɐ, foɾmɐm um filmɛ nɐ supɛɾfiziɛ do likʷido, konsɛntɾɐndo-sɛ,
-poɾtɐnto, nɛʃsɐ ɾɛʒiɐ̃w̃, ɾɛduzindo ɐ tɛnsɐ̃w̃ intɛɾfɐziɐl owu supɛɾfiziɐl dɐ aɡɐ
-ɐte kʷɛ ɐ intɛɾfɐzɛ sɛʒɐ komplɛtɐmɛntɛ sɐtuɾɐdɐ kom molekulɐs dɛ tɛnsowɐtivos.
-2.1.2.4. bɐlɐnso idʁofiliko-lipofiliko (bl) o bɐlɐnso idʁofiliko-lipofiliko
-(bl) e umɐ pɾopʁiɛdɐdɛ kɐɾɐktɛɾiʃtikɐ dɛ kɐdɐ tɛnsowɐtivo. fowi intɾoduzido poɾ
-ɡɾiffin (1949) pɐɾɐ sɛlɛzionɐɾ o tɛnsowɐtivo ɐdɛkɐdo pɐɾɐ dɛtɛɾminɐdɐʃ
-ɐplikɐsõj̃s, tajs komo: flotɐsɐ̃w̃, ɛmulsɐ̃w̃, ɛtk. dɛvido ɐo siʃtɛmɐ dɛzɛnvolvido
-poɾ ɡɾiffin, ɐ sɛlɛsɐ̃w̃ dɛ um tɛnsowɐtivo (owu miʃtuɾɐ dɛ tɛnsowɐtivos) majʃ
-ɐdɛkɐdo pɐɾɐ kɐdɐ tipo dɛ ɛmulsɐ̃w̃, owu sɛʒɐ, aɡɐ ɛm ɔlɛo (ɐ/o) owu ɔlɛo ɛm aɡɐ
-(o/ɐ) toɾnowu-sɛ majs simplɛs ɛ ɾɐzionɐl. nɛʃsɛ siʃtɛmɐ, sɐ̃w̃ ɐtʁibuj́dos aʃ
-substansiɐs tɛnsowɐtivɐs vɐloɾɛs dɛ bl kʷɛ vɐɾiɐm dɛ 1 ɐ 18, awmɛntɐndo ɛʃtɛs a
-mɛdidɐ kʷɛ ɐ substansiɐ sɛ toɾnɐ majs idʁɔfilɐ. dɛ ɐkoɾdo kom ɐ fiɡʁɐ 4, ɐʃ
-substansiɐs dɛ bl mujto bajkso, poɾtɐnto ɐzɛntuɐdɐmɛntɛ lipɔfilɐs, sɐ̃w̃ ɐʒɛntɛʃ
-ɐntiɛʃpumɐntɛs. ɐkʷɛlɐs kuʒo vɐloɾ dɛ bl vaj dɛ 3 ɐ 9, poʃsujndo
-kɐɾɐktɛɾiʃtikɐs dɛ lipofiliɐ, konstituɛm os ɐʒɛntɛs ɛmulsivos ɐ/o, mɐs ɐ pɐɾtiɾ
-dɛ 8 os tɛnsowɐtivos komɛsɐm ɐ ɐpʁɛzɛntɐɾ pɾopʁiɛdɐdɛs idʁɔfilɐs, ɐs kajs sɛ
-ɐzɛntuɐm kom ɐ subidɐ do ɾɛʃpɛktivo vɐloɾ dɛ bl. 2.2. pɛtʁɔlɛo tɐmbem konɛzido
-poɾ ɔlɛo kɾu, o pɛtʁɔlɛo ɐpʁɛzɛntɐ umɐ kompozisɐ̃w̃ komplɛksɐ ɛ ɾikɐ ɛm kompoʃtoʃ
-oɾɡanikos komo idʁokɐɾbonɛtos siklikos, ɐɾomatikos, pɐɾɐfinɐs ɛ impuɾɛzɐs komo
-o nitʁoʒenio, o diɔksido dɛ kɐɾbono ɛ o sulfɛto dɛ idʁoʒenio, kʷɛ kompõj̃m nɐ̃w̃ sɔ
-o pɛtʁɔlɛo, mɐs tɐmbem o ɡas nɐtuɾɐl. kɐzɛ nunkɐ sɛ fɐz poʃsivɛl ɾɛɐlizɐɾ-sɛ
-umɐ ɐnalizɛ komplɛtɐ do pɛtʁɔlɛo dɛvido ɐ suɐ ɐltɐ komplɛksidɐdɛ nɐ suɐ
-kompozisɐ̃w̃. indiʃpɛnsavɛl a soziɛdɐdɛ modɛɾnɐ, o pɛtʁɔlɛo e umɐ dɐs substansiɐʃ
-majs utilizɐdɐs nos diɐs ɐtuajs komo pɾinsipɐl fontɛ dɛ ɛnɛɾʒiɐ. ɐ pɐlɐvʁɐ
-pɛtʁɔlɛo e oɾiʒinɐdɐ do lɐtim pɛtʁɐ (pɛdʁɐ) ɛ olewm (ɔlɛo), o pɛtʁɔlɛo no ɛʃtɐdo
-likʷido e umɐ substansiɐ olɛozɐ, inflɐmavɛl, mɛnos dɛnsɐ kʷɛ ɐ aɡɐ, kom kɛjɾo
-kɐɾɐktɛɾiʃtiko ɛ koɾ vɐɾiɐndo ɛntɾɛ o nɛɡʁo ɛ o kɐʃtɐno-klɐɾo. o pɛtʁɔlɛo e
-konstituj́do, bɐzikɐmɛntɛ, poɾ umɐ miʃtuɾɐ dɛ kompoʃtos kʷimikos oɾɡanikoʃ
-(idʁokɐɾbonɛtos). kɐndo ɐ miʃtuɾɐ kontem umɐ mɐjoɾ poɾsɛntɐʒɛm dɛ molekulɐʃ
-pɛkʷɛnɐs sew ɛʃtɐdo fiziko e ɡɐzoso ɛ kɐndo ɐ miʃtuɾɐ kontem molekulɐs mɐjoɾɛʃ
-sew ɛʃtɐdo fiziko e likʷido, nɐs kondisõj̃s noɾmajs dɛ tɛmpɛɾɐtuɾɐ ɛ pɾɛʃsɐ̃w̃
-(tomɐs, 2001). o pɛtʁɔlɛo e um pɾoduto dɐ dɛkompozisɐ̃w̃ dɐ mɐteɾiɐ oɾɡanikɐ
-ɐɾmɐzɛnɐdɐ ɛm sɛdimɛntos, kʷɛ miɡʁɐ ɐtʁɐves dɛ ɐkʷifɛɾos ɛ fikɐ ɐpʁizionɐdo ɛ̃
-ʁɛzɛɾvɐtɔɾios. o sɛdimɛnto no kɐl ɐ mɐteɾiɐ oɾɡanikɐ sɛ ɐkumulɐ, e ɾiko ɛ̃
-minɛɾajs dɛ ɐɾʒilɐ, ɛnkɐnto kʷɛ ɐ mɐjoɾiɐ dɐs kɐmɐdɐs dos tɛʁɛnos sɛdimɛntɐɾɛʃ
-kʷɛ konstituɛm kɐmpos dɛ pɛtʁɔlɛo owu ɡas e dɛ ɐɾɛnito (konsiʃtindo dɛ ɡɾɐ̃w̃s dɛ
-kɐɾtzo), dɛ kɐlkaɾios dolomitikos (konsiʃtindo dɛ minɛɾajs kɐɾbonatikos) ɛ
-ʁokɐs mujto fɾɐtuɾɐdɐs dɛ owutʁɐs ɛʃpeziɛs. komo poɾ ɛksɛmplo, no kɐmpo dɛ
-kɐɾmopɔlis, ɛm sɛɾʒipɛ – bɾɐzil, a pɛtʁɔlɛo ɛnkontɾɐdo nɐs ɾokɐs iɡnɛɐs do
-ɛmbɐzɐmɛnto fɾɐtuɾɐdo (koʁeɐ, 2003). ɐlem dɐ mɐteɾiɐ oɾɡanikɐ, ɐs ɾokɐʃ
-sɛdimɛntɐɾɛs tɐmbem tem sumɐ impoɾtansiɐ nɐ ʒɛɾɐsɐ̃w̃ do pɛtʁɔlɛo, pɾinsipɐlmɛntɛ
-pɛlo ɐkumulo dɛ fɾɐɡmɛntos dɛ owutʁos minɛɾajs ɛ dɛtʁitos oɾɡanikos, ɛ kʷɛ,
-kɐndo sɛ ɛnkontɾɐ num ɐmbiɛntɛ dɛ powukɐ pɛɾmɛɐbilidɐdɛ – o kʷɛ inibɛ ɐ ɐsɐ̃w̃ dɛ
-aɡɐ siɾkulɐntɛ ɛ diminuj ɐ kɐntidɐdɛ dɛ oksiʒenio ɛksiʃtɛntɛ – kɾiɐm ɐʃ
-kondisõj̃s nɛzɛʃsaɾiɐs pɐɾɐ ɐ foɾmɐsɐ̃w̃ do pɛtʁɔlɛo. ɛʃsɛ tipo dɛ ɾokɐ e kɐmɐdo
-dɛ ɾokɐ ʒɛɾɐdoɾɐ (kɐɾdozo, 2005). mɐteɾiɐ-pɾimɐ dɐ induʃtɾiɐ pɛtʁokʷimikɐ ɛ dɛ
-oɾiʒɛm fɔʃsil, o pɛtʁɔlɛo e konsidɛɾɐdo umɐ fontɛ dɛ ɛnɛɾʒiɐ nɐ̃w̃ ɾɛnovavɛl ɛ nɐ
-foɾmɐ bɾutɐ poʃsuj ɛm suɐ kompozisɐ̃w̃ umɐ seɾiɛ dɛ idʁokɐɾbonɛtos, kuʒɐs fɾɐsõj̃ʃ
-lɛvɛs foɾmɐm os ɡɐzɛs ɛ ɐs fɾɐsõj̃s pɛzɐdɐs, o ɔlɛo kɾu. os divɛɾsos tipos dɛ
-pɛtʁɔlɛo ɛksiʃtɛntɛs no mundo sɐ̃w̃ dɛfinidos dɛ ɐkoɾdos kom os pɛɾsɛntuajs dɛ
-fɾɐsõj̃s lɛvɛs owu pɛzɐdɐs pɾɛzɛntɛs ɛm suɐ kompozisɐ̃w̃. os ɾɛzɛɾvɐtɔɾios, kuʒoʃ
-mɛkɐniʃmos sɐ̃w̃ powuko ɛfiziɛntɛs ɛ kʷɛ poɾ konsɛkʷensiɐ ɾɛtem ɡɾɐndɛs kɐntidɐdɛʃ
-dɛ idʁokɐɾbonɛtos ɐpɔs ɐ ɛksawʃtɐ̃w̃ dɐ suɐ ɛnɛɾʒiɐ nɐtuɾɐl, sɐ̃w̃ foɾtɛs kɐndidɐtoʃ
-ɐo ɛmpɾɛɡo dɛ umɐ seɾiɛ dɛ pɾozɛʃsos kʷɛ vizɐm a obtɛnsɐ̃w̃ dɛ umɐ ɾɛkupɛɾɐsɐ̃w̃
-ɐdizionɐl. ɛʃsɛs pɾozɛʃsos sɐ̃w̃ kɐmɐdos dɛ metodos dɛ ɾɛkupɛɾɐsɐ̃w̃ kʷɛ, dɛ umɐ
-mɐnɛjɾɐ ʒɛɾɐl, tɛntɐm intɛɾfɛɾiɾ nɐs kɐɾɐktɛɾiʃtikɐs do ɾɛzɛɾvɐtɔɾio kʷɛ
-fɐvoɾɛzɛm ɐ ɾɛtɛnsɐ̃w̃ ɛksɐʒɛɾɐdɐ dɛ ɔlɛo (sowuzɐ, 2001). 2.3. aɡɐ pɾoduzidɐ ɐ aɡɐ
-pɾoduzidɐ e umɐ miʃtuɾɐ dɛ mɐtɛɾiajs oɾɡanikos ɛ inoɾɡanikos. ɐlɡns fɐtoɾɛʃ
-komo lokɐlizɐsɐ̃w̃ ʒɛolɔʒikɐ do kɐmpo, tɛmpo dɛ vid��, foɾmɐsɐ̃w̃ dos sewʃ
-ʁɛzɛɾvɐtɔɾios ɛ do tipo dɛ idʁokɐɾbonɛto sɛndo pɾoduzido, podɛm ɐfɛtɐɾ ɐʃ
-kɐɾɐktɛɾiʃtikɐs fizikɐs ɛ kʷimikɐs dɐ aɡɐ pɾoduzidɐ. suɐs kɐɾɐktɛɾiʃtikɐʃ
-dɛpɛndɛm dɐ nɐtuɾɛzɐ, foɾmɐsɐ̃w̃ ɛ ɐɾmɐzɛnɐmɛnto ɐ pɐɾtiɾ do kɐl ɛlɐs sɐ̃w̃
-ʁɛtiɾɐdɐs, ɐs kondisõj̃s opɛɾɐzionajs, ɛ pɾodutos kʷimikos utilizɐdos ɛ̃
-instɐlɐsõj̃s dɛ pɾozɛʃso. no ɛntɐnto, ɐ kompozisɐ̃w̃ dɐ aɡɐ pɾoduzidɐ e
-kɐlitɐtivɐmɛntɛ sɛmɛlɐntɛ a pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo ɛ/owu ɡas. os pɾinsipajʃ
-kompoʃtos dɐ aɡɐ pɾoduzidɐ inkluɛm ( tɛllɛz ɛt ɐl. , 2002 ) :  kompoʃtos do
-pɛtʁɔlɛo diʃpɛɾsos ɛ diʃsolvidos ;  minɛɾajs diʃsolvidos ;  substansiɐʃ
-kʷimikɐs ;  sɔlidos ( inklujndo ɐ foɾmɐsɐ̃w̃ dɛ sɔlidos , koʁozɐ̃w̃ ɛ pɾodutos dɛ
-ɛʃkɐlɐ , bɐkteɾiɐs , sɛɾɐs ɛ ɐʃfɐltɛnos ) ;  ɡɐzɛs diʃsolvidos . ɐʃsoziɐdo ɐʃ
-ɛstɾɐsõj̃s dɛ pɛtʁɔlɛo, obtem-sɛ um subpɾoduto indɛzɛʒavɛl konɛzido komo ɐɡɐ
-pɾoduzidɐ, kʷɛ tɛm ɛʃsɛ nomɛ ɛm ɾɛfɛɾensiɐ ɐ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo. ɛlɐ e ʒɛɾɐdɐ
-kɐndo ɡɾɐndɛs kɐntidɐdɛs dɛ aɡɐ kontidɐs nɐs ɾokɐs subtɛʁanɛɐs sɐ̃w̃
-pɾoduzidɐs ʒunto kom o pɛtʁɔlɛo. o tɾɐtɐmɛnto do ɔlɛo pɾoduzido e ɛksɛkutɐdo kõ
-o obʒɛtivo dɛ ɾɛduziɾ o tɛoɾ dɛ aɡɐ ɐ vɐloɾɛs dɐ oɾdɛm dɛ 1% ɛm volumɛ ɛ sɛpɐɾɐ
-umɐ ɡɾɐndɛ kɐntidɐdɛ dɛ aɡɐ, kontɛndo ɔlɛo ɛ owutʁos kontɐminɐntɛs. nɐ
-induʃtɾiɐ do pɛtʁɔlɛo, ɐ miʃtuɾɐ ɔlɛo/aɡɐ (aɡɐ olɛozɐ) okoʁɛ nos ɛʃtaʒios dɛ
-pɾodusɐ̃w̃, tɾɐnspoɾtɛ ɛ ɾɛfino, bɛm komo duɾɐntɛ ɐ utilizɐsɐ̃w̃ dɛ sews dɛɾivɐdos.
-no ɛʃtaʒio dɛ pɾodusɐ̃w̃, ɐs aɡɐs olɛozɐs pɾovem dɐ aɡɐ dɛ foɾmɐsɐ̃w̃ ɛstɾaj́dɐ
-simultɐnɛɐmɛntɛ kom o pɛtʁɔlɛo. ɐ kɐntidɐdɛ dɛ aɡɐ ɐʃsoziɐdɐ vɐɾiɐ mujto
-duɾɐntɛ ɐ vidɐ pɾodutivɐ dos posos, podɛndo ɐlkɐnsɐɾ vɐloɾɛs dɐ oɾdɛm dɛ 50 ɐ
-100% ɛm volumɛ ɐo finɐl dɐ vidɐ pɾodutivɐ. o dɛʃkɐɾtɛ owu ɐte mɛʃmo ɐ ɾɛjnʒɛsɐ̃w̃
-dɐ aɡɐ pɾoduzidɐ sɔ e pɛɾmitido ɐpɔs ɐ ɾɛmosɐ̃w̃ do ɔlɛo ɛ dos sɔlidos ɛ̃
-suʃpɛnsɐ̃w̃ ɛm nivɛjs ɐzɛjtavɛjs (ɾɐmɐlo, 1992). dɛ ɐkoɾdo kom ɐmɐdum ɛt
-ɐl.(2009), ɾokɐs kʷɛ ɛksiʃtɛm nɐtuɾɐlmɛntɛ ɛm foɾmɐsõj̃s subtɛʁanɛɐs sɐ̃w̃
-ʒɛɾɐlmɛntɛ pɛɾmɛɐdɐs poɾ flujdos subtɛʁanɛos komo ɔlɛo, ɡas ɛ aɡɐ sɐlinɐ.
-ɐntɛs dos kompoʃtos dɛ idʁokɐɾbonɛtos sɛɾɛm kɐptuɾɐdos nɐs ɾokɐs, ɐs mɛʃmɐʃ
-ɛʃtɐvɐm sɐtuɾɐdɐs kom aɡɐ sɐlinɐ. idʁokɐɾbonɛtos kom bajksɐ dɛnsidɐdɛ miɡʁɐɾɐ̃
-pɐɾɐ ɐs kɐvidɐdɛs ɛ dɛʃlokɐɾɐm pɐɾtɛ dɐ aɡɐ sɐlinɐ dɐs ɾokɐs dɛ foɾmɐsɐ̃w̃.
-finɐlmɛntɛ, ɾokɐs ɾɛzɛɾvɐtɔɾio ɐbsoɾvɛɾɐm aɡɐ sɐlinɐ ɛ idʁokɐɾbonɛtos (ɔlɛo ɛ
-ɡas). ɛksiʃtɛm tɾes fontɛs dɛ aɡɐ sɐlinɐ :  flukso ɐzimɐ owu ɐbajkso dɐ zonɐ dɛ
-idʁokɐɾbonɛto ;  flukso dɐ zonɐ ondɛ sɛ ɛnkontɾɐm os idʁokɐɾbonɛtos ;  flukso
-ɐ pɐɾtiɾ dɛ flujdos inʒɛtɐdos ɛ ɐditivos , ɾɛzultɐntɛ dɐs ɐtividɐdɛs dɛ ɛstɾɐsɐ̃w̃
-dɛ pɛtʁɔlɛo . duɾɐntɛ ɐ ɛsploɾɐsɐ̃w̃ ɛ pɾodusɐ̃w̃ dɛ pɛtʁɔlɛo, ɐ aɡɐ ɛʃta pɾɛzɛntɛ
-nɐ ɾokɐ ʒuntɐmɛntɛ kom o pɛtʁɔlɛo ɛ o ɡas nɐtuɾɐl. ɛʃtɛs flujdos ɛʃtɐ̃w̃
-sɛpɐɾɐdos ɛm kɐmɐdɐs. o majs pɛzɐdo, ɐ aɡɐ, fikɐ uzuɐlmɛntɛ nɐ pɐɾtɛ infɛɾioɾ
-dɐ ɾokɐ, sobʁɛ ɛlɐ o pɛtʁɔlɛo ɛ ɐzimɐ dɛʃtɛ, o ɡas. e uzuɐl ɐ inʒɛsɐ̃w̃ dɛ aɡɐ
-no ɾɛzɛɾvɐtɔɾio pɐɾɐ mɐntɛɾ ɐ pɾɛʃsɐ̃w̃ ɛ awksiliɐɾ o flukso do pɛtʁɔlɛo pɐɾɐ ɐ
-supɛɾfiziɛ. ɐ aɡɐ ɐ sɛɾ inʒɛtɐdɐ nɐ ɾokɐ podɛ sɛɾ dozɛ, sɐlɡɐdɐ owu ɐkʷɛlɐ
-pɾoduzidɐ ʒuntɐmɛntɛ kom o ɔlɛo dɛpowis dɛ sɛpɐɾɐdɐ. sɛʒɐ kɐl foɾ o tipo dɛ aɡɐ
-inʒɛtɐdɐ no ɾɛzɛɾvɐtɔɾio, ɛlɐ e tɾɐtɐdɐ pɐɾɐ ɡɐɾɐntiɾ kʷɛ nɐ̃w̃ okoʁɐ ɛntupimɛnto
-dos poɾos dɐ ɾokɐ, difikultɐndo ɐ miɡʁɐsɐ̃w̃ do ɔlɛo pɐɾɐ os posos. tɐnto ɐ aɡɐ
-dɛ foɾmɐsɐ̃w̃ kɐnto ɐ aɡɐ inʒɛtɐdɐ sɐ̃w̃ pɾoduzidɐs ʒuntɐmɛntɛ kom umɐ miʃtuɾɐ dɛ
-idʁokɐɾbonɛtos. nɐ supɛɾfiziɛ, difɛɾɛntɛs pɾozɛʃsos sɐ̃w̃ uzɐdos pɐɾɐ sɛpɐɾɐɾ oʃ
-idʁokɐɾbonɛtos do flujdo pɾoduzido owu aɡɐ pɾoduzidɐ (ɛkins ɛt ɐl. 2007). ɐ
-aɡɐ pɾoduzidɐ e ɾɛʃponsavɛl poɾ umɐ vɐɾiɛdɐdɛ dɛ pɾoblɛmɐs nɐs opɛɾɐsõj̃s dɛ
-kɐmpo. os majs komuns ɛʃtɐ̃w̃ ɾɛlɐzionɐdos as ɛmulsõj̃s, koʁozɐ̃w̃, inkɾuʃtɐsõj̃s,
-kɾɛʃsimɛnto mikʁobiɐno, pɐɾtikulɐs ɛm suʃpɛnsɐ̃w̃, ɛʃpumɐs ɛ suʒɛjɾɐs dɛ
-ɛkʷipɐmɛntos. umɐ vɐɾiɛdɐdɛ dɛ pɾodutos kʷimikos e ɐdizionɐdɐ pɐɾɐ ɛvitɐɾ ɛʃsɛʃ
-pɾoblɛmɐs (ɡɐɾsiɐ, 2006), tajs komo inibidoɾɛs dɛ koʁozɐ̃w�� ɛ inkɾuʃtɐsɐ̃w̃,
-biozidɐs, kowɐɡlɐntɛs, flokulɐntɛs, suɾfɐktɐntɛs, kʷɛbʁɐdoɾɛs dɛ ɛmulsɐ̃w̃ ɛ dɛ
-ɛʃpumɐ. o tipo dɛ pɾozɛʃso ɐ sɛɾ ɐdotɐdo pɐɾɐ o tɾɐtɐmɛnto dɐ aɡɐ pɾoduzidɐ
-dɛpɛndɛ dos kompoʃtos kʷɛ sɛ dɛzɛʒɐ ɾɛmovɛɾ. os kompoʃtos ɐ sɛɾɛm ɾɛmovidos, poɾ
-suɐ vɛz, dɛpɛndɛm do dɛʃtino finɐl ɐ sɛɾ ɐdotɐdo pɐɾɐ ɐ aɡɐ pɾoduzidɐ tɾɐtɐdɐ
-kʷɛ, konfoɾmɛ sitɐdo ɐntɛɾioɾmɛntɛ, podɛ sɛɾ dɛʃkɐɾtɛ, inʒɛsɐ̃w̃ owu ɾewzo. dɛʃsɐ
-foɾmɐ, o tɾɐtɐmɛnto dɐ aɡɐ pɾoduzidɐ podɛ sɛɾ fɛjto kom os sɛɡʷintɛs obʒɛtivos:
-ʁɛmosɐ̃w̃ dɛ ɔlɛo sob ɐs foɾmɐ diʃpɛɾsɐs; ɾɛmosɐ̃w̃ dɛ kompoʃtos oɾɡanikos soluvɛjs;
-dɛzinfɛksɐ̃w̃, pɐɾɐ ɾɛmosɐ̃w̃ dɛ bɐkteɾiɐs ɛ ɐlɡɐs; ɾɛmosɐ̃w̃ s, tuɾbidɛz ɛ ɐɾɛjɐ;
-ʁɛmosɐ̃w̃ dɛ ɡɐzɛs diʃsolvidos, komo ɡɐzɛs dɛ idʁokɐɾbonɛtos lɛvɛs, ko2 ɛ 2s;
-dɛʃsɐlinizɐsɐ̃w̃, pɐɾɐ ɾɛmosɐ̃w̃ dɛ sajs diʃsolvidos, sulfɐtos, nitʁɐtos ɛ ɐʒɛntɛʃ
-dɛ inkɾuʃtɐsɐ̃w̃; ɐbʁɐndɐmɛnto, pɐɾɐ ɾɛmosɐ̃w̃ dɛ duɾɛzɐ ɛm ɛsɛʃso; ɾɛmosɐ̃w̃ dɛ
-kompoʃtos divɛɾsos, komo os mɾon, ɛ ɐʒuʃtɛ dɐ ɾɐzɐ̃w̃ dɛ ɐdsoɾsɐ̃w̃ dɛ sɔdio (ɾɐs).
-nɛʃsɛ ultimo kɐzo, e ɐdizionɐdo kalsio owu mɐɡnezio ɛ o obʒɛtivo e o ɾewzo dɐ
-aɡɐ nɐ iʁiɡɐsɐ̃w̃ (ɐɾtuɾ; lɐnɡs; pɐtɛl, 2005). pɾɐ ɾɛmosɐ̃w̃ dos kompoʃtoʃ
-sitɐdos, sɐ̃w̃ uzɐdos vaɾios pɾozɛʃsos fizikos, kʷimikos ɛ biolɔʒikoʃ
-(fɐkɾu’l-ɾɐzi ɛt ɐl., 2009). ɐ pɾodusɐ̃w̃ dɛ aɡɐ pɾoduzidɐ e ɛʃtimɐdɐ ɛm sɛɾkɐ
-dɛ 250 milõj̃s dɛ bɐʁis poɾ diɐ ɛm kompɐɾɐsɐ̃w̃ kom sɛɾkɐ dɛ 80 milõj̃s dɛ bɐʁiʃ
-poɾ diɐ dɛ ɔlɛo. komo ɾɛzultɐdo, ɐ ɾɐzɐ̃w̃ dɛ aɡɐ pɐɾɐ ɔlɛo e sɛɾkɐ dɛ 3:1. o
-ɐkompɐnɐmɛnto ɡlobɐl dɛ aɡɐ awmɛntowu dɛʃdɛ umɐ dekɐdɐ ɐtʁas ɛ kontinuɐ ɐ subiɾ
-(dɐl fɛʁo ɛt ɐl., 2007). 2.4. ɛʃpɛktɾofotomɛtʁiɐ sɛɡndo sɐmuɛl fɛjtozɐ (2012),
-ɐ ɛʃpɛktɾofotomɛtʁiɐ e um metodo dɛ ɐnalizɛs bɐʃtɐntɛ uzɐdo ɛm invɛʃtiɡɐsõj̃ʃ
-biolɔʒikɐs ɛ fiziko-kʷimikɐs. ɛksiʃtɛ um instɾumɛnto kʷɛ pɛɾmitɛ sɛ fɐzɛɾ tajʃ
-ɐnalizɛs, o ɛʃpɛktɾofotomɛtʁo, kʷɛ kompɐɾɐ ɐ ɾɐdiɐsɐ̃w̃ ɐbsoɾvidɐ owu tɾɐnsmitidɐ
-poɾ umɐ solusɐ̃w̃ kʷɛ kontem umɐ kɐntidɐdɛ dɛʃkonɛzidɐ dɛ soluto, ɛ umɐ
-kɐntidɐdɛ konɛzidɐ dɐ mɛʃmɐ substansiɐ. kɐndo ɐ luz ɐtʁɐvɛʃsɐ umɐ substansiɐ,
-pɐɾtɛ dɐ ɛnɛɾʒiɐ e ɐbsoɾvidɐ (ɐbsoɾbansiɐ): ɐ ɛnɛɾʒiɐ ɾɐdiɐntɛ nɐ̃w̃ podɛ pɾoduziɾ
-nɛnum ɛfɛjto sɛm sɛɾ ɐbsoɾvidɐ. ɐ koɾ dɐs substansiɐs sɛ dɛvɛ ɐ ɐbsoɾsɐ̃w̃
-(tɾɐnsmitansiɐ) dɛ sɛɾtos kompɾimɛntos dɛ ondɐs dɐ luz bɾɐnkɐ kʷɛ insidɛ sobʁɛ
-ɛlɐs, dɛjksɐndo tɾɐnsmitiɾ ɐos noʃsos olos ɐpɛnɐs ɐkʷɛlɛs kompɾimɛntos dɛ ondɐʃ
-nɐ̃w̃ ɐbsoɾvidos. ɐ konsɛntɾɐsɐ̃w̃ dɛ substansiɐs podɛ sɛɾ dɛtɛɾminɐdɐ mɛdindo-sɛ ɐ
-luz ɐbsoɾvidɐ poɾ umɐ solusɐ̃w̃, ɐtʁɐves do metodo ɛʃpɛktɾofotometʁiko. sɛ um ɾɐjo
-dɛ luz monokʁomatiko ɐtʁɐvɛʃsɐɾ umɐ solusɐ̃w̃ kontɛndo umɐ substansiɐ kɐpɐz dɛ
-ɐbsoɾvɛɾ luz nɛʃtɛ kompɾimɛnto dɛ ondɐ (λ), umɐ pɐɾtɛ dɛʃtɐ luz insidɛntɛ (io)
-sɛɾa ɐbsoɾvidɐ ɛ umɐ pɐɾtɛ sɛɾa tɾɐnsmitidɐ (i). kɐmɐmos dɛ tɾɐnsmitansiɐ (t) ɐ
-ʁɐzɐ̃w̃ ɛntɾɛ ɐ intɛnsidɐdɛ dɐ luz tɾɐnsmitidɐ (i) ɛ ɐ intɛnsidɐdɛ dɐ luʒ
-insidɛntɛ (io), ɛkɐsɐ̃w̃ (5): t=1/io ɐ tɾɐnsmitansiɐ dɛ umɐ solusɐ̃w̃ dɛpɛndɛ doʃ
-sɛɡʷintɛs fɐtoɾɛs :  nɐtuɾɛzɐ dɐ substansiɐ ;  ɛʃpɛʃsuɾɐ dɐ solusɐ̃w̃ . 2.4.1. ɐ
-luz, umɐ ondɐ kompoʃtɐ poɾ kɐmpos ɛletʁikos ɛ mɐɡnetikos ɐltɛɾnɐdos, e tɐmbẽ
-kɐntizɐdɐ ɛm umɐ unidɐdɛ ɛlɛmɛntɐɾ, kɐmɐdɐ fɔton. o konsɛjto dɛ um fɔton nɐ̃w̃ e
-klɐɾo, mɐs e poʃsivɛl dɛʃkɾɛve-lo mɐtɛmɐtikɐmɛntɛ ɛm ɾɐzõj̃s dɛ suɐʃ
-pɾopʁiɛdɐdɛs. um kɐntum dɛ luz dɛ fɾɛkʷensiɐ f tɛm umɐ ɛnɛɾʒiɐ ɛ, dɐdɐ poɾ: ɛ̃
-kʷɛ:  e ɐ konstɐntɛ dɛ plɐnkk = 6,63 ks 10-34 k e ɐ vɛlozidɐdɛ dɐ luz λ e o
-kompɾimɛnto dɛ ondɐ. poɾtɐnto, ɐ mɛnoɾ ɛnɛɾʒiɐ kʷɛ umɐ ondɐ luminozɐ podɛ tɛɾ e
-ɐ dɛ um uniko fɔton: f. todɐs ɐs ɛnɛɾʒiɐs kʷɛ ɐ luz poʃsɐ tɛɾ sɐ̃w̃ multiplɐs dɛ
-f. o ɛʃpɛktɾo ɛlɛtʁomɐɡnetiko dɐ luz e kompoʃto ɛntɐ̃w̃ poɾ fɔtons dɛ difɛɾɛntɛʃ
-kompɾimɛntos dɛ ondɐ, ɛm kʷɛ ɐ luz vizivɛl ɐbʁɐnʒɛ somɛntɛ umɐ pɛkʷɛnɐ fajksɐ
-poʃsivɛl. konfoɾmɛ sɐmuɛl fɛjtozɐ (2012), no ɛʃtɐdo fundɐmɛntɐl os ɛletʁons sɛ
-diʃtɾibuɛm dɛ foɾmɐ ɐ minimizɐɾ ɐ ɛnɛɾʒiɐ. ɛksiʃtɛ, poɾem, ɐ poʃsibilidɐdɛ dɛ
-okupɐsɐ̃w̃ dɛ oɾbitajs majs ɛnɛɾʒetikos, sɛ foɾ pɾopoɾsionɐdɐ sɛɾtɐ kɐntidɐdɛ dɛ
-ɛnɛɾʒiɐ. ɛʃtɛ ɛletʁon no ɛʃtɐdo ɛsitɐdo tɛndɛɾa ɐ voltɐɾ pɐɾɐ o ɛʃtɐdo
-fundɐmɛntɐl, o kʷɛ ʒɛɾɐlmɛntɛ okoʁɛ poɾ um kɐmino toɾtuozo, nɐ kɐl o ɛletʁõ
-pɐʃsɐ pɐɾɐ um ɛʃtɐdo mɛtɐɛʃtavɛl, ɛmitindo kom iʃso ɛnɛɾʒiɐ teɾmikɐ, ɛ dɛʃtɛ
-ɛʃtɐdo voltɐ ɐo ɛʃtɐdo fundɐmɛntɐl, ɛmitindo luz. ɐ lɛj dɛ bɛɛɾ kolokɐ kʷɛ ɐ
-ɐbsoɾbansiɐ dɛ umɐ substansiɐ ɛm solusɐ̃w̃ e diɾɛtɐmɛntɛ pɾopoɾsionɐl ɐ suɐ
-konsɛntɾɐsɐ̃w̃ ɛ ɐ ɛʃpɛʃsuɾɐ kʷɛ ɐ luz ɐtʁɐvɛʃsɐ. ɐ utilizɐsɐ̃w̃ dɐ lɛj dɛ bɛɛɾ
-ʁɛkʷɛɾ o ɛʃtɐbɛlɛzimɛnto do kompɾimɛnto dɛ ondɐ a ɐbsoɾsɐ̃w̃ maksimɐ. ɐ = εbk ondɛ:
-b - kɐmino ɔptiko k - konsɛntɾɐsɐ̃w̃ dɐ ɐmoʃtɾɐ kʷɛ ʒɛɾɐlmɛntɛ e ɛspɾɛʃsɐ ɛ̃
-molɛs poɾ litʁo ɐ lɛj dɛ bɛɛɾ podɛ sɛɾ ɐplikɐdɐ somɛntɛ pɐɾɐ solusõj̃s diluj́dɐs,
-sɛndo ɐʃsim umɐ lɛj limitɛ. ɛm konsɛntɾɐsõj̃s ɐltɐs, ɐ diʃtansiɐ mediɐ ɛntɾɛ oʃ
-ions owu molekulɐs dɐ ɛʃpeziɛ ɐbsoɾvɛntɛ diminuj ɐo ponto dɛ kʷɛ kɐdɐ pɐɾtikulɐ
-ɐfɛtɛ ɐ diʃtɾibujsɐ̃w̃ dɛ kɐɾɡɐ, ɛ ɐʃsim ɐ ɛstɛnsɐ̃w̃ dɐ ɐbsoɾsɐ̃w̃ dɐs suɐs vizinɐs.
-ɛʃsɛ fɛnomɛno kawzɐ dɛʃvios nɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ ɐbsoɾbansiɐ ɛ konsɛntɾɐsɐ̃w̃. iʃso
-okoʁɛ tɐmbem ɛm solusõj̃s diluj́dɐs dɛ ɐbsoɾvɛntɛs ondɛ ɛksiʃtɐm ɐltɐʃ
-konsɛntɾɐsõj̃s dɛ divɛɾsɐs ɛʃpeziɛs, pɾinsipɐlmɛntɛ ɛlɛtʁɔlitos (skowoɡ, 2006 ɐpud
-moɾɐɛs, kɐmilɐ ʒɛziɛlɛ olivɛjɾɐ, 2013). 3. - ɛʃtɐdo dɐ ɐɾtɛ nunɛs (2009)
-ʁɛɐlizowu um ɛʃtudo sobʁɛ ɐ ɾɛmosɐ̃w̃ konʒuɡɐdɐ dɛ mɛtajs ɛ ɔlɛo dɛ aɡɐ pɾoduzidɐ,
-nɐ kɐl ɐ aɡɐ utilizɐdɐ nos pɾozɛʃsos dɛ ɛstɾɐsɐ̃w̃ fowi pɾɛpɐɾɐdɐ sɛɡndo
-ʁɛʃpɛktivo ɛʃtudo, sɛʒɐ ɐ ɐvɐliɐsɐ̃w̃ dɐ ɛstɾɐsɐ̃w̃ do mɛtɐl kom o tɛnsowɐtivo sɛm ɐ
-pɾɛzɛnsɐ dɛ pɛtʁɔlɛo diʃpɛɾso, owu umɐ ɛstɾɐsɐ̃w̃ konʒuɡɐdɐ do mɛtɐl nɐ pɾɛzɛnsɐ do
-pɛtʁɔlɛo diʃpɛɾso. nɛʃtɛ tɾɐbɐlo foɾɐm utilizɐdos tɛnsowɐtivos dɛɾivɐdos doʃ
-ɔlɛos dɛ koko, soʒɐ ɛ ʒiɾɐʃsol ɛ ɐ miʃtuɾɐ ɡoɾduɾɐ ɐnimɐl ɛ koko, fowi utilizɐdo
-komo ɐʒɛntɛ pɾɛzipitɐntɛ ɐ bɐʁilɐ. o ɛʃtudo dɛ ɛstɾɐsɐ̃w̃ konsiʃtɛ ɛm ɐdizionɐɾ
-a koʁɛntɛ ɐ sɛɾ tɾɐtɐdɐ umɐ konsɛntɾɐsɐ̃w̃ do ɛstɾɐtɐntɛ kʷɛ vɐɾiowu dɛ 10 % ɐ 100
-% do vɐloɾ ɛʃtɛkʷiometʁiko dɐ ɾɛɐsɐ̃w̃ ɛntɾɛ o ɛstɾɐtɐntɛ ɛ o mɛtɐl. o tɛnsowɐtivo
-utilizɐdo fowi ɐnioniko utilizɐdo kom 300 ppm dɛ mɛtɐl. nɛʃtɛ ɛʃtudo fowi
-obsɛɾvɐdɐ umɐ bowɐ ɛfiziensiɐ nɐ ɾɛmosɐ̃w̃ dɛ mɛtajs kalsio ɛ mɐɡnezio. silvɐ
-(2010) fɛz umɐ ɐnalizɛ dos pɾozɛʃsos dɛ flotɐsɐ̃w̃ ɛ oksidɐsɐ̃w̃ ɐvɐnsɐdɐ pɐɾɐ o
-tɾɐtɐmɛnto dɛ ɛfluɛntɛ modɛlo dɐ induʃtɾiɐ do pɛtʁɔlɛo. foɾɐm fɛjtos ɛnsɐjos ɛ̃
-ɛʃkɐlɐ lɐboɾɐtoɾiɐl dɛ flotɐsɐ̃w̃ ɛm kolunɐ ɛ fotodɛɡʁɐdɐsɐ̃w̃ dɛ ɛfluɛntɛʃ
-sintetikos dɐ induʃtɾiɐ do pɛtʁɔlɛo. os ɛspɛɾimɛntos iniziɐs foɾɐm ɾɛɐlizɐdoʃ
-kom ɛfluɛntɛ sintetiko pɾɛpɐɾɐdo ɐ pɐɾtiɾ dɐ diʃpɛɾsɐ̃w̃ dɛ pɛtʁɔlɛo bɾuto ɛ̃
-aɡɐ; nos ɛspɛɾimɛntos dɛ flotɐsɐ̃w̃ foɾɐm ɛmpɾɛɡɐdos ksilɛno komo poluɛntɛ modɛlo,
-ʒa os dɛ fotodɛɡʁɐdɐsɐ̃w̃ foɾɐm ɾɛɐlizɐdos kom ɛfluɛntɛ sintetiko. os pɾimɛjɾoʃ
-ɛnsɐjos dɛ fotodɛɡʁɐdɐsɐ̃w̃ foɾɐm obsɛɾvɐdos limitɐsõj̃s ɐnɐlitikɐs tajs komo:
-ʁɛdusɐ̃w̃ do toɡ poɾ ɐdsoɾsɐ̃w̃ nɐs mɐnɡʷɛjɾɐs ɛ nɐs pɐɾɛdɛs intɛɾnɐs do ɾɛɐtoɾ
-lampɐdɐ ɛ poɾ ɐʁɐʃtɛ dɛ ɔlɛo duɾɐntɛ ɐ pɾɛpɐɾɐsɐ̃w̃ dɐ ɐmoʃtɾɐ pɐɾɐ lɛjtuɾɐ do
-tok. os ɾɛzultɐdos obtidos dɐ fotodɛɡʁɐdɐsɐ̃w̃ dɛ ɛfluɛntɛs olɛozos, kontɛndo ɔlɛo
-diʃpɛɾso ɛ ɛmulsionɐdo, mɐʃkɐɾɐɾɐm owutʁos fɛnomɛnos pɾɛzɛntɛs kʷɛ tɐmbẽ
-kontɾibuj́ɾɐm pɐɾɐ ɐ ɾɛmosɐ̃w̃ do ɔlɛo. pɛlɐs ɐnalizɛs dos ɛfluɛntɛs sintetikos,
-pɾɛpɐɾɐdos ɐ pɐɾtiɾ dɐ diʃpɛɾsɐ̃w̃ dɛ pɛtʁɔlɛo ɛm aɡɐ, foɾɐm obsɛɾvɐdɐs pɛɾdɐs dɛ
-ɔlɛo poɾ ɐdsoɾsɐ̃w̃ ɛ kowɐɡlɐsɐ̃w̃ kʷɛ mɐʃkɐɾɐm os ɾɛzultɐdos. obsɛɾvowu-sɛ tɐmbẽ
-kʷɛ ɐ ɾɛmosɐ̃w̃ dɛ sajs dɛ fɛʁo dɛ ɐmoʃtɾɐs olɛozɐs intɛɾfɛɾɛ nɐ mɛdidɐ do tok ɛ
-ɐ utilizɐsɐ̃w̃ do ksilɛno komo poluɛntɛ modɛlo dɛmonstɾowu sɛɾ ɐpʁopʁiɐdɐ pɐɾɐ oʃ
-ɛʃtudos ɛspɛɾimɛntajs dos pɾozɛʃsos dɛ tɾɐtɐmɛnto ɛ os dɐdos ɛspɛɾimɛntajʃ
-obtidos dɐ flotɐsɐ̃w̃ ɛm kolunɐ ɐpʁɛzɛntɐɾɐm kompoɾtɐmɛnto sinetiko dɛ pɾimɛjɾɐ
-oɾdɛm. pɐɾɐ ɐ ɾɛɐlizɐsɐ̃w̃ dos ɛspɛɾimɛntos, ɐs vɐɾiavɛjs ɛʃtudɐdɐs foɾɐm:
-ɐʒitɐsɐ̃w̃ nɐ kamɐɾɐ dɛ miʃtuɾɐ (ɾpm), konsɛntɾɐsɐ̃w̃ do ɛstɾɐtɐntɛ (ɔlɛo dɛ koko)
-nɐ solusɐ̃w̃ oɾɡanikɐ (% volumetʁikɐ ɛm kɐv), vɐzɐ̃w̃ dɛ aɡɐ kontɐminɐdɐ (l/) ɛ
-ʁɛlɐsɐ̃w̃ oɾɡaniko/oɾɡaniko+ɐkozo (o/o+ɐ, v/v). ɐ ɐnalizɛ kɐlitɐtivɐ ɛ
-kɐntitɐtivɐ dos mɛtajs fowi ɾɛɐlizɐdɐ ɛm ɛkʷipɐmɛnto ikp, ɐnɐlizɐndo-sɛ ɐ fɐzɛ
-ɐkozɐ nɐ ɛntɾɐdɐ ɛ nɐ saj́dɐ do ɛkʷipɐmɛnto. no kɐzo, dɐ ɐnalizɛ dɛ pɛtʁɔlɛo,
-foɾɐm fɛjtɐs ɐnalizɛs dɛ toɡ (tɛoɾ dɛ ɔlɛos ɛ ɡɾɐksɐs) tɐmbem ɛm duplikɐtɐ, nɐʃ
-fɐzɛs ɐkozɐs koʁɛʃpondɛntɛs a ɛntɾɐdɐ ɛ saj́dɐ do ɐpɐɾɛlo. os ɾɛzultɐdos doʃ
-ɛspɛɾimɛntos moʃtɾɐɾɐm kʷɛ e poʃsivɛl ɾɛmovɛɾ simultɐnɛɐmɛntɛ pɛtʁɔlɛo ɛ mɛtajʃ
-pɛzɐdos komo kadmio, kumbo ɛ nikʷɛl dɛ aɡɐs ɾɛziduajs dɐ induʃtɾiɐ do pɛtʁɔlɛo
-utilizɐndo ɐ tɛknoloʒiɐ mdif kom ɐ opɛɾɐsɐ̃w̃ dɛ ɛstɾɐsɐ̃w̃ poɾ solvɛntɛ. kamɐɾɐ
-(2013) dɛzɛnvolvew um ɛʃtudo ɛm toɾno dɛ um metodo dɛ tɾɐtɐmɛnto dɛ aɡɐ dɛ
-pɾodusɐ̃w̃ kom o ɛmpɾɛɡo dɛ um tɛnsowɐtivo ɛ ɛm sɛɡʷidɐ ɐvɐliɐɾɐm ɐ kombinɐsɐ̃w̃ do
-ɛmpɾɛɡo do tɛnsowɐtivo sɛɡʷido poɾ umɐ filtɾɐsɐ̃w̃ ɛm mɛjo poɾozo, vizɐndo ɐ
-ɛfiziensiɐ dɐ ɾɛmosɐ̃w̃ do ɔlɛo ɛ mɛtajs pɾɛzɛntɛs nɐ aɡɐ pɾoduzidɐ. ɐtʁɐves doʃ
-ɛspɛɾimɛntos konkluju kʷɛ pɐɾɐ o pɾozɛʃso ɛm kʷɛ sɛ ɐplikɐ ɐpɛnɐs filtɾɐsɐ̃w̃ oʃ
-ʁɛzultɐdos nɐ̃w̃ sɐ̃w̃ tɐ̃w̃ sɐtiʃfɐtɔɾios kɐndo kompɐɾɐdos ɐo pɾozɛʃso dɛ ɛstɾɐsɐ̃w̃
-utilizɐndo tɛnsowɐtivo sɛɡʷido poɾ umɐ filtɾɐsɐ̃w̃. kɐndo ɐplikɐɾɐm ɐ filtɾɐsɐ̃w̃
-dɛpowis do pɾozɛʃso dɛ ɛstɾɐsɐ̃w̃, owuvɛ um awmɛnto siɡnifikɐtivo dɐ ɾɛmosɐ̃w̃ do
-ɔlɛo. konklujndo ɐʃsim kʷɛ kɐndo tɛmos dowis pɾozɛʃsos konʒuɡɐdos awmɛntɐmos ɐ
-ɛfiziensiɐ do tɾɐtɐmɛnto. vɐlɛnsɐ ɛt ɐl. (2011) ɾɛɐlizɐɾɐm um tɾɐbɐlo ɐboɾdɐndo
-ɐ ɾɛmosɐ̃w̃ do ɔlɛo dɐ aɡɐ pɾoduzidɐ poɾ flotɐsɐ̃w̃ ɛm kolunɐ uzɐndo tɛnsowɐtivos dɛ
-oɾiʒɛm vɛʒɛtɐl. ɛlɛs obsɛɾvɐɾɐm kʷɛ ɐpɔs ɐ mɐjoɾ ɾɛmosɐ̃w̃ do ɔlɛo pɐɾɐ ɐmbos oʃ
-tɛnsowɐtivos sɛ da ɐte 100 min dɛ flotɐsɐ̃w̃ ɛ ɐpɔs 150 min pɛɾsɛbɛɾɐm kʷɛ nɐ̃w̃ a
-majs diminujsɐ̃w̃ dɐ konsɛntɾɐsɐ̃w̃ do ɔlɛo. umɐ ɡɾɐndɛ vɐntɐʒɛm fowi kɐnto ɐoʃ
-tɛnsowɐtivos utilizɐdos kʷɛ foɾɐm biodɛɡʁɐdavɛjs ɛ poʃsuɛm bajkso kuʃto dɛ
-obtɛnsɐ̃w̃, sɛndo ɐʃsim umɐ bowɐ ɐltɛɾnɐtivɐ pɐɾɐ ɐs induʃtɾiɐs dɛ pɛtʁɔlɛo nɐ
-ʁɛmosɐ̃w̃ dɛ ɔlɛos dɐ aɡɐ. 4. - mɐtɛɾiajs utilizɐdos nɛʃtɛ tɾɐbɐlo , oʃ
-pɾinsipajs mɐtɛɾiajs utilizɐdos foɾɐm ɔlɛo diɛzɛl , tɛnsowɐtivos ɛ kloɾofɔɾmio pɐ
-.  ɛʃpɛktɾofotomɛtʁo , modɛlo ʒɛɐkɐ uv-340ɡ ;  ɐʒitɐdoɾ mɐɡnetiko kõ
-ɐkʷɛzimɛnto diʒitɐl , modɛlo ls59d – 220 – 300 – pi dɐ loʒɛn ; 5. - mɛtodoloʒiɐ
-5.1. pɾɛpɐɾo dɐ solusɐ̃w̃ ɛʃtokʷɛ ɛm um bɐlɐ̃w̃ dɛ 10 ml pɛzɐɾ 0,03ɡ dɛ ɔlɛo diɛzɛl
-ɛ komplɛtɐɾ ɐte o mɛniʃko kom o kloɾofɔɾmio. - bɾɐnko : kloɾofɔɾmio puɾo - 1º
-pɐdʁɐ̃w̃ ( 300 mɡ/l ) kolokɐɾ 1 ml dɐ solusɐ̃w̃ ɛʃtokʷɛ ɛ ɐdizionɐɾ 9 ml dɛ
-kloɾofɔɾmio uzɐndo pipɛtɐs. - 2º pɐdʁɐ̃w̃ (150 mɡ/l) kolokɐɾ 5 ml do 1º pɐdʁɐ̃w̃ ɛ
-ɐdizionɐɾ 5 ml dɛ kloɾofɔɾmio. - 3º pɐdʁɐ̃w̃ (75 mɡ/l) kolokɐɾ 5 ml do 2º pɐdʁɐ̃w̃ ɛ
-ɐdizionɐɾ 5 ml dɛ kloɾofɔɾmio. - 4º pɐdʁɐ̃w̃ (37,5 mɡ/l) kolokɐɾ 5 ml do 3º pɐdʁɐ̃w̃
-ɛ ɐdizionɐɾ 5 ml dɛ kloɾofɔɾmio. - 5º pɐdʁɐ̃w̃ (18,75 mɡ/l) kolokɐɾ 5 ml do 4º
-pɐdʁɐ̃w̃ ɛ ɐdizionɐɾ 5 ml dɛ kloɾofɔɾmio. 5.2. konstɾusɐ̃w̃ dos diɐɡʁɐmɐs tɛɾnaɾioʃ
-pɐɾɐ ɐ konstɾusɐ̃w̃ do diɐɡʁɐmɐ tɛɾnaɾio foɾɐm fɛjtɐs titulɐsõj̃s kom aɡɐ ɛm ũ
-ʁɛzipiɛntɛ. pɛzowu-sɛ ɐ miʃtuɾɐ binaɾiɐ (ɔlɛo ɛ tɛnsowɐtivo), ɛm pɛɾsɛntuajʃ
-vɐɾiɐndo dɛ 0% ɐ 100% dɛ ɔlɛo ɛ 100 % ɐ 0% dɛ tɛnsowɐtivo, totɐlizɐndo dɛʒ
-pontos. ɐ kɐdɐ ponto do binaɾio, titulowu-sɛ ɐ miʃtuɾɐ (ɔlɛo/tɛnsowɐtivo) kom aɡɐ
-ɐte kʷɛ ɐ miʃtuɾɐ (ɔlɛo/tɛnsowɐtivo/aɡɐ) mudɐʃsɛ dɛ limpidɐ pɐɾɐ tuɾvɐ. kɐndo
-iʃso okoʁiɐ pɛzɐvɐ – sɛ ɐ mɐʃsɐ dɛ aɡɐ ɐdizionɐdɐ ɐo siʃtɛmɐ. ɐs ɾɛʒiõj̃s dɛ
-ʒɛl foɾɐm obtidɐs ɐdizionɐndo-sɛ majs aɡɐ ɐo siʃtɛmɐ. 5.3. ɛʃkolɐ do
-tɛnsowɐtivo os tɛnsowɐtivos nɐ̃w̃ ionikos dɛ ɛlɛvɐdo bɐlɐnso idʁofiliko –
-lipofiliko (bl) sɛɾɐ̃w̃ utilizɐdos nɛʃtɛ tɾɐbɐlo. dɛntɾɛ ɛʃtɛs podɛmos dɛʃtɐkɐɾ
-os nonilfɛnol ɛtoksilɐdos: 40, 60 ɛ 100 kom os ɾɛʃpɛktivos, bl: 8,9; 10,9 ɛ
-13,3. ɐ fiɡʁɐ 5 ɐbajkso ɾɛpʁɛzɛntɐ ɐ ɛʃtɾutuɾɐ dos kompoʃtos kʷimikos. ɐ
-foɾmulɐsɐ̃w̃ dɐ ɐmoʃtɾɐ konsiʃtɛ ɛm umɐ konsɛntɾɐsɐ̃w̃ dɛ ɐpʁoksimɐdɐmɛntɛ 300 ppm dɛ
-ɔlɛo diʃpɛɾso ɛm aɡɐ, obtidɐ ɐtʁɐves dɐ ɐʒitɐsɐ̃w̃ viɡoɾozɐ, viɐbilizɐndo umɐ
-pɛkʷɛnɐ kɐntidɐdɛ dɛ pɛtʁɔlɛo nɐ aɡɐ. ɛʃtɐ konsɛntɾɐsɐ̃w̃ e umɐ ɾɛfɛɾensiɐ
-utilizɐdɐ ɛm tɾɐbɐlos ɛnvolvɛndo flotɐsɐ̃w̃ dɛ pɛtʁɔlɛo diʃpɛɾso ɛm aɡɐ
-pɾoduzidɐ (limɐ, 2005). 5.5. pɾɛpɐɾo dɐs ɐmoʃtɾɐs pɐɾɐ ɐnalizɛ dɛ tɛoɾ dɛ ɔlɛoʃ
-ɛ ɡɾɐksɐs (toɡ) ɐ pɐɾtiɾ dɐ ɛmulsɐ̃w̃ pɾɛpɐɾɐdɐ, dividɛ-sɛ ɛm sinko ɐmoʃtɾɐs iɡajʃ
-ɛ, ɛm sɛɡʷidɐ, ɐdizionɐ-sɛ tɛnsowɐtivos ɛm konsɛntɾɐsõj̃s difɛɾɛntɛs dɛ 0, 1, 2,
-3, 4 % do volumɛ dɐ ɐmoʃtɾɐ. 5.6. dɛtɛɾminɐsɐ̃w̃ do tɛoɾ dɛ ɔlɛos ɛ ɡɾɐksɐs (toɡ) o
-metodo utilizɐdo pɐɾɐ dɛtɛɾminɐɾ o tɛoɾ dɛ ɔlɛo diʃpɛɾso nɐ aɡɐ, konsiʃtɛ ɛ̃
-kolɛtɐɾ umɐ ɐmoʃtɾɐ dɛ 5 ml dɛ aɡɐ, ɐdizionɐɾ 5 ɛm sɛɡʷidɐ fɐz-sɛ ɐ ɐnɐlizɛ dɐ
-fɐzɛ kloɾofɔɾmio no ɛʃpɛktɾofotomɛtʁo dɛ ɐbsoɾsɐ̃w̃ molɛkulɐɾ uv-vizivɛl, ɐ ũ
-kompɾimɛnto dɛ ondɐ dɛ 260 nm-1. dɛʃsɛ modo, ɐ konsɛntɾɐsɐ̃w̃ dɐ ɐmoʃtɾɐ dɛ
-kloɾofɔɾmio koʁɛʃpondɛ a konsɛntɾɐsɐ̃w̃ dɛ ɔlɛo nɐ aɡɐ. finɐlmɛntɛ, kom aɡɐ dɛ
-pɾodusɐ̃w̃ utilizɐɾ ɐ teknikɐ ɐzimɐ dɛʃkɾitɐ pɐɾɐ ɐnɐlizɐɾ ɐ ɾɛdusɐ̃w̃ no toɡ. 6. -
-ʁɛzultɐdos ɛ diʃkuʃsõj̃s nɛʃtɛ itɛm sɐ̃w̃ ɐpʁɛzɛntɐdos ɛ diʃkutidos os ɾɛzultɐdoʃ
-ɐlkɐnsɐdos ɐo lonɡo dos ɛspɛɾimɛntos ɾɛɐlizɐdos sɛɡndo dɛʃkɾito nɐ mɛtodoloʒiɐ.
-6.1. kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ kom ɐ lɛjtuɾɐ dɐ ɐbsoɾbansiɐ fɛjtɐ poɾ mɛjo do ɛʃpɛktɾo
-, dos difɛɾɛntɛs pɐdʁõj̃s pɾɛpɐɾɐdos kom konsɛntɾɐsõj̃s pɾe-dɛfinidɐs , plotowu-sɛ
-ɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ dɐ ɐbsoɾbansiɐ vɛɾsus konsɛntɾɐsɐ̃w̃ dɛ diɛzɛl no
-kloɾofɔɾmio pɐɾɐ o kompɾimɛnto dɛ ondɐs ( λ ) dɛ 260 nm-1 , konfoɾmɛ fiɡʁɐ 6. .
-fontɛ: awtoɾiɐ pɾɔpʁiɐ (2016) nɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ ɛfɛtivowu-sɛ um ɐʒuʃtɛ
-linɛɐɾ dos dɐdos, obtɛndo-sɛ umɐ ɛkɐsɐ̃w̃ linɛɐɾizɐdɐ kʷɛ ɾɛpʁɛzɛntɐ ɐ influensiɐ
-dɐ konsɛntɾɐsɐ̃w̃ dɛ diɛzɛl ɛstɾaj́do pɛlo kloɾofɔɾmio nos vɐloɾɛs dɛ ɐbsoɾbansiɐ.
-6.2. diɐɡʁɐmɐs tɛɾnaɾios iniziɐlmɛntɛ konstɾuju-sɛ diɐɡʁɐmɐs dɛ fɐzɛs, kʷɛ e ũ
-diɐɡʁɐmɐ tɾiɐnɡlɐɾ ondɛ kɐdɐ konstitujntɛ puɾo okupɐ um veɾtizɛ do tɾianɡlo,
-sɛndo ɐ mɐnɛjɾɐ majs komum dɛ ɾɛpʁɛzɛntɐɾ os siʃtɛmɐs mikʁowɛmulsionɐdos. kɐdɐ
-komponɛntɛ ɐpʁɛzɛntɐ suɐs pɾopoɾsõj̃s ɛ ɐʃsim dɛlimitɐ-sɛ ɐs ɾɛʒiõj̃ʃ
-(mikʁowɛmulsɐ̃w̃, ɛmulsɐ̃w̃ ɛ ʒɛl) no diɐɡʁɐmɐ tɛɾnaɾio. os difɛɾɛntɛs tɛnsowɐtivoʃ
-nonilfɛnol ɛtoksilɐdos kom os difɛɾɛntɛs ɡɾaws dɛ ɛtoksilɐsɐ̃w̃ (40, 60, 100 ɛ 110),
-poʃsibilitowu ɐ ɛlɐboɾɐsɐ̃w̃ dɛ kɐtʁo difɛɾɛntɛs diɐɡʁɐmɐs tɛɾnaɾios pɛɾmɐnɛzɛndo
-konstɐntɛ ɐ fɐzɛ olɛozɐ (ɔlɛo diɛzɛl) ɛ ɐ fɐzɛ ɐkozɐ (aɡɐ). ɐ sɛɡʷiɾ sɛɾɐ̃w̃
-ɐpʁɛzɛntɐdos ɐs fiɡʁɐs 7, 8 ɛ 9, ɾɛfɛɾɛntɛs ɐos diɐɡʁɐmɐs tɛɾnaɾios obtidoʃ
-vɐɾiɐndo-sɛ ɐpɛnɐs o tɛnsowɐtivo. ɐnɐlizɐndo ɐs fiɡʁɐs 7, 8 ɛ 9 obsɛɾvɐ-sɛ ɐ
-diminujsɐ̃w̃ nɐ ɾɛʒiɐ̃w̃ dɛ mikʁowɛmulsɐ̃w̃ dɐ fiɡʁɐ 7 pɐɾɐ fiɡʁɐ 8 ɛ o
-dɛzɐpɐɾɛzimɛnto dɛʃtɐ nɐ fiɡʁɐ 9. ɛʃtɛ fɐto podɛ sɛɾ ɛsplikɐdo dɛvido ɐo
-awmɛnto do bɐlɐnso idʁofiliko-lipofiliko dos tɛnsowɐtivos. os pontos ɛm dɛʃtɐkʷɛ
-no anɡlo infɛɾioɾ ɛʃkʷɛɾdo, ɾiko ɛm aɡɐ, ɾɛpʁɛzɛntɐm ɐ lokɐlizɐsɐ̃w̃ ɡɾafikɐ doʃ
-pontos ɛʃkolidos pɐɾɐ ɐ ɛstɾɐsɐ̃w̃ do ɔlɛo pɾɛzɛntɛ nɐ aɡɐ uzɐndo komo ɾɛɐʒɛntɛ
-ɛstɾɐtoɾ o kloɾofɔɾmio. 6.3. tɛoɾ dɛ ɔlɛo ɛ ɡɾɐksɐs pɐɾɐ ɐ dɛtɛɾminɐsɐ̃w̃ do tɛoɾ
-dɛ ɔlɛo ɛ ɡɾɐksɐs foɾɐm ɾɛɐlizɐdɐs ɐs ɐnalizɛs vɐɾiɐndo os tɛnsowɐtivos ɛ suɐʃ
-konsɛntɾɐsõj̃s kom o obʒɛtivo dɛ fɐzɛɾ um kompɐɾɐtivo dɐ ɛfiziensiɐ nɐ ɾɛmosɐ̃w̃ do
-ɔlɛo diɛzɛl pɾɛzɛntɛ nɐ aɡɐ dɛ pɾodusɐ̃w̃ sintetikɐ. pɾɛpɐɾowu-sɛ ɐs sinko
-ɐmoʃtɾɐs do tɛnsowɐtivo ultɾɐnɛks 40 vɐɾiɐndo o pɛɾsɛntuɐl dɛ tɛnsowɐtivo ɛm kɐdɐ
-umɐ dɛlɐs, poɾem o tɛnsowɐtivo nɐ̃w̃ diʃsolvew-sɛ impɛdindo ɾɛɐlizɐsɐ̃w̃ dɐ lɛjtuɾɐ
-poɾ mɛjo dɐ teknikɐ dɛ ɛʃpɛktɾofotomɛtʁiɐ pɾopoʃtɐ. iʃso okoʁew dɛvido ɐo bajkso
-vɐloɾ dɛ bl do ɾɛfɛɾido tɛnsowɐtivo, kʷɛ lɛ konfɛɾɛ kɐɾɐktɛɾiʃtikɐʃ
-lipofilikɐs, no kɐzo majs ɐfinidɐdɛ poɾ ɔlɛo do kʷɛ pɛlɐ aɡɐ ɛ komo ɐ
-konsɛntɾɐsɐ̃w̃ dɛ ɔlɛo nɐ aɡɐ ɛɾɐ mujto pɛkʷɛnɐ o tɛnsowɐtivo nɐ̃w̃ sɛ diʃsolvɛ. ʒa
-kom os tɛnsowɐtivos ultɾɐnɛks 60 ɛ 100 fowi poʃsivɛl ɐnɐlizɐɾ ɐs ɐmoʃtɾɐs no
-ɛʃpɛktɾomɛtʁo uv-vis, powis ɐpʁɛzɛntɐm um bl mɐjoɾ do kʷɛ o ultɾɐnɛks 40 ɛ
-solubilizɐɾɐm totɐlmɛntɛ nɐs ɐmoʃtɾɐs. pɛɾsɛbew-sɛ ajndɐ um ɡɾɐndɛ ɐkʁeʃsimo nɐ
-ɐbsoɾbansiɐ, ɛm ɾɛlɐsɐ̃w̃ ɐ ɐmoʃtɾɐ iniziɐl, nɐs ɐmoʃtɾɐs kontɛndo tɛnsowɐtivo, ɛ
-um konsɛkʷɛntɛ awmɛnto dɐ konsɛnt��ɐsɐ̃w̃ pɐɾɐ kɐdɐ pɛɾsɛntuɐl dɛ tɛnsowɐtivo
-fikɐndo bɛm ɐzimɐ dɐ konsɛntɾɐsɐ̃w̃ dɛ ɔlɛo ɛksiʃtɛntɛ nɐ ɐmoʃtɾɐ iniziɐl kʷɛ fowi
-dɛ 300 ppm. iʃso podɛ tɛɾ okoʁido dɛvido o kloɾofɔɾmio ɛstɾajɾ tɐmbem o
-tɛnsowɐtivo. o ɾɛzultɐdo ɛnkontɾɐ-sɛ nɐs tɐbɛlɐs 1 ɛ 2. pɐɾɐ ɐ ɐmoʃtɾɐ kʷɛ nɐ̃w̃
-kontinɐ tɛnsowɐtivo ɐ konsɛntɾɐsɐ̃w̃ dɛ ɔlɛo no kloɾofɔɾmio fowi dɛ 231,9 ppm dɐ
-solusɐ̃w̃ iniziɐl, moʃtɾɐndo kʷɛ o kloɾofɔɾmio konsɛɡʷɛ ɐʁɐʃtɐɾ um pɛɾsɛntuɐl,
-poɾem mujto bajkso dɛ ɔlɛo. 7. - konkluzɐ̃w̃ 2. - os diɐɡʁɐmɐs moʃtɾɐɾɐm kõ
-klɐɾɛzɐ ɐs divɛɾsɐs ɾɛʒiõj̃s foɾmɐdɐs, pɛɾmitindo ɐ ɛʃkolɐ dos pontos pɐɾɐ
-ɛstɾɐsɐ̃w̃ do ɔlɛo dɐ aɡɐ. ɐpɛnɐs kom tɛnsowɐtivo ɛʃsɛ pɛɾsɛntuɐl e mujto bajkso, o
-kʷɛ pɛɾmitɛ konklujɾ kʷɛ o ɾɛɐʒɛntɛ kloɾofɔɾmio nɐ̃w̃ sɛ kompoɾtɐ komo um bõ
-ɛstɾɐtoɾ no tɾɐtɐmɛnto dɛ aɡɐ pɾoduzidɐ. owu pɐɾɐ kʷɛ sɛ tivɛʃsɛ umɐ ɛfiziensiɐ
-mɐjoɾ nɐ ɾɛmosɐ̃w̃ dɛ ɔlɛo, sɛɾiɐm nɛzɛʃsaɾio ɾɛɐlizɐɾ-sɛ umɐ seɾiɛ dɛ ɛstɾɐsõj̃s.
-4. - ɐ pɾɛzɛnsɐ do tɛnsowɐtivo nɐ ɛmulsɐ̃w̃ iniziɐl toɾnowu ɐ teknikɐ do uv-viʃ
-inɐdɛkɐdɐ, powis os ɾɛzultɐdos dɐs konsɛntɾɐsõj̃s obtidɐs ɛʃtɐ̃w̃ ɐzimɐ dɐ
-konsɛntɾɐsɐ̃w̃ dɛ ɔlɛo pɾɛzɛntɛ nɐ ɛmulsɐ̃w̃ iniziɐl dɛvido a ɐbsoɾsɐ̃w̃ do tɛnsowɐtivo
-pɛlo kloɾofɔɾmio.
-
-sumaɾio ɐɡʁɐdɛzimɛntos ɾɛzumo liʃtɐ dɛ ɐbʁɛviɐtuɾɐs ɛ simbolos liʃtɐ dɛ tɐbɛlɐʃ
-liʃtɐ dɛ fiɡʁɐs sumaɾio 1. - intɾodusɐ̃w̃ 1.1.2. kɐɾbɛtos dɛ molibdenio komo
-kɐtɐlizɐdoɾɛs 1.1.2.1. kɐɾbɛto dɛ molibdenio supoɾtɐdo ɛm zɛɔlitɐs 1.2. zɛɔlitɐʃ
-2. - obʒɛtivo 3. - mɐtɛɾiajs ɛ metodos 3.2.1. ɐdsoɾsɐ̃w̃ do ɛksɐkɐɾbonil
-molibdenio 13 3.3. kɐɾɐktɛɾizɐsɐ̃w̃ dos mɐtɛɾiajs 16 ɾɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ
-no ɛʃtɐdo sɔlido 17 3.3.5. ɛʃpɛktɾoʃkopiɐ no infɾɐvɛɾmɛlo poɾ tɾɐnsfoɾmɐdɐ dɛ
-fowuɾiɛɾ ( ftiɾ ) 18 ks 3.4. ɐvɐliɐsɐ̃w̃ dos kɐtɐlizɐdoɾɛs 20 3.4.1. ɾɛzultɐdos ɛ
-diʃkuʃsõj̃s 25 4.2. ɛʃpɛktɾoʃkopiɐ no infɾɐvɛɾmɛlo poɾ tɾɐnsfoɾmɐdɐ dɛ fowuɾiɛɾ (
-ftiɾ ) 31 4.3.1. infɾɐvɛɾmɛlo ɛʃtɾutuɾɐl ɛm kbɾ 4.4 . ɾmn dɛ paj 4.6 . 47 5 ,
-konkluzɐ̃w̃ 6. - ɾɛfɛɾensiɐs biblioɡʁafikɐs ksi 1. - intɾodusɐ̃w̃ ɐs lɛʒiʃlɐsõj̃ʃ
-ɐmbiɛntajs ɛm todo mundo ɛʃtɐ̃w̃ kɐdɐ vɛz majs sɛvɛɾɐs, limitɐndo ɐ ɛmiʃsɐ̃w̃ dɛ
-kompoʃtos kʷɛ kawzɐm dɐnos a saẃdɛ. os pɾinsipajs ɾɛʃponsavɛjs pɛlɐ polujsɐ̃w̃
-ɐtmoʃfeɾikɐ sɐ̃w̃ os kombuʃtivɛjs fɔʃsɛjs, sobʁɛtudo pɛlɐ kʷɛjmɐ inkomplɛtɐ dɛ
-dɛɾivɐdos dɛ pɛtʁɔlɛo ɛ kɐɾvɐ̃w̃. os idʁokɐɾbonɛtos ɐɾomatikos ɛʃtɐ̃w̃ pɾɛzɛntɛʃ
-nɐs divɛɾsɐs fɾɐsõj̃s do pɛtʁɔlɛo ɛ, noɾmɐlmɛntɛ, sɐ̃w̃ ɛmitidos pɛlos motoɾɛʃ
-ʒuntɐmɛntɛ kom os pɾodutos dɐ kombuʃtɐ̃w̃. sew tɛoɾ pɛɾmitido ɛm kombuʃtivɛjs ɛʃta
-kɐdɐ vɛz mɛnoɾ, umɐ vɛz kʷɛ ɛʃtɛs kompoʃtos sɐ̃w̃ ɐltɐmɛntɛ kɐɾsinoʒenikos. o
-pɾɛzɛntɛ tɾɐbɐlo dɛʃtinɐ-sɛ ɐ ɐplikɐɾ kɐtɐlizɐdoɾɛs a bɐzɛ dɛ kɐɾbɛto dɛ
-molibdenio supoɾtɐdo ɛm zɛɔlitɐ j nɐ idʁoʒɛnɐsɐ̃w̃ dɛ idʁokɐɾbonɛtos ɐɾomatikos.
-pɾopõj̃-sɛ kʷɛ ɛʃtɛs kɐtɐlizɐdoɾɛs sɛʒɐm utilizɐdos komo ɐltɛɾnɐtivɐ ɐoʃ
-kɐtɐlizɐdoɾɛs dɛ mɛtajs nobʁɛs, dɛvido a sɛmɛlɐnsɐ dɐs pɾopʁiɛdɐdɛʃ
-kɐtɐlitikɐs. owutʁɐs vɐntɐʒɛns sɐ̃w̃ kuʃto ɛ sɛnsibilidɐdɛ ɐo ɛnvɛnɛnɐmɛnto poɾ
-ɛnksofʁɛ ɛ nitʁoʒenio, potɛnsiɐlmɛntɛ mɛnoɾɛs dos kɐɾbɛtos ɛm ɾɛlɐsɐ̃w̃ ɐos mɛtajʃ
-nobʁɛs. ɐ mɐjoɾ pɐɾtɛ dos tɾɐbɐlos kom kɐɾbɛtos dɛ molibdenio utilizɐ ɛʃtɐ fɐzɛ
-ɐtivɐ supoɾtɐdɐ ɛm ɐluminɐ owu nɐ foɾmɐ maʃsikɐ. suɾpɾɛɛndɛntɛmɛntɛ, ɛksiʃtɛ̃
-powukos ɛʃtudos nos kajs zɛɔlitɐs sɐ̃w̃ utilizɐdɐs komo supoɾtɛs pɐɾɐ kɐɾbɛtos,
-sɛndo kʷɛ ɛʃtɛs sɛ konsɛntɾɐm no uzo dɛ kɐɾbɛtos dɛ molibdenio supoɾtɐdos ɛ̃
-zsm-5 pɐɾɐ ɾɛɐsɐ̃w̃ dɛ dɛzidʁowɐɾomɐtizɐsɐ̃w̃ dɛ mɛtɐno [1,2]. poɾem, zɛɔlitɐs sɐ̃w̃
-mɐtɛɾiajs ɛʃpɛziɐlmɛntɛ intɛɾɛʃsɐntɛs pɐɾɐ uzo komo supoɾtɛs, poɾ kawzɐ dɛ
-ɐlɡmɐs dɛ suɐs kɐɾɐktɛɾiʃtikɐs, tajs komo: ɐ obtɛnsɐ̃w̃ dɛ pɐɾtikulɐs dɛ fɐzɛʃ
-ɐtivɐs ɐltɐmɛntɛ diʃpɛɾsɐs ɛm sews poɾos; ɐ fɐzilidɐdɛ do ɐʒuʃtɛ dɛ suɐʃ
-pɾopʁiɛdɐdɛs azido-bɐzɛ poɾ kontɾolɛ dɐ ɾɐzɐ̃w̃ silikɐ/ɐluminɐ owu dos kations dɛ
-kompɛnsɐsɐ̃w̃; ɛ ɐs suɐs kɐɾɐktɛɾiʃtikɐs dɛ pɛnɛjɾɐ molɛkulɐɾ, kʷɛ lɛ konfɛɾɛ
-sɛlɛtividɐdɛ dɛ foɾmɐ. ɛʃtudos ɐntɛɾioɾɛs suʒɛɾɛm kʷɛ ɐzidɛz pɾotonikɐ nɐ
-zɛɔlitɐ ɐfɛtɐ nɛɡɐtivɐmɛntɛ ɐ foɾmɐsɐ̃w̃ dɐ ɛʃpeziɛ ɐtivɐ dɛ kɐɾbɛto molibdenio,
-sɛndo intɛɾɛʃsɐntɛ ɐvɐliɐɾ ɐ nɐtuɾɛzɐ ɛ ɐ influensiɐ do kation dɛ kompɛnsɐsɐ̃w̃ dɐ
-zɛɔlitɐ ɛ do tɛoɾ dɛ molibdenio. o foko do pɾɛzɛntɛ tɾɐbɐlo ɛʃta no uzo dɛ
-kɐtɐlizɐdoɾɛs dɛ kɐɾbɛto dɛ molibdenio supoɾtɐdo ɛm zɛɔlitɐs j pɐɾɐ idʁoʒɛnɐsɐ̃w̃
-dɛ idʁokɐɾbonɛtos ɐɾomatikos, uzɐndo idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno komo ɾɛɐsɐ̃w̃
-modɛlo. ɐkʁɛditɐmos kʷɛ ɐ ɐʃsoziɐsɐ̃w̃ dɐ funsɐ̃w̃ idʁoʒɛnɐntɛ dos kɐɾbɛtos kom ɐ
-funsɐ̃w̃ azidɐ foɾnɛzidɐ pɛlo supoɾtɛ e pɾomiʃsoɾɐ pɐɾɐ ɐ ɐplikɐsɐ̃w̃ dɛʃtɛʃ
-mɐtɛɾiajs ɛm impoɾtɐntɛs pɾozɛʃsos, tajs komo idʁokʁɐkʷɛɐmɛnto,
-idʁowizomɛɾizɐsɐ̃w̃ ɛ idʁodɛzɐɾomɐtizɐsɐ̃w̃ dɛ ɐɾomatikos. 1.1. kɐɾbɛtos dɛ
-molibdenio kɐɾbɛtos dɛ mɛtajs dɛ tɾɐnsisɐ̃w̃ (ɡɾupos ivb –vib) sɐ̃w̃ pɾoduzidos pɛlɐ
-intɾodusɐ̃w̃ dɛ atomos dɛ kɐɾbono nɐs ɛʃtɾutuɾɐs kɾiʃtɐlinɐs dos mɛtajs. ɛʃsɛʃ
-mɐtɛɾiajs tem pɾopʁiɛdɐdɛs kʷimikɐs ɛ fizikɐs unikɐs, kʷɛ kombinɐm ɐʃ
-kɐɾɐktɛɾiʃtikɐs dɛ tɾes difɛɾɛntɛs klɐʃsɛs dɛ mɐtɛɾiajs: sɔlidos kovɐlɛntɛs,
-kɾiʃtajs ionikos ɛ mɛtajs dɛ tɾɐnsisɐ̃w̃. ɛlɛs dɛmonstɾɐm ɛstɾɛmɐ duɾɛzɐ doʃ
-sɔlidos kovɐlɛntɛs; poʃsuɛm ɐltɐ tɛmpɛɾɐtuɾɐ dɛ fuzɐ̃w̃ ɛ ɛʃtɾutuɾɐs kɾiʃtɐlinɐʃ
-simplɛs tipikɐs dɛ kɾiʃtajs ionikos; ɛ tem pɾopʁiɛdɐdɛs ɛlɛtʁonikɐs similɐɾɛs aʃ
-dos mɛtajs dɛ tɾɐnsisɐ̃w̃. poɾ ɛksɛmplo, kɐɾbɛtos sɐ̃w̃ kɐɾɐktɛɾizɐdos poɾ
-tɛmpɛɾɐtuɾɐs dɛ fuzɐ̃w̃ mɐjoɾɛs kʷɛ 3027 °k ɛ poɾ vɐloɾɛs dɛ duɾɛzɐ mɐjoɾɛs kʷɛ
-2000 kɡ mm-2, vɐloɾɛs ɛʃtɛs kʷɛ ɛʃtɐ̃w̃ nɐ fajksɐ dos mɐtɛɾiajs sɛɾamikos. ɐo mɛʃmo
-tɛmpo, sews vɐloɾɛs dɛ kondutividɐdɛ ɛletʁikɐ, suʃsɛtibilidɐdɛ mɐɡnetikɐ ɛ
-kɐpɐzidɐdɛ kɐloɾifikɐ ɛʃtɐ̃w̃ nɐ fajksɐ dos mɛtajs [3]. 1.1.2. kɐɾbɛtos dɛ
-molibdenio komo kɐtɐlizɐdoɾɛs umɐ dɐs ɐplikɐsõj̃s dos kɐɾbɛtos ɛʃta nɐ kɐtalizɛ
-ɛtɛɾoʒenɛɐ. ɐs pɾopʁiɛdɐdɛs kɐtɐlitikɐs dɛʃtɛs mɐtɛɾiajs tem sido obʒɛto dɛ
-mujtɐs invɛʃtiɡɐsõj̃s. ɐ mɐjoɾ pɐɾtɛ dɛʃsɛs ɛʃtudos fowi inspiɾɐdɐ pɛlo tɾɐbɐlo
-pionɛjɾo dɛ lɛvj ɛ bowudɐɾt [4] kʷɛ suʒɛɾiɾɐm kʷɛ kɐɾbɛtos dɛ tunɡstenio
-ɐpʁɛzɛntɐvɐm kompoɾtɐmɛnto similɐɾ ɐo dɐ plɐtinɐ ɛm vaɾiɐs ɾɛɐsõj̃s kɐtɐlitikɐs.
-invɛʃtiɡɐsõj̃s subsɛk̈ɛntɛs dɛmonstɾɐɾɐm kʷɛ kɐɾbɛtos ɛɾɐm bons kɐtɐlizɐdoɾɛʃ
-pɐɾɐ umɐ vɐɾiɛdɐdɛ dɛ ɾɛɐsõj̃s kʷɛ utilizɐvɐm tipikɐmɛntɛ mɛtajs nobʁɛs komo
-kɐtɐlizɐdoɾɛs [5]. ɛʃsɛs ɛʃtudos indikɐɾɐm kʷɛ pɐɾɐ ɐlɡns tipos dɛ ɾɛɐsɐ̃w̃, tajʃ
-komo ɐs idʁoʒɛnɐsõj̃s, ɐs ɐtividɐdɛs kɐtɐlitikɐs dos kɐɾbɛtos foɾɐm sɛ
-ɐpʁoksimɐndo ɛ ɐte supɛɾɐndo ɐs dos mɛtajs nobʁɛs. os metodos konvɛnsionajs dɛ
-pɾɛpɐɾɐsɐ̃w̃ dɛ kɐɾbɛtos dɛ mɛtajs dɛ tɾɐnsisɐ̃w̃, pɾinsipɐlmɛntɛ os uzɐdos nɐ
-mɛtɐluɾʒiɐ, lɛvɐvɐm ɐ mɐtɛɾiajs dɛ bajksɐ aɾɛɐ ɛʃpɛzifikɐ (< 10 m2 ɡ-1), poɾtɐnto
-dɛ utilizɐsɐ̃w̃ limitɐdɐ nɐ kɐtalizɛ. vaɾios ɛʃtudos foɾɐm ɾɛɐlizɐdos kom o
-obʒɛtivo dɛ dɛzɛnvolvɛɾ metodos dɛ pɾɛpɐɾɐsɐ̃w̃ kʷɛ lɛvɐʃsɛm ɐ kɐɾbɛtos dɛ aɾɛɐ
-majs ɛlɛvɐdɐ. ɐ pɾɛpɐɾɐsɐ̃w̃ dɛ kɐɾbɛtos dɛ molibdenio supoɾtɐdos e difizil poɾkʷɛ
-umɐ foɾtɛ intɛɾɐsɐ̃w̃ ɛntɾɛ o ɔksido dɛ molibdenio ɛ os uzuajs mɐtɛɾiajs-supoɾtɛ
-tajs komo silikɐ owu ɐluminɐ obʁiɡɐ ɐ ɐltɐs tɛmpɛɾɐtuɾɐs dɛ ɾɛdusɐ̃w̃, o kʷɛ podɛ
-lɛvɐɾ ɐ nɛzɛʃsidɐdɛ dɛ mɐjoɾɛs tɛmpɛɾɐtuɾɐs dɛ kɐɾbuɾɐsɐ̃w̃ [6]. um ɐvɐnso nɐ
-mɛtodoloʒiɐ dɛ obtɛnsɐ̃w̃ dɛ kɐɾbɛtos fowi ɐ teknikɐ kɐmɐdɐ dɛ dɛpozisɐ̃w̃ kʷimikɐ
-ɛm fɐzɛ vɐpoɾ owu kvd (do inɡles – kɛmikɐl vɐpowuɾ dɛpozition) kʷɛ tɛm komo
-pɾinsipio ɐ vɐpoɾizɐsɐ̃w̃ dɛ kompoʃtos mɛtalikos volatɛjs, o pɾɛkuɾsoɾ, ɛm ũ
-ʁɛzipiɛntɛ ɐ bajksɐ pɾɛʃsɐ̃w̃ kontɛndo um idʁokɐɾbonɛto (metodo dɛʃkɾito
-oɾiʒinɐlmɛntɛ poɾ pfund ɛm 1933). os kompoʃtos mɛtalikos volatɛjs utilizɐdoʃ
-podiɐm sɛɾ ɐlɛtos mɛtalikos owu kɐɾbonilɐs mɛtalikɐs, dɛntɾɛ owutʁos ɛ, ɛm vɛz dɛ
-ɐpɛnɐs um idʁokɐɾbonɛto, ɛɾɐm uzɐdɐs ɐtmoʃfɛɾɐs ɾɛdutoɾɐs kontɛndo kompoʃtos dɛ
-kɐɾbono (k4/2, k26/2, ko/2), pɐɾɐ minimizɐɾ ɐ foɾmɐsɐ̃w̃ dɛ kokʷɛ. poɾ ɛʃtɐ
-mɛtodoloʒiɐ wk, mo2k ɛ mowoks sj kom aɾɛɐs ɛʃpɛzifikɐs ɛntɾɛ 20 - 60 m2 ɡ-1 foɾɐ̃
-obtidos poɾ lɛklɛɾk ɛt ɐl. ɛm 1978 [7], utilizɐndo difɛɾɛntɛs kompozisõj̃s dɐ
-miʃtuɾɐ kɐɾbuɾɐntɛ ɛ do pɾɛkuɾsoɾ mɛtaliko. ɐ mɛtodoloʒiɐ kɐmɐdɐ ɾɛɐsɐ̃w̃ ɐ
-tɛmpɛɾɐtuɾɐ pɾoɡʁɐmɐdɐ (tpɾɛ, do inɡles tɛmpɛɾɐtuɾɛ pɾoɡʁɐmmɛd ɾɛɐktion),
-ʁɛpʁɛzɛntowu o mɐjoɾ ɐvɐnso nɐ obtɛnsɐ̃w̃ dɛ kɐɾbɛtos kom aɾɛɐ ɛlɛvɐdɐ, ɛ fowi
-dɛzɛnvolvido pɛlo ɡɾupo dɛ bowudɐɾt ɛm 1981 [8]. no metodo, um pɾɛkuɾsoɾ ɔksido
-ɛɾɐ submɛtido ɐ umɐ ɐtmoʃfɛɾɐ ɾɛdutoɾɐ/kɐɾbuɾɐntɛ, ɛ ɛntɐ̃w̃ ɐ tɛmpɛɾɐtuɾɐ ɛɾɐ
-awmɛntɐdɐ linɛɐɾmɛntɛ. ɐ vɐɾiɐsɐ̃w̃ dɐ kompozisɐ̃w̃ nos ɡɐzɛs pɾoduzidos pɛlɐ ɾɛɐsɐ̃w̃
-dɛ kɐɾbuɾɐsɐ̃w̃ ɛɾɐ monitoɾɐdɐ poɾ kɾomɐtoɡʁɐfiɐ ɡɐzosɐ, pɛɾmitindo ɐʃsĩ
-dɛtɛɾminɐɾ o finɐl dɐ ɾɛɐsɐ̃w̃. ɛm 1987, fowi publikɐdo um dos pɾimɛjɾos tɾɐbɐloʃ
-sobʁɛ kɐɾbɛtos sintɛtizɐdos utilizɐndo tpɾɛ. nɛlɛ, o β-mo2k fowi obtido ɐ pɐɾtiɾ
-do ɔksido dɛ molibdenio sob miʃtuɾɐ dɛ mɛtɐno ɛm idʁoʒenio komo ɡas kɐɾbuɾɐntɛ
-[9]. pɐɾɐ ɛsplikɐɾ ɐ nɐtuɾɛzɐ kʷimikɐ dɐ supɛɾfiziɛ dos kɐɾbɛtos, ɛ ɐʃsim dɛ
-sews sitios kɐtɐlitikos, e nɛzɛʃsaɾio ɛntɛndɛɾ komo os ɛletʁons ɛʃtɐ̃w̃
-diʃtɾibuj́dos ɛntɾɛ o mɛtɐl ɛ o nɐ̃w̃-mɛtɐl. ɐtuɐlmɛntɛ e ɐzɛjto kʷɛ ɐ liɡɐsɐ̃w̃
-mɛtɐl--nɐ̃w̃-mɛtɐl e ɛʃsɛnsiɐlmɛntɛ kovɐlɛntɛ, kom umɐ pɛkʷɛnɐ tɾɐnsfɛɾensiɐ dɛ
-kɐɾɡɐ do mɛtɐl pɐɾɐ o nɐ̃w̃-mɛtɐl [3]. os sitios ɐtivos dɛʃtɛs kompoʃtos sɐ̃w̃
-ʒɛɾɐlmɛntɛ dozɐdos poɾ kʷimiʃsoɾsɐ̃w̃ dɛ monɔksido dɛ kɐɾbono ɛ idʁoʒenio. o
-monɔksido dɛ kɐɾbono e umɐ molekulɐ polɐɾ, kʷɛ ʒɛɾɐlmɛntɛ e ɐdsoɾvidɐ ɛ̃
-supɛɾfiziɛs kʷɛ poʃsuɛm sitios azidos dɛ lɛwis pɛlo pɔlo nɛɡɐtivo. ɛʃtɐ ɐdsoɾsɐ̃w̃
-podɛ sɛɾ linɛɐɾ (umɐ molekulɐ dɛ monɔksido dɛ kɐɾbono poɾ sitio), do tipo pontɛ
-(umɐ molekulɐ dɛ monɔksido dɛ kɐɾbono pɐɾɐ majs dɛ um sitio) owu majs dɛ umɐ
-molekulɐ dɛ monɔksido dɛ kɐɾbono poɾ sitio, foɾmɐndo kɐɾbonilɐs. pɐɾɐ oʃ
-kɐɾbɛtos, konsidɛɾɐ-sɛ kʷɛ o monɔksido dɛ kɐɾbono sofʁɛ ɐdsoɾsɐ̃w̃ linɛɐɾ. ɐ
-kʷimiʃsoɾsɐ̃w̃ dɛ monɔksido dɛ kɐɾbono e impoɾtɐntɛ pɐɾɐ dɛtɛɾminɐɾ o numɛɾo dɛ
-sitios diʃponivɛjs nos kɐɾbɛtos, pɾinsipɐlmɛntɛ poɾkʷɛ ɛʃtɛs sofʁɛm blokʷɛjo poɾ
-dɛpozisɐ̃w̃ dɛ kɐɾbono [3]. idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno ɐ 50 °k sobʁɛ mo2k/γɐl2o3, fowi
-ʁɛɐlizɐdɐ poɾ lɛɛ ɛt ɐl. [6]. o pɾɛkuɾsoɾ fowi pɾɛpɐɾɐdo ɐ pɐɾtiɾ dɛ γɐl2o3
-impɾɛɡnɐdɐ kom ɛptɐmolibdɐto dɛ ɐmonio (~5% dɛ mo, %p/p). tɾes tipos dɛ metodoʃ
-dɛ kɐɾbuɾɐsɐ̃w̃ foɾɐm ɾɛɐlizɐdos pɐɾɐ obtɛnsɐ̃w̃ do kɐɾbɛto supoɾtɐdo ɐ pɐɾtiɾ do
-mɛʃmo pɾɛkuɾsoɾ dɛʃkɾito: (i) ɾɛdusɐ̃w̃ kom idʁoʒenio sɛɡʷidɐ dɛ kɐɾbuɾɐsɐ̃w̃ kõ
-miʃtuɾɐ dɛ 20 % dɛ mɛtɐno ɛm idʁoʒenio ɐ 677 °k poɾ 2 oɾɐs; (ii) kɐɾbuɾɐsɐ̃w̃
-diɾɛtɐ do pɾɛkuɾsoɾ kom miʃtuɾɐ dɛ 20 % dɛ mɛtɐno ɛm idʁoʒenio ɐ 677 °k poɾ 2
-oɾɐs ɛ (iji) nitʁɛtɐsɐ̃w̃ kom ɐmoniɐ ɐ 697 °k poɾ 2 oɾɐs sɛɡʷidɐ dɛ kɐɾbuɾɐsɐ̃w̃
-kom miʃtuɾɐ dɛ 20 % dɛ mɛtɐno ɛm idʁoʒenio ɐ 677 °k poɾ 2 oɾɐs. ɐlem dɛʃtɛs,
-tɐmbem foɾɐm tɛʃtɐdos kɐtɐlizɐdoɾɛs dɛ ɾu/γɐl2o3, pt/γɐl2o3 ɛ mo/γɐl2o3, komo
-ʁɛfɛɾensiɐ. ɛm ɾɛlɐsɐ̃w̃ a ɐtividɐdɛ, ɐ sɛɡʷintɛ oɾdɛm fowi obtidɐ: (i) >> (iji) >
-pt > ɾu >> mo > (ii). 1.1.2.1. kɐɾbɛto dɛ molibdenio supoɾtɐdo ɛm zɛɔlitɐs o
-metodo majs utilizɐdo pɐɾɐ inkoɾpoɾɐsɐ̃w̃ dɛ mɛtajs ɛm zɛɔlitɐs e ɐ tɾokɐ ionikɐ,
-dɛ modo kʷɛ o kation dɛ kompɛnsɐsɐ̃w̃ dɐ zɛɔlitɐ e tɾokɐdo pɛlo kation do mɛtɐl dɛ
-intɛɾɛʃsɛ, nɐ foɾmɐ dɛ um sɐl soluvɛl. todɐviɐ, nos sajs dɛ molibdenio ɛʃtɛ
-mɛtɐl ɛʃta nɐ foɾmɐ ɐnionikɐ ɛ, poɾtɐnto, nɐ̃w̃ podɛ sofʁɛɾ ɐ tɾokɐ ionikɐ, o kʷɛ
-impɛdɛ ɐ utilizɐsɐ̃w̃ dɛʃtɛ metodo no pɾɛpɐɾo dɛ kɐtɐlizɐdoɾɛs a bɐzɛ dɛ
-molibdenio supoɾtɐdo nɐs zɛɔlitɐs. ɐ impɾɛɡnɐsɐ̃w̃ podɛ sɛɾ ɾɛɐlizɐdɐ ɐ pɐɾtiɾ
-dɛʃtɛs sajs, sɛndo kʷɛ o molibdenio fikɐɾa diʃpɛɾso nɐ supɛɾfiziɛ dɐ zɛɔlitɐ,
-powis komo os anions sɐ̃w̃ ɡɾɐndɛs, nɐ̃w̃ pɛnɛtʁɐm nɐs kɐvidɐdɛs, ʒɛɾɐndo mɐtɛɾiajʃ
-nos kajs o molibdenio ɛʃta powuko diʃpɛɾso ɛ, pɾɛfɛɾɛnsiɐlmɛntɛ foɾɐ dɐʃ
-kɐvidɐdɛs. mɛʃmo ɐʃsim ɐlɡns awtoɾɛs utilizɐm o metodo dɛ impɾɛɡnɐsɐ̃w̃,
-ʒɛɾɐlmɛntɛ kom ɛptɐmolibdɐto dɛ ɐmonio (mɐ) ɛ, komo o ɔksido dɛ molibdenio e
-ʁɛlɐtivɐmɛntɛ volatil ɛ poʃsuj mobilidɐdɛ, ɐfiɾmɐm kʷɛ a mɛdidɐ kʷɛ o mɐ sɛ
-dɛkompõj̃ foɾmɐndo o ɔksido, ɛʃtɛ sɛ difundɛ pɛlɐ zɛɔlitɐ, pɛnɛtʁɐndo nos poɾoʃ
-[10]. müllɛɾ ɛ kɐlzɐfɛʁi ɛm 1998 [11] ɛʃtudɐɾɐm ɐ ɐdsoɾsɐ̃w̃ do mo(ko)6 ɛm filmɛʃ
-dɛ zɛɔlitɐ-j nɐ foɾmɐ sɔdikɐ. os awtoɾɛs vɛɾifikɐɾɐm sɛɾ nɛzɛʃsaɾio um tɛmpo dɛ
-indusɐ̃w̃ pɐɾɐ kʷɛ okoʁɛʃsɛ ɐ difuzɐ̃w̃ do mo(ko)6 pɛlos kɐnajs dɐ zɛɔlitɐ , powis o
-komplɛkso tɛm um diamɛtʁo dɛ 0,75 nm , ɛnkɐnto kʷɛ ɐ zɛɔlitɐ nɐj tɛm um diamɛtʁo
-ʁiʒido dɐ ʒɐnɛlɐ dɐ kɐvidɐdɛ , dɛ 0,74 nm. . poɾ iʃso a ɐ nɛzɛʃsidɐdɛ dɛ sɛ
-ʁɛɐlizɐɾ ɐ ɐdsoɾsɐ̃w̃ duɾɐntɛ um tɛmpo ɛlɛvɐdo ɛ ɐ umɐ tɛmpɛɾɐtuɾɐ powuko supɛɾioɾ
-a ɐmbiɛntɛ. ozin ɛ öʒkɐɾ [12] foɾɐm os pɾimɛjɾos ɐ pɾopoɾ um mɛkɐniʃmo dɛ
-dɛkompozisɐ̃w̃ do mo(ko)6 ɐdsoɾvido nɐ nɐj. sɛɡndo sews ɛʃtudos, o ɛksɐkɐɾbonil
-sɛ liɡɐ a zɛɔlitɐ poɾ mɛjo dɛ liɡɐsɐ̃w̃ ɛntɾɛ o oksiʒenio do ko ɛ o ion nɐ+. ɐpɔʃ
-umɐ dɛkompozisɐ̃w̃ ɛm kondisõj̃s suɐvɛs, o komplɛkso pɛɾdɛ tɾes kɐɾbonilɐs, fikɐndo
-majs foɾtɛmɛntɛ ɐdsoɾvido, poɾ mɛjo dɛ liɡɐsõj̃s ɛntɾɛ o molibdenio ɛ atomos dɛ
-oksiʒenio dɐ ɾɛdɛ dɐ zɛɔlitɐ. mo2, ɛʃtɐbilizɐdo pɛlɐ zɛɔlitɐ,
-(zo)2---mo2---(oz)2, e foɾmɐdo. ʒa sɛɡndo o ɡɾupo dɛ iwɐzɐwɐ [13] , duɾɐntɛ ɐ
-dɛkompozisɐ̃w̃ do komplɛkso kɐɾboniliko ɛm nɐj, sɛɾkɐ dɛ 5,5 molekulɐs dɛ ko ɛɾɐ̃
-pɛɾdidɐs, o kʷɛ ɛkʷivɐlɛ ɐ um atomo dɛ kɐɾbono ɾɛziduɐl pɐɾɐ kɐdɐ dowis atomos dɛ
-molibdenio. ɛlɛs konkluj́ɾɐm kʷɛ, ɐpɔs ɐ komplɛtɐ dɛkompozisɐ̃w̃, ɐ foɾmɐsɐ̃w̃ dɛ ũ
-dimɛɾo dɛ molibdenio, nɐ foɾmɐ dɛ um oksikɐɾbɛto, mo2(k)oks, ɛɾɐ ɐ ɛʃpeziɛ majʃ
-ɛʃtavɛl nɐs supɛɾkɐvidɐdɛs dɐs zɛɔlitɐs. poʃtɛɾioɾmɛntɛ, zɛɔlitɐs j nɐ foɾmɐ
-sɔdikɐ ɛ pɾotonikɐ foɾɐm ɐvɐliɐdos nɐ foɾmɐsɐ̃w̃ dɛʃtɛs dimɛɾos, pɛlo mɛʃmo ɡɾupo
-dɛ iwɐzɐwɐ [14]. ɐo kontɾaɾio do kʷɛ okoʁɛ nɐ zɛɔlitɐ sɔdikɐ, kɐndo ɐ zɛɔlitɐ
-ɛʃta nɐ foɾmɐ pɾotonikɐ, ɛʃpeziɛs monomeɾikɐs dɛ molibdenio kom ɛʃtɐdo dɛ
-oksidɐsɐ̃w̃ 2+ ɛ idʁoʒenio sɐ̃w̃ foɾmɐdɐs pɛlɐ ɾɛɐsɐ̃w̃ dɐ ɛʃpeziɛ intɛɾmɛdiaɾiɐ
-subkɐɾbonilikɐ mo(ko)3(o)ks kom os pɾɔtons. ɾokɐ ɛt ɐl. [15,16] ɛʃtudɐɾɐm ɐ
-influensiɐ do metodo dɛ pɾɛpɐɾo nɐ ɐtividɐdɛ ɛ sɛlɛtividɐdɛ dos kɐɾbɛtoʃ
-supoɾtɐdos ɛm zɛɔlitɐs j nɐ idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno. tɐmbem foɾɐm ɐvɐliɐdos oʃ
-ɛfɛjtos dɐ ɾɐzɐ̃w̃ silikɐ/ɐluminɐ ɛ o tɛoɾ dɛ sɔdio nɐ zɛɔlitɐ ɛ ɐ kɐntidɐdɛ dɛ
-molibdenio nos kɐtɐlizɐdoɾɛs. foɾɐm utilizɐdɐs zɛɔlitɐs kom sɐɾ 9, 18 ɛ 25,6. o
-tɛoɾ dɛ molibdenio fowi dɛ 5 % ɛ ɐpɛnɐs um kɐtɐlizɐdoɾ kom 10 % do mɛtɐl fowi
-pɾɛpɐɾɐdo nɐ zɛɔlitɐ dɛ sɐɾ 9. foɾɐm obtidɐs ɐs sɛɡʷintɛs konkluzõj̃s: ●oʃ
-pɾɛkuɾsoɾɛs kɐɾbonilikos dɛkompoʃtos sob ɐtmoʃfɛɾɐ ɾɛdutoɾɐ ɛ kɐɾbuɾɐntɛ
-ɐpʁɛzɛntɐɾɐm ɐtividɐdɛ nɐ idʁoʒɛnɐsɐ̃w̃ do bɛnzɛno a pɾɛʃsɐ̃w̃ ɐtmoʃfeɾikɐ ɛ bajksɐ
-tɛmpɛɾɐtuɾɐ; ●ɐlem do ɐmbiɛntɛ ɾɛdutoɾ, ɐ pɾɛzɛnsɐ dɛ umɐ fontɛ dɛ kɐɾbono nɐ
-ɐtmoʃfɛɾɐ ɡɐzosɐ dɛ dɛkompozisɐ̃w̃ dos pɾɛkuɾsoɾɛs, o mɛtɐno, foɾnɛzew um awmɛnto
-siɡnifikɐtivo nɐ ɐtividɐdɛ do kɐtɐlizɐdoɾ obtido; ●vɐloɾɛs ɐltos dɛ sɐɾ ɛ dɛ
-tɛoɾ dɛ sɔdio fɐvoɾɛzɛm o dɛzɛnvolvimɛnto dɐ ɐtividɐdɛ. ɐ diminujsɐ̃w̃ dɐ
-ɐtividɐdɛ kom o awmɛnto do numɛɾo dɛ pɾɔtons azidos pɾovɐvɛlmɛntɛ ɛʃta ɐʃsoziɐdo
-a oksidɐsɐ̃w̃ do mɛtɐl; ●ɐs ɛʃpeziɛs ɐtivɐs foɾmɐdɐs nos kɐtɐlizɐdoɾɛs kɐɾbuɾɐdoʃ
-pɾɛpɐɾɐdos poɾ ɐdsoɾsɐ̃w̃ sɐ̃w̃ difɛɾɛntɛs dɐs pɾɛzɛntɛs no kɐtɐlizɐdoɾ pɾɛpɐɾɐdo
-poɾ impɾɛɡnɐsɐ̃w̃, ɛ tɐmbem no kɐtɐlizɐdoɾ kom 10 % dɛ molibdenio. nɛʃtɛ ultimo
-foɾmɐɾɐm-sɛ pɐɾtikulɐs dɛ kɐɾbɛto dɛ molibdenio, kʷɛ sɐ̃w̃ ɐs ɛʃpeziɛs ɐtivɐs kʷɛ
-poʃsuɛm ɛlɛvɐdɐ ɐtividɐdɛ, mɐs sofʁɛm komplɛtɐ dɛzɐtivɐsɐ̃w̃ nɐ idʁoʒɛnɐsɐ̃w̃ do
-bɛnzɛno. o ɡɾupo nɐ̃w̃ ɛʃtudowu ɐs vɐɾiɐsõj̃s no tɛoɾ dɛ molibdenio nɐs zɛɔlitɐʃ
-azidɐs ɛ ɐ inkoɾpoɾɐsɐ̃w̃ dɛ owutʁos kations dɛ kompɛnsɐsɐ̃w̃ kʷɛ nɐ̃w̃ o sɔdio. 1.2.
-zɛɔlitɐs zɛɔlitɐs sɐ̃w̃ ɐluminozilikɐtos kɾiʃtɐlinos, kuʒɐ ɛʃtɾutuɾɐ
-tɾidimɛnsionɐl ɐpʁɛzɛntɐ umɐ poɾozidɐdɛ ɾɛɡlɐɾ dɛ dimɛnsõj̃s kompɐɾavɛjs as dɐʃ
-molekulɐs oɾɡanikɐs, poɾ iʃto sɐ̃w̃ kɐmɐdɐs dɛ pɛnɛjɾɐs molɛkulɐɾɛs. ɛʃtɐʃ
-ɐbɛɾtuɾɐs dɛ poɾos noɾmɐlmɛntɛ vɐɾiɐm dɛ 3 ɐ 10 ɐ̊́ konfoɾmɛ o tipo dɛ ɛʃtɾutuɾɐ,
-o tɛoɾ dɛ ɐluminio ɛ o kation dɛ kompɛnsɐsɐ̃w̃, oɾiʒinɐndo ɐʃsim umɐ ɛʃtɾutuɾɐ
-mikʁopoɾozɐ [17]. ɐs kɐɾɡɐs nɛɡɐtivɐs oɾiʒinɐdɐs pɛlɐ substitujsɐ̃w̃ dɛ atomos dɛ
-ɐluminio poɾ silizio nɐ ɾɛdɛ do sɔlido sɐ̃w̃ kompɛnsɐdɐs poɾ kations pɐɾɐ kʷɛ ɐ
-ɛʃtɾutuɾɐ mɐntɛnɐ newtʁɐlidɐdɛ, kɐmɐdos dɛ kations dɛ kompɛnsɐsɐ̃w̃. ɛʃtɛʃ
-kations podɛm sɛɾ substituj́dos poɾ owutʁos kations dɛ intɛɾɛʃsɛ poɾ tɾokɐ ionikɐ
-[17]. konfoɾmɛ o ɐʁɐnʒo dos tɛtʁɐɛdʁos obtem-sɛ umɐ ɡɾɐndɛ vɐɾiɛdɐdɛ dɛ
-ɛʃtɾutuɾɐs kɾiʃtɐlinɐs, konɛzɛndo-sɛ ɐtuɐlmɛntɛ majs dɛ tɾintɐ zɛɔlitɐʃ
-nɐtuɾajs ɛ umɐ sɛntɛnɐ dɛ zɛɔlitɐs sintetikɐs, ɛmboɾɐ sɔ ɐlɡns komo ɐ
-moɾdɛnitɐ, ɐs zɛɔlitɐs, ɐ, ks, j ɛ ɐs dɐ seɾiɛ zsm (zɛolitɛ sjntɛtik mɔbil)
-tɛnɐm intɛɾɛʃsɛ induʃtɾiɐl [17]. zɛɔlitɐs tem sido utilizɐdɐs pɾinsipɐlmɛntɛ
-komo ɐdsoɾvɛntɛs pɐɾɐ puɾifikɐsɐ̃w̃ dɛ ɡɐzɛs ɛ komo tɾokɐdoɾɛs ionikos ɛ̃
-dɛtɛɾʒɛntɛs. ɐ ɛfiziensiɐ dɐs zɛɔlitɐs ɛm kɐtalizɛ sɛ dɛvɛ ɐ ɐlɡmɐʃ
-kɐɾɐktɛɾiʃtikɐs pɛkuliɐɾɛs dɛʃsɛs mɐtɛɾiajs. zɛɔlitɐs poʃsuɛm: (i) ɐltɐs aɾɛɐʃ
-ɛʃpɛzifikɐs ɛ kɐpɐzidɐdɛ dɛ ɐdsoɾsɐ̃w̃; (ii) pɾopʁiɛdɐdɛs dɛ ɐdsoɾsɐ̃w̃ kʷɛ vɐɾiɐ̃
-num ɐmplo ɛʃpɛktɾo dɛʃdɛ ɐltɐmɛntɛ idʁofɔbikɐs ɐ ɐltɐmɛntɛ idʁofilikɐs; (iji)
-ɛʃtɾutuɾɐ kʷɛ pɛɾmitɛ ɐ ʒɛɾɐsɐ̃w̃ dɛ sitios ɐtivos, tajs komo sitios azidos, kuʒɐ
-foɾsɐ ɛ konsɛntɾɐsɐ̃w̃ podɛm sɛɾ kontɾolɐdɐs dɛ ɐkoɾdo kom ɐ ɐplikɐsɐ̃w̃ dɛzɛʒɐdɐ;
-(iv) tɐmɐno dɛ kɐnajs ɛ kɐvidɐdɛs kompɐtivɛjs kom ɐ mɐjoɾiɐ dɐs molekulɐs dɐʃ
-mɐteɾiɐs-pɾimɐs uzɐdɐs nɐ induʃtɾiɐ; (v) umɐ komplɛksɐ ɾɛdɛ dɛ kɐnajs kʷɛ lɛʃ
-konfɛɾɛ difɛɾɛntɛs tipos dɛ sɛlɛtividɐdɛ dɛ foɾmɐ, komo, sɛlɛtividɐdɛ dɛ
-ʁɛɐʒɛntɛ, dɛ pɾoduto ɛ dɛ ɛʃtɐdo dɛ tɾɐnsisɐ̃w̃ [18]. ɐ unidɐdɛ dɛ konstɾusɐ̃w̃
-pɾimaɾiɐ dɐs zɛɔlitɐs e o tɛtʁɐɛdʁo, komo dito ɐntɛɾioɾmɛntɛ. ɐ topoloʒiɐ dɛ
-todos os tipos dɛ ɛʃtɾutuɾɐs dɛ zɛɔlitɐs podɛ sɛɾ dɛʃkɾitɐ ɛm tɛɾmos dɛ ũ
-numɛɾo finito ɛʃpɛzifiko dɛ kombinɐsõj̃s dos tɛtʁɐɛdʁos, kɐmɐdos dɛ unidɐdɛ dɛ
-konstɾusɐ̃w̃ sɛkundaɾiɐ (sbu do inɡles – sɛkondɐɾj bujldinɡ unit). ɐ dɛʃkɾisɐ̃w̃ dɐ
-topoloʒiɐ dɐs zɛɔlitɐs ʒɛɾɐlmɛntɛ ɛnvolvɛ ɐs kɐmɐdɐs unidɐdɛs dɛ konstɾusɐ̃w̃
-tɛɾsiaɾiɐ, kʷɛ koʁɛʃpondɛm ɐ difɛɾɛntɛs ɐʁɐnʒos dɐs sbu’s no ɛʃpɐso. umɐ dɐʃ
-ɛʃtɾutuɾɐs foɾmɐdɐs majs konɛzidɐ e o oktɐɛdʁo tɾunkɐdo, kʷɛ e konɛzido komo
-kɐvidɐdɛ bɛtɐ owu kɐvidɐdɛ sodɐlitɐ (β-kɐʒɛ), ʒɛɾɐdo ɐ pɐɾtiɾ dɛ ɐnɛjs dɛ kɐtʁo
-ɛ sɛjs mɛmbɾos [9]. o oktɐɛdʁo tɾunkɐdo oɾɡɐnizɐdo dɛ sɛɾtɐ foɾmɐ ʒɛɾɐ ɐ zɛɔlitɐ
-j komo moʃtɾɐdo nɐ fiɡʁɐ 01. ɐ selulɐ unitaɾiɐ dɐ zɛɔlitɐ j kontem 192
-tɛtʁɐɛdʁos konstitujndo 16 pɾiʃmɐs ɛksɐɡonajs, 8 kɐvidɐdɛs sodɐlitɐ ɛ 8
-supɛɾkɐvidɐdɛs. o koɾtɛ ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 02 pɛɾmitɛ mɛloɾ vizuɐlizɐɾ ɐʃ
-liɡɐsõj̃s ɛntɾɛ ɐs difɛɾɛntɛs kɐvidɐdɛs, podɛndo-sɛ konstɐtɐɾ kʷɛ ɐʃ
-supɛɾkɐvidɐdɛs tem 12,5 ɐ̊́ dɛ diamɛtʁo, sɛndo ɐs ɐbɛɾtuɾɐs dos poɾos dɛ 7,4 ɐ̊́. ɐ
-fɔɾmulɐ ʒɛɾɐl dɛ umɐ zɛɔlitɐ j e: ondɛ m ɾɛpʁɛzɛntɐ o kation dɛ kompɛnsɐsɐ̃w̃ dɛ
-vɐlensiɐ m ɛ o numɛɾo totɐl dɛ atomos dɛ silizio ɛ ɐluminio e 192 [9]. ɐ
-kɐntidɐdɛ dɛ ɐluminio dɛ umɐ ɾɛdɛ zɛolitikɐ podɛ sɛɾ kontɾolɐdɐ nɐ pɾɔpʁiɐ
-sintɛzɛ, owu podɛm-sɛ fɐzɛɾ tɾɐtɐmɛntos pɐɾɐ ɾɛtiɾɐdɐ dɛ ɐluminio, dɛnominɐdoʃ
-pɾozɛʃsos dɛ dɛzɐluminizɐsɐ̃w̃. os atomos dɛ ɐluminio kʷɛ sɐ̃w̃ ɐʁɐnkɐdos podɛ̃
-fikɐɾ pɐɾsiɐlmɛntɛ dɛpozitɐdos nos poɾos dɐ zɛɔlitɐ, nɐ foɾmɐ pɾinsipɐlmɛntɛ dɛ
-ɐluminɐ ɛstɾɐ-ɾɛdɛ owu nfɐ (nonfɾɐmɛwoɾk ɐluminɐ), kʷɛ podɛ sɛɾ ɾɛmovidɐ mɛdiɐntɛ
-lɐvɐʒɛm azidɐ ɐ tɛmpɛɾɐtuɾɐ intɛɾmɛdiaɾiɐ [9]. ɐ ɛstɾɐsɐ̃w̃ dɛ atomos dɛ ɐluminio
-dɐ ɾɛdɛ e sɛmpɾɛ ɐkompɐnɐdɐ dɐ foɾmɐsɐ̃w̃ dɛ dɛfɛjtos dɐ ɛʃtɾutuɾɐ kɾiʃtɐlinɐ. ɐ
-foɾmɐsɐ̃w̃ dɛ ninos dɛ idʁoksilɐs e um tipo dɛ dɛfɛjto, mɐs ɐ dɛʃtɾujsɐ̃w̃ pɐɾsiɐl
-dɐ ɾɛdɛ kom ɛʃtɛs tɾɐtɐmɛntos sɛvɛɾos kawzɐ ajndɐ majs dɐnos a ɛʃtɾutuɾɐ
-oɾɡɐnizɐdɐ dɐs zɛɔlitɐs j, dɛzɛnvolvɛndo poɾos sɛkundaɾios, pɾinsipɐlmɛntɛ nɐ
-fajksɐ dɛ mɛzopoɾos [9]. o tɛoɾ molɐɾ dɛ ɐluminio e noɾmɐlmɛntɛ ɛspɾɛʃso ɛ̃
-ʁɛlɐsɐ̃w̃ a kɐntidɐdɛ molɐɾ dɛ silizio, komo ɾɐzɐ̃w̃ silikɐ/ɐluminɐ,
-ɐbʁɛviɐdɐmɛntɛ, sɐɾ, do inɡles silikɐ/ɐluminɐ ɾɐtio (sio2/ɐl2o4). nɐ litɛɾɐtuɾɐ
-tɐmbem sɛ podɛ ɛnkontɾɐɾ ɐ ɾɐzɐ̃w̃ silizio/ɐluminio (si/ɐl), kʷɛ e mɛtɐdɛ do sɐɾ
-[9]. 2. - obʒɛtivo 3. - mɐtɛɾiajs ɛ metodos 3.1. supoɾtɛs zɛolitikos komo
-supoɾtɛs foɾɐm utilizɐdɐs duɐs zɛɔlitɐs o pɾozɛdimɛnto ɐdotɐdo pɐɾɐ ɐ tɾokɐ
-ionikɐ fowi o mɛʃmo utilizɐdo ɛm owutʁɐs sintɛzɛs ɾɛɐlizɐdɐs no lɐboɾɐtɔɾio:
-tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ ɛ ɾɛlɐsɐ̃w̃ volumɛ dɛ solusɐ̃w̃ dɛ kkl ɛ mɐʃsɐ dɛ zɛɔlitɐ dɛ
-700 ml pɐɾɐ 100 ɡ. ɐ konsɛntɾɐsɐ̃w̃ dɐ solusɐ̃w̃ ɐkozɐ dɛ kkl fowi obtidɐ ɐtʁɐves do
-sɛɡʷintɛ kalkulo: (ɐl2o3) ks (sio2) j, ondɛ j/ks = 25 (ɾɐzɐ̃w̃ silikɐ/ɐluminɐ
-tɛɔɾikɐ) umɐ mɐʃsɐ dɛ 2,77 ɡ dɛ kkl kontem ��ʃsɐ kɐntidɐdɛ dɛ atomos dɛ
-potaʃsio. poɾ umɐ kʷɛʃtɐ̃w̃ dɛ sɛɡʁɐnsɐ (ɛvɛntuajs ɛʁos no pɾozɛdimɛnto
-ɛspɛɾimɛntɐl, impuɾɛzɐs owu dɛfɛjtos tɐnto no sɐl komo nɐ zɛɔlitɐ) ɛ pɐɾɐ
-awmɛntɐɾ ɐ ɛfiziensiɐ dɐ tɾokɐ, ɐ mɐʃsɐ utilizɐdɐ fowi o dobʁo dɐ mɐʃsɐ
-kɐlkulɐdɐ, owu sɛʒɐ, 5,54 ɡ kom um volumɛ finɐl dɛ 210 ml. ɐ ɛfiziensiɐ dɐ tɾokɐ
-e sɛmpɾɛ ɛm toɾno dɛ 70 % [19] . ɐʃsim, ɐ ɐmoʃtɾɐ kkbv-740 fowi obtidɐ ɐpɔs duɐʃ
-tɾokɐs. ɐ mɐʃsɐ dɛ 30 ɡ dɛ zɛɔlitɐ fowi ɐdizionɐdɐ a solusɐ̃w̃ dɛ kkl ɛ dɛjksɐdɐ sob
-ɐʒitɐsɐ̃w̃ duɾɐntɛ 4 oɾɐs. ɐpɔs ɛʃtɛ pɛɾiodo, ɐ suʃpɛnsɐ̃w̃ fowi filtɾɐdɐ ɛ o
-pɾɛzipitɐdo lɐvɐdo kom aɡɐ dɛjonizɐdɐ ɐte komplɛtɐ ɾɛmosɐ̃w̃ dɛ kloɾɛto,
-vɛɾifikɐdɐ ɐtʁɐves dɛ tɛʃtɛs kom ɐɡno3. ɐ zɛɔlitɐ fowi ɛntɐ̃w̃ submɛtidɐ a sɛkɐʒɛ̃
-ɛm ɛʃtufɐ poɾ sɛɾkɐ dɛ 12 oɾɐs ɛ, finɐlmɛntɛ, kɐlsinɐdɐ ɐ 500 °k poɾ 4 oɾɐs,
-kom tɐksɐ dɛ ɐkʷɛzimɛnto dɛ 5 °k min-1. 3.2. pɾɛpɐɾo dos kɐtɐlizɐdoɾɛs foɾɐ̃
-pɾɛpɐɾɐdos kɐtɐlizɐdoɾɛs kontɛndo 5 % ɛm pɛzo dɛ molibdenio nɐs zɛɔlitɐʃ
-kbv-740, kbv-720 ɛ kkbv-740 ɛ 10 % tɐmbem ɛm pɛzo dɛ molibdenio nɐs zɛɔlitɐʃ
-kbv-720 ɛ kkbv-740. ɐ nomɛnklɐtuɾɐ dos kɐtɐlizɐdoɾɛs ɛ pɾɛkuɾsoɾɛs indikɐ o tɛoɾ
-dɛ molibdenio ɛ ɐ zɛɔlitɐ supoɾtɛ. 3.2.1. ɐdsoɾsɐ̃w̃ do ɛksɐkɐɾbonil molibdenio
-komo fontɛ dɛ molibdenio fowi utilizɐdo o komplɛkso ɛksɐkɐɾbonil molibdenio
-(mo(ko)6) ɛ o metodo dɛ inkoɾpoɾɐsɐ̃w̃ fowi ɐ ɐdsoɾsɐ̃w̃ ɛm fɐzɛ vɐpoɾ. o metodo dɛ
-ɐdsoɾsɐ̃w̃ do komplɛkso nos supoɾtɛs fowi o mɛʃmo utilizɐdo poɾ ɾokɐ [9], dɛvido a
-simplizidɐdɛ dɛ opɛɾɐsɐ̃w̃ ɛ ɐpɐɾɛlɐʒɛm, ɛ omoʒɛnɛjdɐdɛ dos kɐtɐlizɐdoɾɛs dɛ
-molibdenio supoɾtɐdos ɛm zɛɔlitɐ-j obtidos poɾ ɛʃtɐ awtoɾɐ ɛm suɐ tɛzɛ dɛ
-dowutoɾɐdo. ɐntɛs dɐ ɐdsoɾsɐ̃w̃, ɐs zɛɔlitɐs foɾɐm pɾe-tɾɐtɐdɐs pɐɾɐ ɐ ɾɛtiɾɐdɐ dɛ
-aɡɐ, powis suɐ pɾɛzɛnsɐ podɛɾiɐ ɐkɐʁɛtɐɾ ɐ idʁɔlizɛ do ɛksɐkɐɾbonil dɛntɾo dɐʃ
-kɐvidɐdɛs. o pɾe-tɾɐtɐmɛnto fowi konduzido sob vakuo ɐ 400 °k poɾ 4 oɾɐs, no
-pɾɔpʁio fɾɐʃko ɛm kʷɛ fowi ɾɛɐlizɐdɐ ɐ ɐdsoɾsɐ̃w̃. o fɾɐʃko utilizɐdo ɛʃta moʃtɾɐdo
-nɐ fiɡʁɐ 03. nɐ fiɡʁɐ 04 ɛʃta moʃtɾɐdo o ɛʃkʷɛmɐ dɐ unidɐdɛ dɛ vidʁo nɐ kɐl
-foɾɐm ɾɛɐlizɐdos os pɾozɛdimɛntos dɛ sɛkɐʒɛm dɐs zɛɔlitɐs ɛ ɐdsoɾsɐ̃w̃ do mo(ko)6.
-nɛʃtɐ unidɐdɛ podɛ-sɛ fɐzɛɾ tɾɐtɐmɛnto sob vakuo owu flukso, ɐlem dɛ ɐdsoɾsɐ̃w̃ kõ
-pɾɛʃsɐ̃w̃ kontɾolɐdɐ. ɐpɔs tɾɐtɐmɛnto dɐ zɛɔlitɐ ɛ ɾɛʃfɾiɐmɛnto, o fɾɐʃko fɛkɐdo,
-ʒa a tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ, ɛɾɐ lɛvɐdo ɐ umɐ kamɐɾɐ sɛkɐ. ɐ zɛɔlitɐ pɾe-tɾɐtɐdɐ
-ɛɾɐ ɛntɐ̃w̃ miʃtuɾɐdɐ ɐo mo(ko)6, ɛ ɾɛtoɾnɐdɐ pɐɾɐ o fɾɐʃko (fiɡʁɐ 03). o
-konʒunto ɛɾɐ lɛvɐdo novɐmɛntɛ pɐɾɐ o siʃtɛmɐ ɛm kʷɛ fowi fɛjto o tɾɐtɐmɛnto do
-supoɾtɛ (fiɡʁɐ 04), kʷɛ pɛɾmitɛ ɐkʷɛzimɛnto do fɾɐʃko ɛ ɛvɐkuɐsɐ̃w̃. o fɾɐʃko ɛɾɐ
-konɛktɐdo a valvulɐ 13. o vakuo ɛɾɐ ɾɛɐlizɐdo poɾ umɐ bombɐ mɛkanikɐ konɛktɐdɐ
-pɛlɐ saj́dɐ ɛntɾɛ ɐs valvulɐs 01 ɛ 02 ɛ mɛloɾɐdo pɛlɐ bombɐ difuzoɾɐ. ɐ pɾɛʃsɐ̃w̃
-nɐ fajksɐ dɛ ɐlto vakuo ɛɾɐ mɛdidɐ poɾ um mɐnomɛtʁo tipo mɐklɛod. pɾimɛjɾo, ɐ
-miʃtuɾɐ ɛɾɐ submɛtidɐ ɐ vakuo dɐ oɾdɛm dɛ 10-3 kom ɛʃtɛ tɾɐtɐmɛnto, supõj̃-sɛ kʷɛ
-o ɛksɐkɐɾbonil molibdenio pɛnɛtʁɛ nos poɾos dɐ zɛɔlitɐ ɛ fikʷɛ lokɐlizɐdo nɐʃ
-supɛɾkɐvidɐdɛs, pɐɾɐ poʃtɛɾioɾ kɐɾbuɾɐsɐ̃w̃. o molibdenio do ɛksɐkɐɾbonil
-molibdenio e ɛʃtavɛl kɐnto a oksidɐsɐ̃w̃ ɛnkɐnto sɛ mɐntem liɡɐdo as sɛjʃ
-kɐɾbonilɐs, poɾtɐnto ɐ pɾɛzɛnsɐ dɛ oksiʒenio nɐ̃w̃ ɐfɛtɐ o ɛʃtɐdo do pɾɛkuɾsoɾ. oʃ
-pɾɛkuɾsoɾɛs obtidos foɾɐm ɐɾmɐzɛnɐdos ɛm kamɐɾɐ sɛkɐ ɛ, sɛmpɾɛ kʷɛ dɛzɛʒɐdo,
-foɾɐm mɐnipulɐdos nɐ pɾɔpʁiɐ kamɐɾɐ, pɐɾɐ ɛvitɐɾ ɐ ɾɛ-idʁɐtɐsɐ̃w̃ dɐ zɛɔlitɐ.
-3.3. kɐɾɐktɛɾizɐsɐ̃w̃ dos mɐtɛɾiajs 3.3.1. ɐnalizɛ kʷimikɐ fowi utilizɐdɐ ɐbsoɾsɐ̃w̃
-ɐtomikɐ pɐɾɐ dɛtɛɾminɐɾ molibdenio nɐs ɐmoʃtɾɐs dɛ kɐtɐlizɐdoɾɛs. todɐs ɐʃ
-ɐmoʃtɾɐs ɐntɛs dɛ sɛɾɛm diʒɛɾidɐs foɾɐm sɛkɐs ɐ 400 °k poɾ 2 oɾɐs, dɛjksɐdɐs ɛ̃
-dɛʃsɛkɐdoɾ pɐɾɐ ɾɛʃfɾiɐmɛnto ɛ pɛzɐdɐs. ɐs ɐmoʃtɾɐs foɾɐm pɛzɐdɐs ɛm duplikɐtɐ ɛ
-diʒɛɾidɐs kom 5 ml dɛ f ɛm bekɛɾɛs dɛ plaʃtiko ɛ lɛvɐdɐs ɐ sɛkuɾɐ ɛ̃
-bɐno-mɐɾiɐ. m ɛ tɾɐnsfɛɾidos pɐɾɐ bekɛɾɛs dɛ vidʁo ondɛ foɾɐm ɐkʷɛzidoʃ
-diɾɛtɐmɛntɛ ɛm plɐkɐ dɛ ɐkʷɛzimɛnto ɐte sɛkuɾɐ. ml dɛ kl ɛ ɐs solusõj̃s foɾɐ̃
-lɛvɐdɐs novɐmɛntɛ a sɛkuɾɐ. ml dɛ kl 1 m pɐɾɐ diʃsolusɐ̃w̃ dos sajs. ɐs solusõj̃ʃ
-foɾɐm lɛvɐdɐs pɐɾɐ bɐlõj̃s volumetʁikos dɛ 100 ml [9]. nɐs ɐmoʃtɾɐs doʃ
-kɐtɐlizɐdoɾɛs fowi ɐnɐlizɐdɐ ɐ kɐntidɐdɛ dɛ molibdenio poɾ ɐbsoɾsɐ̃w̃ ɐtomikɐ,
-utilizɐndo-sɛ ɛkʷipɐmɛnto pɛɾkin ɛlmɛɾ ɐ. ɐnɐljʃt 300 lokɐlizɐdo no lɐboɾɐtɔɾio
-dɛ ʒɛotɛkniɐ dɐ koppɛ. fowi fɛjtɐ umɐ kuɾvɐ dɛ kɐlibʁɐsɐ̃w̃ ɐ pɐɾtiɾ dɛ umɐ
-solusɐ̃w̃-pɐdʁɐ̃w̃ dɛ mo 1 mɡ/ɡ. mɛʃmo no dɛʃsɛkɐdoɾ ɐs ɐmoʃtɾɐs podɛm tɛɾ ɐdsoɾvido
-umidɐdɛ dɛ ɐlɡmɐs substansiɐs dɛntɾo do mɛʃmo ɛ ɐte mɛʃmo duɾɐntɛ ɐs pɛzɐʒɛns,
-ʒa kʷɛ ɛʃtɛs mɐtɛɾiajs ɐdsoɾvɛm mujto fɐzilmɛntɛ aɡɐ. pɐɾɐ minimizɐɾ tajs ɛʁoʃ
-kɐntidɐdɛs dɐs ɐmoʃtɾɐs foɾɐm tɾɐtɐdɐs ɐ 400 °k komo fɛjto ɐntɛɾioɾmɛntɛ,
-dɛjksɐdɐs ɛm dɛʃsɛkɐdoɾ pɐɾɐ ɾɛʃfɾiɐmɛnto ɛ lɛvɐdɐs pɐɾɐ tɾɐtɐmɛnto sob vakuo ɐ
-400°k, poɾ tɛmpo sufiziɛntɛ pɐɾɐ kʷɛ ɐ tɐksɐ dɛ dɛɡɐzɐʒɛm foʃsɛ mɛnoɾ kʷɛ 2 μmɡ
-min-1. o ɡɾaw dɛ idʁɐtɐsɐ̃w̃ ɛɾɐ ɐbɐtido pɐɾɐ kʷɛ os vɐloɾɛs dɛ molibdenio foʃsɛ̃
-ɛspɾɛʃsos ɛm bɐzɛ sɛkɐ. 3.3.2. ɐnalizɛ tɛstuɾɐl ɐs aɾɛɐs ɛʃpɛzifikɐs ɛ volumɛ dɛ
-poɾos dɐs zɛɔlitɐs ɛ dos kɐtɐlizɐdoɾɛs foɾɐm mɛdidos poɾ ɐdsoɾsɐ̃w̃ dɛ nitʁoʒenio
-a tɛmpɛɾɐtuɾɐ dɛ -196 °k, numɐ ɐpɐɾɛlɐʒɛm volumetʁikɐ ɐzɐp 2010. ɐs aɾɛɐʃ
-ɛʃpɛzifikɐs foɾɐm kɐlkulɐdɐs ɛmpɾɛɡɐndo-sɛ o metodo bɛt. ɐ diʃtɾibujsɐ̃w̃ dɛ
-tɐmɐno dɛ poɾos fowi ɾɛɐlizɐdɐ tɐmbem poɾ ɐdsoɾsɐ̃w̃ dɛ nitʁoʒenio, utilizɐndo-sɛ
-o metodo bʒ pɐɾɐ o volumɛ dɛ mɛzo ɛ mɐkʁopoɾos, ɛ o metodo t-plot pɐɾɐ o volumɛ
-dɛ mikʁopoɾos [20]. ɐntɛs dɐs ɐnalizɛs, os mɐtɛɾiajs foɾɐm submɛtidos ɐ
-pɾe-tɾɐtɐmɛnto sob vakuo ɐ 400 °k, ɐte um awmɛnto maksimo dɛ pɾɛʃsɐ̃w̃
-koʁɛʃpondɛntɛ ɐ 2 μmɡ min-1. 3.3.3. dɛʃsoɾsɐ̃w̃ tɛɾmopʁoɡʁɐmɐdɐ dɛ ɐmoniɐ (tpd
-dɛ n3) ɐ dɛʃsoɾsɐ̃w̃ tɛɾmopʁoɡʁɐmɐdɐ dɛ ɐmoniɐ fowi ɾɛɐlizɐdɐ pɐɾɐ ɛʃtudo dɛ foɾsɐ
-azidɐ dɐs zɛɔlitɐs bɛm komo ɐ kɐntidɐdɛ dɛ ɐmoniɐ nɛzɛʃsaɾiɐ pɐɾɐ ɐ titulɐsɐ̃w̃
-dos sitios azidos pɾɛzɛntɛs. ɐ ɐnalizɛ fowi ɛfɛtuɐdɐ ɛm ɛkʷipɐmɛnto zɛtõ
-ɐltɐmiɾɐ ɛkʷipɐdo kom dɛtɛktoɾ dɛ kondutividɐdɛ teɾmikɐ (dkt) lokɐlizɐdo no
-lɐboɾɐtɔɾio dɛ kɐtalizɛ do dfk/ik/ufʁʒ. pɾimɛjɾɐmɛntɛ ɛɾɐ fɛjto um tɾɐtɐmɛnto dɐ
-ɐmoʃtɾɐ in situ kom umɐ tɛmpɛɾɐtuɾɐ iniziɐl dɛ 30 dɛpowis ɛɾɐm dɐdos pulsos dɛ
-kʷimiʃsoɾsɐ̃w̃ dɛ n3 ɐ 175°k sɛɡʷidos dɛ tpd kom tɛmpɛɾɐtuɾɐ iniziɐl dɛ 175 °k ɛ
-finɐl dɛ 500 °k poɾ tɐmbem 30 min ɛ tɐksɐ dɛ 10 °k min-1. 3.3.4. ɾɛʃsonansiɐ
-mɐɡnetikɐ nuklɛɐɾ no ɛʃtɐdo sɔlido foɾɐm ɾɛɐlizɐdɐs mɛdidɐs dɛ ɾmn dɛ 29si ɛ
-27ɐl dɛ todɐs ɐs zɛɔlitɐs ɛm ɛkʷipɐmɛnto bɾukɛɾ lokɐlizɐdo no dko/ik/ufʁʒ.
-3.3.5. kʷimiʃsoɾsɐ̃w̃ dɛ monɔksido dɛ kɐɾbono ɐs mɛdidɐs dɛ kʷimiʃsoɾsɐ̃w̃ foɾɐ̃
-fɛjtɐs pɛlo metodo volumetʁiko utilizɐndo-sɛ um ɛkʷipɐmɛnto dɐ mikʁomɛɾitikʃ
-modɛlo ɐzɐp 2010k. no metodo volumetʁiko, kɐntidɐdɛs konɛzidɐs dɛ ɐdsoɾvɛntɛ,
-nɛʃtɛ kɐzo o monɔksido dɛ kɐɾbono, sɐ̃w̃ intɾoduzidɐs num ɾɛɐtoɾ kontɛndo o
-kɐtɐlizɐdoɾ, ɛ ɐ kɐntidɐdɛ ɐdsoɾvidɐ e dɛtɛɾminɐdɐ pɛlɐ diminujsɐ̃w̃ dɐ pɾɛʃsɐ̃w̃,
-ɐ volumɛ ɛ tɛmpɛɾɐtuɾɐ konstɐntɛs. o ɾɛɐtoɾ kɐʁɛɡɐdo kom ɐ ɐmoʃtɾɐ ɛɾɐ ɛntɐ̃w̃
-konɛktɐdo ɐo ɛkʷipɐmɛnto ɾɐpidɐmɛntɛ, pɐɾɐ ɛvitɐɾ ɛspozisɐ̃w̃ ɐo ɐɾ. ɛm sɛɡʷidɐ,
-ɛɾɐ submɛtido ɐo pɾozɛdimɛnto dɛ kɐɾbuɾɐsɐ̃w̃ in situ, sɛɡʷido dɛ tɾɐtɐmɛnto ɛ
-ʁɛʃfɾiɐmɛnto sob vakuo ɐte 35 °k. ɛntɐ̃w̃, ɛvɐkuɐvɐ-sɛ o siʃtɛmɐ, ajndɐ ɐ 35 °k,
-poɾ 5 minutos ɛ obtinɐ-sɛ ɐ sɛɡndɐ izotɛɾmɐ, kʷɛ ɛɾɐ ɾɛlɐtivɐ ɐpɛnɐs ɐo ko
-fɾɐkɐmɛntɛ ɐdsoɾvido. ɐs kɐntidɐdɛs dɛ monɔksido dɛ kɐɾbono kʷimiʃsoɾvidɐs ɛɾɐ̃
-obtidɐs pɛlo metodo dɐ subtɾɐsɐ̃w̃ dɐs izotɛɾmɐs, ondɛ ɐ difɛɾɛnsɐ ɛntɾɛ ɐs duɐʃ
-izotɛɾmɐs foɾnɛzɛ umɐ ɾɛtɐ dɛ inklinɐsɐ̃w̃ pɾɔksimɐ ɐ zɛɾo, kʷɛ intɛɾsɛptɐ o ɛjkso
-dɐs oɾdɛnɐdɐs no ponto ɛkʷivɐlɛntɛ ɐo volumɛ ɐdsoɾvido. 3.3.6. ɛʃpɛktɾoʃkopiɐ no
-infɾɐvɛɾmɛlo poɾ tɾɐnsfoɾmɐdɐ dɛ fowuɾiɛɾ (ftiɾ) foɾɐm ɛmpɾɛɡɐdɐs duɐs teknikɐs,
-kom difɛɾɛntɛs obʒɛtivos, utilizɐndo os ɛʃpɛktɾofotomɛtʁos: nikolɛt modɛlo mɐɡnɐ
-iɾ 760 lokɐlizɐdo no dki/ik/ufʁʒ ɛ pɛɾkin ɛlmɛɾ lokɐlizɐdo no lɐboɾɐtɔɾio dɛ
-kɐtalizɛ do dfk/ik/ufʁʒ. nɐ pɾimɛjɾɐ teknikɐ, ɐs ɐmoʃtɾɐs dɛ zɛɔlitɐs foɾɐ̃
-ɐnɐlizɐdɐs nɐ foɾmɐ dɛ pɐʃtilɐs diluj́dɐs ɛm kbɾ, nɐ ɾɛʒiɐ̃w̃ dɛ 4000 ɐ 400 km-1.
-kom ɛʃtɐs mɛdidɐs e poʃsivɛl ɛʃtudɐɾ ɐs bɐndɐs ɾɛlɐtivɐs as vibʁɐsõj̃s dɐ
-ɛʃtɾutuɾɐ dɐ zɛɔlitɐ, ɛ ɐʃsim dɛtɛɾminɐɾ ɐ suɐ ɾɐzɐ̃w̃ silikɐ/ɐluminɐ (sɐɾ). ɐ
-ʁɛʒiɐ̃w̃ dɐs idʁoksilɐs, ɐzimɐ dɛ 3200 km-1, nɐ̃w̃ podɛ sɛɾ utilizɐdɐ pɐɾɐ ɛʃtudo,
-poɾkʷɛ ɛʃtɐs ɐmoʃtɾɐs foɾɐm mɐnipulɐdɐs ɐo ɐɾ ɛ, komo ɐbsoɾvɛm mujtɐ umidɐdɛ,
-obsɛɾvɐ-sɛ ɐpɛnɐs umɐ bɐndɐ lɐɾɡɐ ɛ intɛnsɐ. nɐ sɛɡndɐ teknikɐ utilizowu-sɛ umɐ
-selulɐ ɛkʷipɐdɐ kom ʒɐnɛlɐ dɛ kɐf2, iluʃtɾɐdɐ pɛlɐ fiɡʁɐ 05. os tɾɐtɐmɛntos dɛ
-vakuo ɛ ɐdsoɾsɐ̃w̃ foɾɐm fɛjtos no siʃtɛmɐ dɛ vidʁo dɛʃkɾito no itɛm 3.2.1 (fiɡʁɐ
-04), ɛ ɐ selulɐ lɛvɐdɐ ɐo ɛʃpɛktɾofotomɛtʁo pɐɾɐ mɛdidɐ. (ɐ) ɛ fɾontɐl (b). ɐ
-selulɐ fowi fɐbʁikɐdɐ kom vidʁo dɛ boɾoʃsilikɐto (pjɾɛks), kom umɐ ʒuntɐ ɛʃfeɾikɐ
-dɐ kontɛs unindo ɐ pɐɾtɛ supɛɾioɾ a pɐɾtɛ kʷɛ kontem ɐ ʒɐnɛlɐ dɛ kɐf2 ɛ fikɐ
-dɛntɾo do ɛʃpɛktɾomɛtʁo duɾɐntɛ ɐ mɛdidɐ. ɐ pɛsɐ intɛɾnɐ kʷɛ pɾɛndɛ ɐ pɐʃtilɐ
-dɐ ɐmoʃtɾɐ e dɛ ɐso, ɛ poʃsuj fuɾos pɐɾɐ diminujɾ sew pɛzo. ɛlɐ fowi
-konfɛksionɐdɐ ɛm ɐso pɐɾɐ supoɾtɐɾ ɐ tɛmpɛɾɐtuɾɐ dɛ kɐɾbuɾɐsɐ̃w̃, ɾɛɐlizɐdɐ ɛm ũ
-ʁɛɐtoɾ tɐmbem dɛ ɐso, ɐpɔs ɐ ɐdsoɾsɐ̃w̃ do ɛksɐkɐɾbonil molibdenio nɐs zɛɔlitɐs. ɐ
-pɐɾtɛ supɛɾioɾ e foɾmɐdɐ poɾ um tubo kom umɐ valvulɐ, ɛ ɛɾɐ utilizɐdɐ pɐɾɐ
-tɾɐtɐmɛnto dɐ ɐmoʃtɾɐ ɐ tɛmpɛɾɐtuɾɐ ɛlɛvɐdɐ, invɛɾtɛndo-sɛ ɐ selulɐ ɐte kʷɛ ɐ
-pɛsɐ dɛ mɛtɐl ɛʃtivɛʃsɛ ɾɛpowuzɐdɐ no fundo do tubo, ɛ kom iʃto ɐ ʒɐnɛlɐ nɐ̃w̃
-sofʁɛ ɐkʷɛzimɛnto. ɐtʁɐves dɐ saj́dɐ lɐtɛɾɐl, konɛktɐdɐ a unidɐdɛ dɛ tɾɐtɐmɛnto
-poɾ konɛksɐ̃w̃ kɐʒon dɐ swɐʒɛlok, ɛɾɐ ɾɛɐlizɐdo vakuo nɐ selulɐ, ɐbʁindo-sɛ ɐ
-valvulɐ tɐmbem dɐ kontɛs. ɐs zɛɔlitɐs foɾɐm pɾɛpɐɾɐdɐs nɐ foɾmɐ dɛ pɐʃtilɐʃ
-awto-supoɾtɐdɐs kom sɛɾkɐ dɛ 10 mɡ/km2 ɛ pɾe-tɾɐtɐdɐs sob vakuo ɐ 400 °k poɾ 4
-oɾɐs, kom tɐksɐ dɛ ɐkʷɛzimɛnto dɛ 10 °k min-1, nɐ pɾɔpʁiɐ selulɐ. ɐpɔʃ
-ʁɛʃfɾiɐmɛnto ɐte tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ, foɾɐm kolɛtɐdos os ɛʃpɛktɾos,
-subtɾajndo-sɛ o sinɐl dɛ fundo dɐ selulɐ, sɛm ɐ ɐmoʃtɾɐ no kɐmino ɔtiko. ɐ
-kɐntidɐdɛ sufiziɛntɛ pɐɾɐ obtɛɾ os tɛoɾɛs dɛzɛʒɐdos dɛ ɛksɐkɐɾbonil molibdenio
-ɛɾɐ insɛɾidɐ nɐ valvulɐ dɐ selulɐ kʷɛ ɛɾɐ ɾɛkonɛktɐdɐ a linɐ dɛ vakuo.
-pɾozɛdiɐ-sɛ a ɐdsoɾsɐ̃w̃ ɐ 70 °k poɾ 16 oɾɐs ɛ, ɐpɔs ɛʃtɛ pɛɾiodo, ɐ ɐmoʃtɾɐ ɛɾɐ
-ʁɛʃfɾiɐdɐ ɐte ɐ tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ. o ɛʃpɛktɾo dɛʃtɛ pɾɛkuɾsoɾ, o ɛksɐkɐɾbonil
-molibdenio ɐdsoɾvido nɐs zɛɔlitɐs, ɛɾɐ kolɛtɐdo. ɐ kɐɾbuɾɐsɐ̃w̃ dɐ pɐʃtilɐ do
-pɾɛkuɾsoɾ ɛɾɐ ɾɛɐlizɐdɐ dɐ foɾmɐ pɐdʁɐ̃w̃, ɾɛʃfɾiɐdɐ sob flukso dɛ 120 ml min-1 dɛ
-2 ɐte ɐ tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ ɛ tɾɐnsfɛɾidɐ novɐmɛntɛ pɐɾɐ ɐ selulɐ dɛ iv nɐ
-kamɐɾɐ sɛkɐ. ɐ pɐʃtilɐ do kɐtɐlizɐdoɾ kɐɾbuɾɐdo ɛɾɐ submɛtidɐ novɐmɛntɛ ɐ
-tɾɐtɐmɛnto sob vakuo ɐ 400 °k, ɛ o ɛʃpɛktɾo obtido a tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ komo
-ɐntɛɾioɾmɛntɛ. dɛʃtɐ foɾmɐ, foɾɐm obtidos ɛʃpɛktɾos nɐ ɾɛʒiɐ̃w̃ dɛ vibʁɐsõj̃s dɛ o
-dɐs zɛɔlitɐs ɛ kɐtɐlizɐdoɾɛs. 3.4. ɐvɐliɐsɐ̃w̃ dos kɐtɐlizɐdoɾɛs todos oʃ
-kɐtɐlizɐdoɾɛs foɾɐm tɛʃtɐdos nɐ idʁoʒɛnɐsɐ̃w̃ do bɛnzɛno ɛm siʃtɛmɐ dɛ
-ʁɛziɾkulɐsɐ̃w̃. 3.4.1. idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno ɛm siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ oʃ
-tɛʃtɛs kɐtɐlitikos dɛ idʁoʒɛnɐsɐ̃w̃ do bɛnzɛno ɛm siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ foɾɐ̃
-ʁɛɐlizɐdos no lɐboɾɐtɔɾio dɛ kɐtalizɛ do dfk/ik/ufʁʒ. os tɛʃtɛs ɛɾɐm ɾɛɐlizɐdoʃ
-a pɾɛʃsɐ̃w̃ ɐtmoʃfeɾikɐ ɛ 90 °k ɛm um siʃtɛmɐ ɛm bɐtɛlɐdɐ kom ɾɛziɾkulɐsɐ̃w̃ ɛstɛɾnɐ
-dɐ miʃtuɾɐ ɾɛɐzionɐl ɛm fɐzɛ ɡɐzosɐ. nɐ fiɡʁɐ 06 ɛʃta um ɛʃkʷɛmɐ dɛtɐlɐdo dɐ
-unidɐdɛ. o tubo sɛntɾɐl poʃsuj́ɐ um ɛʃtɾɛjtɐmɛnto nɐ ɛstɾɛmidɐdɛ, no kɐl ɛɾɐ̃
-kolokɐdos umɐ kɐmɐdɐ dɛ lɐ̃ dɛ kɐɾtzo, o kɐtɐlizɐdoɾ ɛ fɾɐɡmɛntos dɛ kɐɾtzo kõ
-ɡɾɐnulomɛtʁiɐ dɛ 0,84 ɐ 1,68 mm, foɾmɐndo o lɛjto dɛ pɾe-ɐkʷɛzimɛnto dɐ miʃtuɾɐ
-ʁɛɐzionɐl dɛ ɐltuɾɐ ɐpʁoksimɐdɐ dɛ 10 km. ɐ ɾɛziɾkulɐsɐ̃w̃ dɐ fɐzɛ ɡɐzosɐ a
-tɛmpɛɾɐtuɾɐ ɐmbiɛntɛ ɛɾɐ ɾɛɐlizɐdɐ poɾ umɐ bombɐ mɛtɐl bɛllows, kom kɐpɐzidɐdɛ
-dɛ ɾɛziɾkulɐsɐ̃w̃ dɛ 5,0 dm3 min-1. nɛʃtɐs kondisõj̃s, ɐ ɛlɛvɐdɐ vɛlozidɐdɛ kom kʷɛ
-o ɡas pɐʃsɐ pɛlo lɛjto kɐtɐlitiko ɛvitɐ limitɐsõj̃s dɛ difuzɐ̃w̃ ɛstɛɾnɐ ɛ
-tɾɐnspoɾtɛ dɛ kɐloɾ. o ɾɛɐtoɾ ɛɾɐ ɐkʷɛzido poɾ um foɾno liɡɐdo ɐ ũ
-kontɾolɐdoɾ/pɾoɡʁɐmɐdoɾ dɛ tɛmpɛɾɐtuɾɐ. o siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ ɛɾɐ konɛkt��do
-ɐ umɐ bombɐ mɛkanikɐ dɛ vakuo, pɐɾɐ ɾɛɐlizɐsɐ̃w̃ do vakuo pɾimaɾio, ɛ ɐ umɐ bombɐ
-difuzoɾɐ dɐ kontɛs. sɛɾkɐ dɛ 100 mɡ do pɾɛkuɾsoɾ ɛɾɐm tɾɐnsfɛɾidos pɐɾɐ o
-ʁɛɐtoɾ, ɛm kamɐɾɐ sɛkɐ, ɛ ɛʃtɛ ɛɾɐ konɛktɐdo ɾɐpidɐmɛntɛ ɐo siʃtɛmɐ pɐɾɐ ɛvitɐɾ
-ɛspozisɐ̃w̃ pɾolonɡɐdɐ ɐo ɐɾ. ɐ kɐɾbuɾɐsɐ̃w̃ do pɾɛkuɾsoɾ ɛɾɐ ɾɛɐlizɐdɐ nɐʃ
-sɛɡʷintɛs kondisõj̃s: 150 ml min-1 dɛ miʃtuɾɐ k4/2 (20 %) ɐte 650 °k kom tɐksɐ
-dɛ 10 °k min-1, mɐntɛndo-sɛ ɛʃtɐ tɛmpɛɾɐtuɾɐ poɾ 1,5 . ɐpɔs puɾɡɐ kõ
-idʁoʒenio ɐte ɐ tɛmpɛɾɐtuɾɐ dɛ ɾɛɐsɐ̃w̃, 90 °k, o ɾɛɐtoɾ ɛɾɐ izolɐdo nɛʃtɐ
-tɛmpɛɾɐtuɾɐ ɛ sob ɐtmoʃfɛɾɐ dɛ idʁoʒenio, ɛ o siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ ɛɾɐ
-submɛtido ɐ vakuo. ɐpɔs ɐ dɛɡɐzɐʒɛm, ɾɛɐlizɐdɐ ɐtʁɐves dɛ suzɛʃsivos siklos dɛ
-tipikɐmɛntɛ 1,5ks10-3 mol dɛ vɐpoɾ dɛ konʒɛlɐmɛnto-ɛvɐkuɐsɐ̃w̃-dɛʒɛlo, bɛnzɛno fowi
-ɐdizionɐdo ɐo siɾkujto dɛ ɾɛziɾkulɐsɐ̃w̃. idʁoʒenio, ʒuntɐmɛntɛ kom umɐ
-kɐntidɐdɛ konɛzidɐ dɛ nitʁoʒenio komo pɐdʁɐ̃w̃ intɛɾno pɐɾɐ ɐs ɐnalizɛʃ
-kɾomɐtoɡʁafikɐs, ɛɾɐ ɛntɐ̃w̃ intɾoduzido ɐte kʷɛ ɐ pɾɛʃsɐ̃w̃ ɐtmoʃfeɾikɐ foʃsɛ
-ɐlkɐnsɐdɐ. ɐpɔs omoʒɛnɛjzɐsɐ̃w̃ dɛʃtɐ miʃtuɾɐ ɡɐzosɐ kontɛndo bɛnzɛno ɛ
-nitʁoʒenio diluj́dos ɛm idʁoʒenio poɾ ɾɛziɾkulɐsɐ̃w̃ pɛlo siʃtɛmɐ, pɛɾmitiɐ-sɛ kʷɛ
-ɐ kɐɾɡɐ pɐʃsɐʃsɛ pɛlo ɾɛɐtoɾ ɛ ɛɾɐ mɐɾkɐdo o inizio dɐ ɾɛɐsɐ̃w̃. ɐmoʃtɾɐs dɐ fɐzɛ
-ɡɐzosɐ ɛɾɐm pɛɾiodikɐmɛntɛ ɾɛtiɾɐdɐs pɐɾɐ um tubo dɛ ɐmoʃtɾɐʒɛm pɾɛviɐmɛntɛ
-ɛvɐkuɐdo, ɛ inʒɛtɐdɐs ɛm um kɾomɐtɔɡʁɐfo ɐ ɡas dɐ ɐʒilɛnt, modɛlo 6890, ɛkʷipɐdo
-kom umɐ kolunɐ kɐpilɐɾ dɛ mɛtilsiloksɐno (100.0 m ks 250 μm ks 0.50 μm) ɛ ũ
-dɛtɛtoɾ sɛlɛtivo dɛ mɐʃsɐs (msd do inɡles – mɐʃs-sɛlɛktivɛ dɛtɛktoɾ) dɐ ɐʒilɛnt
-, modɛlo 5973. dɛʃtɛ modo, ɛɾɐ inʒɛtɐdɐ no kɾomɐtɔɡʁɐfo umɐ miʃtuɾɐ ɡɐzosɐ
-kontɛndo o bɛnzɛno, o siklowɛksɐno foɾmɐdo, o nitʁoʒenio uzɐdo komo pɐdʁɐ̃w̃ intɛɾno
-ɛ o idʁoʒenio. o idʁoʒenio nɐ̃w̃ ɛɾɐ ɐnɐlizɐdo pɛlo kɾomɐtɔɡʁɐfo, kʷɛ ɛɾɐ
-konfiɡʁɐdo pɐɾɐ dɛtɛktɐɾ sinajs dɛ m/ɛ supɛɾioɾ ɐ sinko (5), powis o ɡas dɛ
-ɐʁɐʃtɛ ɛɾɐ o elio. o kɾomɐtoɡʁɐmɐ tipiko obtido nɐs kondisõj̃s utilizɐdɐs ɛʃta
-moʃtɾɐdo nɐ fiɡʁɐ 07. ɐ konvɛɾsɐ̃w̃ fowi obtidɐ pɛlɐ ɛkɐsɐ̃w̃: k=[ ɐk/(ɐbz + ɐk)]
-ʃ 100 %) ondɛ, ɐbz e ɐ aɾɛɐ koʁiʒidɐ do piko do bɛnzɛno; ɐk e ɐ aɾɛɐ koʁiʒidɐ
-do piko do sikloɛksɐno; k e ɐ konvɛɾsɐ̃w̃. ɐs koʁɛsõj̃s dɐs aɾɛɐs dos pikos dɛ
-bɛnzɛno ɛ siklowɛksɐno ɛɾɐm ɾɛɐlizɐdɐs utilizɐndo-sɛ o nitʁoʒenio komo pɐdʁɐ̃w̃
-intɛɾno. fɐtoɾɛs dɛ ɾɛʃpoʃtɐ dɐs difɛɾɛntɛs substansiɐs ɾɛlɐtivos ɐo nitʁoʒenio
-ɛɾɐm obtidos poɾ inʒɛsɐ̃w̃ dɛ miʃtuɾɐs dɛ kompozisɐ̃w̃ konɛzidɐ dɛʃtɐs substansiɐʃ
-kom o nitʁoʒenio. ɐ tɐksɐ iniziɐl dɛ ɾɛɐsɐ̃w̃ fowi obtidɐ ɐ pɐɾtiɾ dɐ inklinɐsɐ̃w̃, no
-tɛmpo zɛɾo dɛ ɾɛɐsɐ̃w̃, dɐs kuɾvɐs dɛ konvɛɾsɐ̃w̃. ɐs kuɾvɐs foɾɐm ɐʒuʃtɐdɐs poɾ
-polinomio do 3° ɡɾaw, utilizɐndo os 4 pɾimɛjɾos pontos. ɐ ɐtividɐdɛ iniziɐl doʃ
-kɐtɐlizɐdoɾɛs ( ɐ ) fowi obtidɐ pɛlɐ sɛɡʷintɛ ɛspɾɛʃsɐ̃w̃ : ɐ= ( ti ks n ) / m ondɛ
-, ti e ɐ tɐksɐ iniziɐl dɛ konvɛɾsɐ̃w̃ ( min-1 ) ; n e ɐ kɐntidɐdɛ iniziɐl dɛ
-bɛnzɛno ( mol ) ; m e ɐ mɐʃsɐ dɛ kɐtɐlizɐdoɾ ( ɡ ) . ɾɛzumidɐmɛntɛ , ɐʃ
-kondisõj̃s dɐ ɾɛɐsɐ̃w̃ dɛ idʁoʒɛnɐsɐ̃w̃ no siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ foɾɐm :  tɐksɐ dɛ
-ʁɛziɾkulɐsɐ̃w̃ : 5,0 ► vɐzɐ̃w̃ do ɡas dɛ ɐʁɐʃtɛ: 1ml min-1. 4. - ɾɛzultɐdos ɛ
-diʃkuʃsõj̃s 4.1. ɐnalizɛ kʷimikɐ 4.1.1 dɛtɛɾminɐsɐ̃w̃ dɛ molibdenio nɐ tɐbɛlɐ 01
-ɛʃtɐ̃w̃ moʃtɾɐdos os ɾɛzultɐdos dɐ dɛtɛɾminɐsɐ̃w̃ dɛ molibdenio nos kɐtɐlizɐdoɾɛs.
-os kɐtɐlizɐdoɾɛs ɐpʁɛzɛntɐɾɐm um tɛoɾ dɛ molibdenio mɛnoɾ (ɐpʁoksimɐdɐmɛntɛ 20 %)
-kʷɛ o ɛʃpɛɾɐdo. ɛʃtɛ mɛnoɾ tɛoɾ podɛ ɛʃtɐɾ ɐʃsoziɐdo ɐ ɛʁo nɐ ɐnalizɛ ɛ/owu
-pɛɾdɐ dɛ molibdenio duɾɐntɛ o pɾozɛʃso dɛ kɐɾbuɾɐsɐ̃w̃. sɛndo ɐ poʃsibilidɐdɛ dɛ
-ɛʁo dɛ ɐnalizɛ dɛvido a idʁɐtɐsɐ̃w̃ dɐ zɛɔlitɐ mujto pɛkʷɛnɐ, sɛɾiɐ poʃsivɛl
-tɐmbem kʷɛ, kom zɛɔlitɐs dɛ ɐlto sɐɾ, pɐɾtɛ do komplɛkso kɐɾboniliko sɛʒɐ
-ʁɛmovido duɾɐntɛ ɐ ɛvɐkuɐsɐ̃w̃. owutʁo fɐto impoɾtɐntɛ e kʷɛ no maksimo duɐʃ
-molekulɐs dɛ mo(ko)6 podɛm okupɐɾ ɐ supɛɾkɐvidɐdɛ, owu 16 mo(ko)6 poɾ selulɐ
-unitaɾiɐ dɐ zɛɔlitɐ j, o kʷɛ ɛkʷivɐlɛ ɐ ɐpʁoksimɐdɐmɛntɛ 10 % ɛm pɛzo do mɛtɐl.
-kɐndo sɛ dɛzɛʒɐ obtɛɾ kɐtɐlizɐdoɾɛs kom ɛlɛvɐdos tɛoɾɛs dɛ molibdenio, e
-nɛzɛʃsaɾio ɾɛɐlizɐɾ suzɛʃsivɐs ɐdsoɾsõj̃s ɐltɛɾnɐdɐs pɛlɐ dɛkompozisɐ̃w̃ do
-komplɛkso [13]. ɛʃtɛ pɾozɛdimɛnto libɛɾɐ ɛʃpɐso pɐɾɐ kʷɛ novɐs molekulɐs do
-komplɛkso poʃsɐm pɛnɛtʁɐɾ nɐ zɛɔlitɐ. komo o vɐloɾ ɛʃta pɾɔksimo do maksimo dɛ mo
-poʃsivɛl kom umɐ ɐdsoɾsɐ̃w̃ ɛ komo ɛʃtɐs zɛɔlitɐs tem mujtos dɛfɛjtos, o numɛɾo dɛ
-supɛɾkɐvidɐdɛs sɛɾa mɛnoɾ ɛ, poɾtɐnto, mɛnoɾ e ɐ kɐntidɐdɛ poʃsivɛl dɛ mo kʷɛ
-podɛ sɛɾ ɐdsoɾvido dɛ umɐ vɛz ɐpɛnɐs. poɾtɐnto, a mɛdidɐ kʷɛ sɛ ɐpʁoksimɐ do
-maksimo dɛ mo kʷɛ sɛ podɛ ɐdsoɾvɛɾ, ɐ pɛɾdɐ dɛ mo kolokɐdo, awmɛntɐ. ɐpɛzɐɾ doʃ
-vɐloɾɛs ɾɛduzidos, os ɾɛzultɐdos foɾɐm sɐtiʃfɐtɔɾios, ɛm tɛɾmos do ɛʃtudo do
-ɛfɛjto do tɛoɾ dɛ mɛtɐl nos kɐtɐlizɐdoɾɛs. ɐbajkso ɛʃtɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐʃ
-izotɛɾmɐs dɛ ɐdsoɾsɐ̃w̃ dɛ nitʁoʒenio dɐs zɛɔlitɐs ɛ dos kɐtɐlizɐdoɾɛs. ɐʃ
-izotɛɾmɐs ɐpʁɛzɛntɐdɐs nɐs fiɡʁɐs 08, 09 ɛ 10 sɐ̃w̃ do tipo i, kɐɾɐktɛɾiʃtikɐ dɛ
-sɔlidos mikʁopoɾozos. poɾem vɛɾifikɐ-sɛ o fɛnomɛno dɛ iʃtɛɾɛzɛ nɐs izotɛɾmɐs,
-ondɛ ɐ kuɾvɐ dɛ ɐdsoɾsɐ̃w̃ (infɛɾioɾ) nɐ̃w̃ kowinsidɛ kom ɐ kuɾvɐ dɛ dɛʃsoɾsɐ̃w̃
-(supɛɾioɾ), iʃto e, nɐ̃w̃ a ɾɛvɛɾsibilidɐdɛ. ɛʃtɛ fɛnomɛno ɛʃta ɐʃsoziɐdo a
-kondɛnsɐsɐ̃w̃ kɐpilɐɾ ɛm ɛʃtɾutuɾɐs mɛzopoɾozɐs. nɐ tɐbɛlɐ 02 ɛʃtɐ̃w̃ moʃtɾɐdos oʃ
-ʁɛzultɐdos dɛ aɾɛɐ ɛʃpɛzifikɐ ɛ volumɛ dɛ mikʁo, mɛzo ɛ mɐkʁopoɾos dɐs zɛɔlitɐʃ
-ɛ dos kɐtɐlizɐdoɾɛs. ɐ aɾɛɐ ɛʃpɛzifikɐ obtidɐ pɛlo metodo bɛt b volumɛ dɛ
-mikʁopoɾos obtido pɛlo metodo t-plot . k volumɛ dɛ mɛzo ɛ mɐkʁopoɾos kõ
-diamɛtʁo ɛntɾɛ 20 ɛ 1000 ɐ̊́ obtido pɛlo metodo bʒ. ɐs izotɛɾmɐs dɛ ɐdsoɾsɐ̃w̃ sɐ̃w̃
-tipikɐs dɛ mɐtɛɾiajs dɛ ɐltɐ aɾɛɐ ɛʃpɛzifikɐ kom ɛʃtɾutuɾɐ dɛ mikʁopoɾos, o kʷɛ
-e konfiɾmɐdo pɛlos ɛlɛvɐdos vɐloɾɛs dɛ aɾɛɐ ɛʃpɛzifikɐ obtidos dɐs zɛɔlitɐs ɛ
-dos kɐtɐlizɐdoɾɛs. os pɛɾfis dɛ diʃtɾibujsɐ̃w̃ dɛ volumɛ dɛ poɾos dɐs zɛɔlitɐs ɛ
-dos kɐtɐlizɐdoɾɛs ɛnkontɾɐm-sɛ nɐ fiɡʁɐ 11. todɐs ɐs zɛɔlitɐs ɐpʁɛzɛntɐm ũ
-ɛlɛvɐdo vɐloɾ dɛ volumɛ dɛ mɐkʁo ɛ mɛzopoɾos kɐndo kompɐɾɐdɐs kom owutʁɐʃ
-zɛɔlitɐs j dɛʃkɾitɐs nɐ litɛɾɐtuɾɐ. nos pɛɾfis dɛ diʃtɾibujsɐ̃w̃ dɛ poɾos (fiɡʁɐ
-11) vɛɾifikɐ-sɛ kʷɛ ɛʃsɛ ɛlɛvɐdo vɐloɾ ɛʃta ɾɛpʁɛzɛntɐdo pɛlo piko kom maksimo ɛ̃
-20 ɐ̊́ dɛ diamɛtʁo (linɐ ɐzul), ɛ owutʁos dowis pikos lɐɾɡos kom maksimo ɛm toɾno dɛ
-80 ɐ̊́ (linɐ ɾozɐ) ɛ 240 ɐ̊́ (linɐ vɛɾdɛ) dɛ diamɛtʁo, kɐɾɐktɛɾiʃtiko dɛ zɛɔlitɐ
-ɐltɐmɛntɛ dɛzɐluminizɐdɐ, kom dɛfɛjtos poɾ kawzɐ do pɾozɛʃso dɛ tɾɐtɐmɛnto
-idʁoteɾmiko. notɐ-sɛ ɐ awzensiɐ do piko lɐɾɡo ɛm 80 ɐ̊́ no supoɾtɛ kbv-720 ɛ sewʃ
-ʁɛʃpɛktivos kɐtɐlizɐdoɾɛs. nɐ tɐbɛlɐ 03 ɛʃta moʃtɾɐdɐ ɐ ɾɛdusɐ̃w̃ dɐ aɾɛɐ
-ɛʃpɛzifikɐ ɛ do volumɛ dɛ poɾos dos kɐtɐlizɐdoɾɛs ɛm ɾɛlɐsɐ̃w̃ as zɛɔlitɐs supoɾtɛ
-kom bɐzɛ nɐ mɐʃsɐ dɛ zɛɔlitɐ dɛ kɐdɐ kɐtɐlizɐdoɾ. todos os kɐtɐlizɐdoɾɛʃ
-ɐpʁɛzɛntɐɾɐm umɐ diminujsɐ̃w̃ dɐ kɐpɐzidɐdɛ dɛ ɐdsoɾsɐ̃w̃ dɛ nitʁoʒenio ɐ -196 ºk ɛ̃
-ʁɛlɐsɐ̃w̃ as zɛɔlitɐs. ɐ pɛkʷɛnɐ diminujsɐ̃w̃ dɛ aɾɛɐ ɛʃpɛzifikɐ ɛ volumɛ dɛ
-mikʁopoɾos dɐ ɐmoʃtɾɐ kkbv-740 ɛm ɾɛlɐsɐ̃w̃ a kbv-740, indikɐ kʷɛ ɐ ɛʃtɾutuɾɐ dɐ
-zɛɔlitɐ fowi powuko ɐfɛtɐdɐ pɛlɐ tɾokɐ do kation dɛ kompɛnsɐsɐ̃w̃. os kɐtɐlizɐdoɾɛʃ
-kom tɛoɾ nominɐl dɛ 10 % dɛ molibdenio tivɛɾɐm os mɐjoɾɛs vɐloɾɛs dɛ ɾɛdusɐ̃w̃ dɛ
-poɾos (ɐpʁoksimɐdɐmɛntɛ o dobʁo ɛm ɾɛlɐsɐ̃w̃ ɐo 5 %). ɐ pɛɾdɐ dɛ mikʁopoɾozidɐdɛ
-fowi ɐkompɐnɐdɐ poɾ pɛɾdɐ dɛ mɛzo ɛ mɐkʁopoɾozidɐdɛ. ɛʃtɐ pɛɾdɐ podɛ ɛʃtɐɾ
-ɐʃsoziɐdɐ pɾɛdominɐntɛmɛntɛ ɐ ɛntupimɛnto dɐs ɐbɛɾtuɾɐs dos mikʁopoɾos dɛvido a
-pɛɾdɐ dɛ mɐkʁo ɛ mɛzopoɾozidɐdɛ pɛlɐ dɛpozisɐ̃w̃ dɛ molibdenio pɾɛfɛɾɛnsiɐlmɛntɛ
-nɛʃtɛs poɾos mɐjoɾɛs. 4.3. ɛʃpɛktɾoʃkopiɐ no infɾɐvɛɾmɛlo poɾ tɾɐnsfoɾmɐdɐ dɛ
-fowuɾiɛɾ (ftiɾ) 4.3.1. infɾɐvɛɾmɛlo ɛʃtɾutuɾɐl ɛm kbɾ nɐ fiɡʁɐ 12 ɛʃtɐ̃w̃ oʃ
-ɛʃpɛktɾos nɐ fajksɐ dɛ 1400 ɐ 600 km-1 dɐs zɛɔlitɐs, nos kajs e poʃsivɛl
-obsɛɾvɐɾ ɐs bɐndɐs ɾɛlɐtivɐs ɐos ɛʃtiɾɐmɛntos ɐʃsimetʁiko ɛ simetʁiko dɐ liɡɐsɐ̃w̃
-o – t – o (t=si owu ɐl), ɛm toɾno dɛ 1000 ɛ 800 km-1, ɾɛʃpɛktivɐmɛntɛ. ɐ pɐɾtiɾ
-dɐs fɾɛk̈ensiɐs dɛ ɛʃtiɾɐmɛnto dɛʃtɐs liɡɐsõj̃s o totɐl dɛ atomos dɛ silizio ɛ
-ɐluminio nɐ selulɐ unitaɾiɐ dɛ zɛɔlitɐs j e 192, obtem-sɛ, ɛntɐ̃w̃, ɐ ɾɐzɐ̃w̃ si/ɐl
-ɛ sɐɾ: ondɛ nsi e o numɛɾo dɛ atomos dɛ silizio poɾ selulɐ unitaɾiɐ. nɐ tɐbɛlɐ
-04 ɛʃtɐ̃w̃ os vɐloɾɛs dɛ ɛʃtiɾɐmɛnto dɐs liɡɐsõj̃s o – t –o dɐs zɛɔlitɐs ɛ oʃ
-ʁɛʃpɛktivos vɐloɾɛs dɛ ɾɐzɐ̃w̃ silikɐ/ɐluminɐ. pɛlos dɐdos kontidos nɐ tɐbɛlɐ 04
-podɛ-sɛ vɛɾifikɐɾ kʷɛ ɐ tɾokɐ pɛlo kation potaʃsio nɐ̃w̃ ɐltɛɾowu ɐ ɛʃtɾutuɾɐ
-kɾiʃtɐlinɐ dɐ zɛɔlitɐ, kʷɛ pɛɾmɐnɛzew kom o mɛʃmo sɐɾ. ʒa ɐ zɛɔlitɐ kbv-720
-ɐpʁɛzɛntowu umɐ pɛkʷɛnɐ difɛɾɛnsɐ no sɐɾ, ɐpɛzɐɾ dɛ nɐ fiɡʁɐ 11 ɐ difɛɾɛnsɐ nɐ̃w̃
-ɛʃtɐɾ vizivɛl. nɐ fiɡʁɐ 13 ɛʃtɐ̃w̃ os ɛʃpɛktɾos iv dos kɐtɐlizɐdoɾɛs nɐ fajksɐ dɛ
-1400 ɐ 600 km-1. ɐ mɛʃmɐ koʁɛlɐsɐ̃w̃ ɛmpiɾikɐ pɐɾɐ o kalkulo do numɛɾo dɛ atomoʃ
-dɛ ɐluminio poɾ selulɐ unitaɾiɐ ɛ do sɐɾ fowi utilizɐdɐ pɐɾɐ os kɐtɐlizɐdoɾɛs ɐ
-pɐɾtiɾ dɛ sews ɛʃpɛktɾos dɐ fiɡʁɐ 13. nɐ tɐbɛlɐ 05 ɛʃtɐ̃w̃ os vɐloɾɛs dɛ
-ɛʃtiɾɐmɛnto dɐs liɡɐsõj̃s pɛlɐ tɐbɛlɐ 05 vɛɾifikɐ-sɛ kʷɛ os vɐloɾɛs dɛ sɐɾ pɐɾɐ
-os kɐtɐlizɐdoɾɛs supoɾtɐdos ɛm kkbv-740 pɛɾmɐnɛzɛm iɡajs ɛm ɾɛlɐsɐ̃w̃ ɐo sew
-ʁɛʃpɛktivo supoɾtɛ puɾo. ʒa pɐɾɐ os kɐtɐlizɐdoɾɛs supoɾtɐdos ɛm kbv-720, ɛʃsɛʃ
-vɐloɾɛs foɾɐm mɛnoɾɛs ɛm ɾɛlɐsɐ̃w̃ a kbv-720 puɾɐ. poɾem ɛʃsɐ diminujsɐ̃w̃ fowi
-pɛkʷɛnɐ (mɛnoɾ kʷɛ 10 %), podɛndo ɛʃtɐɾ dɛntɾo do ɛʁo no metodo. ɛntɐ̃w̃,
-ɐpɐɾɛntɛmɛntɛ o pɾozɛʃso dɛ kɐɾbuɾɐsɐ̃w̃ pɾɐtikɐmɛntɛ nɐ̃w̃ pɾovokowu dɛzɐluminizɐsɐ̃w̃
-dɐs zɛɔlitɐs, inkluzivɛ nos kɐtɐlizɐdoɾɛs kom 10 % dɛ molibdenio. sɛ tivɛʃsɛ
-ɐvido dɛzɐluminizɐsɐ̃w̃, o sɐɾ awmɛntɐɾiɐ. 4.3.3. infɾɐvɛɾmɛlo nɐ ɾɛʒiɐ̃w̃ dɛ o
-os ɛʃpɛktɾos dɛ infɾɐvɛɾmɛlo nɐ ɾɛʒiɐ̃w̃ dɛ vibʁɐsõj̃s dɐ liɡɐsɐ̃w̃ dɛ idʁoksilɐʃ
-dɐs zɛɔlitɐs, 3850 ɐ 3350 km-1, ɛʃtɐ̃w̃ moʃtɾɐdɐs nɐ fiɡʁɐ 14. ɐs mɛdidɐs foɾɐ̃
-obtidɐs kom ɐs ɐmoʃtɾɐs sɛkɐs nɐ foɾmɐ dɛ pɐʃtilɐs awto-supoɾtɐdɐs, ɛm selulɐ
-dɛ vidʁo komo dɛʃkɾito ɛm mɐtɛɾiajs ɛ metodos. ɐs zɛɔlitɐs ɐpʁɛzɛntɐm ũ
-ɛʃpɛktɾo simplɛs nɐ ɾɛʒiɐ̃w̃ dɛ o. . ɐ bɐndɐ ɛm 3739 km-1 e ɐtʁibuj́dɐ ɐos ɡɾupoʃ
-silɐnõj̃s tɛɾminajs =sio, pɾɛzɛntɛs ʒɛɾɐlmɛntɛ nɐ pɐɾtɛ ɛstɛɾnɐ dɛ zɛɔlitɐs. oʃ
-silɐnõj̃s ɛʃtɐ̃w̃ pɾɛzɛntɛs ɛm todɐs ɐs zɛɔlitɐs ɛ sɐ̃w̃ nɛzɛʃsaɾios pɐɾɐ kʷɛ
-komplɛtɐɾ ɐ ɛʃfɛɾɐ dɛ kowoɾdɛnɐsɐ̃w̃ dos atomos dɛ silizio tɛɾminajs nɐ supɛɾfiziɛ
-dos kɾiʃtajs. ɐ pɾɛzɛnsɐ dɛ mɛzopoɾos nɐs zɛɔlitɐs fowi kompɾovɐdɐ poɾ ɐdsoɾsɐ̃w̃
-dɛ nitʁoʒenio, ɛ sɛɡndo kɐwaj ɛ tsutsumi [22], ɐ supɛɾfiziɛ dɛʃtɛs mɛzopoɾoʃ
-podɛ sɛɾ konsidɛɾɐdɐ komo identikɐ a supɛɾfiziɛ ɛstɛɾnɐ dos kɾiʃtajs. poɾtɐnto,
-silɐnõj̃s dɛntɾo dos mɛzopoɾos sɐ̃w̃ iɡajs ɐos nɐ pɐɾtɛ ɛstɛɾnɐ dɐ zɛɔlitɐ, o kʷɛ
-ɛsplikɐ o piko bɐʃtɐntɛ intɛnso. ɐ bɐndɐ ɛm 3630 km-1 kɐmɐdɐ dɛ (f) ʒa ɐ bɐndɐ
-ɛm 3563 km-1, kɐmɐdɐ dɛ (lf)o poɾ okoʁɛɾ ɐ bajksɐ fɾɛk̈ensiɐ (low fɾɛkʷɛnsj),
-tɐmbem e ɾɛlɐtivɐ ɐ o ɛm pontɛ, no ɛntɐnto ɛʃtɛs sitios azidos fikɐ̃
-lokɐlizɐdos nɐs kɐvidɐdɛs bɛtɐ dɐs zɛɔlitɐs j ʒɛɾɐlmɛntɛ inɐzɛʃsivɛjs ɐoʃ
-ʁɛɐʒɛntɛs. ɛʃsɐs bɐndɐs f ɛ lf nɐ̃w̃ ɛʃtɐ̃w̃ pɾɛzɛntɛs nɐ zɛɔlitɐ kkbv, o kʷɛ
-kompɾovɐ kʷɛ ɐ tɾokɐ do pɾɔton pɛlo kation potaʃsio ɾɛtiɾowu ɐ ɐzidɛz do supoɾtɛ.
-ɐ ɐmoʃtɾɐ kbv-720 ajndɐ ɐpʁɛzɛntɐ umɐ bɐndɐ ɛm 3710 km-1 kʷɛ e ɐtʁibuj́dɐ ɐ
-idʁoksilɐs ɐʃsoziɐdɐs a ɐluminɐ ɛstɾɐ-ɾɛdɛ. nɛʃtɐ zɛɔlitɐ, o pɾozɛʃso dɛ
-dɛzɐluminizɐsɐ̃w̃ podɛ nɐ̃w̃ tɛɾ sido ɛfiziɛntɛ ɛ ɐlɡm ɐluminio nɐ foɾmɐ dɛ ɐluminɐ
-fikowu ɾɛtidɐ nɐ ɛʃtɾutuɾɐ. vɛɾifikɐ-sɛ kʷɛ o piko e powuko intɛnso. ɛʃtɛ fɐto
-ɛʃta ɾɛlɐzionɐdo kom ɐ awzensiɐ do piko ɐ 80 ɐ̊ dɛ diamɛtʁo medio pɐɾɐ ɐ
-diʃtɾibujsɐ̃w̃ dɛ poɾos dɐ zɛɔlitɐ kbv-720, ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 11. o maksimo ɐ
-240 ɐ̊ nɛʃtɐ fiɡʁɐ, nɐ̃w̃ ɾɛpʁɛzɛntɐ poɾos dɛʃtɛ diamɛtʁo, mɐs sim o ɛʃpɐso ɛntɾɛ
-pɐɾtikulɐs dɐs zɛɔlitɐs. o maksimo ɛm 80 ɐ̊ ɛʃta liɡɐdo a pɾɛzɛnsɐ dɛ mɛzopoɾos nɐ
-zɛɔlitɐ ɛ, o fɐto dɛ kʷɛ ɐ kbv-740 tɛm ɛʃtɛ piko sɛɾtɐmɛntɛ ɛʃta ɾɛlɐzionɐdo a
-ʁɛmosɐ̃w̃ dɛ ɐluminɐ ɛstɾɐ-ɾɛdɛ. podɛ-sɛ konklujɾ kʷɛ ɐ kbv-720 tɛm ɐluminɐ
-ɛstɾɐ-ɾɛdɛ ʒɛɾɐdɐ nɐ dɛzɐluminizɐsɐ̃w̃ ɛ, pɾovɐvɛlmɛntɛ nɐ̃w̃ sofʁew um pɾozɛʃso
-ɛfiziɛntɛ dɛ ɛstɾɐsɐ̃w̃ dɛʃtɐ ɐluminɐ. nɐ fiɡʁɐ 15 sɐ̃w̃ moʃtɾɐdos os ɛʃpɛktɾos dɛ
-infɾɐvɛɾmɛlo dos pɾɛkuɾsoɾɛs obtidos poɾ ɐdsoɾsɐ̃w̃ do ɛksɐkɐɾbonil molibdenio
-nɐs difɛɾɛntɛs zɛɔlitɐs kom tɛoɾ dɛ 5 % ɛ 10 % dɛ mɛtɐl. ɐ bɐndɐ lɐɾɡ�� kõ
-maksimo ɛntɾɛ 1950 ɛ 2000 km-1 e pɾɔpʁiɐ dɐ kɐɾbonilɐ liɡɐdɐ ɐo molibdenio, ɛ
-tɐmbem ɐpɐɾɛzɛ no ɛʃpɛktɾo do komplɛkso puɾo [9]. o komplɛkso foɾmɐ um oktɐɛdʁo
-pɛɾfɛjto, pɛɾtɛnsɛndo ɐo ɡɾupo o dɛ ɐltɐ simɛtʁiɐ. nɐ ɾɛʒiɐ̃w̃ dɛ vibʁɐsõj̃s doʃ
-liɡɐntɛs ko poʃsuɛm umɐ vibʁɐsɐ̃w̃ ɐtivɐ ɐo infɾɐvɛɾmɛlo ɛm toɾno dɛ 2003 km-1
-(t1u) ɛ dowis modos ɐtivos ɐo ɾɐmɐn ɛm 2019 km-1 (ɛɡ) ɛ 2117 km-1 (ɐ1ɡ).
-intɛɾɐsɐ̃w̃ dɛʃtɛ komplɛkso kom zɛɔlitɐs ɾɛzultɐ numɐ pɛɾdɐ dɛ simɛtʁiɐ, kʷɛ kawzɐ
-divizɐ̃w̃ dɐ bɐndɐ t1u ɛ dos modos ɛɡ ɛ ɐ1ɡ, ʒɛɾɐndo awmɛnto nɐ intɛnsidɐdɛ dɐʃ
-bɐndɐs no infɾɐvɛɾmɛlo [9]. müllɛɾ ɛ kɐlzɐfɛʁi ɛʃtudɐɾɐm um siʃtɛmɐ no kɐl o
-komplɛkso ɛɾɐ ɐdsoɾvido ɛm zɛɔlitɐs j tɾokɐdɐs kom sɔdio, litio ɛ potaʃsio. no
-kɐzo dɐ zɛɔlitɐ sɔdikɐ, ɐ simɛtʁiɐ do komplɛkso pɐʃsɐvɐ dɛ o pɐɾɐ k2v, dɛvido a
-intɛɾɐsɐ̃w̃ dos liɡɐntɛs kom os dowis kations dɛ kompɛnsɐsɐ̃w̃ lokɐlizɐdos nɐ
-supɛɾkɐvidɐdɛ. bɐndɐs ɛm 2122, 2030, 1987 ɛ 1961 km-1 foɾɐm obsɛɾvɐdɐs [23]. noʃ
-ɛʃpɛktɾos dɐ fiɡʁɐ 15 ɐs bɐndɐs nɐ fajksɐ dɛ 2050 ɛ 1950 km-1 ɐpʁɛzɛntɐ̃
-intɛnsidɐdɛ mujto ɛlɛvɐdɐ, dɛ modo kʷɛ nɐ̃w̃ fowi poʃsivɛl ɾɛzolvɛɾ ɐs bɐndɐs 2030,
-1987 ɛ 1961 km-1, kʷɛ ɐpɐɾɛzɛm dɛvido a intɛɾɐsɐ̃w̃ do komplɛkso kom ɐ zɛɔlitɐ. mɐʃ
-ɛm 2120 km-1, ɐpɐɾɛzɛ umɐ bɐndɐ bɛm dɛfinidɐ nos ɛʃpɛktɾos dɛ todos oʃ
-pɾɛkuɾsoɾɛs, indikɐndo ɐ intɛɾɐsɐ̃w̃ do komplɛkso kom ɐs zɛɔlitɐs utilizɐdɐs.
-konkluj-sɛ kʷɛ o metodo dɛ ɐdsoɾsɐ̃w̃ fowi ɛfiziɛntɛ pɐɾɐ ɐ difuzɐ̃w̃ ɛ
-ɛnkɐpsulɐmɛnto do ɛksɐkɐɾbonil molibdenio [17]. nɐ fiɡʁɐ 16 ɛ nɐ fiɡʁɐ 17
-ɛʃtɐ̃w̃ moʃtɾɐdos os ɛʃpɛktɾos dɛ infɾɐvɛɾmɛlo nɐ ɾɛʒiɐ̃w̃ dɛ o dos kɐtɐlizɐdoɾɛs.
-o ɛʃpɛktɾo dɐ ɾɛʃpɛktivɐ zɛɔlitɐ tɐmbem ɛʃta ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 16 pɐɾɐ
-fɐzilitɐɾ ɐ idɛntifikɐsɐ̃w̃ dɐs difɛɾɛnsɐs. os ɛʃpɛktɾos dos kɐtɐlizɐdoɾɛs dɐ
-fiɡʁɐ 16 sɐ̃w̃ similɐɾɛs ɐo ɛʃpɛktɾo dɛ suɐ ɾɛʃpɛktivɐ zɛɔlitɐ kkbv-740
-ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 14. ʒa nɐ fiɡʁɐ 17 pɛkʷɛnɐs difɛɾɛnsɐs podɛm sɛɾ viʃtɐs.
-komo o numɛɾo dɛ atomos dɛ molibdenio e pɛkʷɛno kɐndo kompɐɾɐdo ɐo numɛɾo dɛ
-ɡɾupos idʁoksilɐ nos kɐtɐlizɐdoɾɛs, os ɛʃpɛktɾos nɐ ɾɛʒiɐ̃w̃ dɛ ɛʃtiɾɐmɛnto dɛ o
-dos kɐtɐlizɐdoɾɛs, nɐ̃w̃ sɐ̃w̃ mujto difɛɾɛntɛs do dɐ zɛɔlitɐ supoɾtɛ kbv-720. no
-ɛntɐnto, no ɛʃpɛktɾo do kɐtɐlizɐdoɾ kom 10 % do mɛtɐl ɐ bɐndɐ lf (3563 km-1)
-sofʁɛ um dɛkʁeʃsimo mɐjoɾ dɛ intɛnsidɐdɛ do kʷɛ ɐs owutʁɐs, suʒɛɾindo kʷɛ o
-molibdenio sɛ lokɐlizɐ pɾɛfɛɾɛnsiɐlmɛntɛ nɐs kɐvidɐdɛs sodɐlitɐs (kɐvidɐdɛʃ
-bɛtɐ). ɐ awzensiɐ dɐ bɐndɐ ɛm 3710 km-1 nos ɛʃpɛktɾos dos kɐtɐlizɐdoɾɛs podɛɾiɐ
-suʒɛɾiɾ kʷɛ ɐ ɐluminɐ ɛstɾɐ-ɾɛdɛ e ɾɛmovidɐ kom ɐ kɐɾbuɾɐsɐ̃w̃. iʃto, no ɛntɐnto,
-e ɐltɐmɛntɛ impɾovavɛl ɛ ɐ mɛloɾ ɛsplikɐsɐ̃w̃ e kʷɛ nɐ̃w̃ dɛvɛ sɛɾ ɐ ɐluminɐ
-ɛstɾɐ-ɾɛdɛ kʷɛ dɛzɐpɐɾɛzɛ, ɛ sim suɐs idʁoksilɐs, pɾovɐvɛlmɛntɛ poɾ dɛzidʁɐtɐsɐ̃w̃
-dɛvido a ɛlɛvɐdɐ tɛmpɛɾɐtuɾɐ dɛ kɐɾbuɾɐsɐ̃w̃. ɐ bɐndɐ ɛm 3739 km-1 e dɛʃlokɐdɐ
-pɐɾɐ 3744 km-1 kʷɛ e ɐtʁibuj́dɐ ɐ ɡɾupos silɐnõj̃s (sio) dɛ ɐɡlomɛɾɐdos ɾikos ɛ̃
-silizio ɛstɾɐ-ɾɛdɛ. os ɾɛzultɐdos tɐmbem indikɐm kʷɛ suɾʒɛm novos sitios dɛ
-bɾnstɛd nos kɐtɐlizɐdoɾɛs kɐɾbuɾɐdos, ɾɛpʁɛzɛntɐdos pɛlɐ bɐndɐ f ɛm 3604 km-1.
-ɛʃsɐ bɐndɐ e majs intɛnsɐ no kɐtɐlizɐdoɾ 5 % mok/kbv-720. dɛʃlokɐmɛnto pɐɾɐ
-mɛnoɾ numɛɾo dɛ ondɐ (mɛnoɾ fɾɛk̈ensiɐ dɛ vibʁɐsɐ̃w̃ dɐ liɡɐsɐ̃w̃ o, mɛnoɾ ɛnɛɾʒiɐ
-dɛ liɡɐsɐ̃w̃) siɡnifikɐ kʷɛ ɛʃtɛs novos sitios dɛ bɾnstɛd sɐ̃w̃ majs foɾtɛs. 4.4.
-dɛʃsoɾsɐ̃w̃ tɛɾmopʁoɡʁɐmɐdɐ dɛ ɐmoniɐ (tpd dɛ n3) nɐ fiɡʁɐ 18, sɐ̃w̃ moʃtɾɐdos oʃ
-pɛɾfis dɛ tpd dɛ n3 obtidos dɐs zɛɔlitɐs. nɐ tɐbɛlɐ 06 ɛʃtɐ̃w̃ ɐpʁɛzɛntɐdɐs ɐʃ
-kɐntidɐdɛs dɛ ɐmoniɐ dɛʃsoɾvidɐs duɾɐntɛ o tpd nɐs zɛɔlitɐs. no pɛɾfil dɛ tpd
-dɐ fiɡʁɐ 18 e vɛɾifikɐdo kʷɛ ɐ ɐmoʃtɾɐ kkbv-740 nɐ̃w̃ ɐpʁɛzɛntowu dɛʃsoɾsɐ̃w̃ dɛ
-n3. ɐ tɾokɐ dɐ foɾmɐ pɾotonikɐ pɛlɐ foɾmɐ potaʃsikɐ ɾɛɐlizɐdɐ nɐ zɛɔlitɐ
-kbv-740 ɾɛtiɾowu todɐ ɐ ɐzidɛz dɛʃtɐ. o ɾɛzultɐdo e kompɐtivɛl kom o obtido do
-infɾɐvɛɾmɛlo nɐ ɾɛʒiɐ̃w̃ dɛ o nɐ sɛʃsɐ̃w̃ 4.3.3. ɐs zɛɔlitɐs kbv-740 ɛ kbv-720
-ɐpʁɛzɛntɐm sitios azidos ɾɛlɐtivɐmɛntɛ foɾtɛs powis ɐ ɐmoniɐ fowi dɛʃsoɾvidɐ ɛ̃
-toɾno dɐ tɛmpɛɾɐtuɾɐ dɛ 400 °k. nɐ tɐbɛlɐ 06 e obsɛɾvɐdo kʷɛ o supoɾtɛ kbv-720 e
-majs azido do kʷɛ ɐ kbv-740 ɐtʁɐves dɐ kɐntidɐdɛ dɛ ɐmoniɐ dɛʃsoɾvidɐ.
-pɾokuɾowu-sɛ kompɐɾɐɾ ɐ kɐntidɐdɛ dɛ ɐmoniɐ dɛʃsoɾvidɐ kom o numɛɾo dɛ atomos dɛ
-ɐluminio nɐs zɛɔlitɐs, ʒa kʷɛ ɐ ɐzidɛz e dɐdɐ pɛlɐ pɾɛzɛnsɐ dɛ atomos dɛ
-ɐluminio nɐ ɾɛdɛ kɾiʃtɐlinɐ. ondɛ, 61 ɛ 102 sɐ̃w̃ ɐs mɐʃsɐs molɐɾɛs dɛ sio2 ɛ
-ɐl2o3 ɾɛʃpɛktivɐmɛntɛ. substitujndo o vɐloɾ dɛ sɐɾ ɛnkontɾɐdo pɐɾɐ ɐs zɛɔlitɐʃ
-pɛlɐ ɐnalizɛ dɛ infɾɐvɛɾmɛlo ɛʃtɾutuɾɐl, tɛm-sɛ: ɐ kɐntidɐdɛ dɛ ɐmoniɐ
-kɐlkulɐdɐ ɛʃta nɐ mɛʃmɐ oɾdɛm dɛ ɡɾɐndɛzɐ dɐ kɐntidɐdɛ dɛ ɐluminio nɐ ɛʃtɾutuɾɐ
-dɐs zɛɔlitɐs. ɐ difɛɾɛnsɐ nɐ kbv-720 podɛ sɛɾ ɐtʁibuj́dɐ a ɐluminɐ ɛstɾɐ-ɾɛdɛ
-pɾɛzɛntɛ ɛ kʷɛ nɐ̃w̃ ɛʃta komputɐdɐ komo ɐluminɐ no kalkulo. ɛʃsɐ ɐluminɐ tɛ̃
-ɐzidɛz pɾɔpʁiɐ o kʷɛ ɛsplikɐ o mɐjoɾ vɐloɾ dɛ ɐmoniɐ dɛʃsoɾvidɐ. 4.5.
-ʁɛʃsonansiɐ mɐɡnetikɐ nuklɛɐɾ no ɛʃtɐdo sɔlido (ɾmn) 4.5.1. ɾmn dɛ 29si nɐ
-fiɡʁɐ 19 sɐ̃w̃ moʃtɾɐdos os ɛʃpɛktɾos dɛ ɾɛʃsonansiɐ do nuklɛo 29si dɐs zɛɔlitɐʃ
-kbv-720, kkbv-740 ɛ kbv-740. e poʃsivɛl obsɛɾvɐɾ ɐ diʃtɾibujsɐ̃w̃ dos atomos dɛ
-silizio ɛm difɛɾɛntɛs ɐmbiɛntɛs kʷimikos, konfoɾmɛ ɐ ɾɛɡʁɐ dɛ lowɛwɛnstɛjn [24]:
-liɡɐsõj̃s do tipo ɐl-o-ɐl sɐ̃w̃ pɾowibidɐs ɛ, komo ɾɛzultɐdo, todos os tɛtʁɐɛdʁoʃ
-ɐluminɐtos (ɐlo4) dɛvɛm ɛʃtɐɾ liɡɐdos ɐ kɐtʁo tɛtʁɐɛdʁos silikɐtos (sio4), mɐʃ
-os tɛtʁɐɛdʁos silikɐtos podɛm tɛɾ sinko ɐmbiɛntɛs difɛɾɛntɛs poʃsivɛjs: si(0ɐl,
-4si), si(1ɐl, 3si), si(2ɐl, 2si), si(3ɐl, 1si), si(4ɐl, 0si). kɐnto mɐjoɾ o
-sɐɾ, mɐjoɾɛs os pikos dɛʃtɐs ɛʃpeziɛs kom mɛnoɾ kɐntidɐdɛ dɛ ɐluminio nɐʃ
-ʁɛdondɛzɐs. ɐ ɾɐzɐ̃w̃ silizio/ɐluminio dɐ ɾɛdɛ, ɛ konsɛkʷɛntɛmɛntɛ, o sɐɾ, podɛ
-sɛɾ dɛtɛɾminɐdo ɐ pɐɾtiɾ dos ɾɛzultɐdos dɛ ɾmn dɛ 29si, dɛ ɐkoɾdo kom ɐ ɛkɐsɐ̃w̃
-dɐdɐ poɾ klinowski [25]: ondɛ e ɐ intɛnsidɐdɛ dɛ kɐdɐ piko ɾɛlɐtivo ɐos tipos dɛ
-atomos dɛ silizio, si(nɐl), obtido pɛlɐ pɛɾsɛntɐʒɛm dɛ aɾɛɐ do piko, fɐzɛndo-sɛ
-ɐ dɛkompozisɐ̃w̃ do ɛʃpɛktɾo, ɛ n e o numɛɾo dɛ atomos dɛ ɐluminio liɡɐdos ɐo
-silizio poɾ liɡɐsõj̃s si-o-ɐl, konfoɾmɛ ɐ ɾɛɡʁɐ dɛ lowɛwɛnstɛjn. nɐ tɐbɛlɐ 08
-ɛʃtɐ̃w̃ moʃtɾɐdos os ɾɛzultɐdos dɐ dɛtɛɾminɐsɐ̃w̃ dɛ sɐɾ dɐs zɛɔlitɐs supoɾtɛ poɾ
-ʁmn. os vɐloɾɛs dɛ sɐɾ kɐlkulɐdos ɐ pɐɾtiɾ dos ɛʃpɛktɾos ɾmn dɛ 29si foɾɐ̃
-difɛɾɛntɛs dɐkʷɛlɛs obtidos poɾ infɾɐvɛɾmɛlo (kɐzɛ o dobʁo). ɐ pɾɛzɛnsɐ doʃ
-ɡɾupos silɐnõj̃s dɛvɛ ɛʃtɐɾ influɛnsiɐndo nɛʃtɛ ɾɛzultɐdo umɐ vɛz kʷɛ sew
-dɛʃlokɐmɛnto kʷimiko e pɾɔksimo do si(1ɐl), ɛ ɐ intɛnsɐ bɐndɐ ɾɛlɐtivɐ ɐ ɛʃtɛʃ
-ɡɾupos kʷɛ ɐpɐɾɛzɛ no ɛʃpɛktɾo iv dɛʃtɛ mɐtɛɾiɐl indikɐ kʷɛ e umɐ ɛʃpeziɛ kʷɛ
-ɛʃta pɾɛzɛntɛ ɛm ɡɾɐndɛ kɐntidɐdɛ. 4.5.2. ɾmn dɛ 27ɐl nɐ fiɡʁɐ 20 sɐ̃w̃
-moʃtɾɐdos os ɛʃpɛktɾos dɛ ɾɛʃsonansiɐ do nuklɛo 27ɐl dɐs zɛɔlitɐs kbv-720,
-kkbv-740 ɛ kbv-740. podɛ-sɛ obsɛɾvɐɾ kʷɛ ɐ zɛɔlitɐ kbv-720 poʃsuj ɛʃpeziɛs dɛ
-ɐluminio foɾɐ dɐ ɾɛdɛ, kɐɾɐktɛɾizɐdɐs pɛlo piko ɛm toɾno dɛ 0 ppm, tipiko dɛ
-ɐluminio ɛm kowoɾdɛnɐsɐ̃w̃ oktɐedʁikɐ. ɛʃsɛ ɾɛzultɐdo ɛʃta dɛ ɐkoɾdo kom ɐ ɐnalizɛ
-dɛ infɾɐvɛɾmɛlo nɐ ɾɛʒiɐ̃w̃ dɛ o. . o piko majs intɛnso ɛm toɾno dɛ 60 ppm kʷɛ
-ɐpɐɾɛzɛ nos ɛʃpɛktɾos dɛ todɐs ɐs zeolitɐs supoɾtɛ e ɾɛlɐtivo ɐos atomos dɛ
-ɐluminio ɛm kowoɾdɛnɐsɐ̃w̃ tɛtʁɐedʁikɐ, kʷɛ ɛʃtɐ̃w̃ nɐ ɾɛdɛ dɐ zɛɔlitɐ. ɐ kɐntidɐdɛ
-dɛ ɐluminio nɐ ɾɛdɛ dɐ zɛɔlitɐ podɛ sɛɾ obtidɐ poɾ mɛjo dos ɛʃpɛktɾos dɛ ɾmn dɛ
-27ɐl,. nɛʃtɛ kalkulo konsidɛɾɐ-sɛ ɐ aɾɛɐ ɾɛlɐtivɐ do piko kom maksimo ɛm toɾno dɛ
-60 ppm, sɛndo os ɾɛzultɐdos obtidos ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 09. o ɾɛʃtɐntɛ do
-ɐluminio ɛʃta nɐ foɾmɐ dɛ ɐluminio ɛstɾɐ-ɾɛdɛ, foɾmɐdo ʒɛɾɐlmɛntɛ nɐ
-dɛzɐluminizɐsɐ̃w̃ dɐ zɛɔlitɐ, pɐɾɐ obtɛnsɐ̃w̃ dɛ ɐlto sɐɾ dɛ ɾɛdɛ. b aɾɛɐ ɾɛlɐtivɐ
-do piko kom maksimo ɛm 0 ppm 4.6. kʷimiʃsoɾsɐ̃w̃ dɛ monɔksido dɛ kɐɾbono nɐs fiɡʁɐʃ
-21 ɛ 22 ɛʃtɐ̃w̃ moʃtɾɐdɐs ɐs izotɛɾmɐs dɛ ɐdsoɾsɐ̃w̃ dɛ monɔksido dɛ kɐɾbono ɐ 35 °k
-nɐ zɛɔlitɐ kkbv-740 puɾɐ ɛ no kɐtɐlizɐdoɾ 5% mok/kkbv-740 ɾɛʃpɛktivɐmɛntɛ. ɐ
-zɛɔlitɐ kbv-720 ɐpʁɛzɛntowu o mɛʃmo pɛɾfil dɐs izotɛɾmɐs dɐ fiɡʁɐ 20 ɛ os owutʁoʃ
-kɐtɐlizɐdoɾɛs o mɛʃmo pɛɾfil dɐs izotɛɾmɐs dɐ fiɡʁɐ 21. poɾtɐnto ɐs izotɛɾmɐʃ
-dɛʃtɛs mɐtɛɾiajs nɐ̃w̃ ɛʃtɐ̃w̃ moʃtɾɐdɐs. obsɛɾvɐ-sɛ klɐɾɐmɛntɛ kʷɛ nɐ̃w̃ okoʁɛ
-ɐdsoɾsɐ̃w̃ iʁɛvɛɾsivɛl dɛ monɔksido dɛ kɐɾbono nɐs zɛɔlit��s supoɾtɛ (fiɡʁɐ 21),
-powis ɐ pɾimɛjɾɐ izotɛɾmɐ pɾɐtikɐmɛntɛ kowinsidɛ kom ɐ sɛɡndɐ. ʒa noʃ
-kɐtɐlizɐdoɾɛs okoʁɛ kʷimiʃsoɾsɐ̃w̃, indikɐndo kʷɛ ɐs fɐzɛs supoɾtɐdɐs ɐpʁɛzɛntɐ̃
-kompoɾtɐmɛnto kɐɾɐktɛɾiʃtiko dɛ mɛtɐl, kom ɐdsoɾsɐ̃w̃ iʁɛvɛɾsivɛl dɛ monɔksido dɛ
-kɐɾbono. os ɾɛzultɐdos dɐ kʷimiʃsoɾsɐ̃w̃ dɛ todos os kɐtɐlizɐdoɾɛs ɛʃtɐ̃w̃
-ɐpʁɛzɛntɐdos nɐ tɐbɛlɐ 10. ɐ volumɛ dɛ monɔksido dɛ kɐɾbono ɐdsoɾvido
-iʁɛvɛɾsivɛlmɛntɛ ɐ 35 °k, obtido poɾ subtɾɐsɐ̃w̃ dɛ izotɛɾmɐs. b ɾɐzɐ̃w̃ monɔksido
-dɛ kɐɾbono kʷimiʃsoɾvido poɾ atomo dɛ molibdenio. * kɐtɐlizɐdoɾɛs utilizɐdos ɛ̃
-tɾɐbɐlo dɛ ɾokɐ [9]. o supoɾtɛ z52-9 e umɐ zɛɔlitɐ j dɛ sɐɾ 9 ɛ tɛm tɛoɾ dɛ
-2,13% dɛ sɔdio. ɐ ɾɐzɐ̃w̃ monɔksido dɛ kɐɾbono kʷimiʃsoɾvido poɾ atomo dɛ
-molibdenio fikowu mujto ɐbajkso dɛ um, kʷɛ sɛɾiɐ o vɐloɾ ɛʃpɛɾɐdo sɛ todos oʃ
-atomos dɛ molibdenio dɐs ɐmoʃtɾɐs ɛʃtivɛʃsɛm diʃponivɛjs pɐɾɐ kʷimiʃsoɾsɐ̃w̃. tɾeʃ
-ipɔtɛzɛs podɛm sɛɾ konsidɛɾɐdɐs nɐ diminujsɐ̃w̃ nɐ kɐpɐzidɐdɛ kʷimiʃsoɾtivɐ:
-diʃpɛɾsɐ̃w̃, lokɐlizɐsɐ̃w̃ ɛ nɐtuɾɛzɐ dɐs ɛʃpeziɛs dɛ molibdenio. ɛʃtɐ kɐpɐzidɐdɛ
-pɐɾɛzɛ ɛʃtɐɾ ɾɛlɐzionɐdɐ kom majs dɛ um dɛʃtɛs fɐtoɾɛs. ɐ diminujsɐ̃w̃ dɐ
-kɐntidɐdɛ dɛ ko ɐdsoɾvido poɾ atomo dɛ molibdenio kom o awmɛnto do tɛoɾ do
-mɛtɐl e obsɛɾvɐdo kom ɐmbɐs ɐs zɛɔlitɐs ɛ ʒa ɐviɐ sido obsɛɾvɐdɐ poɾ ɾokɐ [9]
-pɐɾɐ umɐ zɛɔlitɐ supoɾtɛ kom mɛnoɾ sɐɾ (sɐɾ 9 ɛ 2,13 % dɛ nɐ), konfoɾmɛ moʃtɾɐdo
-nɐ tɐbɛlɐ 10. iʃto sɛ dɛvɛ pɾovɐvɛlmɛntɛ a mɛnoɾ diʃpɛɾsɐ̃w̃ dɐ ɛʃpeziɛ dɛ
-molibdenio. 4.7. idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno ɛm siʃtɛmɐ dɛ ɾɛziɾkulɐsɐ̃w̃ o bɛnzɛno
-ɛɾɐ konsumido ɛ o uniko pɾoduto dɐ ɾɛɐsɐ̃w̃ nɐs kondisõj̃s utilizɐdɐs (sɛʃsɐ̃w̃
-3.3.1) ɛɾɐ o siklowɛksɐno, sɛɡndo ɐ sɛɡʷintɛ ɛkɐsɐ̃w̃: ɐ fiɡʁɐ 23 moʃtɾɐ ɐʃ
-kuɾvɐs dɛ konvɛɾsɐ̃w̃ do bɛnzɛno vɛɾsus tɛmpo dɛ ɾɛɐsɐ̃w̃ obtidɐs pɐɾɐ os difɛɾɛntɛʃ
-kɐtɐlizɐdoɾɛs nos tɛʃtɛs kɐtɐlitikos dɛ idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno. ɐ tɐbɛlɐ 11
-moʃtɾɐ os ɾɛzultɐdos dɐ tɐksɐ iniziɐl ɛ dɐ ɐtividɐdɛ dos kɐtɐlizɐdoɾɛs. *
-kɐtɐlizɐdoɾɛs utilizɐdos ɛm tɾɐbɐlo dɛ ɾokɐ [9]. ɐs ɐtividɐdɛs doʃ
-kɐtɐlizɐdoɾɛs kom 5 % dɛ molibdenio ɛm kbv-720 ɛ kbv-740 sɛ moʃtɾɐɾɐm bɛ̃
-pɾɔksimɐs ɛ foɾɐm ɐs mɛnoɾɛs. ɾɛpʁodutibilidɐdɛ: o kɐtɐlizɐdoɾ 5 % mok/kbv-740
-ɐpʁɛzɛntowu ɐ mɛʃmɐ ɐtividɐdɛ do kʷɛ kɐtɐlizɐdoɾ dɛ mɛʃmɐ kompozisɐ̃w̃ ɛ supoɾtɛ
-pɾɛpɐɾɐdo poɾ ɾokɐ [9]. iʃto dɛmonstɾɐ kʷɛ o metodo dɛ pɾɛpɐɾo ɛ ɐ ɐtividɐdɛ nɐ
-ʁɛɐsɐ̃w̃ dɛ idʁoʒɛnɐsɐ̃w̃ dɛ bɛnzɛno dos kɐtɐlizɐdoɾɛs sɐ̃w̃ ɾɛpʁodutivɛjs.
-influensiɐ do tɛoɾ dɛ molibdenio: o awmɛnto do tɛoɾ dɛ molibdenio kawzowu ũ
-awmɛnto ɡɾɐndɛ nɐ ɐtividɐdɛ dos kɐtɐlizɐdoɾɛs. ɐs ɐtividɐdɛs dos kɐtɐlizɐdoɾɛʃ
-kom 10 % dɛ mo ɛʃtɐ̃w̃ nɐ mɛʃmɐ oɾdɛm dɛ ɡɾɐndɛzɐ. poɾtɐnto, o tɛoɾ dɛ mɛtɐl tɛ̃
-ɛfɛjto nɐ ɐtividɐdɛ kɐtɐlitikɐ. ɾokɐ moʃtɾowu kʷɛ nos kɐtɐlizɐdoɾɛs kom 10 % do
-mɛtɐl foɾmɐm-sɛ pɐɾtikulɐs dɛ kɐɾbɛto kʷɛ dɛvɛm intɛɾɐʒiɾ powuko kom o supoɾtɛ
-zɛolitiko. os ɾɛzultɐdos dos tɛʃtɛs kɐtɐlitikos ɛʃtɐ̃w̃ kowɛɾɛntɛs kom ɛʃtɐ
-ɛsplikɐsɐ̃w̃: todos os kɐtɐlizɐdoɾɛs kom mɐjoɾ tɛoɾ dɛ mo tivɛɾɐm ɐs mɐjoɾɛʃ
-ɐtividɐdɛs, indɛpɛndɛntɛ do sɐɾ ɛ do kation dɛ kompɛnsɐsɐ̃w̃ do supoɾtɛ.
-influensiɐ do kation dɛ kompɛnsɐsɐ̃w̃: ɐpɛzɐɾ dɛ kontɛɾ somɛntɛ 5 % dɛ molibdenio,
-o kɐtɐlizɐdoɾ 5 % mok/kkbv-740 ɐpʁɛzɛntowu ɐtividɐdɛ bɛm supɛɾioɾ (12 vɛzɛs) ɐo
-do 5 % mok/kbv-740 ɛ nɐ mɛʃmɐ oɾdɛm dɛ ɡɾɐndɛzɐ dos kɐtɐlizɐdoɾɛs kom 10 %.
-ɛʃsɛs ɾɛzultɐdos moʃtɾɐm kʷɛ o potaʃsio komo kation dɛ kompɛnsɐsɐ̃w̃ nɐ ɛʃtɾutuɾɐ
-dɐ zɛɔlitɐ tɛm ɛfɛjto nɐ ɐtividɐdɛ kɐtɐlitikɐ. ɾokɐ tɐmbem moʃtɾowu kʷɛ noʃ
-kɐtɐlizɐdoɾɛs kom 5 % do mɛtɐl a foɾmɐsɐ̃w̃ dɛ dimɛɾos dɛ mo kɐɾbuɾɐdo kʷɛ ɛʃtɐ̃w̃
-lokɐlizɐdos nɐs supɛɾkɐvidɐdɛs dɐ zɛɔlitɐ. ɛʃsɐs ɛʃtɾutuɾɐs sɛɾtɐmɛntɛ intɛɾɐʒɛ̃
-kom o supoɾtɛ. daj́ ɛksiʃtɛ ɛʃsɛ ɛfɛjto do kation dɛ kompɛnsɐsɐ̃w̃. ɛ iʃso sɛ dɛvɛ
-ɐo kation dɛ kompɛnsɐsɐ̃w̃ sɔdio. ɐ ɐtividɐdɛ nɐ̃w̃ kɛɡowu ɐ sɛɾ 12 vɛzɛs mɐjoɾ komo
-okoʁew no kɐtɐlizɐdoɾ 5 % mok/kkbv-740 tɐmbem ɛm kompɐɾɐsɐ̃w̃ kom o 5 %
-mok/kbv-740. aj́ ɛʃta ɛnvolvido ɐ zɛɔlitɐ kbv-740 kʷɛ e dɛzɐluminizɐdɐ ɛ,
-poɾtɐnto mɛnos azidɐ, o kʷɛ suʒɛɾɛ mɛnos pɾɔtons ɛm suɐ ɛʃtɾutuɾɐ. ɛksiʃtɛ tɐmbẽ
-ɛfɛjto dɐ ɐzidɛz do supoɾtɛ pɐɾɐ os kɐtɐlizɐdoɾɛs kom 5 % dɛ mɛtɐl. owuvɛ ũ
-ʁɛzultɐdo inɛʃpɛɾɐdo nɐ kʷimiʃsoɾsɐ̃w̃ dɛ ko pɐɾɐ o kɐtɐlizɐdoɾ 10 % mok/kkbv-740,
-kʷɛ dɛ todos tɛvɛ ɐ mɛnoɾ kɐntidɐdɛ kʷimiʃsoɾvidɐ dɛ ko. ʒa kʷɛ nɐ̃w̃ a
-intɛɾɐsɐ̃w̃ dɐ fɐzɛ ɐtivɐ foɾmɐdɐ kom ɐ ɛʃtɾutuɾɐ dɐ zɛɔlitɐ, ɛʃpɛɾɐvɐ-sɛ
-ʁɛzultɐdo pɾɔksimo ɐos dos owutʁos kɐtɐlizɐdoɾɛs kom mɛʃmo tɛoɾ dɛ molibdenio. o
-ʁɛzultɐdo inkowɛɾɛntɛ podɛ sɛɾ ɐtʁibuj́do ɐ um ɛʁo ɛspɛɾimɛntɐl nɐ ɐnalizɛ dɛ
-kʷimiʃsoɾsɐ̃w̃ pɐɾɐ ɛʃtɛ kɐtɐlizɐdoɾ. kom os kɐtɐlizɐdoɾɛs kom mɐjoɾ tɐksɐ iniziɐl,
-pɐɾɐ um mɛloɾ ɛʃtudo sinetiko dɐ kuɾvɐ dɛ konvɛɾsɐ̃w̃, sɛɾiɐ nɛzɛʃsaɾio o uzo dɛ
-umɐ mɐʃsɐ mɛnoɾ dɛ kɐtɐlizɐdoɾ. mɛʃmo ɐʃsim, ɛʃsɛs kontinuɐɾiɐm sɛndo bɛm majʃ
-ɐtivos kʷɛ os dɛmajs. 5. - konkluzɐ̃w̃ o tɛoɾ dɛ molibdenio e o fɐtoɾ majʃ
-impoɾtɐntɛ nɐ ɐtividɐdɛ dos kɐtɐlizɐdoɾɛs. ɐ ɛsplikɐsɐ̃w̃ e kowɛɾɛntɛ kom oʃ
-ʁɛzultɐdos dɛ ɾokɐ dɛ kʷɛ, nos kɐtɐlizɐdoɾɛs kom 10 % dɛ molibdenio ɐ ɛʃpeziɛ
-pɾɛdominɐntɛ e o kɐɾbɛto dɛ molibdenio. nɛʃtɛ kɐzo, o ɛfɛjto do supoɾtɛ sobʁɛ ɐ
-ɐtividɐdɛ dɛvɛ sɛɾ pɛkʷɛno. ʒa nos kɐtɐlizɐdoɾɛs kom 5 % dɛ molibdenio, ɐʃ
-ɛʃpeziɛs ɐtivɐs sɐ̃w̃ oksikɐɾbɛtos ɐltɐmɛntɛ diʃpɛɾsos, ɛm foɾtɛ intɛɾɐsɐ̃w̃ kom ɐ
-zɛɔlitɐ. nɛʃtɛ kɐzo, ɐs kɐɾɐktɛɾiʃtikɐs dɐ zɛɔlitɐ sɐ̃w̃ impoɾtɐntɛs pɐɾɐ
-dɛtɛɾminɐɾ ɐ ɐtividɐdɛ kɐtɐlitikɐ. aj́ sim, vɛɾifikɐ-sɛ kʷɛ ɐ intɾodusɐ̃w̃ dɛ
-potaʃsio owu sɔdio kawzɐ ɐzɛntuɐdo awmɛnto dɛ ɐtividɐdɛ, o kʷɛ konfiɾmɐ ɐ
-konkluzɐ̃w̃ ɐntɛɾioɾ dɛ kʷɛ ɐ ɐzidɛz pɾotonikɐ dɐ zɛɔlitɐ e pɾɛʒudiziɐl a
-ɐtividɐdɛ idʁoʒɛnɐntɛ. todos os kɐtɐlizɐdoɾɛs kʷimiʃsoɾvɛɾɐm ko, indikɐndo kʷɛ
-ɐs fɐzɛs supoɾtɐdɐs ɐpʁɛzɛntɐm kompoɾtɐmɛnto kɐɾɐktɛɾiʃtiko dɛ mɛtɐl, kõ
-ɐdsoɾsɐ̃w̃ iʁɛvɛɾsivɛl dɛ monɔksido dɛ kɐɾbono. poɾem, ɐ ɾɛlɐsɐ̃w̃ dɐ kɐpɐzidɐdɛ dɛ
-kʷimiʃsoɾsɐ̃w̃ dɛ ko kom ɐ ɐtividɐdɛ kɐtɐlitikɐ nɐ̃w̃ podɛ sɛɾ ɛʃtɐbɛlɛzidɐ.
-
-1 intɾodusɐ̃w̃ ɛʃtɐ tɛzɛ sɛ dividɛ ɛm duɐs vɛɾtɛntɛs bɛm individuɐlizɐdɐs, owu
-sɛʒɐ, umɐ vɛɾtɛntɛ tɛɔɾikɐ dɛdikɐdɐ ɐo dɛzɛnvolvimɛnto mɛtodolɔʒiko ɛ umɐ
-vɛɾtɛntɛ kʷɛ vizɐ ɐplikɐɾ os ɾɛzultɐdos dɛʃtɛ dɛzɛnvolvimɛnto ɛm kɐzos pɾatikoʃ
-dɛ intɛɾpɾɛtɐsɐ̃w̃. pɾɐtikɐmɛntɛ powukos ɛʃtudos ɛʃpɛzifikos sɛ dɛdikɐm a aɾɛɐ
-ɛnfokɐdɐ nɛʃtɛ tɾɐbɐlo (ɐs aɾɛɐs pɾoksimajs kɐɾɐktɛɾizɐdɐs pɛlo ɛmbɐzɐmɛnto
-ʁɐzo) ɐpɛzɐɾ dɛ ɛʃtɐɾ insɛɾidɐ ɛm ɐmbiɛntɛ bɛm ɛsploɾɐdo no kontɛsto dɐs bɐziɐʃ
-dɛ kɐmpos ɛ sɐntos. podɛ-sɛ sitɐɾ o tɾɐbɐlo dɛ zɐlan ɛ olivɛjɾɐ (2005) kʷɛ, ɐ
-pɐɾtiɾ dos mɛʃmos dɐdos ɐɛɾomɐɡnetikos utilizɐdos nɛʃtɐ pɛʃkʷizɐ, fɐz umɐ
-intɛɾpɾɛtɐsɐ̃w̃ ɛm um nivɛl puɾɐmɛntɛ kɐlitɐtivo. no kʷɛ tɐnʒɛ ɐo dɛzɛnvolvimɛnto
-mɛtodolɔʒiko, sitɐm-sɛ os tɾɐbɐlos dɛ tompson (1982), bɐɾbozɐ, silvɐ ɛ
-mɛdɛjɾos (1999) ɛ silvɐ ɛ bɐɾbozɐ (2006) kʷɛ sɐ̃w̃ fundɐmɛntajs pɐɾɐ ɐ mɛtodoloʒiɐ
-kʷɛ fowi implɛmɛntɐdɐ nɛʃtɐ tɛzɛ. 1.1 aɾɛɐ dɛ pɛʃkʷizɐ ɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ
-koʁɛʃpondɛ ɐ umɐ fajksɐ mɐɾinɐ dɛ ɐɛɾolɛvɐntɐmɛnto mɐɡnɛtometʁiko sobʁɛ aɡɐʃ
-ɐdʒɐzɛntɛs ɐo ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo kuʒɐ ɛstɾɛmidɐdɛ owɛʃtɛ sɛ ɛnkontɾɐ
-ɐpʁoksimɐdɐmɛntɛ nɐ lonʒitudɛ dɛ pɐɾɐtj ɛ ɐ ɛstɾɛmidɐdɛ lɛʃtɛ ɐpʁoksimɐdɐmɛntɛ 67
-km ɐ lɛʃtɛ dɛ mɐkɐe no noɾtɛ do ɛʃtɐdo (fiɡʁɐ 1.1). pɐɾtindo do limitɛ owɛʃtɛ ɛ̃
-diɾɛsɐ̃w̃ ɐo lɛʃtɛ, ɛʃtɐ fajksɐ ɐbʁɐnʒɛ ɐ poɾsɐ̃w̃ noɾdɛʃtɛ dɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐ
-bɐziɐ dɛ sɐntos, ɐ kɐl e limitɐdɐ pɛlo ɐlto dɛ kɐbo fɾio ( moʁiɐk ɛt ɐl. 1990,
-moʁiɐk ɛ mɐɡɐlɐ̃j̃s 1993), dɐndo luɡɐɾ, ɛntɐ̃w̃, a poɾsɐ̃w̃ sudowɛʃtɛ dɐ bɐziɐ dɛ
-kɐmpos. nɛʃtɐ poɾsɐ̃w̃ pɾoksimɐl dɐ bɐziɐ dɛ sɐntos sɛ ɛnkontɾɐ um dɛlɡɐdo pɐkotɛ
-dɛ sɛdimɛntos supʁɐʒɐzɛntɛ ɐ um ɛmbɐzɐmɛnto ɾɐzo foɾmɐdo ɛm ɡɾɐndɛ pɐɾtɛ poɾ
-ʁokɐs intɛnsɐmɛntɛ mɐɡnɛtizɐdɐs kʷɛ sɐ̃w̃ dɛnominɐdɐs nɛʃtɛ tɾɐbɐlo dɛ dominio
-mɐɡnetiko dɛ ɐltɐ fɾɛk̈ensiɐ. ɐo pɐʃsɐɾ pɛlo ɐlto dɛ kɐbo fɾio, o ɛmbɐzɐmɛnto
-tɛndɛ ɐ sɛ ɐpʁofundɐɾ ɛm diɾɛsɐ̃w̃ a poɾsɐ̃w̃ sudowɛʃtɛ dɐ bɐziɐ dɛ kɐmpos ondɛ
-okoʁɛ umɐ mudɐnsɐ no pɐdʁɐ̃w̃ dɛ fɾɛk̈ensiɐs do kɐmpo mɐɡnetiko ɐnomɐlo, sɛndo
-dɛnominɐdo ɛntɐ̃w̃ dɛ dominio mɐɡnetiko dɛ bajksɐ fɾɛk̈ensiɐ. ɐ fajksɐ pɛʃkʷizɐdɐ e
-limitɐdɐ ɐo noɾtɛ pɛlɐ linɐ dɛ koʃtɐ do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo, sɛndo kʷɛ nɐ
-ʁɛ��iɐ̃w̃ dɛ kɐbo fɾio ɛ buzios ɐdɛntɾɐ um powuko ɐ aɾɛɐ ɛmɛɾsɐ. ʒunto ɐ sew limitɛ
-sul, nɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐ bɐziɐ dɛ sɐntos, tɛm ɛm mɛdiɐ 32 km ɐ pɐɾtiɾ dɐ linɐ
-dɛ koʃtɐ. ʒa nɐ poɾsɐ̃w̃ sudowɛʃtɛ dɐ bɐziɐ dɛ kɐmpos, ɐ fajksɐ sɛ ɐlɐɾɡɐ ɛm diɾɛsɐ̃w̃
-ɐo mɐɾ ɐtinʒindo sɛɾkɐ dɛ 76 km dɛ lɐɾɡɾɐ ɛntɾɛ buzios ɛ lɐɡowɐ fɛjɐ. komo sɛ
-tɾɐtɐ dɛ umɐ fajksɐ ɛʃtɾɛjtɐ, sɛ ɛnkontɾɐ ɛm aɡɐs ɾɐzɐs dɐ plɐtɐfoɾmɐ
-kontinɛntɐl. ɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ, foɾmɐdɐ pɛlɐs fɐlɐs noɾmajs kʷɛ
-ʁompɛɾɐm o ɛmbɐzɐmɛnto ɾɐzo dɐs aɾɛɐs pɾoksimajs ɛ o lɐnsɐɾɐm ɐ ɡɾɐndɛ
-pɾofundidɐdɛ dɐndo oɾiʒɛm ɐo ɛʃpɛʃso pɐkotɛ sɛdimɛntɐɾ dɐs ɾɛfɛɾidɐs bɐziɐʃ
-(mɐzɛdo 1989, ɐlmɛjdɐ ɛ kɐɾnɛjɾo 1998), ɛʃta inkluj́dɐ pɐɾsiɐlmɛntɛ nɐ aɾɛɐ dɛ
-pɛʃkʷizɐ ( fiɡʁɐ 1.1). nɐ ɛstɾɛmidɐdɛ lɛʃtɛ dɐ aɾɛɐ, obsɛɾvɐ-sɛ um ɐlinɐmɛnto
-dɛ diɾɛsɐ̃w̃ n-s kʷɛ dɛʃlokɐ o ɛmbɐzɐmɛnto mɐɡnetiko dɐ poɾsɐ̃w̃ sudowɛʃtɛ dɐ bɐziɐ
-dɛ kɐmpos kʷɛ ɛʃtɐɾiɐ ɐʃsoziɐdo a linɐ dɛ kɐɾnɛjɾɐ kʷɛ ɐtʁɐvɛʃsɐ ɛʃtɛ tɾɛko
-dɐ aɾɛɐ nɐ diɾɛsɐ̃w̃ noɾtɛ-sul. o ɾɛʒiʃtɾo mɐɡnetiko ɾɛvɛlɐ kom nitidɛz ɐ mudɐnsɐ
-dɛ pɐdʁɐ̃w̃ dɛ fɾɛk̈ensiɐs ɛntɾɛ o ɛmbɐzɐmɛnto ɾɐzo ɐo noɾtɛ ɛ o pɾofundo ɐo sul,
-sɛpɐɾɐdos pɛlɐ kɐɾnɛjɾɐ kʷɛ podɛ sɛɾ tɾɐsɐdɐ kom ɛksɐtidɐ̃w̃, ɾɛvɛlɐndo suɐ
-mɐɾkɐntɛ ɛspɾɛʃsɐ̃w̃ mɐɡnetikɐ (zɐlan ɛ olivɛjɾɐ 2005). suɐ kɐɾɐktɛɾizɐsɐ̃w̃
-mɐɡnetikɐ, no ɛntɐnto, nɐ̃w̃ e ɛlɐboɾɐdɐ nɛʃtɛ ɛʃtudo umɐ vɛz kʷɛ sɛ ɛnkontɾɐ foɾɐ
-dɐ aɾɛɐ dɛ pɛʃkʷizɐ, kom ɛsɛsɐ̃w̃ do ɐlinɐmɛnto ɐzimɐ kʷɛ sɛɾa novɐmɛntɛ
-ɐboɾdɐdo no dɛkoʁɛɾ dɛʃtɛ tɛsto. 1.2 ʒuʃtifikɐtivɐs o tɾɐbɐlo ɐkʷi ɐpʁɛzɛntɐdo
-sɛ ɐɛɾomɐɡnetikos dɛ ɐltɐ ɾɛzolusɐ̃w̃ sobʁɛ ɐs bɐziɐs dɛ kɐmpos ɛ sɐntos. ɐ poɾsɐ̃w̃
-dɛʃtɛs dɐdos utilizɐdɐ nɛʃtɐ pɛʃkʷizɐ, kʷɛ ɾɛkobʁɛ ɐs aɾɛɐs pɾoksimajs dɛʃtɐʃ
-bɐziɐs inklujndo o ɐlto dɛ kɐbo fɾio (fiɡʁɐ 1.1), e dɛ vɐliɐ pɐɾɐ o
-ɛntɛndimɛnto dɛ ɐʃpɛktos ʒɛolɔʒikos dɛʃtɐs aɾɛɐs kʷɛ, poɾ fɐzɛɾɛm pɐɾtɛ do
-kontɛsto ɛvolutivo dɛ tajs bɐziɐs, influɛnsiɐɾɐm os pɾozɛʃsos dɛ ɐkumulɐsɐ̃w̃ dɛ
-ɔlɛo ɛ ɡas nɐs mɛʃmɐs. e impoɾtɐntɛ sɐliɛntɐɾ kʷɛ ɛksiʃtɛ kɐɾensiɐ dɛ ɛʃtudo
-sobʁɛ ɐs aɾɛɐs pɾoksimajs ɛ kʷɛ os dɐdos diʃponivɛjs, ɐlem dɛ poʃsuj́ɾɛm um ɐlto
-ɡɾaw dɛ konfiɐbilidɐdɛ, sɐ̃w̃ dɛ bajkso kuʃto pɐɾɐ induʃtɾiɐ do pɛtʁɔlɛo. ɐ
-pɾinsipɐl ʒuʃtifikɐtivɐ, no ɛntɐnto, diz ɾɛʃpɛjto a implɛmɛntɐsɐ̃w̃ dɛ mɛtodoloʒiɐ
-pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ dɐdos ɐɛɾomɐɡnetikos, vizɐndo ɐɡʁɛɡɐɾ vɐloɾ ɐos mɛʃmos,
-kʷɛ sɐ̃w̃ ɐpɛnɐs pɐɾsiɐlmɛntɛ utilizɐdos pɛlɐ mɐjoɾiɐ dos ʒɛofizikos dɛ ɛsploɾɐsɐ̃w̃
-no bɾɐzil. ɐ mɛtodoloʒiɐ ɐkʷi pɾopoʃtɐ vizɐ tɐmbem ɛstɾajɾ o maksimo dɛ
-infoɾmɐsɐ̃w̃ potɛnsiɐlmɛntɛ kontidɐ nɛʃtɛs dɐdos, pɾinsipɐlmɛntɛ nɐ ɐboɾdɐʒɛ̃
-kɐntitɐtivɐ, powuko ɛsploɾɐdɐ nos tɾɐbɐlos publikɐdos sobʁɛ ɐ aɾɛɐ (zɐlan ɛ
-olivɛjɾɐ 2005). ɐ ɛspɛɾiensiɐ ɐdkʷiɾidɐ kom ɐ intɛɾpɾɛtɐsɐ̃w̃ dos dɐdos,
-konsiʃtindo no pɛɾfɛjto ɛntɛndimɛnto ɛ dominio dɛ sews ɐʃpɛktos tɛɔɾikos ɛ
-pɾatikos, podɛɾa sɛɾ utilizɐdɐ ɛm futuɾos tɾɐbɐlos dɛ mɐjoɾ ɐbʁɐnʒensiɐ. ũ
-ɛzɛmplo dɛ pɾoʒɛto ɐbʁɐnʒɛntɛ, konsiʃtɛ nɐ dɛlinɛɐsɐ̃w̃ do ɛmbɐzɐmɛnto mɐɡnetiko
-dɛ todɐ ɐ bɐziɐ dɛ sɐntos (totɐlmɛntɛ ɾɛkobɛɾtɐ pɛlos dɐdos) kom viʃtɐs a
-konstɾusɐ̃w̃ dɛ um mɐpɐ dɛ kontoɾnos ɛʃtɾutuɾajs do mɛʃmo ɛ ɐs ɛʃtɾutuɾɐʃ
-mɐɡnetikɐs ɐʃsoziɐdɐs. os ɾɛzultɐdos dɛ tɐl intɛɾpɾɛtɐsɐ̃w̃ podɛɾɐ̃w̃ foɾnɛzɛɾ
-impoɾtɐntɛs subsidios pɐɾɐ o ɛntɛndimɛnto dɐ ʒɛomɛtʁiɐ ɾɛlɐzionɐdɐ a fɐzɛ ɾiftɛ
-nɛʃtɐs bɐziɐs, umɐ vɛz kʷɛ os dɐdos siʃmikos ofɛɾɛzɛm powukɐ ɛ ɛʃpɐɾsɐ infoɾmɐsɐ̃w̃
-sobʁɛ ɐs ɾokɐs do ɛmbɐzɐmɛnto. 1.3 obʒɛtivos pɾimɛjɾɐmɛntɛ, o obʒɛtivo dɛʃtɛ
-tɾɐbɐlo konsiʃtiw nɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ ɐlvos sɛlɛzionɐdos ɐ pɐɾtiɾ dos mɐpɐs do
-kɐmpo mɐɡnetiko totɐl ɛ dɐ ɐmplitudɛ do sinɐl ɐnɐlitiko dɐs ɐnomɐliɐs mɐɡnetikɐʃ
-obtidos ɐ pɐɾtiɾ do ɡɾid dɛ dɐdos kʷɛ ɾɛkobʁɛ ɐ aɾɛɐ dɛ pɛʃkʷizɐ. ɛʃtɛs ɐlvoʃ
-koʁɛʃpondɛm ɐ ɾɛlɛvɐntɛs fɛjsõj̃s, ɐpʁɛzɛntɐdɐs no pɾɔksimo itɛm, kʷɛ intɛɡʁɐm ɐ
-ɛʃtɾutuɾɐ mɐɡnetikɐ do ɛmbɐzɐmɛnto ɾɐzo nɐs aɾɛɐs pɾoksimajs. ɛm sɛɡndo luɡɐɾ,
-kom iɡɐl pɛzo, ɛʃtɐ pɛʃkʷizɐ tɛvɛ komo obʒɛtivo implɛmɛntɐɾ, ɐvɐliɐɾ ɛ diʃkutiɾ
-ɐ ɐplikɐbilidɐdɛ dɐ teknikɐ dɛ invɛɾsɐ̃w̃ konɛzidɐ komo invɛɾsɐ̃w̃ kompɐktɐ
-ʒɛnɛɾɐlizɐdɐ (silvɐ ɛ bɐɾbozɐ, 2006 ; bɐɾbozɐ ɛ silvɐ, 1994) nɐ solusɐ̃w̃ dɛ
-pɾoblɛmɐs ɛminɛntɛmɛntɛ pɾatikos, owu sɛʒɐ, os ɐlvos mɛnsionɐdos ɐzimɐ. e
-impoɾtɐntɛ sɐliɛntɐɾ kʷɛ ɐ teknikɐ dɛ invɛɾsɐ̃w̃ pɾopoʃtɐ nɛʃtɛ ɛʃtudo tɛm ɐ
-ɐbilidɐdɛ dɛ sɛ ɐʒuʃtɐɾ kom pɾɛzisɐ̃w̃ ɐ inumɛɾɐs ɐnomɐliɐs komplɛksɐs do kɐmpo
-mɐɡnetiko kʷɛ ɾɛzultɐm noɾmɐlmɛntɛ do ɛfɛjto dɛ multiplɐs fontɛs inklujndo,
-ɛvɛntuɐlmɛntɛ, komponɛntɛs ɾɛmɐnɛʃsɛntɛs dɛ mɐɡnɛtizɐsɐ̃w̃. sɛndo ɐʃsim, ɛʃtɛ
-metodo e konvɛniɛntɛ pɐɾɐ tɛʃtɐɾ multiplɐs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs, moɾmɛntɛ
-ɛm ɐmbiɛntɛs kɐɾɛntɛs dɛ infoɾmɐsɐ̃w̃ ʒɛolɔʒikɐ diɾɛtɐ, o kʷɛ e o kɐzo dɐ aɾɛɐ dɛ
-pɛʃkʷizɐ. o obʒɛtivo e, poɾtɐnto, diʃsɛɾniɾ ɛntɾɛ ɐs solusõj̃s (ɾɛpʁɛzɛntɐdɐs poɾ
-diʃtɾibujsõj̃s ɛʃtimɐdɐs dɛ suʃsɛptibilidɐdɛs mɐɡnetikɐs) kʷɛ poʃsuɛm siɡnifikɐdo
-ʒɛolɔʒiko dɐkʷɛlɐs kʷɛ poʃsuɛm ɐpɛnɐs siɡnifikɐdo mɐtɛmatiko. 1.4 fɛjsõj̃ʃ
-mɐɡnetikɐs ɐlvo ɐs fɛjsõj̃s mɐɡnetikɐs ɐlvo koʁɛʃpondɛm as ɐnomɐliɐs owu
-konʒuntos dɛ ɐnomɐliɐs pɾoduzidɐs poɾ litoloʒiɐs owu ɛʃtɾutuɾɐs ʒɛolɔʒikɐs do
-ɛmbɐzɐmɛnto dɐs aɾɛɐs pɾoksimajs ɛʃtudɐdɐs ɛ sɐ̃w̃ notavɛjs poɾ suɐ ɛspɾɛʃsɐ̃w̃
-mɐɡnetikɐ. sɛndo ɾɛpʁɛzɛntɐtivɐs dɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ dɛʃtɛ ɛmbɐzɐmɛnto,
-ɛʃtɐs foɾɐm sɛlɛzionɐdɐs ɐ pɐɾtiɾ dos mɐpɐs do kɐmpo mɐɡnetiko totɐl ɛ dɐ
-ɐmplitudɛ do sinɐl ɐnɐlitiko (fiɡʁɐs 1.2 ɛ 1.3) pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ dɛtɐlɛ
-utilizɐndo ɐ teknikɐ dɛ invɛɾsɐ̃w̃ mɛnsionɐdɐ ɐntɛɾioɾmɛntɛ. ɐs fɛjsõj̃s mɐɡnetikɐʃ
-ɐlvo podɛm sɛɾ divididɐs, konfoɾmɛ suɐ oɾiʒɛm, ɛm ɛʃtɾutuɾajs ɛ ɐʃsoziɐdɐs ɐ
-koɾpos mɐɡmatikos. 1.5 pɾodutos obtidos – mɐpɐs ɛ pɾoɡʁɐmɐs os mɐpɐs ɾɛfɛɾidoʃ
-ɐzimɐ sɐ̃w̃ ɐpʁɛzɛntɐdos nɐ foɾmɐ impɾɛʃsɐ ɛm pɐpɛl (ɐnɛksos 1, 2 ɛ 3) ɛ nɐ foɾmɐ
-diʒitɐl komo ɐɾkʷivo ɛmpilɐdo do ʒɛozoft (ɐnɛkso 4). 1.6 fɛʁɐmɛntɐʃ
-komputɐzionajs 2 kontɛsto ʒɛolɔʒiko ɾɛʒionɐl ɐ aɾɛɐ ɛm kʷɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐ ũ
-tɾɛko dɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɛʃtɐs bɐziɐs dominɐdo pɛlo ɛmbɐzɐmɛnto ɾɐzo. noʃ
-itɛns ɐ sɛɡʷiɾ sɛɾa dɐdɐ umɐ sintɛzɛ dɐ ʒɛoloʒiɐ ɛnɡlobɐndo os ɐʃpɛktoʃ
-ʁɛlɛvɐntɛs ɛnvolvɛndo ɛʃtɛ konspikuo tɾɛko dɐ mɐɾʒɛm kontinɛntɐl lɛʃtɛ do
-bɾɐzil, pɾokuɾɐndo ɛnfɐtizɐɾ ɐkʷɛlɛs kʷɛ ɛʃtɐ̃w̃ ɐʃsoziɐdos ɐo ɛʃkopo dɛʃtɐ
-pɛʃkʷizɐ. 2.1 ɐs ɡɾɐndɛs ɛʃtɾutuɾɐs ɾɛʒionajs fɛʁɐɾi (2001) ɾɛlɐzionɐ ɐlɡmɐʃ
-dɐs ɡɾɐndɛs ɛʃtɾutuɾɐs ɾɛʒionajs mɛzozõj̃ko-sɛnozõj̃kɐs, kom ɐtuɐsɐ̃w̃ ɛntɾɛ o
-kɾɛtazɛo ɛ o pɐlɛɔʒɛno, kʷɛ tem sido dɛʃkɾitɐs pɐɾɐ ɐ aɾɛɐ ozɛanikɐ ɛ ɛmɛɾsɐ dɐ
-ʁɛʒiɐ̃w̃ sudɛʃtɛ (fiɡʁɐ 2.1). ɐ mɐjoɾ pɐɾtɛ dɛlɐs sɐ̃w̃ ɐdmitidɐs komo tɛndo
-ʁɛlɐsɐ̃w̃ ʒɛnetikɐ, diɾɛtɐ owu indiɾɛtɐ, kom ɐ foɾmɐsɐ̃w̃ ɛ ɛvolusɐ̃w̃ dɐ mɐɾʒɛ̃
-kontinɛntɐl sudɛʃtɛ. o ɐlinɐmɛnto mɐɡmatiko dɛ kɐbo fɾio, kɐɾɐktɛɾizɐdo pɛlɐ
-sɛk̈ensiɐ dɛ koɾpos ɐlkɐlinos foɾmɐndo um ɐlinɐmɛnto kuɾvo kʷɛ liɡɐ o montɛ
-submɐɾino ɐlmiɾɐntɛ sɐldɐnɐ as vulkanikɐs dɛ ʒɐbotikɐbɐl (sp) kom diɾɛsɐ̃w̃ ʒɛɾɐl
-wnw-ɛʃsɛ. 2) o linɛɐmɛnto siʃmo-tɛktoniko dɛ kɐbo fɾio, kom ɐs mɛʃmɐʃ
-kɐɾɐktɛɾiʃtikɐs do ɐntɛɾioɾ, poɾem kom mɛnoɾ ɛstɛnsɐ̃w̃, liɡɐndo ɐ ilɐ dɛ kɐbo
-fɾio ɐ posos dɛ kɐldɐs. 3) ɐ zonɐ dɛ fɾɐtuɾɐ dɛ mɐɾtin vɐz, dɛ diɾɛsɐ̃w̃ ɛ-w ɐ
-ɛnɛ, kɐɾɐktɛɾizɐdɐ ɛm kɾoʃtɐ ozɛanikɐ pɛlo ɐlinɐmɛnto dɛ kɐlɐs ɛ ɐltos do
-ɛmbɐzɐmɛnto submɐɾino, ɛ pɛlo dɛʃlokɐmɛnto dɛ ɐnomɐliɐs mɐɡnetikɐs dɛ
-ɛʃpɐlɐmɛnto ozɛaniko. ɛʃtɐ zonɐ dɛ fɾɐtuɾɐ sɛ pɾoʒɛtɐɾiɐ nɐ plɐtɐfoɾmɐ
-kontinɛntɐl, nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio, kowinsidindo aj́ kom ɐ zonɐ dɛ
-tɾɐnsfɛɾensiɐ do ɾio dɛ ʒɐnɛjɾo. 4) ɐ zonɐ dɛ tɾɐnsfɛɾensiɐ do ɾio dɛ ʒɐnɛjɾo,
-dɛ diɾɛsɐ̃w̃ ɛ-w, kʷɛ kowinsidɛ kom o limitɛ sul do ɐlto dɛ kɐbo fɾio ɛ ɛʃta
-kɐɾɐktɛɾizɐdɐ nɐ bɐziɐ dɛ sɐntos poɾ dɛflɛtiɾ ɐ linɐ dɛ kɐɾnɛjɾɐ ɛ ɐlɡnʃ
-dɛpozɛntɾos. 5) ɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃ kɾuzɛjɾo do sul, kom diɾɛsɐ̃w̃ nw-sɛ, kʷɛ sɛ
-kɐɾɐktɛɾizɐ ɛm kɾoʃtɐ ozɛanikɐ kom bɐzɛ no ɐlinɐmɛnto dɛ ɐnomɐliɐʃ
-ɡɾɐvimetʁikɐs ʒɛɾɐdɐs poɾ sɛk̈ensiɐs dɛ ɡɾabɛns ɛ montɛs submɐɾinos (montɛs ʒɛɐ̃
-kɐɾkot poɾ ɛksɛmplo). ɛʃtɐ, poɾ suɐ vɛz, tɛɾiɐ sido ʒɛɾɐdɐ poɾ umɐ vɐɾiɐsɐ̃w̃ no
-pɔlo dɛ ɛʃpɐlɐmɛnto dɐ poɾsɐ̃w̃ mɛɾidionɐl dɐ plɐkɐ sul-ɐmɛɾikɐnɐ kʷɛ ɾɛzultowu ɛ̃
-umɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃ intɾɐplɐkɐ (sowuzɐ, 1991). oɾɛjɾo ɛt ɐl. (2008) ɐpontɐm ɐ
-kontinuɐsɐ̃w̃ dɛʃtɐ fɛjsɐ̃w̃ pɐɾɐ nw (kʷɛ sɛksionɐ ɐ aɾɛɐ invɛʃtiɡɐdɐ poɾ ɛlɛs nɐ
-ʁɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio) komo ɾɛʃponsavɛl pɛlo vulkɐniʃmo ɛozeniko
-vɛɾifikɐdo nɛʃtɐ aɾɛɐ. ɐ ɛʃtɐ ɛʃtɾutuɾɐ sɛ ɐʃsoziɐm fɐlɐs pɾofundɐs, dɛ ɾɛʒɛjto
-diɾɛzionɐl nɐ diɾɛsɐ̃w̃ nw-sɛ, kʷɛ tɛɾiɐm ɐtinʒido ɐ ɐʃtɛnoʃfɛɾɐ ɛ sɛɾvido dɛ
-konduto pɐɾɐ o mɐɡmɐtiʃmo duɾɐntɛ suɐ ɾɛɐtivɐsɐ̃w̃ sɛnozõj̃kɐ. 2.2 ɐ mɐɾʒɛ̃
-kontinɛntɐl sudɛʃtɛ do bɾɐzil ɐ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐ tɛvɛ oɾiʒɛm nɐ
-sɛpɐɾɐsɐ̃w̃ dos ɡɾɐndɛs blokos kontinɛntajs dɐ ɐmeɾikɐ do sul ɛ afʁikɐ ɾɛzultɐntɛ
-do pɾozɛʃso dɛ ɾiftɛɐmɛnto okoʁido no mɛzozõj̃ko. ɛʃtɛs ɐmplos ɛ ɾiʒidos blokoʃ
-kontinɛntajs fɐziɐm pɐɾtɛ do supɛɾkontinɛntɛ pɐlɛozõj̃ko ɡondwɐnɐ kʷɛ ɛnɡlobɐvɐ ɐ
-ɐmeɾikɐ do sul, afʁikɐ, indiɐ, ɐntaɾtidɐ ɛ awʃtɾaliɐ. nɛʃsɛ pɾozɛʃso, sɛ
-dɛzɛnvolvɛɾɐm dowis tipos diʃtintos dɛ mɐɾʒɛm, owu sɛʒɐ, ɐ mɐɾʒɛm ɛkɐtoɾiɐl do
-noɾtɛ ɛ ɐ mɐɾʒɛm kontinɛntɐl lɛʃtɛ do bɾɐzil. ɐ pɾimɛjɾɐ fowi ʒɛɾɐdɐ poɾ
-movimɛntos oɾizontajs, tɐnʒɛnsiajs ɐos blokos kontinɛntajs kʷɛ sɛ sɛpɐɾɐvɐm,
-oɾiʒinɐndo komplɛksɐs bɐziɐs ɾɛzultɐntɛs dos ɛʃfoɾsos dɛ sizɐlɐmɛnto ɾɛjnɐntɛʃ
-(ɡoɾini, 1977; szɐtmɐɾi ɛt ɐl, 1987; ɡʷiɾawd ɛ mawɾin, 1992 ɛm kɐnɡ ɛt ɐl.,
-1991). ɛm kontɾɐʃtɛ kom ɐ mɐɾʒɛm ɛkɐtoɾiɐl, ondɛ pɾɛdominɐɾɐm os ɛʃfoɾsoʃ
-sizɐlɐntɛs, sɛ ɛnkontɾɐ ɐ mɐɾʒɛm lɛʃtɛ do bɾɐzil kʷɛ sɛ kɐɾɐktɛɾizɐ poɾ umɐ
-mɐɾʒɛm pɐʃsivɐ, ɾɛzultɐntɛ dɛ ɛʃfoɾsos dɛ diʃtɛnsɐ̃w̃ kɾuʃtɐl (kɐnɡ ɛt ɐl.,
-1991). nɛʃtɛ kontɛsto dɛ mɐɾʒɛm pɐʃsivɐ ɾɛzultɐntɛ dos ɛʃfoɾsos diʃtɛnsionajs,
-oɾtoɡonajs a boɾdɐ do kontinɛntɛ, sɛ ɛnkontɾɐ o sɛɡmɛnto sudɛʃtɛ kʷɛ dew oɾiʒɛ̃
-ɐo ɾksb. nɛʃtɛ tɾɛko ɛʃtɐ̃w̃ insɛɾidɐs ɐs bɐziɐs dɛ sɐntos ɛ kɐmpos kʷɛ ɛvoluj́ɾɐ̃
-ɐ pɐɾtiɾ dɐ fɐzɛ ɾiftɛ iniziɐdɐ no kɾɛtazɛo infɛɾioɾ ɛ sɐ̃w̃ ɾɛtɛntoɾɐs dɛ
-ɛʃpɛʃsos pɐkotɛs sɛdimɛntɐɾɛs. ɐ ɾɛʒiɐ̃w̃ kontinɛntɐl ɐdʒɐzɛntɛ a mɐɾʒɛm sudɛʃtɛ e
-foɾmɐdɐ poɾ pɾowɛminɛntɛ ɾɛlɛvo topoɡʁafiko ɐʃsoziɐdo ɐo siʃtɛmɐ dɛ montɐnɐʃ
-ʁɛpʁɛzɛntɐdo pɛlɐs sɛʁɐs do mɐɾ ɛ mɐntikʷɛjɾɐ. ɐ sɛʁɐ do mɐɾ e foɾmɐdɐ poɾ ũ
-konʒunto dɛ ɛʃkɐɾpɐs fɛʃtonɐdɐs, sɛ ɛʃtɛndɛndo poɾ sɛɾkɐ dɛ 1.000 km, dɛʃdɛ o
-noɾtɛ dɛ sɐntɐ kɐtɐɾinɐ ɐte o ɾio dɛ ʒɐnɛjɾo, foɾmɐndo o limitɛ ɐbʁupto do
-plɐnɐlto ɐtlantiko kʷɛ boɾdɛʒɐ ɐ poɾsɐ̃w̃ ozidɛntɐl dɐ bɐziɐ dɛ sɐntos (ɐlmɛjdɐ ɛ
-kɐɾnɛjɾo, 1998). tɐl ɾɛʒiɐ̃w̃, kɐɾɐktɛɾizɐdɐ poɾ ɛʃtɐ dinamikɐ moɾfoloʒiɐ dɛ
-sɛʁɐs ɛ vɐlɛs intɛɾvɛniɛntɛs, ɾɛzultowu dɐ ɛvolusɐ̃w̃ tɛktonikɐ do ɾksb. 2.2.1 ɐʃ
-bɐziɐs dɛ sɐntos ɛ kɐmpos ɐs bɐziɐs dɛ kɐmpos ɛ sɐntos konstituɛm impoɾtɐntɛʃ
-ɛʃtɾutuɾɐs tɛktonikɐs subsidɛntɛs dɐ mɐɾʒɛm kontinɛntɐl sudɛʃtɛ kʷɛ sɛ
-pozisionɐm nɐ poɾsɐ̃w̃ mɐɾinɐ ɐdʒɐzɛntɛ a aɾɛɐ dɛʃtɐ pɛʃkʷizɐ (fiɡʁɐ 1.1). ɛʃtɐ
-aɾɛɐ, poɾ suɐ vɛz, koʁɛʃpondɛ ɐ umɐ poɾsɐ̃w̃ dɐ plɐtɐfoɾmɐ ɾɛpʁɛzɛntɐndo ɐ
-intɛɾfɐzɛ ɐtʁɐves dɐ kɐl os sɛdimɛntos klaʃtikos, ʒɛɾɐdos no kontinɛntɛ,
-ɐtinʒiɾɐm ɛ sɛ dɛpozitɐɾɐm nɛʃtɐs bɐziɐs. dɛvido a suɐ impoɾtansiɐ nɛʃtɛ
-kontɛsto ʒɛolɔʒiko, sɛɾɐ̃w̃ dɛʃkɾitɐs suzintɐmɛntɛ ɐ sɛɡʷiɾ kom bɐzɛ ɛm milɐni ɛt
-ɐl. (2001). - bɐziɐ dɛ sɐntos : e umɐ vɐʃtɐ poɾsɐ̃w̃ dɐ mɐɾʒɛm lɛʃtɛ, kõ
-oɾiɛntɐsɐ̃w̃ ʒɛɾɐl sw-nɛ ɛ ʒɛomɛtʁiɐ konkɐvɐ, ɐbʁɐnʒɛndo sɛɾkɐ dɛ 200.000 km² do
-sudɛʃtɛ bɾɐzilɛjɾo. pɐɾɐ noɾtɛ e limitɐdɐ pɛlo ɐɾko dɛ kɐbo fɾio, ɛ pɐɾɐ sul
-pɛlɐ plɐtɐfoɾmɐ dɛ floɾiɐnɔpolis, ɐmbɐs sɛndo fɛjsõj̃s kʷɛ sɛ pozisionɐm nɐ
-tɛɾminɐsɐ̃w̃ dɛ linɛɐmɛntos ozɛanikos ɛspɾɛʃsivos (kajnɛlli & moʁiɐk, 1998 ɛ̃
-milɐni ɛt ɐl., 2001). pɐɾɐ owɛʃtɛ, ɐ bɐziɐ dɛ sɐntos e limitɐdɐ pɛlɐ sɛʁɐ do
-mɐɾ, umɐ fɛjsɐ̃w̃ fizioɡʁafikɐ kʷɛ konfinɐ ɐ bɐziɐ mɐɾʒinɐl ɐo dominio ozɛaniko. o
-limitɛ dɛ okoʁensiɐ do pɐkotɛ pɾe-ɐptiɐno e dɐdo poɾ umɐ fɐlɐ noɾmɐl sintetikɐ
-(ɐʃsoziɐdɐ a kɐɾnɛjɾɐ kɾɛtazɛɐ) pozisionɐdɐ ɐ sɛɾkɐ dɛ 50 km do litoɾɐl ɛ kuʒo
-tɾɐso e pɐɾɐlɛlo a linɐ dɛ koʃtɐ. ɛʃtɛ fɐlɐmɛnto pɛɾmɐnɛzew ɐtivo ɐte o finɐl
-do kɾɛtazɛo, tɛndo sido ɾɛkobɛɾto pɛlo pɐkotɛ sɛnozõj̃ko duɾɐntɛ ɐ fɐzɛ dɛ
-subsidensiɐ teɾmikɐ. ɐ fɐzɛ ɾiftɛ nɐ ɾɛʒiɐ̃w̃ dɛ sɐntos okoʁew ɛntɾɛ o nɛokomiɐno
-ɛ o ɛowɐptiɐno, kɐndo ɐkumulɐɾɐm-sɛ os sɛdimɛntos lɐkuʃtɾɛs dɐ foɾmɐsɐ̃w̃
-ɡɐɾɐtibɐ, ɛʃkɐʃsɐmɛntɛ ɐmoʃtɾɐdos nɐ bɐziɐ. ɛʃtɛ pɐkotɛ inkluj kunɐs dɛ
-sɛdimɛntos siliziklaʃtikos ɡɾoʃsos ɐvɛɾmɛlɐdos kom fɾɐɡmɛntos dɛ bɐzɐlto ɛ
-kɐɾtzo, kom kokʷinɐs ɐʃsoziɐdɐs. ɐ okoʁensiɐ dɛ dɛpɔzitos ɐnɔksikos e supoʃtɐ
-pɐɾɐ os dominios majs diʃtajs dɐ bɐziɐ (pɛɾɛjɾɐ & fɛjʒɔ, 1994 ɛm milɐni ɛt ɐl.
-2001). ɐ sɛk̈ensiɐ ɾiftɛ e kobɛɾtɐ pɛlos ɛvɐpoɾitos ɐptiɐnos dɐ foɾmɐsɐ̃w̃ ɐɾiɾi,
-konstituj́dos poɾ intɛɾkɐlɐsõj̃s dɛ ɐlitɐ ɛ ɐnidʁitɐ. o flukso mɛɾɡlo ɐbajkso
-dɛʃtɛs ɛvɐpoɾitos, ɐ pɐɾtiɾ do ɐlbiɐno, dɛfiniw um ɛʃtilo tɛktono-sɛdimɛntɐɾ ɛ̃
-kʷɛ sɐ̃w̃ mujto impoɾtɐntɛs ɐs ɛʃtɾutuɾɐs ɐlozinetikɐs. ɡɾɐndɛs diapiɾos ɛ
-muɾɐlɐs dɛ sɐl ɐlkɐnsɐm vaɾios kʷilomɛtʁos dɛ ɐltuɾɐ nɐ ɾɛʒiɐ̃w̃ dɛ aɡɐʃ
-pɾofundɐs dɐ bɐziɐ dɛ sɐntos. ɐ suzɛʃsɐ̃w̃ ɐlbiɐnɐ, konɛzidɐ komo foɾmɐsõj̃ʃ
-floɾiɐnɔpolis, ɡɐɾuʒa ɛ itɐnɐem, konsiʃtɛ dɛ, ɾɛʃpɛktivɐmɛntɛ, ɐɾɛnitoʃ
-ɐvɛɾmɛlɐdos, kɐɾbonɐtos ɛ folɛlos sinzɐ, um konʒunto lito-fɐziolɔʒiko
-dɛpozitɐdo duɾɐntɛ um pɾoɡʁɛʃsivo ɐpʁofundɐmɛnto dɐ bɐziɐ. ɐs kondisõj̃s dɛ
-maksimo ɐfoɡɐmɛnto foɾɐm ɐtinʒidɐs duɾɐntɛ o nɛozɛnomɐniɐno-tuɾoniɐno, kɐndo
-dɛpozitɐɾɐm-sɛ os folɛlos nɛɡʁos dɐ foɾmɐsɐ̃w̃ itɐʒaj́-ɐsu. nɐs ɾɛʒiõj̃s majʃ
-pɾoksimajs dɐ bɐziɐ, umɐ ɛʃpɛʃsɐ kunɐ dɛ konɡlomɛɾɐdos (foɾmɐsɐ̃w̃ sɐntos) ɛ
-ɐɾɛnitos dɛ ɐmbiɛntɛ mɐɾino ɾɐzo (foɾmɐsɐ̃w̃ ʒuɾejɐ), ɐbʁɐnʒɛndo o intɛɾvɐlo
-tɛmpoɾɐl ɛntɾɛ o sɐntoniɐno ɛ o mɐɐʃtɾiktiɐno, invɐdiɾɐm ɐ bɐziɐ ɛm ɾɛʃpoʃtɐ a
-subidɐ dɐ sɛʁɐ do mɐɾ. ɛʃtɛ ɛvɛnto e dɐtɐdo ɛntɾɛ 100 ɛ 80 mɐ poɾ ɐnalizɛ dɛ
-tɾɐsos dɛ fiʃsɐ̃w̃ dɛ ɐpɐtitɐ (lɛlɐɾʒɛ, 1993 ɛm milɐni ɛt ɐl. 2001). o ɾɛʃtɐntɛ dɐ
-ɛvolusɐ̃w̃ dɐ bɐziɐ dɛ sɐntos, ʒa no sɛnozõj̃ko, fowi mɐɾkɐdo poɾ umɐ pɾoɡʁɐdɐsɐ̃w̃ dɛ
-siliziklaʃtikos (foɾmɐsõj̃s iɡɐpɛ ɛ sɛpɛtibɐ), kʷɛ ɐvɐnsɐɾɐm sobʁɛ o siʃtɛmɐ
-pɛlitiko dɛ plɐtɐfoɾmɐ ɛ tɐludɛ (foɾmɐsɐ̃w̃ mɐɾɐmbɐjɐ). pɐɾɐ noɾtɛ, ɐ bɐziɐ e
-pɐɾsiɐlmɛntɛ izolɐdɐ dɐ bɐziɐ do ɛʃpiɾito sɐnto, nɐ ɾɛʒiɐ̃w̃ dɛ aɡɐs ɾɐzɐs, pɛlo
-ɐlto dɛ vitɔɾiɐ, um bloko ɛlɛvɐdo dɛ ɛmbɐzɐmɛnto kʷɛ kowinsidɛ kom ɐ tɛɾminɐsɐ̃w̃
-owɛʃtɛ dɐ kɐdɛjɐ vitɔɾiɐ-tɾindɐdɛ, um impoɾtɐntɛ linɛɐmɛnto ozɛaniko dɐkʷɛlɐ
-aɾɛɐ. ɛm aɡɐs pɾofundɐs, nɐ̃w̃ ɛksiʃtɛ umɐ sɛpɐɾɐsɐ̃w̃ ɛfɛtivɐ ɛntɾɛ ɐs bɐziɐs dɛ
-kɐmpos ɛ do ɛʃpiɾito sɐnto. o ɛmbɐzɐmɛnto kɾiʃtɐlino tɛm sido ɛʃkɐʃsɐmɛntɛ
-ɐmoʃtɾɐdo ɛm subsupɛɾfiziɛ, ɛ koʁɛʃpondɛ ɐos mɛʃmos dominios litolɔʒikos dɛ
-ɡnajʃsɛs pɾekɐmbɾiɐnos kʷɛ ɐfloɾɐm nɐs aɾɛɐs vizinɐs a ɛʃtɐ bɐziɐ mɐɾʒinɐl.
-pɐɾɐ o sul, o ɐlto dɛ kɐbo fɾio, kʷɛ limitɐ ɐs bɐziɐs dɛ kɐmpos ɛ sɐntos,
-kompoɾtowu-sɛ komo um foko dɛ pɛɾsiʃtɛntɛ mɐɡmɐtiʃmo duɾɐntɛ ɐ iʃtɔɾiɐ ɛvolutivɐ
-pɔs-ɐptiɐnɐ dɐ bɐziɐ. nɐkʷɛlɐ aɾɛɐ, sɛdimɛntos tuɾoniɐnos ɐ kɐmpɐniɐnos okoʁɛ̃
-intɛɾkɐlɐdos ɐ ɾokɐs vulkɐnoklaʃtikɐs, bɐzɐltos ɛ dikʷɛs dɛ diɐbazio dɛ 90 ɐ 80
-mɐ dɛ idɐdɛ. o mɐɡmɐtiʃmo ɾɛkoʁɛntɛ voltowu ɐ foɾmɐɾ konɛs vulkanikos duɾɐntɛ o
-ɛozɛno (moʁiɐk ɛt ɐl., 1995 ɛ oɾɛjɾo ɛt ɐl., 2008). ɐ poɾsɐ̃w̃ infɛɾioɾ dɐ
-foɾmɐsɐ̃w̃ lɐɡowɐ fɛjɐ inkluj konɡlomɛɾɐdos kom ɐbundɐntɛs klɐʃtos dɛ bɐzɐlto kʷɛ
-foɾmɐm ɡɾɐndɛs lɛkʷɛs ɐo lonɡo dɐs fɐlɐs dɛ boɾdɐ. tɐmbem okoʁɛm ɐɾɛnitos,
-folɛlos ɾikos ɛm mɐteɾiɐ oɾɡanikɐ ɛ kokʷinɐs, dɛfinindo um kontɛsto dɛ
-sɛdimɛntɐsɐ̃w̃ lɐkuʃtɾɛ. ɐs kokʷinɐs ɐlkɐnsɐm ɐte 400 m dɛ ɛʃpɛʃsuɾɐ,
-konstitujndo-sɛ ɛm dɛpɔzitos dɛ kɐɾɐpɐsɐs dɛ pɛlɛzipodɛs (mɛmbɾo kokʷɛjɾos)
-ɐʃsoziɐdos ɐ ɐltos ɛʃtɾutuɾajs ɛ ɾɛpʁɛzɛntɐndo umɐ faziɛs pɐɾtikulɐɾ dɛ ɾokɐʃ
-poɾozɐs nɛʃtɐ bɐziɐ. ɐ pɐɾtɛ supɛɾioɾ dɐ foɾmɐsɐ̃w̃ lɐɡowɐ fɛjɐ, ɐpowjɐdɐ ɛ̃
-ɛspɾɛʃsivɐ diʃkoɾdansiɐ, e ɾɛpʁɛzɛntɐdɐ poɾ umɐ sɛk̈ensiɐ dɛ konɡlomɛɾɐdos ɛ
-folɛlos ɐvɛɾmɛlɐdos dɛ idɐdɛ ɐptiɐnɐ ɾɛkobɛɾtos poɾ umɐ sɛsɐ̃w̃ dɛ ɛvɐpoɾitoʃ
-do nɛowɐptiɐno (mɛmbɾo ɾɛtiɾo). ɐ okoʁensiɐ do pɐkotɛ ɐptiɐno, ɛ majs ɐntiɡo, e
-limitɐdɐ poɾ umɐ zonɐ dɛ fɐlɐ sintetikɐ dɛ oɾiɛntɐsɐ̃w̃ ʒɛɾɐl nɛ-sw kʷɛ
-dɛzɛnvolvɛ-sɛ pɐɾɐlɛlɐ ɛ pɾɔksimɐ a linɐ dɛ koʃtɐ. duɾɐntɛ o
-ɐlbiɐno-sɛnomɐniɐno, ɐs kondisõj̃s mɐɾinɐs pɾɛvɐlɛzɛɾɐm nɐ bɐziɐ. ɐ foɾmɐsɐ̃w̃
-mɐkɐe konsiʃtɛ ɛm kɐɾbonɐtos klaʃtikos ɛ owolitikos (mɛmbɾo kʷiʃsɐmɐ̃) kʷɛ,
-lokɐlmɛntɛ, ɐpɐɾɛzɛm komplɛtɐmɛntɛ dolomitizɐdos. ɐ suzɛʃsɐ̃w̃ vɛɾtikɐl inkluj
-kɐlsilutitos, mɐɾɡɐs ɛ folɛlos (mɛmbɾo owutɛjɾo) ɛ ɐɾɛnitos tuɾbiditikoʃ
-(mɛmbɾo nɐmoɾɐdo). nɐs poɾsõj̃s majs pɾoksimajs, ɐ foɾmɐsɐ̃w̃ mɐkɐe e konstituj́dɐ
-poɾ konɡlomɛɾɐdos ɛ ɐɾɛnitos pobʁɛmɛntɛ sɛlɛzionɐdos (mɛmbɾo ɡowitɐkas). o ɡɾupo
-kɐmpos ɾɛkobʁɛ diʃkoɾdɐntɛmɛntɛ ɐ foɾmɐsɐ̃w̃ mɐkɐe, ɛ ɾɛpʁɛzɛntɐ o pɾɛɛnkimɛnto
-dɛʃtɐ bɐziɐ mɐɾʒinɐl duɾɐntɛ ɐ fɐzɛ finɐl dɛ subsidensiɐ teɾmikɐ ɛ bɐʃkulɐmɛnto
-do substɾɐto pɐɾɐ lɛʃtɛ. o pɐkotɛ e ɾɛpʁɛzɛntɐdo poɾ sɛdimɛntos pɾoksimajs,
-ɐɾɛno-konɡlomɛɾatiko-kɐɾbonatikos (foɾmɐsɐ̃w̃ ɛmboɾe) kʷɛ ɡɾɐdɐm ɐ folɛlos nɐʃ
-poɾsõj̃s diʃtajs (foɾmɐsɐ̃w̃ ubɐtubɐ). ɐ foɾmɐsɐ̃w̃ ubɐtubɐ kompɾɛɛndɛ milɐɾɛs dɛ
-mɛtʁos dɛ ɛʃpɛʃsuɾɐ dɛ folɛlos ɛ mɐɾɡɐs, kom ɐɾɛnitos tuɾbiditikoʃ
-intɛɾkɐlɐdos (mɛmbɾo kɐɾɐpɛbus). o bɐʃkulɐmɛnto pɾoɡʁɛʃsivo dɐ bɐziɐ pɐɾɐ lɛʃtɛ
-pɾopiziowu o dɛzɛnvolvimɛnto dɛ umɐ intɛnsɐ dɛfoɾmɐsɐ̃w̃ ɐdiɐʃtɾɔfikɐ ɛm funsɐ̃w̃ do
-volumozo flukso dɛ sɐl (dɛmɛɾsiɐn ɛt ɐl., 1993 ɛm milɐni ɛt ɐl.,2001). ɐ
-tɛktonikɐ sɐlinɐ ɛ os ɛʃtilos ɛʃtɾutuɾajs dɛlɐ ɾɛzultɐntɛs konfiɡʁɐm dowiʃ
-kɐzos: pɾɔksimo a koʃtɐ, nos pɾimɛjɾos 100 ɐ 200 km, um ɾɛʒimɛ fɾɐkɐmɛntɛ
-diʃtɛnsivo, kʷɛ pɐʃsɐ ɐ um kontɛsto kompɾɛʃsivo nɐ ɾɛʒiɐ̃w̃ dɛ aɡɐs pɾofundɐs,
-oɾiʒinɐdɐ pɛlɐ kontɾɐsɐ̃w̃ mɛɾɡlo-ɐbajkso do pɐkotɛ ɛm movimɛnto. fɐlɐs noɾmajʃ
-dɛ ʒɛomɛtʁiɐ liʃtɾikɐ ɐʃsoziɐm-sɛ ɛm ʒɛɾɐl a tɛktonikɐ sɐlinɐ. fɛttɛɾ (2008) fɐʒ
-umɐ dɛtɐlɐdɐ ɐnalizɛ ɛʃtɾutuɾɐl dɛʃtɐ bɐziɐ bɐzɛɐndo-sɛ nɐ ɐnalizɛ dɛ siʃmikɐ
-3d ɛm divɛɾsos pɛɾfis diʃtɾibuj́dos ɾɛʒionɐlmɛntɛ (ɐ sw, no sɛntɾo ɛ ɐ nɛ dɐ
-bɐziɐ) ɛ ɛm sofiʃtikɐdɐ teknikɐ dɛ ɾɛjntɛɡʁɐsɐ̃w̃ dɛ sɛsõj̃s ɛm funsɐ̃w̃ do tɛmpo
-ʒɛolɔʒiko (sɛktion ɾɛʃtoɾɐtion ɐnɐljzis). konkluj o awtoɾ kʷɛ ɐs ɛʃtɾutuɾɐs do
-ɛmbɐzɐmɛnto, kondizionɐdɐs ɐo tɾɛnd pɾotɛɾozõj̃ko (pɾinsipɐlmɛntɛ dɛ diɾɛsɐ̃w̃
-nɛ/sw) ɾɛɐtivɐdɐs nɐ fɐzɛ dɛ mɐɾʒɛm divɛɾʒɛntɛ dɐ bɐziɐ dɛ kɐmpos, tivɛɾɐ̃
-impoɾtɐntɛ pɐpɛl ɛm kɐtʁo mɐɾkɐntɛs ɛvɛntos dɛ dɛfoɾmɐsɐ̃w̃ kʷɛ ɐfɛtɐɾɐm ɐ bɐziɐ
-ɛntɾɛ o ɐlbiɐno ɛ o miozɛno. inkluzivɛ ɐ dɛʃtɐkɐdɐ tɛktonikɐ sɐlinɐ
-(kɐɾɐktɛɾizɐdɐ pɛlo ɛʃtilo pɾɔpʁio dɛ dɛʃlizɐmɛntos ɡɾɐvitɐzionajs ɐo lonɡo dɛ
-plɐnos dɛ fɐlɐs liʃtɾikɐs) tɛɾiɐ sido kondizionɐdɐ poɾ ɾɛɐtivɐsõj̃s dɛ
-ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto pɾotɛɾozõj̃ko. konkluj ajndɐ o awtoɾ kʷɛ ɛʃtɛ
-ɛmbɐzɐmɛnto nɐ̃w̃ ɾɛpʁɛzɛntowu dɛ foɾmɐ ɐlɡmɐ um pɐlko ɛʃtatiko nɐ ɛvolusɐ̃w̃,
-pɔs-ɐptiɐnɐ ɐo ɐtuɐl dɐ bɐziɐ, komo sɛ pɛnsɐvɐ ɐte ɛntɐ̃w̃ ɛ sim tɛvɛ pɐpɛl
-dɛtɛɾminɐntɛ nɐ dɛfoɾmɐsɐ̃w̃ dɐs sɛk̈ɛnsiɐs sɛdimɛntɐɾɛs dɛʃtɛ pɛɾiodo. 2.2.2 o
-ɛmbɐzɐmɛnto ɾɐzo nɐs aɾɛɐs pɾoksimajs dɐs bɐziɐs dɛ kɐmpos ɛ sɐntos o ɛmbɐzɐmɛnto
-ʁɐzo nɐs aɾɛɐs pɾoksimajs dɐs bɐziɐs dɛ kɐmpos ɛ sɐntos, kuʒo tɾɛko
-koʁɛʃpondɛntɛ ɐo ɛʃtɐdo do ɾio ɛʃta ɛm foko nɛʃtɐ pɛʃkʷizɐ (fiɡʁɐ 1.1),
-ʁɛpʁɛzɛntɐ umɐ poɾsɐ̃w̃ dɐ plɐtɐfoɾmɐ kontinɛntɐl ɐdʒɐzɛntɛ as ɾɛʃpɛktivɐs bɐziɐs.
-ɛʃtɛ ɛmbɐzɐmɛnto e tɾunkɐdo ɛ ɐbɐtido pɛlo siʃtɛmɐ dɐs ɡɾɐndɛs fɐlɐs noɾmajs,
-konstitujntɛs dɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ, kʷɛ limitɐ o dɛlɡɐdo pɐkotɛ
-sɛdimɛntɐɾ tɛɾsiaɾio ɐ owɛʃtɛ do ɛʃpɛʃso pɐkotɛ ɐ lɛʃtɛ kʷɛ pɾɛɛnkɛ ɐs bɐziɐs ɛ
-kontem ɛm suɐ bɐzɛ ɐ sɛk̈ensiɐ dɐ fɐzɛ ɾiftɛ. ɐpɛzɐɾ dɐ aɾɛɐ, poɾ ɛlɛ okupɐdɐ,
-sɛ ɛnkontɾɐɾ nɐ pɛɾifɛɾiɐ dɛʃtɐs ɛkonomikɐmɛntɛ impoɾtɐntɛs bɐziɐs mɐɾʒinajs,
-kuʒo ɐkumulo dɛ konɛzimɛnto tɛm kɾɛʃsido substɐnsiɐlmɛntɛ nos ultimos ɐnos,
-ɛziʃtɛ umɐ kɐɾensiɐ dɛ dɐdos ʒɛofizikos ɛ dɛ sondɐʒɛns diɾɛtɐs sobʁɛ ɛʃtɐ aɾɛɐ.
-o konɛzimɛnto ʒɛolɔʒiko ɐtuɐl sɛ ɛnkontɾɐ, poɾtɐnto, ɛmbɾionaɾio ɛ okupɐndo ũ
-kɐmpo ɾɛlɐtivɐmɛntɛ ɛʃpɛkulɐtivo sobʁɛ ɛʃtɐ ɾɛʒiɐ̃w̃. ɐ poɾsɐ̃w̃ owɛʃtɛ dɐ aɾɛɐ
-ɛʃtudɐdɐ, koʁɛʃpondɛ ɐo tɾɛko do ɛmbɐzɐmɛnto nɐ ɛstɾɛmidɐdɛ nɛ dɐ ɾɛʒiɐ̃w̃
-pɾoksimɐl dɐ bɐziɐ dɛ sɐntos kʷɛ ɛʃta limitɐdɐ ɐ lɛʃtɛ pɛlo ɐlto dɛ kɐbo fɾio. ɐo
-tɾɐnspoɾ ɛʃtɛ ɐlto, o ɛmbɐzɐmɛnto ɐdɛntɾɐ ɐ poɾsɐ̃w̃ pɾoksimɐl sw dɐ bɐziɐ dɛ
-kɐmpos. sobʁɛ ɛʃtɐ ultimɐ ɛksiʃtɛ um mɐjoɾ ɐzɛɾvo dɛ infoɾmɐsɐ̃w̃ ɛ tɾ��bɐloʃ
-publikɐdos komo moʁiɐk ɛ bɐʁos (1990) kʷɛ ɛʃtudɐɾɐm o ɡɾabɛn dɐ bɐʁɐ dɛ sɐ̃w̃
-ʒowɐ̃w̃, nɐ plɐtɐfoɾmɐ dɛ kɐbo fɾio, ɐ pɐɾtiɾ dɛ dɐdos siʃmikos ɛ ɡɾɐvimɛtʁiɐ dɛ
-fundo. poɾ kompɐɾɐsɐ̃w̃ kom ɐ aɾɛɐ ɛmɛɾsɐ ɐdʒɐzɛntɛ, podɛ-sɛ infɛɾiɾ um kɐdʁo
-ʒɛɾɐl dɐ ʒɛoloʒiɐ konsɛɾnɛntɛ ɐ ɛʃtɐ aɾɛɐ dɐ plɐtɐfoɾmɐ kontinɛntɐl. os tɛʁɛnoʃ
-pɾotɛɾozõj̃kos ɾɛkonɛzidos, ɾɛʃpɛktivɐmɛntɛ, komo tɛʁɛno oɾiɛntɐl do oɾɔʒɛno
-ʁibɛjɾɐ (ɛjlbɾon ɛt ɐl. 2004) ɛ kɐbo fɾio ( ɛjlbɾon ɛt ɐl. 2000) sɛ ɛʃtɛndɛ̃
-pɐɾɐ ɐ aɾɛɐ mɐɾinɐ komo podɛ-sɛ obsɛɾvɐɾ ɐtʁɐves dos mɐpɐs ɐɛɾomɐɡnetikos kʷɛ
-moʃtɾɐm ɐ kontinujdɐdɛ dɐs ɛʃtɾutuɾɐs, dos pɐdʁõj̃s dɛ ɾɛʃpoʃtɐ ɛ doʃ
-ɐlinɐmɛntos ʒɛofizikos kɾiɐdos pɛlɐs divɛɾsɐs unidɐdɛs litolɔʒikɐs foɾmɐdoɾɐʃ
-dɛʃtɛs tɛʁɛnos. intɛɾfɛɾindo sobʁɛ ɛʃtɐs unidɐdɛs okoʁɛm ɐs mɐnifɛʃtɐsõj̃ʃ
-mɐɡmatikɐs tolɛj́tikɐs do kɾɛtazɛo infɛɾioɾ, tɐmbem dɛ ɾɛlɛvɐntɛ ɾɛʃpoʃtɐ
-ʒɛofizikɐ, ɐlem do mɐɡmɐtiʃmo nɛokʁɛtazɛo–sɛnozõj̃ko ɾɛpʁɛzɛntɐdo pɾinsipɐlmɛntɛ
-pɛlɐs intɾuzõj̃s ɐlkɐlinɐs. tɐmbem sɐ̃w̃ obsɛɾvɐdɐs ɛʃtɾutuɾɐs tɛktonikɐʃ
-dɛzɛnvolvidɐs sobʁɛ o ɛmbɐzɐmɛnto ɾɐzo ɾɛzultɐntɛs dɛ ɾɛɐtivɐsɐ̃w̃ sɛnozõj̃kɐ owu
-mɛʃmo influɛnsiɐdɐs pɛlo pɾozɛʃso dɛ ɾiftɛɐmɛnto ɛokʁɛtazɛo. ɛntɾɛ ɛlɐs podɛ-sɛ
-sitɐɾ o konɛzido ɡɾabɛn sɛnozõj̃ko dɐ bɐʁɐ dɛ sɐ̃w̃ ʒowɐ̃w̃ (moʁiɐk ɛ bɐʁos, 1990)
-kom ɛstɛnsɐ̃w̃ pɐɾɐ aɾɛɐ ɛmɛɾsɐ (zɐlan ɛ olivɛjɾɐ, 2005). mɐjoɾ dɛtɐlɐmɛnto sɛɾa
-dɐdo sobʁɛ ɐ ɛʃtɾutuɾɐ mɐɡnetikɐ do ɛmbɐzɐmɛnto ɾɐzo, ɛ suɐ ɐʃsoziɐsɐ̃w̃ kom ɐ
-ʒɛoloʒiɐ konɛzidɐ, no kɐpitulo konsɛɾnɛntɛ a intɛɡʁɐsɐ̃w̃ dos ɾɛzultɐdos ɛ
-dɛʃkɾisɐ̃w̃ dos mɐpɐs dɛ intɛɾpɾɛtɐsɐ̃w̃ (kɐpitulo 7). komo sɛɾa diʃkutido, um doʃ
-ɡɾɐndɛs dɛzɐfios dɛʃtɐ pɛʃkʷizɐ konsiʃtɛ ɛksɐtɐmɛntɛ ɛm diʃsɛɾniɾ ɛntɾɛ ɐkʷɛlɐʃ
-fɛjsõj̃s mɐɡnetikɐs kʷɛ podɛm ɛʃtɐɾ ɾɛlɐzionɐdɐs as ɛʃtɾutuɾɐʃ
-kɾɛtazɛo-sɛnozõj̃kɐs dɐkʷɛlɐs ɐʃsoziɐdɐs somɛntɛ ɐos tɛʁɛnos pɾotɛɾozõj̃kos.
-2.2.3 o siʃtɛmɐ dɛ ɾiftɛs sɛnozõj̃kos do sudɛʃtɛ bɾɐzilɛjɾo - ɾksb o ɾksb
-koʁɛʃpondɛ ɐ um konʒunto dɛ ɡɾabɛns ɛ oɾstɛs sɛnozõj̃kos kʷɛ sɛ ɛʃtɛndɛ dɛʃdɛ
-os ɛʃtɐdos do pɐɾɐna ɐte o noɾtɛ do ɾio dɛ ʒɐnɛjɾo tɛndo sido ɛʃtudɐdo poɾ
-awtoɾɛs komo ɐlmɛjdɐ ( 1976 ) kʷɛ o dɛnominowu dɛ siʃtɛmɐ dɛ ɾiftɛs dɐ sɛʁɐ do
-mɐɾ. . owutʁɐs dɛnominɐsõj̃s komo siʃtɛmɐ dɛ bɐziɐs tɐfʁoʒenikɐs do sudɛʃtɛ
-bɾɐzilɛjɾo fowi dɐdɐ poɾ mɛlo ɛt ɐl. (1985ɐ) ɛ ɾiftɛ kontinɛntɐl do sudɛʃtɛ do
-bɾɐzil dɐdɐ poɾ ɾikkomini (1989). suɐ aɾɛɐ dɛ okoʁensiɐ kowinsidɛ kom todɐ
-ɛstɛnsɐ̃w̃ dɐ sɛʁɐ do mɐɾ ɛ, ɛm pɐɾtɛ, kom ɐ dɐ sɛʁɐ dɐ mɐntikʷɛjɾɐ. sɛʁɐʃ
-mɛnoɾɛs, kom oɾiɛntɐsõj̃s pɐɾɐlɛlɐs ɐ ɛʃtɐs komo ɐ sɛʁɐ dɐ kɐɾiokɐ, ɾʒ, fɐzɛ̃
-iɡɐlmɛntɛ pɐɾtɛ dɛʃtɛ konʒunto. ɐ dɛʃtɐkɐdɐ topoɡʁɐfiɐ ɾɛzultɐntɛ dɐ ɐʃsoziɐsɐ̃w̃
-dɛʃtɐs montɐnɐs kom vɐlɛs pɾofundos intɛɾvɛniɛntɛs ɛ plɐniziɛs litoɾanɛɐs,
-sɛpɐɾɐdos poɾ ɐbʁuptɐs ɛnkoʃtɐs, ɐpontɐ pɐɾɐ umɐ oɾiʒɛm tɛktonikɐ. umɐ dɐʃ
-kɐɾɐktɛɾiʃtikɐs kʷɛ kɐmɐ ɐ ɐtɛnsɐ̃w̃ nɐs sɛʁɐs e o fɐto dɛ ɐpʁɛzɛntɐɾɛm sewʃ
-simos ɐplajnɐdos poɾ supɛɾfiziɛs dɛ ɛɾozɐ̃w̃ ,ɐs kajs, sɛ koʁɛtɐmɛntɛ
-koʁɛlɐzionɐdɐs, sɛɾvɛm dɛ ɛsɛlɛntɛs mɐɾkos pɐɾɐ ɾɐʃtɾɛɐɾ ɐ movimɛntɐsɐ̃w̃
-tɛktonikɐ difɛɾɛnsiɐl sofʁidɐ pɛlos sews vaɾios sɛɡmɛntos (zɐlan ɛ olivɛjɾɐ,
-2005). ɐ ɐtuɐsɐ̃w̃ dɛ um ɛvɛnto dɛ ɐplajnɐmɛnto no sudɛʃtɛ do bɾɐzil, no kɾɛtazɛo
-supɛɾioɾ ɛ pɐlɛɔʒɛno, e ɐpontɐdɐ poɾ divɛɾsos awtoɾɛs. ɐs supɛɾfiziɛs dɛ
-ɐplajnɐmɛnto ʒɛɾɐdɐs ɾɛzɛbɛɾɐm divɛɾsɐs dɛnominɐsõj̃s dɛ ɐkoɾdo kom ɐ ɐltitudɛ ɛ̃
-kʷɛ sɛ ɛnkontɾɐm. ɛntɾɛ ɛlɐs, tɐlvɛz ɐ majs ɛʃtudɐdɐ, fowi dɛfinidɐ poɾ ɐlmɛjdɐ
-(1964) kʷɛ ɐ dɛnominowu supɛɾfiziɛ ʒɐpi situɐdɐ ɛm mediɐ ɛntɾɛ 1200 ɐ 1400 mɛtʁoʃ
-dɛ ɐltitudɛ. duɾɐntɛ ɐ dɛfoɾmɐsɐ̃w̃ dɐ supɛɾfiziɛ ʒɐpi, o plɐnɐlto ɐtlantiko
-sofʁew impoɾtɐntɛs dɛʃnivɛlɐmɛntos poɾ fɐlɐs, dɛzɛnvolvɛndo sɛmiɡʁabɛns kõ
-inklinɐsɐ̃w̃ pɐɾɐ nnw, oɾiɛntɐdos sɛɡndo diɾɛsõj̃s ɛnɛ dos fɐlɐmɛntoʃ
-pɾe-kɐmbɾiɐnos ɾɛɐtivɐdos (zɐlan ɛ olivɛjɾɐ, 2005). ɛʃsɐ tɛktonikɐ tɐfʁoʒenikɐ
-dew oɾiʒɛm ɐ um siʃtɛmɐ dɛ bɐziɐs subpɐɾɐlɛlo a sɛʁɐ do mɐɾ, a kɐɾnɛjɾɐ dɐ
-bɐziɐ dɛ sɐntos ɛ ɐ poʃsivɛjs fɐlɐmɛntos nɐ plɐtɐfoɾmɐ kontinɛntɐl ɾɐz��
-(ɐlmɛjdɐ ɛ kɐɾnɛjɾo, 1998). ɐs pɾinsipajs dɛʃsɐs bɐziɐs sɐ̃w̃ ɐs dɛ sɐ̃w̃ pawlo,
-tawbɐte, ɾɛzɛndɛ, voltɐ ɾɛdondɐ, o ɡɾabɛn dɐ ɡɐnɐbɐɾɐ ɛ o ɡɾabɛn dɛ bɐʁɐ dɛ
-sɐ̃w̃ ʒowɐ̃w̃ nɐ aɾɛɐ submɛɾsɐ (fiɡʁɐ 2.2). ɛlɐs sɐ̃w̃ pɾɛɛnkidɐs poɾ sɛdimɛntoʃ
-kontinɛntajs dɛ idɐdɛ ɛozenikɐ ɐ miozenikɐ, ɛ dɛʃdɛ o pɐlɛozɛno nɐ bɐziɐ dɛ
-itɐboɾaj́ (pawlɐ kowuto, 1952). ɛntɾɛ ɛlɐs, ɐ bɐziɐ dɛ tawbɐte e ɐ majʃ
-pɾowɛminɛntɛ, tɛndo sew ɐʃsowɐlo ɾɛbajksɐdo ɐ majs dɛ 2.000 m ɛm ɾɛlɐsɐ̃w̃ a
-supɛɾfiziɛ ʒɐpi (situɐdɐ no topo dɐ ɐdʒɐzɛntɛ sɛʁɐ dɐ mɐntikʷɛjɾɐ) ɛ poʃsujndo
-umɐ ɛʃpɛʃsuɾɐ sɛdimɛntɐɾ kʷɛ kɛɡɐ ɐ 850m (ɾikkomini 1989 ɛ mɐɾkʷɛs 1990 ɛ̃
-fɛʁɐɾi 2001). ɛntɾɛ os ɡɾabɛns obsɛɾvɐdos no ɾksb, o ɡɾabɛn dɐ ɡɐnɐbɐɾɐ e
-ɐkʷɛlɛ kʷɛ sɛ ɛnkontɾɐ ɐʃsoziɐdo a aɾɛɐ dɛʃtɐ pɛʃkʷizɐ situɐdɐ nɐ plɐtɐfoɾmɐ
-kontinɛntɐl do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo, umɐ vɛz kʷɛ sɛ ɛʃtɛndɛ nɐ poɾsɐ̃w̃ ɛmɛɾsɐ
-ɐdʒɐzɛntɛ a mɛʃmɐ (fiɡʁɐs 2.2 ɛ 1.1). nɛʃtɛ ɡɾabɛn sɛ obsɛɾvɐ pɾowɛminɛntɛ
-ʁɛlɛvo pɾinsipɐl ɐo noɾtɛ, pɾovɐvɛlmɛntɛ, ɐʃsoziɐdo as fɐlɐs dɛ boɾdɐ kʷɛ
-pɾovokɐɾɐm ɾɛbɐtimɛnto ɛ bɐʃkulɐmɛnto dɛ ɡɾɐndɛs blokos. ɛntɾɛtɐnto, komo ɐpontɐ
-fɛʁɐɾi (2001), os dɛpɔzitos sɛdimɛntɐɾɛs no sew intɛɾioɾ sɐ̃w̃ kontɾolɐdos poɾ
-fɐlɐs situɐdɐs ɐo sul. ajndɐ, sɛɡndo o mɛʃmo awtoɾ, ɛʃtɛ pɐdʁɐ̃w̃ pɐɾɛzɛ ɛʃtɐɾ
-ɛm konfoɾmidɐdɛ kom o ɛʃtudo dɛ moʁiɐk & bɐʁos (1990) sobʁɛ o ɡɾabɛn dɛ bɐʁɐ
-do sɐ̃w̃ ʒowɐ̃w̃ (situɐdo nɐ plɐtɐfoɾmɐ ɾɐzɐ dɐ bɐziɐ dɛ kɐmpos) kʷɛ ɐpʁɛzɛntɐ ũ
-dɛpozɛntɾo kontɾolɐdo poɾ umɐ fɐlɐ ɐntitetikɐ, no flɐnko sul, kom ɾɛʒɛjto dɛ
-500 mɛtʁos ɐo nivɛl do ɛmbɐzɐmɛnto ɛ ɛstɛnsɐ̃w̃ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ (ɐ konɛzidɐ
-fɐlɐ do paj inazio). ɛʃtɛ dɛpozɛntɾo, poɾ suɐ vɛz, ɐtinʒiɾiɐ sɛɾkɐ dɛ 800
-mɛtʁos dɛ ɛʃpɛʃsuɾɐ sɛdimɛntɐɾ koʁɛʃpondɛndo a mɐjoɾ ɛʃpɛʃsuɾɐ ɛnkontɾɐdɐ nɐ
-bɐziɐ. 2.2.3.1 o ɛmbɐzɐmɛnto ʒɛolɔʒiko do ɡɾabɛn dɐ ɡɐnɐbɐɾɐ dɛ ɐkoɾdo kõ
-fɛʁɐɾi (2001) o ɡɾabɛn dɐ ɡɐnɐbɐɾɐ sɛ dɛzɛnvolvew sobʁɛ um ɛmbɐzɐmɛnto
-pɾotɛɾozõj̃ko polizikliko intɛɡʁɐntɛ do sintuɾɐ̃w̃ mɔvɛl kʷɛ kontoɾnɐ o kɾaton do
-sɐ̃w̃ fɾɐnsiʃko ɐ sudɛʃtɛ ɛ lɛʃtɛ, dɛnominɐdo fajksɐ ɾibɛjɾɐ poɾ ɐzuj ɛt
-ɐl.(1975). ajndɐ, sɛɡndo ɛʃtɛs awtoɾɛs, tajs tɛʁɛnos sɐ̃w̃ konstituj́dos poɾ
-substɾɐtos ɐɾkʷɛɐnos ɛ pɐlɛopʁotɛɾozõj̃kos ɡɾɐnulitikos ɛ ɡɾɐnitoɡnajʃsikos,
-limitɐdos poɾ zonɐs dɛ sizɐlɐmɛnto duktil, tɛndo sido ɾɛtʁɐbɐlɐdos no siklo
-tɾɐnsɐmɐzoniko ɛ kobɛɾtos poɾ mɛtɐʃsɛdimɛntos bɾɐziliɐnos. sɛɡʷindo ɛʃtɛ
-kontɛsto, o ɡɾabɛn dɐ ɡɐnɐbɐɾɐ ɛʃta implɐntɐdo sobʁɛ os tɛʁɛnos sɛʁɐ do mɐɾ ɛ
-kɐbo fɾio. o tɛʁɛno sɛʁɐ do mɐɾ e konstituj́do, ʒɛnɛɾikɐmɛntɛ, poɾ miɡmɐtitos,
-ɡɾɐnitõj̃dɛs, ɡɾɐnitos ɛ pɐɾɐɡnajʃsɛs, ɐo pɐʃso kʷɛ o tɛʁɛno kɐbo fɾio, sɛ
-kɐɾɐktɛɾizɐ pɛlos oɾtoɡnajʃsɛs ɛ miɡmɐtitos do ɛmbɐzɐmɛnto pɾotɛɾozõj̃ko
-dɛnominɐdos unidɐdɛ ɾɛʒiɐ̃w̃ dos lɐɡos (ɾɛjs & likt 1977 ɛm fɛʁɐɾi 2001) ɛ pɛloʃ
-pɐɾɐɡnajʃsɛs ɛ mɛtɐtɛksitos dɐs unidɐdɛs buzios (ɛjlbɾon ɛt ɐl. 1982 ɛm fɛʁɐɾi
-2001) ɛ pɐlmitɐl (ɾɛjs & likt 1977 ɛm fɛʁɐɾi 2001). komo obsɛɾvɐ fɛʁɐɾi
-(2001) o kontɐto ɛntɾɛ ɛʃsɛs dowis dominios tɛktonikos, dɛ diɾɛsɐ̃w̃ nɛ-sw (fiɡʁɐ
-2.3), e tɾunkɐdo pɛlɐs ɛʃtɾutuɾɐs do ɡɾabɛn dɐ ɡɐnɐbɐɾɐ kʷɛ sɐ̃w̃ oɾiɛntɐdɐs nɐʃ
-diɾɛsõj̃s ɛnɛ-wsw ɐ ɛ-w. ajndɐ, sɛɡndo ɛʃtɛ awtoɾ, ɛʃtɐs ɛʃtɾutuɾɐs sɐ̃w̃
-ʁɛzultɐntɛs nɐ̃w̃ ɐpɛnɐs dɐ ɾɛɐtivɐsɐ̃w̃ dɛ zonɐs dɛ fɾɐkʷɛzɐ pɾɛfɛɾɛnsiajs do
-ɛmbɐzɐmɛnto, komo suʒɛɾɛm divɛɾsos awtoɾɛs, mɐs pɾinsipɐlmɛntɛ dɛ ɾɛɐtivɐsõj̃ʃ
-ɐʃsoziɐdɐs ɐ kɐmpos dɛ tɛnsõj̃s pɾopizios kʷɛ mujtɐs vɛzɛs nɐ̃w̃ sɛ ɐʃsoziɐm ɐ
-ɛʃtɾutuɾɐs pɾɛɛksiʃtɛntɛs. 2.2.3.2 dikʷɛs bazikos o pɾozɛʃso dɛ ɾɛɐtivɐsɐ̃w̃ dɐ
-ʁɛʒiɐ̃w̃ sudɛʃtɛ do bɾɐzil, duɾɐntɛ o kɾɛtazɛo, fowi ɐkompɐnɐdo dɛ um tipiko ɛ
-intɛnso mɐɡmɐtiʃmo tolɛj́tiko kʷɛ sɛ koʁɛlɐzionɐ ɐos dɛʁɐmɛs dɐ bɐziɐ do pɐɾɐna
-kom idɐdɛs dɛ 137-127 mɐ (tuɾnɛɾ ɛt ɐl. 1994 ɛm fɛʁɐɾi 2001) ondɛ tɛvɛ suɐ
-maksimɐ ɛspɾɛʃsɐ̃w̃. ɛʃtɛ mɐɡmɐtiʃmo ɛʃta ɾɛpʁɛzɛntɐdo, no ɾɛfɛɾido sɛɡmɛnto do
-sintuɾɐ̃w̃ ɾibɛjɾɐ, pɛlɐ intɾuzɐ̃w̃ dɛ um ɛnksɐmɛ dɛ dikʷɛs dɛ diɐbazio dɛnominɐdo
-sɐntos-ɾio dɛ ʒɐnɛjɾo poɾ ɾɛnnɛ ɛt ɐl. 1996 (ɛm fɛʁɐɾi 2001), kom idɐdɛs dɛ
-134-129 mɐ (ɾɛ��ɛlowus 1990, dɛkkɐɾt ɛt ɐl. 1998 ɛm fɛʁɐɾi 2001).
-suboɾdinɐdɐmɛntɛ okoʁɛm nɐ diɾɛsɐ̃w̃ ɛnɛ ɛ, majs ɾɐɾɐmɛntɛ, nɐs diɾɛsõj̃s nw, ɛ-w
-ɛ n-s (fɛʁɐɾi 1990). ajndɐ, sɛɡndo o mɛʃmo awtoɾ, sɐ̃w̃ dikʷɛs kom powukos mɛtʁoʃ
-ɐte kɐzɛ umɐ sɛntɛnɐ dɛ mɛtʁos dɛ ɛʃpɛʃsuɾɐ, kʷɛ sɛ pɾolonɡɐm dɛʃdɛ ɐlɡmɐʃ
-sɛntɛnɐs dɛ mɛtʁos ɐ powukɐs dɛzɛnɐs dɛ kʷilomɛtʁos, sɛndo kʷɛ no intɛɾioɾ do
-ɡɾabɛn sɐ̃w̃ mɛnos numɛɾozos ɛ podɛm sɛɾ sɛɡʷidos poɾ mɐɡnɛtomɛtʁiɐ sob ɐ foɾmɐsɐ̃w̃
-mɐkɐku ɛ os sɛdimɛntos pɾe-mɐkɐku. ɐs ɐtitudɛs dɛʃsɛs dikʷɛs, mɛdidɐs nɐ boɾdɐ
-sul do ɡɾabɛn dɐ ɡɐnɐbɐɾɐ ʒunto ɐo litoɾɐl, ɐpʁɛzɛntɐm dominɐntɛmɛntɛ mɛɾɡloʃ
-ɐltos, ɐzimɐ dɛ 80° komo ɾɛlɐtɐm fɛʁɐɾi ɛ ɾikkomini (2000). ɛʃtɛ mɛʃmo awtoɾ
-ʁɛʃsɐltɐ tɐmbem kʷɛ os dikʷɛs dɛ diɐbazio kʷɛ okoʁɛm nɐ aɾɛɐ do ɡɾabɛn dɐ
-ɡɐnɐbɐɾɐ sɐ̃w̃, nɐ mediɐ, majs kontinuos ɛ majs ɛʃpɛʃsos do kʷɛ os dikʷɛs dɛ
-ʁokɐs ɐlkɐlinɐs do kɾɛtazɛo supɛɾioɾ ɛ pɐlɛɔʒɛno. 2.2.3.3 intɾuzõj̃s ɐlkɐlinɐs o
-mɐɡmɐtiʃmo ɐlkɐlino, kɐɾɐktɛɾiʃtiko do ɾksb, ɛʃta ɾɛpʁɛzɛntɐdo poɾ umɐ seɾiɛ dɛ
-koɾpos intɾuzivos inklujndo stokks, dikʷɛs, pluɡs ɛ owutʁos kʷɛ funsionɐm komo
-vɛɾdɐdɛjɾos mɐɾkos pɐɾɐ os ɛvɛntos ɐʃsoziɐdos a ɛvolusɐ̃w̃ tɛktonikɐ do ɾɛfɛɾido
-siʃtɛmɐ dɛ ɾiftɛs. ɛʃtɛs koɾpos okoʁɛm ɐo lonɡo dɛ todɐ ɐ suɐ ɛstɛnsɐ̃w̃, no
-intɛɾioɾ dos ɡɾabɛns ɛ ɛm sew ɾɛlɛvo ɐdʒɐzɛntɛ, ɐʃsim komo nɐ ɾɛʒiɐ̃w̃ litoɾanɛɐ ɛ
-ɛm ilɐs pɾɔksimɐs ɐo litoɾɐl. ɐnomɐliɐs mɐɡnetikɐs ɐpontɐm pɐɾɐ suɐ pɾɛzɛnsɐ
-tɐmbem nɐ plɐtɐfoɾmɐ kontinɛntɐl ɐdʒɐzɛntɛ ɐo ɾksb (fiɡʁɐ 2.6). konfoɾmɛ
-dɛʃkɾito poɾ fɛʁɐɾi (2001), nɐ ɾɛʒiɐ̃w̃ okupɐdɐ pɛlo ɡɾabɛn dɐ ɡɐnɐbɐɾɐ ɛ
-ɐdʒɐzensiɐs, ɛʃtɛ mɐɡmɐtiʃmo ɛʃta ɾɛpʁɛzɛntɐdo pɛlos stokks do tinɡa, mɛndɐnɐ,
-tɐnɡa, sowɐɾino, ɾio bonito ɛ moʁo dɛ sɐ̃w̃ ʒowɐ̃w̃, os pluɡs dɛ sɛʁɐ dos tomɐzɛs,
-mɐɾɐpiku, itaẃnɐ, monʒolos, itɐboɾaj́, kowuntɾj klub ɛ kɐbo fɾio, ɛntɾɛ owutʁos,
-ɐlem dɛ inumɛɾos dikʷɛs. dɐtɐsõj̃s ʒɛokʁonolɔʒikɐs indikɐm idɐdɛs ɛntɾɛ 72 mɐ
-pɐɾɐ o mɛndɐnɐ ɛ 52 mɐ pɐɾɐ kɐbo fɾio. os koɾpos mɐjoɾɛs sɐ̃w̃ kɐɾɐktɛɾizɐdoʃ
-pɛtʁoɡʁɐfikɐmɛntɛ poɾ umɐ ɐʃsoziɐsɐ̃w̃ felsikɐ, konstituj́dɐ poɾ siɛnitos ɛ
-nɛfɛlinɐ siɛnitos kʷɛ ɾɛpʁɛzɛntɐm ɐs ɾokɐs pɾɛdominɐntɛs. ɛstɛɾnɐmɛntɛ ɐo
-ɡɾabɛn dɐ ɡɐnɐbɐɾɐ, no sew flɐnko sul, sɛ ɛnkontɾɐ ɐ sujtɛ ɐlkɐlinɐ dɐ ilɐ dɛ
-kɐbo fɾio kʷɛ ɛʃta kolokɐdɐ pɐɾsiɐlmɛntɛ nɐ aɾɛɐ mɐɾinɐ ɛ sɛ ɛnkontɾɐ dɛntɾo
-dos limitɛs do lɛvɐntɐmɛnto ɐɛɾomɐɡnɛtometʁiko koʁɛʃpondɛntɛ a aɾɛɐ dɛʃtɛ
-tɾɐbɐlo. dɛvido ɐo sew pozisionɐmɛnto, sɛ konstituj, poɾtɐnto, ɛm um dos ɐlvoʃ
-pɐɾɐ dɛtɐlɐmɛnto nɛʃtɐ pɛʃkʷizɐ. sɛɡʷindo ɐ dɛʃkɾisɐ̃w̃ dɛ fɛʁɐɾi (2001), ɐ
-suj́tɛ ɐlkɐlinɐ dɐ ilɐ dɛ kɐbo fɾio ɐpʁɛzɛntɐ suɐ mɐjoɾ aɾɛɐ dɛ okoʁensiɐ nɛʃtɐ
-ilɐ kʷɛ tɛm powuko majs dɛ 6 km² dɛ aɾɛɐ. koɾpos mɛnoɾɛs okoʁɛm no pontɐl do
-ɐtɐlɐjɐ, ɛm umɐ ɛʃtɾɛjtɐ fajksɐ, ʒunto as pɾajnɐs, ɛ nɐ foɾmɐ dɛ um pɛkʷɛno pluɡ
-izolɐdo no moʁo do foɾno, todos situɐdos nɐ ɾɛʒiɐ̃w̃ dɛ ɐʁɐjɐl do kɐbo (fiɡʁɐ
-2.5). o koɾpo pɾinsipɐl, ɐfloɾɐntɛ nɐ ilɐ dɛ kɐbo fɾio, e ɐlonɡɐdo nɐ diɾɛsɐ̃w̃
-nɛ-sw poɾ sɛɾkɐ dɛ 4 km ɛ tɛm umɐ lɐɾɡɾɐ mediɐ dɛ ɐpʁoksimɐdɐmɛntɛ 2 km. ɛlɛ e
-totɐlmɛntɛ konstituj́do poɾ ɾokɐs ɐlkɐlinɐs felsikɐs, insɐtuɾɐdɐs (nɛfɛlinɐ
-siɛnito) ɐ supɛɾsɐtuɾɐdɐs (kɐɾtzo siɛnito) (fiɡʁɐ 2.5). os dikʷɛs ɐʃsoziɐdos a
-suj́tɛ sɛ ɐpʁɛzɛntɐm pɾɛdominɐntɛmɛntɛ felsikos, tɾɐkʷitikos ɛ fonolitikos, ɛ,
-suboɾdinɐdɐmɛntɛ, sɛ ɛnkontɾɐm tipos mɛnos ɛvoluj́dos, komo lɐmpɾɔfiɾos ɛ bɐzɐlto
-ɐlkɐlino. ɐs ɛnkajksɐntɛs dɐ suj́tɛ dɐ ilɐ dɛ kɐbo fɾio sɐ̃w̃ konstituj́dɐʃ
-ʒɛnɛɾikɐmɛntɛ poɾ ɾokɐs ɡɾɐnitõj̃dɛs, miɡmɐtitikɐs, inklujndo mɛtɐbɐzitoʃ
-tipikos, ɐpʁɛzɛntɐndo umɐ foliɐsɐ̃w̃ bɛm mɐɾkɐdɐ, dɛ bajkso anɡlo,
-pɾɛdominɐntɛmɛntɛ oɾiɛntɐdɐ sɛɡndo ɐ diɾɛsɐ̃w̃ nɛ-sw (fɛʁɐɾi 2001). ajndɐ,
-konfoɾmɛ ɐ dɛʃkɾisɐ̃w̃ dɛʃtɛ awtoɾ, os kontɐtos dɐ suj́tɛ ɐlkɐlinɐ kom ɐʃ
-ɛnkajksɐntɛs, nɐ poɾsɐ̃w̃ kontinɛntɐl, sɐ̃w̃ infɛɾidos, tɐnto no moʁo do foɾno, ondɛ
-okoʁɛm ɐpɛnɐs blokos dɛ nɛfɛlinɐ siɛnito ɡɾoʃsɛjɾo kom bolsõj̃s pɛɡmɐtõj̃dɛs,
-komo no pontɐl do ɐtɐlɐjɐ, ʒunto as pɾajnɐs, ondɛ podɛm sɛɾ viʃtos ɐlɡnʃ
-ɐfloɾɐmɛntos ʒunto ɐo mɐɾ. o kontɐto kom o ɛmbɐzɐmɛnto, nɐ fɐzɛ sudɛʃtɛ dɐ ilɐ,
-okoʁɛ komo umɐ fajksɐ ɛʃpɛʃsɐ dɛ bɾɛkɐ dɛ mɐtʁiz tɾɐkʷitikɐ, kom ksɛnɔlitos dɛ
-siɛnito, tɾɐkʷito, fonolito ɛ ɡnajʃsɛ. o mɛʃmo awtoɾ sɐliɛntɐ kʷɛ ɛʃsɐ bɾɛkɐ e
-koɾtɐdɐ poɾ dikʷɛs dɛ tɾɐkʷito kom ɐte 1,5m dɛ ɛʃpɛʃsuɾɐ. kontinuɐndo ɐ
-dɛʃkɾisɐ̃w̃ dɛ fɛʁɐɾi (2001), sɐ̃w̃ ɛnkontɾɐdɐs bɾɛkɐs sɛmɛlɐntɛs nos kontɐtos do
-tɾɐkʷito kom o nɛfɛlinɐ siɛnito, ondɛ pudɛɾɐm sɛɾ kɐɾɐktɛɾizɐdɐs komo
-intɾuzivɐs, konstitujndo dikʷɛs intɾudidos no tɾɐkʷito, kom ksɛnɔlitos dɛ
-tɾɐkʷito ɛ nɛfɛlinɐ siɛnito. no kontɐto sudowɛʃtɛ okoʁɛ um uniko dikʷɛ dɛ bɾɛkɐ
-kom powuko majs dɛ 30 km dɛ ɛʃpɛʃsuɾɐ, ɛnkɐnto no kontɐto noɾdɛʃtɛ okoʁɛm dowiʃ
-dikʷɛs, um dɛlɛs, dɛ diɾɛsɐ̃w̃ nɛ-sw, kom ɐpʁoksimɐdɐmɛntɛ 20m dɛ ɛʃpɛʃsuɾɐ, kõ
-ʃɛnɔlitos ɐte metʁikos. os kɐɾtzo siɛnitos kʷɛ okoʁɛm nɐ poɾsɐ̃w̃ sudowɛʃtɛ dɐ
-ilɐ moʃtɾɐm umɐ nitidɐ oɾiɛntɐsɐ̃w̃ dɛ flukso, ɐzɛntuɐdɐ pɛlo ɐkɐtɐmɛnto dɛ
-ʃɛnɔlitos dɛ ɐnfibolito ɛ ɡnajʃsɛ diʒɛɾidos. ɐ idɐdɛ dɐ suj́tɛ ɐlkɐlinɐ dɐ ilɐ
-dɛ kɐbo fɾio podɛ sɛɾ pozisionɐdɐ ɛm toɾno dɛ 52 mɐ (ɛozɛno) dɛ ɐkoɾdo kõ
-ɐnalizɛ ɾɛɐlizɐdɐ poɾ fɛʁɐɾi (2001) utilizɐndo ɐɾ-ɐɾ, ɛm ɾokɐ totɐl, pɐɾɐ ũ
-dikʷɛ dɛ fonolito kʷɛ koɾtɐ ɐs ɛnkajksɐntɛs. mɐpɐ ʒɛolɔʒiko dɐ ɾɛʒiɐ̃w̃ dɛ ɐʁɐjɐl
-do kɐbo, dɛʃtɐkɐndo o komplɛkso ɐlkɐlino dɐ ilɐ dɛ kɐbo fɾio, modifikɐdo dɛ limɐ
-ɛ kiɛvɛɡɐtto (1974), ɾɛjs ɛt ɐl. (1976) ɛ ɐɾawʒo (1995). fiɡʁɐ ɛstɾaj́dɐ dɛ
-fɛʁɐɾi (2001) 2.2.3.4 ipɔtɛzɛs sobʁɛ ɐ oɾiʒɛm do ɾksb ɐ oɾiʒɛm ɛ ɛvolusɐ̃w̃ do
-pɾowɛminɛntɛ ɾɛlɛvo ɛʃkɐɾpɐdo dɐs sɛʁɐs do mɐɾ ɛ mɐntikʷɛjɾɐ kʷɛ ɐkompɐnɐ ɐ
-mɐɾʒɛm do kontinɛntɛ nɐ ɾɛʒiɐ̃w̃ sudɛʃtɛ konstituj ɐʃsunto dɛ ɡɾɐndɛ kontɾoveɾsiɐ.
-awtoɾɛs komo ɐlmɛjdɐ ɛ kɐɾnɛjɾo (1998) ɛ zɐlan ɛ olivɛjɾɐ (2005) dɛzɛnvolvɛɾɐ̃
-ipɔtɛzɛs kʷɛ buʃkɐm dɛʃkɾɛvɛɾ os ɛvɛntos tɛktonikos kʷɛ pɾoduziɾɐm ɛ modɛlɐɾɐ̃
-o siʃtɛmɐ dɛ ɾiftɛs kʷɛ dew oɾiʒɛm as kɐdɛjɐs dɛ sɛʁɐs, bɐzɛɐndo-sɛ ɛ̃
-obsɛɾvɐsõj̃s ʒɛolɔʒikɐs ɛ ʒɛomoɾfolɔʒikɐs nɐs bɐziɐs sɛdimɛntɐɾɛs ɐʃsoziɐdɐs ɛ
-nos siʃtɛmɐs dɛ sɛʁɐs ɐdʒɐzɛntɛs. ɐlmɛjdɐ ɛ kɐɾnɛjɾo (1998) diʃkutɛm ɐ ɛvolusɐ̃w̃
-dɛ tajs fɛjsõj̃s impɐɾɛs dɐ boɾdɐ ɐtlantikɐ do kontinɛntɛ kom bɐzɛ no mɐpɛɐmɛnto
-ɛ dɐtɐsɐ̃w̃ dɐs supɛɾfiziɛs dɛ ɛɾozɐ̃w̃ do ʒɐpi ɛ owutʁɐs majs novɐs, kuʒos indizioʃ
-sɐ̃w̃ ɛnkontɾɐdos no plɐnɐlto ɐtlantiko. ɛʃtɛ ɛʃtudo fowi difikultɐdo pɛlo pɛkʷɛno
-volumɛ dɛ lɛvɐntɐmɛntos ɛm ɛʃkɐlɐ dɛ dɛtɐlɛ ɐo lonɡo dɛʃsɛs dominioʃ
-ɛʃkɐɾpɐdos, mujtɐs vɛzɛs dɛ difizil ɐzɛʃso ɛ ɾɛkobɛɾtos poɾ dɛnsɐ vɛʒɛtɐsɐ̃w̃.
-ɛntɾɛtɐnto, o ɡɾɐndɛ volumɛ dɛ konɛzimɛnto ɐdkʷiɾido sobʁɛ ɐ bɐziɐ dɛ sɐntoʃ
-nos ultimos ɐnos, ɐpontɐ pɐɾɐ o fɐto dɛ kʷɛ, duɾɐntɛ o tɛɾsiaɾio, ɐ ɛvolusɐ̃w̃ do
-ʁɛlɛvo ɾɛʒionɐl ɐdʒɐzɛntɛ tɛnɐ ɐfɛtɐdo ɡɾɐndɛ pɐɾtɛ dos ɾɛʒiʃtɾos sɛdimɛntɐɾɛʃ
-sinkɾonikos dɛʃtɐ bɐziɐ, o kʷɛ pɾoduziw mujtɐs ɛvidensiɐs ɛ pɾovɐs dɛ kʷɛ ɐʃ
-ɛʃkɐɾpɐs dɐ sɛʁɐ do mɐɾ dɛzɛnvolvɛɾɐm-sɛ bɛm majs ɐ lɛʃtɛ kʷɛ ɐ pozisɐ̃w̃
-ʒɛoɡʁafikɐ ɐtuɐl. ajndɐ ɛʃtɛs awtoɾɛs dɛfɛndɛm ɐ ipɔtɛzɛ dɛ kʷɛ ɐ mudɐnsɐ pɐɾɐ
-ɐtuɐl pozisɐ̃w̃ dɐ sɛʁɐ e pɾinsipɐlmɛntɛ dɛvidɐ ɐo ɾɛkuo ɛɾozivo difɛɾɛnsiɐl,
-kondizionɐdo pɛlɐs ɛʃtɾutuɾɐs ɛ unidɐdɛs litolɔʒikɐs pɾe-kɐmbɾiɐnɐs. zɐlan ɛ
-olivɛjɾɐ (2005) ɐɾɡmɛntɐm, bɐzɛɐdos no ɛʃtɐdo dɐ ɐɾtɛ do konɛzimɛnto ʒɛolɔʒiko
-do nɛokʁɛtazɛo ɐo sɛnozõj̃ko do sudɛʃtɛ do bɾɐzil, kʷɛ ɛʃtɐ ɾɛʒiɐ̃w̃ nɐ̃w̃ sɛ
-konstituju ɛm umɐ tipikɐ mɐɾʒɛm pɐʃsivɐ tɐl komo pɾɛkonizɐdɐ nɐ vizɐ̃w̃ klaʃsikɐ
-dɐ tɛoɾiɐ dɐ tɛktonikɐ dɛ plɐkɐs. pɾopõj̃m ɛʃtɛs awtoɾɛs kʷɛ sɛɾkɐ dɛ 25 mɐ ɐpɔʃ
-sɛʃsɐdɐ ɐ fɐzɛ ɾiftɛ (134-114 mɐ) iniziowu-sɛ um lɛvɐntɐmɛnto dɛ nɐtuɾɛzɐ
-ɛpiɾoʒɛnetikɐ dɐ kɾoʃtɐ kontinɛntɐl ɛm ɾɛʃpoʃtɐ a pɐʃsɐʒɛm dɐ plɐkɐ
-sul-ɐmɛɾikɐnɐ sobʁɛ umɐ ɐnomɐliɐ teɾmikɐ. ot spot dɛ tɾindɐdɛ ? tɐl modɛlo dɛ
-sowɛɾɡʷimɛnto kɾuʃtɐl ʒa ɐviɐ sido pɾopoʃto poɾ fɛʁɐɾi (2001) komo o pɾozɛʃso
-dɛzɛnkɐdɛɐdoɾ do ɾiftɛɐmɛnto ɛopɐlɛozeniko kʷɛ ɾɛzultowu nɐ implɐntɐsɐ̃w̃ do ɡɾabɛ̃
-dɐ ɡɐnɐbɐɾɐ insɛɾido no ɾksb. ajndɐ dɛ ɐkoɾdo kom os awtoɾɛs supʁɐzitɐdos, ɛʃtɛ
-sowɛɾɡʷimɛnto nɛokʁɛtazɛo (89-65 mɐ) fowi ɐkompɐnɐdo dɛ intɛnso mɐɡmɐtiʃmo dɛ
-nɐtuɾɛzɐ ɐlkɐlinɐ sobʁɛ kɾoʃtɐ kontinɛntɐl nɐ̃w̃-ɐfinɐdɐ ɛ dɛ nɐtuɾɛz�� bazikɐ
-sobʁɛ kɾoʃtɐ ɐfinɐdɐ. um mɛɡɐplɐnɐlto dɛ sɛɾkɐ dɛ 300.000 km² (sɛʁɐ do mɐɾ
-kɾɛtazɛɐ) fowi foɾmɐdo duɾɐntɛ ɛʃtɛ pɛɾiodo ɛ tɾɐnsfoɾmowu-sɛ nɐ pɾinsipɐl
-aɾɛɐ-fontɛ dɛ sɛdimɛntos koniɐziɐnos-mɐɐʃtɾiktiɐnos dɐs bɐziɐs dɛ sɐntos,
-kɐmpos ɛ pɐɾɐna. ɐo finɐl dɛ sew sowɛɾɡʷimɛnto, ɛksɐtɐmɛntɛ no limitɛ
-kɾɛtazɛo/tɛɾsiaɾio, umɐ supɛɾfiziɛ dɛ ɐplajnɐmɛnto (supɛɾfiziɛ ʒɐpi) nivɛlowu-o
-ɛm toɾno dɛ 2000 m ɛm ɾɛlɐsɐ̃w̃ ɐo nivɛl do mɐɾ ɐtuɐl. ɛʃtɛ imɛnso volumɛ dɛ ɾokɐ
-sowɛɾɡʷidɐ poʃsuj́ɐ suɐ boɾdɐ oɾiɛntɐl ɐdʒɐzɛntɛ as aɾɛɐs subsidɛntɛs dɐs bɐziɐʃ
-dɛ sɐntos ɛ kɐmpos. tɐl situɐsɐ̃w̃ toɾnowu-sɛ izoʃtɐtikɐmɛntɛ instavɛl, ɛ o kolɐpso
-ɡɾɐvitɐzionɐl do mɛɡɐplɐnɐlto ɛm diɾɛsɐ̃w̃ as aɾɛɐs dɛpʁimidɐs iniziowu-sɛ 7 mɐ
-ɐpɔs ɐ sɛʃsɐsɐ̃w̃ do sowɛɾɡʷimɛnto. duɾɐntɛ bowɐ pɐɾtɛ do sɛnozõj̃ko (58-20 mɐ) ɐ
-kɾoʃtɐ kontinɛntɐl fɛndew-sɛ ɛ ɐfundowu ɛm divɛɾsɐs aɾɛɐs linɛɐɾɛs foɾmɐndo
-koʁɛdoɾɛs dɛ ɡɾabɛns (ɾiftɛs) pɐɾɐlɛlos a koʃtɐ. o ɐntiɡo limitɛ oɾiɛntɐl dɐ
-sɛʁɐ do mɐɾ kɾɛtazɛɐ kowinsidiɐ kom ɐ ɐtuɐl linɐ dɛ kɐɾnɛjɾɐ dɐs bɐziɐs dɛ
-sɐntos ɛ kɐmpos. os ɾɛmɐnɛʃsɛntɛs topoɡʁafikos dɛʃtɛ mɛɡɐplɐnɐlto konstituɛ̃
-oʒɛ ɐs pɐɾtɛs ɐltɐs dɐs sɛʁɐs do mɐɾ ɛ dɐ mɐntikʷɛjɾɐ, modifikɐdɐs poɾ ɾɛbɐtɛ
-ɛlaʃtiko ɛ bɐʃkulɐmɛnto dos blokos. ɐlmɛjdɐ ɛ kɐɾnɛjɾo (1998) konsidɛɾɐm kʷɛ o
-ʁɛlɛvo ɛ mujtɐs ɛʃtɾutuɾɐs obsɛɾvɐdɐs no ɾksb nɐ̃w̃ sɐ̃w̃ dɛ oɾiʒɛm tɛktonikɐ ɛ sĩ
-ʁɛzultɐntɛs do ɾɛkuo ɛɾozivo dɛ ɛʃkɐɾpɐs dɐ sɛʁɐ ɛ ɛɾozɐ̃w̃ difɛɾɛnsiɐl dɛ
-mɐzisos ɾokozos mujto divɛɾsifikɐdos, konklujndo kʷɛ ɐ sɛʁɐ do mɐɾ nɐ̃w̃
-ɐpʁɛzɛntɐ ɛvidensiɐs dɛ impoɾtɐntɛs fɐlɐmɛntos nɛotɛktonikos ɛm sew sitio
-ɐtuɐl. ʒa o tɾɐbɐlo dɛ zɐlan ɛ olivɛjɾɐ (2005) ɛnfɐtizɐ ɐ oɾiʒɛm tɛktonikɐ pɐɾɐ
-ɐ kɐzɛ totɐlidɐdɛ dɐs fɛjsõj̃s obsɛɾvɐdɐs no ɾksb. ɐɾɡmɛntɐm ɛlɛs kʷɛ o pɐdʁɐ̃w̃
-ʁɛtilinɛo ɛ os dɛʃnivɛjs ɐbʁuptos dɐ sɛʁɐ do mɐɾ dɛvɛm ɾɛpʁɛzɛntɐɾ fɐlɐmɛntoʃ
-noɾmajs ɐ tɾɐnstɛnsionajs sɛnozõj̃kos, situɐdos mujto pɾɔksimos dɐs ɐtuajʃ
-ɛʃkɐɾpɐs ɾɛzɛʃsivɐs, ɾɛʃponsavɛjs pɛlo ɐbɐtimɛnto dɛ todo o ɛmbɐzɐmɛnto ɾɐzo
-situɐdo ɛntɾɛ ɛʃtɐs ɛʃkɐɾpɐs ɛ ɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ dɐs bɐziɐs dɛ
-sɐntos ɛ kɐmpos. tɾɐbɐlos dɛ nɛotɛktonikɐ ɐo lonɡo dɐ koʃtɐ tem koʁoboɾɐdo ɐ
-nɐtuɾɛzɐ tɛktonikɐ dɛʃtɐs ɛʃkɐɾpɐs (ɾikkomini ɛt ɐl. 1989 ɛm zɐlan ɛ olivɛjɾɐ
-2005). zɐlan ɛ olivɛjɾɐ (2005) dɛfinɛm ɛm sew ɛʃtudo kɐtʁo ɡɾɐndɛs ɾiftɛs owu
-koʁɛdoɾɛs dɛ ɡɾabɛns intɛɡʁɐntɛs do ɾksb kʷɛ sɐ̃w̃: pɐɾaj́bɐ do sul, litoɾanɛo,
-ʁibɛjɾɐ ɛ mɐɾitimo. ɛʃtɛ ultimo kontɛndo ɾomboɡʁabɛns suʒɛɾidos nɐ plɐtɐfoɾmɐ
-kontinɛntɐl dɐ bɐziɐ dɛ sɐntos ɐtʁɐves dos mɛʃmos dɐdos ɐɛɾomɐɡnetikos dɛ ɐltɐ
-ʁɛzolusɐ̃w̃ ɛmpɾɛɡɐdos no pɾɛzɛntɛ tɾɐbɐlo. ɛʃtɛs awtoɾɛs, ɐo utilizɐɾɛm ɛʃtɛʃ
-dɐdos, ɛmpɾɛɡɐɾɐm umɐ ɐboɾdɐʒɛm puɾɐmɛntɛ kɐlitɐtivɐ pɐɾɐ dɛlinɛɐsɐ̃w̃ doʃ
-ʁɛfɛɾidos ɡɾabɛns. komo os ɾiftɛs mɐɾitimo ɛ litoɾanɛo sɛ mɐnifɛʃtɐm nɐ aɾɛɐ
-ɐbʁɐnʒidɐ poɾ ɛʃtɐ pɛʃkʷizɐ, sɛɾa dɐdɐ ɐ sɛɡʷiɾ umɐ suzintɐ dɛʃkɾisɐ̃w̃ dos mɛʃmoʃ
-dɛ ɐkoɾdo kom ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ zɐlan ɛ olivɛjɾɐ (2005). ɾiftɛ litoɾanɛo:
-ɛnɡlobɐ, dɛ lɛʃtɛ pɐɾɐ owɛʃtɛ, os ɡɾabɛns dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃, ɡɐnɐbɐɾɐ,
-ubɐtubɐ, sɐntos, ɾibɛjɾɐ do iɡɐpɛ, kɐnɐnejɐ ɛ pɐɾɐnɐɡa (fiɡ.2.6). o ɡɾabɛn dɐ
-bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ (fiɡʁɐs 2.2 ɛ 2.3), inkluj́do nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ, fowi
-ɛʃtudɐdo poɾ moʁiɐk ɛ bɐʁos (1990) ɛ nɐ̃w̃ poʃsuj dɛpɔzitos sɛdimɛntɐɾɛs ɛ̃
-tɛʁɐ. okoʁɛm somɛntɛ sɛdimɛntos intɛɾpɾɛtɐdos komo ɡɾupo bɐʁɛjɾɐs ɾɛʃtɾitos a
-zonɐ bɾɛkɐdɐ dɐ fɐlɐ do paj vitɔɾio (ɛjlbɾon ɛt ɐl. 2000). poʃsuj,
-ɛntɾɛtɐnto, ɛspɾɛʃsɐ̃w̃ ɛm siʃmikɐ dɛ ɾɛflɛksɐ̃w̃ ɛm suɐ poɾsɐ̃w̃ mɐɾitimɐ. o ɡɾabɛn dɐ
-ɡɐnɐbɐɾɐ (fiɡʁɐs 2.2 ɛ 2.3), kʷɛ sɛ ɛʃtɛndɛ nɐ aɾɛɐ ɛmɛɾsɐ ɐdʒɐzɛntɛ a aɾɛɐ
-dɛʃtɐ pɛʃkʷizɐ, fowi ɐnɐlizɐdo ɛʃtɾutuɾɐlmɛntɛ poɾ fɛʁɐɾi (1990, 2001). zɐlã
-(2004ɐ ɛm zɐlan ɛ olivɛjɾɐ 2005) subdividiw-o nos sub-ɡɾabɛns dɐ baj́ɐ,
-ɡɐndu-sɛpɛtibɐ ɛ pɐɾɐtj; sɛpɐɾɐdos poɾ um divizoɾ dɛ aɡɐs (zonɐ dɛ
-tɾɐnsfɛɾensiɐ tinɡa-tiʒukɐ) ɛ pɛlɐ ɾɛʒiɐ̃w̃ ɾikɐ ɛm ilɐs kʷɛ sɛpɐɾɐ ɐs baj́ɐs dɛ
-sɛpɛtibɐ ɛ dɐ ilɐ ɡɾɐndɛ (zonɐ dɛ ɐkomodɐsɐ̃w̃ ilɐ ɡɾɐndɛ-sɛpɛtibɐ). o pɛɾfil
-dos ɡɾabɛns e invɐɾiɐvɛlmɛntɛ ɐʃsimetʁiko, ɐpʁɛzɛntɐndo ɐ boɾdɐ fɐlɐdɐ sɛmpɾɛ
-no sope dɐ sɛʁɐ do mɐɾ kom dɛʃnivɛjs vɐɾiɐndo dɛ 1200 ɐ 20 m. ɾiftɛ mɐɾitimo :
-dɛvido a pɛkʷɛnɐ kɐntidɐdɛ dɛ dɐdos siʃmikos ɛksiʃtɛntɛs pɾɔksimos a koʃtɐ, zɐlã
-ɛ olivɛjɾɐ (2005) lɐnsɐɾɐm mɐ̃w̃ dɛ dɐdos potɛnsiajs komo pɾinsipɐl fɛʁɐmɛntɐ nɐ
-invɛʃtiɡɐsɐ̃w̃ do ɛmbɐzɐmɛnto ɐdʒɐzɛntɛ as bɐziɐs dɛ kɐmpos ɛ sɐntos. fizɛɾɐm umɐ
-ɐnalizɛ kompɐɾɐtivɐ dɛʃtɛs dɐdos, sobʁɛ ɐs aɾɛɐs mɐɾitimɐs, kom os mɐpɐʃ
-ʒɛolɔʒikos dɐ ɾɛʒiɐ̃w̃ ɛmɛɾsɐ ɐdʒɐzɛntɛ, ɐtʁɐves dɛ umɐ ɐboɾdɐʒɛm puɾɐmɛntɛ
-kɐlitɐtivɐ. vɛɾifikɐɾɐm os awtoɾɛs, kʷɛ o dɛzɐfio mɐjoɾ sɛɾiɐ difɛɾɛnsiɐɾ ɐʃ
-ɐnomɐliɐs mɐɡnetikɐs ɾɛɐlmɛntɛ kawzɐdɐs pɛlɐ mudɐnsɐ nɐ pɾofundidɐdɛ do topo do
-ɛmbɐzɐmɛnto, dɐkʷɛlɐs ɐʃsoziɐdɐs as suɐs vɐɾiɐsõj̃s litolɔʒikɐs. obʒɛtivɐndo
-minimizɐɾ ɛʃtɐ ɐmbiɡ̈idɐdɛ, pɾokuɾɐɾɐm ɐkompɐnɐɾ ɐ kontinujdɐdɛ mɐɾ ɐdɛntɾo doʃ
-dominios tɛktonikos mɐpɛɐdos ɛm tɛʁɐ ɛ suɐs ɾɛʃpɛktivɐs ɐʃsinɐtuɾɐs ʒɛofizikɐs,
-vizɐndo ɐnɐlizɐɾ o kompoɾtɐmɛnto do ɛmbɐzɐmɛnto nɐ aɾɛɐ dɐ plɐtɐfoɾmɐ
-kontinɛntɐl. vɛɾifikɐɾɐm tɐmbem, os ɾɛfɛɾidos awtoɾɛs, kʷɛ nos mɐpɐs ʒɛolɔʒikoʃ
-do sudɛʃtɛ bɾɐzilɛjɾo ɐs ɛstɛnsɐs zonɐs dɛ sizɐlɐmɛnto dɛ diɾɛsɐ̃w̃ nɛ/sw no
-ɛmbɐzɐmɛnto ʒɛɾɐm um pɐdʁɐ̃w̃ ʒɛometʁiko ɾombiko/siɡmowidɐl ɾɛkoʁɛntɛ ɛntɾɛ ɐʃ
-divɛɾsɐs unidɐdɛs pɾe-kɐmbɾiɐnɐs, ɛ kʷɛ, poɾ vɛzɛs, kontɾolɐm ɐ instɐlɐsɐ̃w̃ doʃ
-ʁiftɛs sɛnozõj̃kos. ɛʃtɐ ɛʃtɾutuɾɐsɐ̃w̃, ɛm suɐ mɐjoɾ pɐɾtɛ, e pɐɾɐlɛlɐ a linɐ dɛ
-koʃtɐ, ɛsɛto ɛm duɐs ɾɛʒiõj̃s, ondɛ ɛʃtɐ kɾuzɐ o ɐɾkɐbowuso do ɛmbɐzɐmɛnto, owu
-sɛʒɐ, no litoɾɐl noɾtɛ dɛ sɐntɐ kɐtɐɾinɐ (mɛtɐmoɾfitos do ɡɾupo bɾuʃkʷɛ,
-ɛjlbɾon ɛt ɐl. 2004 ɛm zɐlan ɛ olivɛjɾɐ 2005) ɛ nɐ ɾɛʒiɐ̃w̃ dɛ mɐɾika, no litoɾɐl
-fluminɛnsɛ (oɾtoɡnajʃsɛs ɛ ɾokɐs supʁɐkʁuʃtajs do tɛʁɛno kɐbo fɾio, ɛjlbɾõ
-ɛt ɐl. 2000, owu dominio tɛktoniko kɐbo fɾio, dtkf, skmitt ɛt ɐl. 2004 ɛm zɐlã
-ɛ olivɛjɾɐ 2005). sɛɡndo os awtoɾɛs, ɛʃtɐ situɐsɐ̃w̃ awksiliɐ ɐ intɛɾpɾɛtɐsɐ̃w̃,
-powis pɾopiziɐ ɐ ɛstɛnsɐ̃w̃ pɐɾɐ ɐ plɐtɐfoɾmɐ dos tɛʁɛnos ɐfloɾɐntɛs. ɛʃtɛʃ
-dominios (ɾokɐs supʁɐkʁuʃtajs) tem um pɐdʁɐ̃w̃ mɐɡnetiko dɛ bajksɐ fɾɛk̈ensiɐ kʷɛ
-kontɾɐʃtɐ kom ɐs unidɐdɛs vizinɐs, mujto sɛmɛlɐntɛ ɐo kʷɛ sɛ ɛʃpɛɾɐɾiɐ no kɐzo
-do ɐbɐtimɛnto dɛ blokos dɛ mɛʃmɐ nɐtuɾɛzɐ mɐɡnetikɐ. ajndɐ sɛɡndo os mɛʃmoʃ
-awtoɾɛs, umɐ situɐsɐ̃w̃ obsɛɾvɐdɐ nos mɐpɐs ɛ dɛ difizil modɛlɐʒɛm ɛm pɛɾfil e ɐ
-mudɐnsɐ no pɐdʁɐ̃w̃ dɛ fɾɛk̈ensiɐ dɐs ɐnomɐliɐs mɐɡnetikɐs ʒunto a kɐɾnɛjɾɐ. ɐ
-ɐbʁuptɐ ɐtɛnuɐsɐ̃w̃ dɛ ɐmplitudɛs ɛ o awmɛnto dos kompɾimɛntos dɛ ondɐ obsɛɾvɐdoʃ
-ʒunto ɐo bloko bajkso sɐ̃w̃, poɾ vɛzɛs, ɐkompɐnɐdos poɾ um fɛjksɛ dɛ ɐnomɐliɐs dɛ
-ɐltɐ fɾɛk̈ensiɐ pɐɾɐlɛlɐs a kɐɾnɛjɾɐ no bloko ɐlto. ɛʃtɐs ɐnomɐliɐs pɐɾɛzɛ̃
-ɛʃtɐɾ ɐʃsoziɐdɐs ɐ um inkɾɛmɛnto dɛ dɛfoɾmɐsɐ̃w̃ ʒunto a kɐɾnɛjɾɐ ondɛ, tɐlvɛz, ɐ
-flɛksɐ̃w̃ pɐɾɐ bajkso do ɛmbɐzɐmɛnto ʒɛɾɛ umɐ ɡɾɐndɛ dɛnsidɐdɛ dɛ fɐlɐʃ
-diʃtɛnsionajs ɐpikajs (kɛjʃtonɛ fawltinɡ), pɐɾɐlɛlɐs ɐo dɛɡʁaw mɐjoɾ. oʃ
-supʁɐzitɐdos awtoɾɛs, fɐzɛndo umɐ ɐnalizɛ kompɐɾɐtivɐ kom fɐlɐs obsɛɾvɐdɐs noʃ
-mɐpɐs ʒɛolɔʒikos, pudɛɾɐm tɾɐsɐɾ dominios dɛ bajksɐ fɾɛk̈ensiɐ, obsɛɾvɐdos no
-mɐpɐ mɐɡnetiko, kɐndidɐtos a kɐlɐs sɛnozõj̃kɐs komo moʃtɾɐm ɐs aɾɛɐs dɛ numɛɾo
-15 nɐ fiɡʁɐ 2.6. um ɛlɛmɛnto ɐdizionɐl ɐ sɛɾ lɛvɐdo ɛm konsidɛɾɐsɐ̃w̃ e ɐ
-mɐɡnitudɛ do dɛʃnivɛl ɛʃpɛɾɐdo pɐɾɐ tajs kɐlɐs infɛɾidɐs. ɐ kɐɾnɛjɾɐ kɾɛtazɛɐ
-dɐ bɐziɐ dɛ sɐntos, poɾ ɛksɛmplo, ɛksibɛ dɛʃnivɛjs dɛ ɐte 5 km ɛntɾɛ os blokoʃ
-ɐlto ɛ bajkso. os dɛʃnivɛjs topoɡʁafikos obsɛɾvɐdos nɐs kɐlɐs intɾɐ-montɐnɐs do
-vɐlɛ do pɐɾaj́bɐ podɛm kɛɡɐɾ ɐ 2 km ɛ ɐo nivɛl do ɛmbɐzɐmɛnto ɐte ɐ 3 km komo
-obsɛɾvɐm ɛʃtɛs mɛʃmos awtoɾɛs. nɐ poɾsɐ̃w̃ mɐɾitimɐ, poɾem, kɐlɐs sɛnozõj̃kɐʃ
-mɐpɛɐdɐs poɾ siʃmikɐ nɐ ɾɛʒiɐ̃w̃ do ɛmbɐzɐmɛnto ɾɐzo (ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃)
-ɐpʁɛzɛntɐɾɐm ɛm sews dɛpozɛntɾos pɾofundidɐdɛs maksimɐs ɛm toɾno dɛ 800 
-(moʁiɐk ɛ bɐʁos,1990). owutʁɐ ɐboɾdɐʒɛm dɛ zɐlan ɛ olivɛjɾɐ (2005) diz ɾɛʃpɛjto
-a kompɐɾɐsɐ̃w̃ dɐ ɐʃsinɐtuɾɐ mɐɡnetikɐ ɛksibidɐ pɛlɐs ilɐs (montɛ dɛ tɾiɡo, buzioʃ
-ɛ vitɔɾiɐ) kom intɾuzõj̃s ɐlkɐlinɐs nɐs sɛɾkɐniɐs dɐ ilɐ dɛ sɐ̃w̃ sɛbɐʃtiɐ̃w̃ (kõ
-tɾes stokks) ɛ kom pɐdʁõj̃s sɛmɛlɐntɛs no ɛmbɐzɐmɛnto ɾɐzo dɐ bɐziɐ dɛ sɐntos, o
-kʷɛ lɛs pɛɾmitiw suʒɛɾiɾ ɐ okoʁensiɐ dɛ divɛɾsos koɾpos ɐlkɐlinos nɐ aɾɛɐ
-submɛɾsɐ (fiɡʁɐ 2.6). ajndɐ nɛʃtɐ mɛʃmɐ fiɡʁɐ, podɛ-sɛ obsɛɾvɐɾ kʷɛ ɐ aɾɛɐ do
-pɾɛzɛntɛ tɾɐbɐlo (fiɡʁɐ 1.1) kontem ɐ ɛstɾɛmidɐdɛ noɾdɛʃtɛ dɛ umɐ dɐs kɐlɐʃ
-sɛnozõj̃kɐs, suʒɛɾidɐs poɾ ɛʃtɛs awtoɾɛs, nɐ plɐtɐfoɾmɐ, ɐlem dɛ umɐ intɾuzɐ̃w̃
-ɐlkɐlinɐ infɛɾidɐ ɛm suɐ boɾdɐ. e impoɾtɐntɛ notɐɾ tɐmbem kʷɛ nɐ poɾsɐ̃w̃ lɛʃtɛ dɐ
-aɾɛɐ ɛʃta inkluj́do o ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ (nº 15 no limitɛ lɛʃtɛ dɐ
-fiɡʁɐ 2.6). oɾɛjɾo ɛt ɐl.(2008) ɐpʁɛzɛntɐm um ɛʃtudo dɛtɐlɐdo sobʁɛ o
-mɐɡmɐtiʃmo pɔs-ɐptiɐno nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio, kom ɛstɛnsɐ̃w̃ pɐɾɐ ɐʃ
-bɐziɐs ɐdʒɐzɛntɛs, bɐzɛɐdo nɐ ɐnalizɛ dɛ dɐdos siʃmikos 2d ɛ 3d pɾozɛʃsɐdos kõ
-awksilio dɐ teknikɐ vɐ (um ɐtʁibuto siʃmiko dɛnominɐdo volumɛ dɛ ɐmplitudɛ). oʃ
-ʁɛzultɐdos obtidos nɛʃtɛ tɾɐbɐlo ɐpontɐm pɐɾɐ ɛksiʃtensiɐ dɛ divɛɾsɐs ɛʃtɾutuɾɐʃ
-vulkanikɐs foɾmɐdɐs poɾ ɛdifizios vulkanikos ɐlimɛntɐdos poɾ dikʷɛs subvɛɾtikajʃ
-intɛɾkɐlɐdos no pɐkotɛ sɛdimɛntɐɾ pɔs-ɐptiɐno. os mɛʃmos awtoɾɛs suʃtɛntɐm kʷɛ
-ɛʃtɛ vulkɐniʃmo ɾɛzultowu dɛ pɾozɛʃso dɛ ɾɛɐtivɐsɐ̃w̃ tɛktonikɐ kʷɛ ɐfɛtowu
-pɾinsipɐlmɛntɛ os ɐlinɐmɛntos dɛ diɾɛsɐ̃w̃ nw/sɛ ɛ suɐs intɛɾsɛsõj̃s kom ɐs fɐlɐʃ
-noɾmajs do ɾiftɛ. ɛʃtɐ ɾɛɐtivɐsɐ̃w̃ ɛ sew mɐɡmɐtiʃmo ɐʃsoziɐdo do ɛokʁɛtazɛo a
-bɐzɛ do ɛozɛno, kʷɛ inkluj ɐs divɛɾsɐs mɐnifɛʃtɐsõj̃s ɐlkɐlinɐs obsɛɾvɐdɐs no
-sudɛʃtɛ, sɛɾiɐ intɛɾpɾɛtɐdɐ, dɛntɾɛ owutʁos awtoɾɛs, poɾ zɐlan ɛ olivɛjɾɐ (2005)
-komo ɾɛzultɐntɛ dɐ dɛfoɾmɐsɐ̃w̃ kɾuʃtɐl impoʃtɐ poɾ umɐ ɐnomɐliɐ teɾmikɐ dɛ
-nɐtuɾɛzɐ mɐntelikɐ kʷɛ kawzowu ɡɾɐndɛ sowɛɾɡʷimɛnto ɾɛʒionɐl, komo mɛnsionɐdo
-ɐntɛɾioɾmɛntɛ. ɛntɾɛtɐnto, oɾɛjɾo ɛt ɐl. (2008) suʒɛɾɛm kʷɛ todo mɐɡmɐtiʃmo
-dɛʃtɛ pɛɾiodo tɛɾiɐ umɐ oɾiʒɛm liɡɐdɐ ɐo ɐlivio dɛ pɾɛʃsɐ̃w̃ pɾoduzido,
-pɾinsipɐlmɛntɛ, pɛlɐ ɾɛɐtivɐsɐ̃w̃ dɛ fɐlɐs pɾofundɐs kʷɛ ɐtinʒiɾɐm ɐ ɐʃtɛnoʃfɛɾɐ
-ɛ konstituj́ɾɐm impoɾtɐntɛs zonɐs dɛ tɾɐnsfɛɾensiɐ nɐ fɐzɛ ɾiftɛ (ɐs supʁɐzitɐdɐʃ
-diɾɛsõj̃s nw/sɛ). tɐl ɾɛɐtivɐsɐ̃w̃, poɾ konsɛɡʷintɛ, ɾɛzultowu dɛ kɐmpos dɛ tɛnsõj̃ʃ
-ʁɛʒionajs ɐʃsoziɐdos a dinamikɐ dɐ plɐkɐ sul-ɐmɛɾikɐnɐ. ɐ zonɐ dɛ fɾɐtuɾɐ
-kɾuzɛjɾo do sul, poɾ ɛksɛmplo, ɾɛzultɐntɛ dɐ dɛfoɾmɐsɐ̃w̃ kawzɐdɐ poɾ ɐkomodɐsɐ̃w̃ dɛ
-ɛʃfoɾsos intɾɐplɐkɐ, ɐpʁɛzɛntɐ suɐ ɛstɛnsɐ̃w̃ ɛm diɾɛsɐ̃w̃ ɐo kontinɛntɛ kowinsidɛntɛ
-kom impoɾtɐntɛ ɐlinɐmɛnto dɛ diɾɛsɐ̃w̃ nw/sɛ. ɐʃsoziɐdos ɐ ɛʃtɛ ɐlinɐmɛnto
-okoʁɛm ɐs mɐnifɛʃtɐsõj̃s vulkanikɐs obsɛɾvɐdɐs no ɐlto dɛ kɐbo fɾio. komo sɛɾa
-diʃkutido ɐdiɐntɛ nɛʃtɛ tɾɐbɐlo, ɛʃtɛ ɐlinɐmɛnto, ɐʃsoziɐdo a ɛstɛnsɐ̃w̃ dɐ zonɐ
-dɛ fɾɐtuɾɐ kɾuzɛjɾo do sul nɐ mɐɾʒɛm kontinɛntɐl, ɐpʁɛzɛntɐ notavɛl ɛspɾɛʃsɐ̃w̃
-mɐɡnetikɐ ɛ sew pɾolonɡɐmɛnto pɐɾɐ aɾɛɐ ɛmɛɾsɐ kowinsidɛ kom ɐ intɾuzɐ̃w̃ ɐlkɐlinɐ
-do moʁo dɛ sɐ̃w̃ ʒowɐ̃w̃. dɛ fɐto, ɐ intɛɾpɾɛtɐsɐ̃w̃ dos dɐdos mɐɡnetikos, ɾɛɐlizɐdɐ
-nɛʃtɐ tɛzɛ, pɐɾɛzɛ koʁoboɾɐɾ ɐs idejɐs dɛ oɾɛjɾo ɛt ɐl. (2008) ɾɛlɐtivɐs ɐo
-pɐpɛl dɛzɛmpɛnɐdo pɛlos ɐlinɐmɛntos nw/sɛ no pɾozɛʃso dɛ ɾɛɐtivɐsɐ̃w̃
-kɾɛtazɛo/tɛɾsiaɾio ɛ sew mɐɡmɐtiʃmo ɐʃsoziɐdo. ɛʃtɛ modɛlo, poɾ suɐ vɛz, kolokɐ
-ɛm kɛkʷɛ o ɛfɛjto dɐ ɐnomɐliɐ teɾmikɐ komo dɛzɛnkɐdɛɐdoɾ dɐs mɐnifɛʃtɐsõj̃ʃ
-mɐɡmatikɐs nɛʃsɛ pɛɾiodo. ɛntɾɛtɐnto, poɾ owutʁo lɐdo, o pɾozɛʃso kʷɛ ɾɛzultowu no
-sowɛɾɡʷimɛnto ɾɛʒionɐl, kʷɛ e ɛvidɛntɛ nɐ mɐɾʒɛm sudɛʃtɛ, nɐ̃w̃ sɛɾiɐ ɛsplikɐdo
-dɛʃtɐ foɾmɐ. nɛʃsɛ sɛntido, o modɛlo kʷɛ suʃtɛntɐ ɐ ipɔtɛzɛ dɛ ɐnomɐliɐ
-teɾmikɐ, pɛlo mɛnos ɐte o momɛnto, pɐɾɛzɛ majs komplɛto. obʒɛtivɐndo ɐ
-konsolidɐsɐ̃w̃ dɛ um modɛlo pɐɾɐ ɛvolusɐ̃w̃ tɛktonikɐ do sudɛʃtɛ, sɛ fɐzɛ̃
-nɛzɛʃsaɾios mujto majs ɛʃtudos. tɾɐbɐlos dɛ kɐmpo, poɾ ɛksɛmplo, ɛnvolvɛndo ɐ
-buʃkɐ siʃtɛmatikɐ dɛ ɛvɛntuajs dɐdos ɛʃtɾutuɾajs sobʁɛ os ɐlinɐmɛntos nw/sɛ,
-kʷɛ sɐ̃w̃ mɐɡnɛtikɐmɛntɛ mɐpɛavɛjs, sɛɾiɐm dɛ ɡɾɐndɛ intɛɾɛʃsɛ nɐ invɛʃtiɡɐsɐ̃w̃ dɛ
-sew ɛfɛjto sobʁɛ o pɾozɛʃso dɛ ɾɛɐtivɐsɐ̃w̃. dɛ ɐkoɾdo kom o ɛʃtɐdo dɐ ɐɾtɛ do
-konɛzimɛnto, ɛʃtɛs dɐdos sɐ̃w̃ inɛksiʃtɛntɛs. ɛm ɾɛzumo, o ɛʃtudo dɛ kɐmpo sɛɾiɐ
-nɛzɛʃsaɾio no sɛntido dɛ konstɐtɐɾ ɐ ɛksiʃtensiɐ owu nɐ̃w̃ dɛ tajs indizios.
-pɐɾɐlɛlɐmɛntɛ, umɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ dɛtɐlɐdɐ, utilizɐndo ɐ mɛtodoloʒiɐ
-kɐntitɐtivɐ dɛzɛnvolvidɐ nɛʃtɐ pɛʃkʷizɐ, podɛɾiɐ sɛɾ diɾiʒidɐ dɛ foɾmɐ
-siʃtɛmatikɐ sobʁɛ ɐlvos mɐɡnetikos ɛʃpɛzifikos ɐʃsoziɐdos, nɐ̃w̃ sɔ ɐoʃ
-ɐlinɐmɛntos nw/sɛ, komo tɐmbem ɐ poʃsivɛjs ɐnomɐliɐs ɾɛʒionajs dɛ oɾiʒɛ̃
-pɾofundɐ. 3 dɐdos ʒɛofìsikos os dɐdos ɐɛɾomɐɡnɛtometʁikos konstituɛm o foko
-pɾinsipɐl dɛʃtɐ pɛʃkʷizɐ kʷɛ vizɐ ɛstɾajɾ o maksimo dɛ infoɾmɐsɐ̃w̃ dɛʃtɛs ɐtʁɐveʃ
-dɛ ɐboɾdɐʒɛm kɐntitɐtivɐ ɛ kɐlitɐtivɐ. sɛkundɐɾiɐmɛntɛ, foɾɐm ɛmpɾɛɡɐdos dɐdoʃ
-dɛ siʃmikɐ ɛ bɐtimɛtʁiɐ kom viʃtɐs ɐ ɛnʁikʷɛzɛɾ, nɐ̃w̃ sɔ ɐ intɛɾpɾɛtɐsɐ̃w̃, komo
-tɐmbem kɾiɐɾ, ɛvɛntuɐlmɛntɛ, vinkulos kʷɛ pɛɾmitɐm ɾɛʃtɾinʒiɾ o sɛnaɾio dɛ
-ɐmbiɡ̈idɐdɛs tɐ̃w̃ tipiko dɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ dɐdos potɛnsiajs. komo ʒa fowi dito,
-ɐ aɾɛɐ ɛm kʷɛʃtɐ̃w̃ nɛʃtɛ tɾɐbɐlo, nɐ̃w̃ e mujto ɛʃtudɐdɐ ɛ a kɐɾensiɐ dɛ dɐdoʃ
-ʒɛofizikos. ɐlem dɐ ɐɛɾomɐɡnɛtomɛtʁiɐ, ɐ unikɐ fontɛ dɛ infoɾmɐsɐ̃w̃ ɐdizionɐl
-sobʁɛ pɾofundidɐdɛs do ɛmbɐzɐmɛnto ɾɐzo sɛ ɾɛzumɛ ɐ ɐlɡmɐs linɐs siʃmikɐʃ
-diʃtɾibuj́dɐs ɛʃpɐɾsɐmɛntɛ ɛ ɡɾɐvimɛtʁiɐ dɛ fundo ɾɛʃtɾitɐ a ɾɛʒiɐ̃w̃ do ɡɾabɛn dɐ
-bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ (moʁiɐk ɛ bɐʁos 1990). ɐ bɐtimɛtʁiɐ fowi utilizɐdɐ ɛm nivɛl
-majs kɐlitɐtivo, vizɐndo koʁɛlɐzionɐɾ ɛvɛntuajs ɛʃtɾutuɾɐs ɐfloɾɐntɛs do
-ɛmbɐzɐmɛnto kom fɛjsõj̃s mɐɡnetikɐs. nos itɛns ɐ sɛɡʷiɾ sɛɾa dɐdɐ um dɛʃkɾisɐ̃w̃
-dos dɐdos ʒɛofizikos utilizɐdos nɛʃtɛ ɛʃtudo. 3.1 os dɐdos ɐɛɾomɐɡnɛtometʁikoʃ
-os dɐdos ɐɛɾomɐɡnɛtometʁikos utilizɐdos koʁɛʃpondɛm ɐ um konʒunto dɛ dɐdoʃ
-ɡɾidɐdos ɛstɾaj́dos dɛ pɐɾtɛ dɛ dowis lɛvɐntɐmɛntos dɛ ɐltɐ ɾɛzolusɐ̃w̃ ɾɛɐlizɐdoʃ
-pɛlɐ fuɡʁo/lɐzɐ ɛm 2002 kʷɛ ɾɛkobʁɛm ɐ aɾɛɐ mɐɾinɐ do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo
-ɛʃtudɐdɐ nɛʃtɐ pɛʃkʷizɐ (fiɡʁɐ 1.1). ɛʃtɛs dowis lɛvɐntɐmɛntos koʁɛʃpondɛm,
-ʁɛʃpɛktivɐmɛntɛ, ɐo bloko dɛziɡnɐdo komo sub-ɐɾɛɐ 4 dɐ bɐziɐ dɛ sɐntos ɛ ɐo
-bloko dɐ bɐziɐ dɛ kɐmpos. ɐs fiɡʁɐs 3.1 ɛ 3.2, sɛdidɐs pɛlɐ fuɡʁo, moʃtɾɐm o
-pozisionɐmɛnto dɛ ɐmbos os blokos kʷɛ sɐ̃w̃ dɛziɡnɐdos, ɾɛʃpɛktivɐmɛntɛ, komo 4322
-ɛ 4318. o bloko 4322 ɐpʁɛzɛntɐ um totɐl dɛ 70.687 km linɛɐɾɛs diʃtɾibuj́dos ɛ̃
-linɐs dɛ voo. ɐs linɐs dɛ pɾodusɐ̃w̃ tem ɛʃpɐsɐmɛnto ɾɛɡlɐɾ dɛ 500 m ɛ sɐ̃w̃
-kɾuzɐdɐs poɾ linɐs dɛ kontɾolɛ ɛʃpɐsɐdɐs ɾɛɡlɐɾmɛntɛ dɛ 2500 m. ɐ diɾɛsɐ̃w̃ dɐʃ
-pɾimɛjɾɐs e dɛ n 30º w ɛ dɐs sɛɡndɐs dɛ n 60º ɛ. ɐ ɐltitudɛ mediɐ dɛ voo
-utilizɐdɐ fowi dɛ 150 m. o bloko 4318 ɐpʁɛzɛntɐ um totɐl dɛ 20.664 km linɛɐɾɛʃ
-diʃtɾibuj́dos ɛm linɐs dɛ voo. ɐs linɐs dɛ pɾodusɐ̃w̃ tem ɛʃpɐsɐmɛnto ɾɛɡlɐɾ dɛ
-1000 m ɛ sɐ̃w̃ kɾuzɐdɐs poɾ linɐs dɛ kontɾolɛ ɛʃpɐsɐdɐs ɾɛɡlɐɾmɛntɛ dɛ 4000 m. ɐ
-diɾɛsɐ̃w̃ dɐs pɾimɛjɾɐs e dɛ n 30º w ɛ dɐs sɛɡndɐs dɛ n 60º ɛ. ɐ ɐltitudɛ mediɐ
-dɛ voo utilizɐdɐ fowi dɛ 150 m. ɛʃtɛ konʒunto dɛ dɐdos fowi pɾozɛʃsɐdo ɛ diʃpoʃto
-ɛm mɐlɐ ɾɛɡlɐɾ kom ɛʃpɐsɐmɛnto dɛ 250 mɛtʁos, utilizɐndo-sɛ um ɐlɡoɾitmo dɛ
-minimɐ kuɾvɐtuɾɐ (diʃponivɛl no ʒɛozoft) pɐɾɐ intɛɾpolɐsɐ̃w̃ dos vɐloɾɛʃ
-numeɾikos. ɐ pɐɾtiɾ dɛʃtɛ ɡɾid dɛ dɐdos, um mɐpɐ do kɐmpo mɐɡnetiko totɐl
-ɐnomɐlo fowi ʒɛɾɐdo nɐ ɛʃkɐlɐ dɛ 1:400.000 (fiɡʁɐ 1.2 ɛ ɐnɛkso 2). um ɐdɛnsɐmɛnto
-ʁɛɐlizɐdo poɾ ɾɛɐmoʃtɾɐʒɛm sobʁɛ ɛʃtɛ ɡɾid, ɐ intɛɾvɐlos ɾɛɡlɐɾɛs dɛ 100 m, fowi
-obtido ɾɛʃtɾitɐmɛntɛ nɐs duɐs aɾɛɐs dɛ okoʁensiɐ dɐs ɐnomɐliɐs pɾoduzidɐs pɛloʃ
-koɾpos ɐlkɐlinos dɛ ɐʁɐjɐl do kɐbo ɛ dɐ aɾɛɐ submɛɾsɐ, ʒɛɾɐndo dowis novos mɐpɐʃ
-nɐ ɛʃkɐlɐ dɛ 1:50.000 (fiɡʁɐs 1.3, 7.6, 7.7, 7.8 ɛ 7.9). nɐ̃w̃ sɛ ɐtɛndo ɐ
-dɛtɐlɛs teknikos sobʁɛ ɐ ɐkʷizisɐ̃w̃ dɛʃtɛs dɐdos, podɛ-sɛ dizɛɾ,
-indɛpɛndɛntɛmɛntɛ dɛ kɐlkʷɛɾ ɐnalizɛ, kʷɛ sɛ tɾɐtɐ dɛ um konʒunto dɛ dɐdos dɛ
-ɐltɐ ɾɛzolusɐ̃w̃, ɛstɾɛmɐmɛntɛ konfiavɛl, obtido dɛntɾo dɛ ɾiɡoɾozo pɐdʁɐ̃w̃
-tɛknolɔʒiko. ɛʃtɐ ɐltɐ kɐlidɐdɛ vɛɾifikɐdɐ nos dɐdos motivowu ɐ ɛksɛkusɐ̃w̃ dɛʃtɛ
-tɾɐbɐlo kʷɛ vizɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ dos mɛʃmos kom foko pɾinsipɐl nɐ ɐboɾdɐʒɛ̃
-kɐntitɐtivɐ. ɐ fuɡʁo/lɐzɐ diʃpõj̃ dɛ umɐ sɛɾiɛ dɛ lɛvɐntɐmɛntos ɾɛɐlizɐdos ɛ̃
-aɾɛɐs mɐɾinɐs dɐ mɐɾʒɛm kontinɛntɐl bɾɐzilɛjɾɐ ɛntɾɛ os ɐnos 1999 �� 2002 kʷɛ
-nɐ̃w̃ ɐpʁɛzɛntɐm ɛskluzividɐdɛ. nɛʃtɐ seɾiɛ ɛʃtɐ̃w̃ inkluj́dos os dɐdos ɐkʷi
-utilizɐdos. sɛkundɐɾiɐmɛntɛ, foɾɐm utilizɐdos nɛʃtɐ pɛʃkʷizɐ, ɛm kɐɾatɛɾ majʃ
-kɐlitɐtivo, os dɐdos do ɐɛɾolɛvɐntɐmɛnto mɐɡnɛtometʁiko kʷɛ ɾɛkobʁɛ ɐ aɾɛɐ
-ɛmɛɾsɐ ɐdʒɐzɛntɛ. ɛʃtɛ lɛvɐntɐmɛnto fowi ɾɛɐlizɐdo no ɐno dɛ 1978, fɐzɛndo pɐɾtɛ
-do pɾoʒɛto ɐɛɾoʒɛofiziko sɐ̃w̃ pawlo – ɾio dɛ ʒɐnɛjɾo dɐ kpɾm. nɐ̃w̃ owuvɛ
-pɾɛokupɐsɐ̃w̃ ɐte ɛʃtɛ momɛnto, no ɛntɐnto, ɛm uniɾ tɛknikɐmɛntɛ os ɡɾids kõ
-viʃtɐs ɐ obtɛɾ um mɐpɐ intɛɡʁɐdo. komo o foko dɛʃtɐ pɛʃkʷizɐ sɛ ɛnkontɾɐ nɐ aɾɛɐ
-mɐɾinɐ, ɛʃtɛs dɐdos foɾɐm utilizɐdos unikɐmɛntɛ no ɛksɐmɛ kɐlitɐtivo dɐ
-kontinujdɐdɛ dɐs ɛʃtɾutuɾɐs mɐɡnetikɐs nɐ aɾɛɐ kontinɛntɐl ɛmɛɾsɐ. 3.2
-ɛkobɐtimɛtʁiɐ fowi obtidɐ ʒunto ɐo sɛntɾo dɛ idʁoɡʁɐfiɐ dɐ mɐɾinɐ (km) umɐ
-seɾiɛ dɛ lɛvɐntɐmɛntos bɐtimetʁikos sobʁɛ aɾɛɐs ɾɛkobʁindo ɐ plɐtɐfoɾmɐ
-kontinɛntɐl do ɛʃtɐdo do ɾio dɛ ʒɐnɛjɾo ɛntɾɛ ɐs lonʒitudɛs pɾɔksimɐs ɐ pɐɾɐtj ɛ
-a ilɐ dɛ kɐbo fɾio. ɛʃtɛs lɛvɐntɐmɛntos, ɛksɛkutɐdos nos ɐnos dɛ 1979, 1997 ɛ
-2003, ɾɛkobʁɛm umɐ aɾɛɐ kʷɛ pɐɾtɛ dɐ ɾɛʒiɐ̃w̃ koʃtɛjɾɐ ɐte ɐ bɐzɛ do tɐludɛ,
-ɐbʁɐnʒɛndo todɐ ɐ poɾsɐ̃w̃ pɾoksimɐl dɐ bɐziɐ dɛ sɐntos kontidɐ no ɾɛfɛɾido ɛʃtɐdo
-(fiɡʁɐ 3.5). ɛntɾɛtɐnto, nɐs aɾɛɐs pɾɔksimɐs ɐo litoɾɐl ɛntɾɛ pɐɾɐtj ɛ ɐ bɐjɐ dɛ
-ɡɐnɐbɐɾɐ, okoʁɛm divɛɾsos intɛɾvɐlos kom fɐltɐ dɛ dɐdos. ɐ poɾsɐ̃w̃ kompɾɛɛndidɐ
-ɛntɾɛ ɐ ɡɐnɐbɐɾɐ ɛ kɐbo fɾio ɛʃta majs komplɛtɐ, komo moʃtɾɐ o mɐpɐ dɛʃtɐ
-fiɡʁɐ. kom viʃtɐs a obtɛnsɐ̃w̃ dɛ um mɐpɐ bɐtimetʁiko intɛɡʁɐdo dɛ kuno
-ʁɛʒionɐl, os dɐdos foɾɐm oɾɡɐnizɐdos ɛm um ɡɾid ɾɛɡlɐɾ dɛ vɐloɾɛs, obtidos poɾ
-intɛɾpolɐsõj̃s linɛɐɾɛs utilizɐndo o metodo konɛzido komo kɾiɡɐʒɛm (diʃponivɛl
-no ʒɛozoft). ɛʃtɛ ɡɾid fowi ʒɛɾɐdo ɐ intɛɾvɐlos ɾɛɡlɐɾɛs dɛ 250 mɛtʁos. tɐl
-intɛɾvɐlo fowi ɛʃkolido ɛmpiɾikɐmɛntɛ komo um vɐloɾ medio, pɐɾɛzɛndo ɾɛpʁɛzɛntɐɾ
-todɐ infoɾmɐsɐ̃w̃, kʷɛ e mujto ɛtɛɾoʒenɛɐ, dɛ umɐ foɾmɐ kowɛɾɛntɛ. ɛntɾɛtɐnto,
-komo os dɐdos foɾmɐm konʒuntos ɛtɛɾoʒenɛos vɐɾiɐndo ɛntɾɛ si dɛ dɛnsidɐdɛ dɛ
-ɐmoʃtɾɐʒɛm poɾ aɾɛɐ, ɐs mɐɾkɐsõj̃s dos lɛvɐntɐmɛntos majs dɛnsos podɛm sɛɾ
-pɛɾsɛbidɐs no mɐpɐ intɛɡʁɐdo (fiɡʁɐ 3.5). ɐlem dɐ dɛnsidɐdɛ vɐɾiavɛl podɛ-sɛ
-pɛɾsɛbɛɾ tɐmbem ɐs mɐɾkɐsõj̃s ɾɐdiajs dɐs linɐs dɛ nɐvɛɡɐsɐ̃w̃ pɾoduzidɐs poɾ
-ʁɐdio-pozisionɐmɛnto. ɛʃtɛs lɛvɐntɐmɛntos ɾɐdiajs, kʷɛ sɐ̃w̃ os majs ɐbʁɐnʒɛntɛʃ
-no sɛt dɛ dɐdos, sɛ konsɛntɾɐm pɾinsipɐlmɛntɛ no ɐno dɛ 1979. mɛʃmo kom o
-konʒunto dɛ ɾɛʃtɾisõj̃s vɛɾifikɐdɐs nos dɐdos (kʷɛ foɾɐm obtidos pɾinsipɐlmɛntɛ
-poɾ diʒitɐsɐ̃w̃ dɛ folɐs dɛ boɾdo) , o mɐpɐ pɾoduzido e bɐʃtɐntɛ kowɛɾɛntɛ ɛ
-suʒɛʃtivo, moʃtɾɐndo nitidɐs koʁɛlɐsõj̃s dɛ fɛjsõj̃s ɐfloɾɐntɛs kom ɛlɛmɛntoʃ
-mɐɡnɛtizɐdos (dɛʃkɾisɐ̃w̃ dɛ tajs obsɛɾvɐsõj̃s sɛɾa fɛjtɐ no kɐpitulo 7 sobʁɛ
-intɛɡʁɐsɐ̃w̃ dos ɾɛzultɐdos). kom viʃtɐs ɐ ɛnfɐtizɐɾ ɐs fɛjsõj̃s sutis do ɾɛlɛvo
-topoɡʁafiko, ɛnkontɾɐdo numɐ aɾɛɐ tipikɐmɛntɛ dɛ ɾɛlɛvo inɛspɾɛʃsivo komo e ɐ
-plɐtɐfoɾmɐ kontinɛntɐl, fowi ɐplikɐdo um sombɾɛɐmɛnto diʒitɐl no mɐpɐ kom o
-pozisionɐmɛnto dɐ fontɛ dɛ luz ɐ bajksɐ inklinɐsɐ̃w̃ ɛ pɛɾpɛndikulɐɾ ɐo tɾɛnd
-mɐɡnetiko obsɛɾvɐdo. dɛʃtɐ foɾmɐ, ɛʃtɛ mɐpɐ ɐtinʒiw sew obʒɛtivo kʷɛ sɛ ɾɛzumɛ ɐ
-foɾnɛzɛɾ ɐlɡmɐ infoɾmɐsɐ̃w̃ ɐdizionɐl dɛ kɐɾatɛɾ kɐlitɐtivo kʷɛ poʃsɐ kontɾibujɾ
-kom ɐ intɛɾpɾɛtɐsɐ̃w̃ dos dɐdos mɐɡnɛtometʁikos kʷɛ konstituɛm o pivo dɛʃtɐ
-pɛʃkʷizɐ. ɐdizionɐlmɛntɛ, fuʒindo ɐo ɛʃkopo dɛʃtɐ pɛʃkʷizɐ, podɛm sɛɾ obsɛɾvɐdɐʃ
-intɛɾɛʃsɐntɛs fɛjsõj̃s dɐ plɐtɐfoɾmɐ kʷɛ sɛ situɐm foɾɐ dɐ aɾɛɐ dɛʃtɐ tɛzɛ, iʃto
-e, ɐo sul dɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ (fiɡʁɐ 1.1). ɛʃtɐs fɛjsõj̃ʃ
-koʁɛʃpondɛm ɐ ɛʃkɐɾpɐs kom dɛʃnivɛjs, poɾ vɛzɛs supɛɾioɾɛs ɐ 15 mɛtʁos, sɛ
-ɛʃtɛndɛndo poɾ vaɾios kʷilomɛtʁos. sɛ ɛnkontɾɐm pozisionɐdɐs ɛntɾɛ ɐʃ
-izobɐtimetʁikɐs dɛ 100 ɐ 200 mɛtʁos (kʷɛbʁɐ dɐ plɐtɐfoɾmɐ) ɛ sɛ diʃtɾibuɛm, ɛ̃
-ɐlɡns kɐzos, dɛ foɾmɐ ɐpʁoksimɐdɐmɛntɛ pɛɾpɛndikulɐɾ a linɐ dɛ koʃtɐ ɐtuɐl. nɐ
-fiɡʁɐ 3.5 podɛm sɛɾ obsɛɾvɐdɐs ɐlɡmɐs dɛʃsɐs ɛʃkɐɾpɐs nɐ poɾsɐ̃w̃ lɛʃtɛ do mɐpɐ.
-4 mɛtodoloʒiɐ ɐ mɛtodoloʒiɐ pɾopoʃtɐ nɛʃtɛ ɛʃtudo konsiʃtɛ pɾimɛjɾɐmɛntɛ nɐ
-ɐʃsoziɐsɐ̃w̃ do metodo klaʃsiko konɛzido komo dɛkonvolusɐ̃w̃ dɛ ewlɛɾ (tompson,
-1982) kombinɐdo a ɐmplitudɛ do sinɐl ɐnɐlitiko (nɐbiɡiɐn, 1974).
-ɐdizionɐlmɛntɛ, um ɛʃtudo fowi ɛlɐboɾɐdo kom viʃtɐs ɐ ɐvɐliɐɾ ɐs pɾopʁiɛdɐdɛs do
-metodo dɛ ewlɛɾ ɛ ɛʃtɐbɛlɛzɛɾ um kɾiteɾio pɐɾɐ ɛʃtimɐtivɐ dos pɐɾamɛtʁoʃ
-pɾofundidɐdɛ ɛ pozisɐ̃w̃ dɐs fontɛs mɐɡnetikɐs bɐzɛɐdo nɐ kompɐɾɐsɐ̃w̃ dɛ duɐʃ
-mɛtodoloʒiɐs dɛ solusɐ̃w̃, owu sɛʒɐ, o metodo klaʃsiko pɾopoʃto poɾ tompson (1982)
-ɛ um novo metodo pɾopoʃto poɾ bɐɾbozɐ ɛt ɐl.(1999). pɐɾɐlɛlɐmɛntɛ, e pɾopoʃtɐ
-umɐ mɛtodoloʒiɐ dɛ invɛɾsɐ̃w̃ dɛʃtinɐdɐ, pɾinsipɐlmɛntɛ, ɐo tɛʃtɛ dɛ ipɔtɛzɛʃ
-intɛɾpɾɛtɐtivɐs sobʁɛ pɛɾfis mɐɡnetikos komplɛksos, foɾmɐdos poɾ sɛk̈ensiɐs dɛ
-ɐnomɐliɐs ɾɛzultɐntɛs dɛ multiplɐs fontɛs intɛɾfɛɾɛntɛs. ɛm sintɛzɛ, ɛʃtɐ
-mɛtodoloʒiɐ pɛɾmitɛ lidɐɾ kom os kɐzos ɾɛajs obsɛɾvɐdos nɐ nɐtuɾɛzɐ ɛm kʷɛ ɐʃ
-ɐnomɐliɐs mɐɡnetikɐs nunkɐ sɛ ɛnkontɾɐm izolɐdɐs, mɐs, ɾɛzultɐm dɛ komplɛksɐʃ
-kombinɐsõj̃s dɛ fontɛs. ɛʃtɛ metodo, bɐtizɐdo dɛ invɛɾsɐ̃w̃ mɐɡnetikɐ kompɐktɐ
-ʒɛnɛɾɐlizɐdɐ (lɐʃt ɛ kubik, 1983 ; ɡʷillɛn ɛ mɛnikɛtti, 1984 ; bɐɾbozɐ ɛ silvɐ,
-1994 ɛ silvɐ ɛ bɐɾbozɐ, 2006) sɛ bɐzɛjɐ nɐ solusɐ̃w̃ dɛ um pɾoblɛmɐ invɛɾso
-subdɛtɛɾminɐdo ɐtʁɐves dɛ vinkulos intɾoduzidos poɾ intɛɾmedio dɛ um funsionɐl
-ɛʃpɛzifiko. poɾ sɛ tɾɐtɐɾ dɛ um pɾoblɛmɐ subdɛtɛɾminɐdo, o ɛʃpɐso dos pɐɾamɛtʁoʃ
-(suʃsɛptibilidɐdɛs mɐɡnetikɐs owu mɐɡnɛtizɐsõj̃s) e noɾmɐlmɛntɛ mujto mɐjoɾ do kʷɛ
-o ɛʃpɐso dɐs obsɛɾvɐsõj̃s, pɛɾmitindo ɐ ɛksiʃtensiɐ dɛ umɐ infinidɐdɛ dɛ solusõj̃ʃ
-kʷɛ sɐtiʃfɐzɛm ɐs obsɛɾvɐsõj̃s. ɐ ɡɾɐndɛ mɐjoɾiɐ dɐs solusõj̃s obtidɐs,
-ɛntɾɛtɐnto, tem sɛntido puɾɐmɛntɛ mɐtɛmatiko, sɛndo dɛʃtituj́dɐs dɛ siɡnifikɐdo
-ʒɛolɔʒiko. o pɾoblɛmɐ fundɐmɛntɐl do inteɾpɾɛtɛ konsiʃtɛ, ɛntɐ̃w̃, dɛ konfɛɾiɾ aʃ
-solusõj̃s um siɡnifikɐdo ʒɛolɔʒiko kʷɛ e konsɛɡʷido ɐtʁɐves dɐ intɾodusɐ̃w̃, no
-pɾoblɛmɐ mɐtɛmatiko, dos vinkulos koʁɛtos. ɐs solusõj̃s konsiʃtɛntɛs vɐ̃w̃
-dɛpɛndɛɾ, poɾtɐnto, dɐ kɐlidɐdɛ dɐ vinkulɐsɐ̃w̃ kʷɛ e obtidɐ ɐtʁɐves do
-konɛzimɛnto ɐ pɾioɾi sobʁɛ ɐ ʒɛoloʒiɐ dɐ aɾɛɐ invɛʃtiɡɐdɐ. kɐnto mɐjoɾ foɾ o
-nivɛl dɛ konɛzimɛnto ɐ pɾioɾi, majs konsiʃtɛntɛs sɛɾɐ̃w̃ ɐs solusõj̃s obtidɐs pɛlo
-ʁɛfɛɾido metodo. o metodo ɛʃkolido pɐɾɐ ɛʃtɛ fim e ɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ,
-ʁɛfɛɾidɐ ɐzimɐ, kʷɛ sɛ bɐzɛjɐ num pɾinsipio fundɐmɛntɐlmɛntɛ difɛɾɛntɛ, iʃto e,
-e insɛnsivɛl as mɐɡnɛtizɐsõj̃s ɐo pɐʃso kʷɛ ɐ invɛɾsɐ̃w̃ kompɐktɐ e dɛpɛndɛntɛ dɐʃ
-mɛʃmɐs. ɐ ɐnalizɛ dos mɐpɐs mɐɡnetikos, kʷɛ sɛ ɛnkontɾɐ no ambito dɐ ɐboɾdɐʒɛ̃
-kɐlitɐtivɐ dɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃, fowi konduzidɐ kom o awksilio do metodo dɐ
-ɐmplitudɛ do sinɐl ɐnɐlitiko kʷɛ e kɐlkulɐdo nɐs tɾes dimɛnsõj̃s sobʁɛ os ɡɾidʃ
-dɛ vɐloɾɛs do kɐmpo mɐɡnetiko totɐl. dɛʃtɐ foɾmɐ os mɐpɐs dɐ ɐmplitudɛ do sinɐl
-ɐnɐlitiko (fiɡʁɐs 1.2, 1.3 ɛ ɐnɛkso 3) foɾɐm obtidos ɛ utilizɐdos komo
-fɛʁɐmɛntɐs dɛ tɾɐbɐlo. ɐ intɛɾpɾɛtɐsɐ̃w̃ kɐlitɐtivɐ ɛʃta, poɾtɐnto,
-fundɐmɛntɐdɐ nɛʃtɛ metodo kʷɛ pɛɾmitɛ o tɾɐsɐdo kom mɐjoɾ pɾɛzisɐ̃w̃ dɛ
-ɐlinɐmɛntos, dominios mɐɡnetikos ɛtk., moɾmɛntɛ no ɐmbiɛntɛ dominɐdo pɛlɐʃ
-fontɛs ɾɐzɐs. umɐ ɛsplɐnɐsɐ̃w̃ majs dɛtɐlɐdɐ sobʁɛ ɐ mɛtodoloʒiɐ sɛɾa dɐdɐ noʃ
-itɛns ɐ sɛɡʷiɾ. o metodo konɛzido komo ɐmplitudɛ do sinɐl ɐnɐlitiko tɛm sido
-utilizɐdo komo umɐ impoɾtɐntɛ fɛʁɐmɛntɐ kʷɛ kontɾibuj nɐ̃w̃ sɔ pɐɾɐ o mɐpɛɐmɛnto
-dos limitɛs dɛ koɾpos mɐɡnetikos, komo tɐmbem pɐɾɐ ɛʃtimɐɾ suɐs pɾofundidɐdɛs (
-ʁowɛʃt ɛt ɐl., 1992). podɛ sɛɾ dɛmonstɾɐdo kʷɛ, pɐɾɐ ɐs fontɛs bidimɛnsionajs, ɐ
-ɐmplitudɛ do sinɐl ɐnɐlitiko e indɛpɛndɛntɛ dɐ diɾɛsɐ̃w̃ dɛ mɐɡnɛtizɐsɐ̃w̃ (ksionɡ
-li, 2006). ɾowɛʃt ɛt ɐl. (1992) dɛʃkɾɛvɛm o sinɐl ɐnɐlitiko ɛm tɾes dimɛnsõj̃ʃ
-komo um vɛtoɾ ɐbɐɾkɐndo suɐs dɛɾivɐdɐs oɾizontajs ɛ suɐ tɾɐnsfoɾmɐdɐ dɛ
-ilbɛɾt, moʃtɾɐndo kʷɛ ɐ ɐmplitudɛ, owu vɐloɾ ɐbsoluto, do sinɐl ɐnɐlitiko 3d no
-ponto dɛ kowoɾdɛnɐdɐs (ks,j) kontido ɛm plɐno dɛ nivɛl konstɐntɛ e dɐdo poɾ ɛʃtɛʃ
-awtoɾɛs utilizɐm ɐ ɛkɐsɐ̃w̃ (3) pɐɾɐ ɛʃtimɐɾ pɾofundidɐdɛs dɛ fontɛs mɐɡnetikɐs ɛ
-idɛntifikɐɾ mɐɡnɛtizɐsɐ̃w̃ ɾɛmɐnɛʃsɛntɛ (ɾowɛʃt ɛ pilkinɡton, 1993). ɛntɾɛtɐnto, e
-impoɾtɐntɛ notɐɾ kʷɛ ɛlɛs ɐʃsumiɾɐm um modɛlo 2d dɛ kontɐto vɛɾtikɐl pɐɾɐ tajʃ
-fontɛs, ondɛ konkluɛm kʷɛ, pɐɾɐ ��ʃtɛ kɐzo ɛʃpɛzifiko, ɐ ɐmplitudɛ do sinɐl
-ɐnɐlitiko e indɛpɛndɛntɛ dɐ diɾɛsɐ̃w̃ dɛ mɐɡnɛtizɐsɐ̃w̃. komo kolokɐdo poɾ ksionɡ li
-(2006), mujtos uzuaɾios dɛʃtɐ mɛtodoloʒiɐ vem utilizɐndo-ɐ dɛ foɾmɐ
-indiʃkɾiminɐdɐ, ɛstɾɐpolɐndo o kɐzo ɛʃpɛzifiko ɐzimɐ pɐɾɐ o modɛlo ʒɛɾɐl 3d, no
-kɐl nɛm sɛmpɾɛ sɛ ɐplikɐ ɐ konsidɛɾɐsɐ̃w̃ sobʁɛ indɛpɛndensiɐ dɐ diɾɛsɐ̃w̃ dɛ
-mɐɡnɛtizɐsɐ̃w̃. ɛm tɛɾmos ʒɛɾajs, koʁɛʃpondɛ ɐ umɐ kuɾvɐ simetʁikɐ ɛm foɾmɐ dɛ
-sino kom sew maksimo kowinsidindo kom o kontɐto do koɾpo mɐɡnɛtizɐdo, owu, ajndɐ,
-kom o sew sɛntɾo, kɐndo sɛ tɾɐtɐ dɛ um koɾpo kuʒɐ ɛʃpɛʃsuɾɐ e mujto pɛkʷɛnɐ ɛ̃
-ʁɛlɐsɐ̃w̃ a pɾofundidɐdɛ. nɐ intɛɾpɾɛtɐsɐ̃w̃, e mujto impoɾtɐntɛ konsidɛɾɐɾ ɐ
-ʁɛlɐsɐ̃w̃ ɛntɾɛ ɐ pɾofundidɐdɛ ɛ ɐ lɐɾɡɾɐ do koɾpo. umɐ ɾɛɡʁɐ simplɛs podɛ sɛɾ
-dɐdɐ, dɛ ɐkoɾdo kom mɐklɛod ɛt ɐl.(1993), ondɛ ɐ lɐɾɡɾɐ dɐ ɐnomɐliɐ do sinɐl
-ɐnɐlitiko e pɾopoɾsionɐl a pɾofundidɐdɛ do koɾpo ɛ podɛ sɛɾ ɾɛlɐzionɐdɐ konfoɾmɛ
-ɐ ʒɛomɛtʁiɐ dɐ fontɛ dɛ ɐkoɾdo kom ɐ tɐbɛlɐ ɐ sɛɡʷiɾ. dɛɾivɐdɐs dɛ n-ezimɐ oɾdɛ̃
-podɛm sɛɾ ɛmpɾɛɡɐdɐs no kalkulo dɐ ɐmplitudɛ do sinɐl ɐnɐlitiko, vizɐndo sɛpɐɾɐɾ
-kom mɐjoɾ ɛfiziensiɐ ɐnomɐliɐs kawzɐdɐs poɾ fontɛs mɐɡnetikɐs mujto pɾɔksimɐs ɛ
-ɛnfɐtizɐɾ dɛtɐlɛs ɐʃsoziɐdos as fontɛs ɾɐzɐs kʷɛ ɾɛʃpondɛm komo ɐltɐʃ
-fɾɛk̈ensiɐs. ɐ dɛʃvɐntɐʒɛm no ɛmpɾɛɡo dɛʃtɛ pɾozɛdimɛnto, no diz ɾɛʃpɛjto a
-inɛvitavɛl ɐmplifikɐsɐ̃w̃ do ɾuj́do kʷɛ podɛ ɛʃtɐɾ kontido, ɛm mɐjoɾ owu mɛnoɾ
-ɛʃkɐlɐ, nos dɐdos. ɐo kompɐɾɐɾ ɐ ɐmplitudɛ do sinɐl ɐnɐlitiko kom o metodo dɛ
-ʁɛdusɐ̃w̃ ɐo pɔlo, tɐmbem lɐɾɡɐmɛntɛ ɛmpɾɛɡɐdo komo fɛʁɐmɛntɐ dɛ intɛɾpɾɛtɐsɐ̃w̃,
-podɛ-sɛ dizɛɾ kʷɛ ɛʃtɛ vizɐ simulɐɾ, ɐtʁɐves dɛ umɐ tɾɐnsfoɾmɐsɐ̃w̃ ɐplikɐdɐ ɐoʃ
-dɐdos obtidos ɛm umɐ lɐtitudɛ mɐɡnetikɐ kɐlkʷɛɾ, um lɛvɐntɐmɛnto ɾɛɐlizɐdo no
-pɔlo mɐɡnetiko, owu sɛʒɐ, ɛm ɐmbiɛntɛ vɛɾtikɐlmɛntɛ mɐɡnɛtizɐdo. ɛm ɛʃsensiɐ,
-implikɐ ɛm ʒiɾɐɾ o vɛtoɾ mɐɡnɛtizɐsɐ̃w̃ induzidɐ pɐɾɐ ɐ pozisɐ̃w̃ vɛɾtikɐl.
-ɐʃsumindo-sɛ kʷɛ ɐs mɐɡnɛtizɐsõj̃s obsɛɾvɐdɐs ɾɛzultɐm somɛntɛ dɐ indusɐ̃w̃ pɛlo
-kɐmpo ɾɛjnɐntɛ, iʃto e, sɛm ɐ influensiɐ dɛ komponɛntɛs ɾɛmɐnɛʃsɛntɛs, e
-poʃsivɛl kɐlkulɐɾ ɐ ɾɛdusɐ̃w̃ ɐo pɔlo, no dominio dɐ fɾɛk̈ensiɐ, utilizɐndo o
-sɛɡʷintɛ opɛɾɐdoɾ (ɡɾɐnt ɛ dodds, 1972, ɛm mɐklɛod ɛt ɐl., 1993) ondɛ θ e ɐ
-diɾɛsɐ̃w̃ do numɛɾo dɛ ondɐ, i ɐ inklinɐsɐ̃w̃ ɛ d ɐ dɛklinɐsɐ̃w̃ do kɐmpo mɐɡnetiko
-obsɛɾvɐdo. ɐnɐlizɐndo ɐ ɛkɐsɐ̃w̃ (4), podɛ-sɛ vɛɾifikɐɾ kʷɛ a mɛdidɐ kʷɛ ɐ
-inklinɐsɐ̃w̃ diminuj, tɛndɛndo ɐ 0 no ɛkɐdoɾ mɐɡnetiko, ɛ ɐo mɛʃmo tɛmpo o koɾpo
-mɐɡnɛtizɐdo sɛ ɐlonɡɐ nɐ diɾɛsɐ̃w̃ n-s (d-θ tɛndɛ ɐ π/2), ɐ koʁɛsɐ̃w̃ tɛndɛ ɐo
-infinito. ɛʃtɐ ɐltɐ koʁɛsɐ̃w̃ dɛ ɐmplitudɛ, nɛzɛʃsaɾiɐ pɐɾɐ koɾpos ɐlonɡɐdos nɐ
-diɾɛsɐ̃w̃ n-s pɾɔksimos ɐo ɛkɐdoɾ mɐɡnetiko, implikɐ ɛm umɐ inɛvitavɛl
-ɐmplifikɐsɐ̃w̃ do ɾuj́do dɛ mɛʃmɐ diɾɛsɐ̃w̃, ɐlem dɛ diʃtoɾsɛɾ ɐnomɐliɐs kawzɐdɐs poɾ
-mɐɡnɛtizɐsõj̃s nɐ̃w̃ induzidɐs unikɐmɛntɛ pɛlo kɐmpo mɐɡnetiko obsɛɾvɐdo nɐ aɾɛɐ.
-divɛɾsos awtoɾɛs dɛzɛnvolvɛɾɐm metodos pɐɾɐ lidɐɾ kom ɛʃtɐ limitɐsɐ̃w̃. ɛntɾɛ ɛlɛʃ
-ɛʃtɐ̃w̃ ɡɾɐnt ɛ dodds (1972) ɛm mɐklɛod ɛt ɐl.(1993) kʷɛ pɾopõj̃m ɐ intɾodusɐ̃w̃ dɛ
-umɐ sɛɡndɐ inklinɐsɐ̃w̃ i’ pɐɾɐ kontɾolɐɾ ɐ ɐmplitudɛ do filtɾo ɛm bajksɐʃ
-lɐtitudɛs mɐɡnetikɐs. ɛʃtɐ teknikɐ mɛloɾɐ os kɐzos ondɛ okoʁɛm komponɛntɛs dɛ
-mɐɡnɛtizɐsɐ̃w̃ ɾɛmɐnɛʃsɛntɛ ɛm dɛtʁimɛnto dɛ umɐ sɛɾtɐ dɛtɛɾioɾɐsɐ̃w̃ dos ɾɛzultɐdoʃ
-obtidos pɐɾɐ ɐs ɐnomɐliɐs ɾɛzultɐntɛs dɛ mɐɡnɛtizɐsɐ̃w̃ induzidɐ. ɛ̃
-kontɾɐpɐɾtidɐ, o metodo dɐ ɐmplitudɛ do sinɐl ɐnɐlitiko sɛɾiɐ kompɐɾɐtivɐmɛntɛ
-mɛnos sɛnsivɛl ɐo vɛtoɾ mɐɡnɛtizɐsɐ̃w̃, konstitujndo umɐ fɛʁɐmɛntɐ majs univɛɾsɐl
-pɐɾɐ ɐplikɐsɐ̃w̃ ɛm kɐlkʷɛɾ lɐtitudɛ mɐɡnetikɐ, nɐ pɾɛzɛnsɐ owu awzensiɐ dɛ
-komponɛntɛs ɾɛmɐnɛʃsɛntɛs. os mɐpɐs pɾoduzidos poɾ ɛʃtɛ metodo podɛm sɛɾ viʃtoʃ
-komo konsiʃtɛntɛs ɾɛpʁɛzɛntɐsõj̃s dɐ diʃtɾibujsɐ̃w̃ dɐs intɛnsidɐdɛs dɛ
-mɐɡnɛtizɐsɐ̃w̃ ɛm kɐlkʷɛɾ ɐmbiɛntɛ ʒɛolɔʒiko dɐ tɛʁɐ, ɐo pɐʃso kʷɛ ɐ ɐplikɐsɐ̃w̃
-dɐ ɾɛdusɐ̃w̃ ɐo pɔlo ɛm ɐmbiɛntɛs dɛ bajksɐs lɐtitudɛs ɛ/owu kom mɐɡnɛtizɐsɐ̃w̃
-ʁɛmɐnɛʃsɛntɛ, ɛʃtɐɾiɐ majs limitɐdɐ. ksonɡ li (2006) ɾɛʃsɐltɐ, no ɛntɐnto , kʷɛ o
-metodo dɐ ɐmplitudɛ do sinɐl ɐnɐlitiko 3d nɐ̃w̃ e dɛ foɾmɐ ɐlɡmɐ komplɛtɐmɛntɛ
-insɛnsivɛl as diɾɛsõj̃s dɛ mɐɡnɛtizɐsɐ̃w̃ komo tɛm sido pɾɛkonizɐdo poɾ divɛɾsoʃ
-awtoɾɛs dɛ umɐ foɾmɐ majs owu mɛnos indiʃkɾiminɐdɐ. sɛ foɾ poʃsivɛl ɐʃsumiɾ,
-ɛntɾɛtɐnto, kom bom nivɛl dɛ konfiɐbilidɐdɛ, kʷɛ o ɐmbiɛntɛ ʒɛolɔʒiko ɛʃtudɐdo
-ɐpʁɛzɛntɛ kontɐtos vɛɾtikajs ɾɛʒionɐlizɐdos ɛntɾɛ ɐs unidɐdɛs litolɔʒikɐs, tɐnto
-majs konsiʃtɛntɛ sɛɾa ɐ intɛɾpɾɛtɐsɐ̃w̃ dos limitɛs dɛ koɾpos mɐɡnɛtizɐdos,
-indɛpɛndɛntɛmɛntɛ dɛ suɐs diɾɛsõj̃s dɛ mɐɡnɛtizɐsɐ̃w̃. iɡɐlmɛntɛ impoɾtɐntɛ nɛʃtɐ
-ɐnalizɛ, e ɐ pɾoksimidɐdɛ dɛʃtɛs koɾpos do nivɛl dɛ obsɛɾvɐsɐ̃w̃, iʃto e, o metodo
-e tipikɐmɛntɛ ɐdɛkɐdo pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ ɛm ɐmbiɛntɛs dominɐdos pɛlɐ pɾɛzɛnsɐ
-dɛ fontɛs ɾɐzɐs. ɛmpɾɛɡɐndo um ɐlɡoɾitmo bɐzɛɐdo nɐ ɛkɐsɐ̃w̃ 3 (diʃponivɛl no
-ʒɛozoft), fɐzilmɛntɛ sɛ kɐlkulɐ, ɐ pɐɾtiɾ dos dɐdos do kɐmpo mɐɡnetiko totɐl, ũ
-ɡɾid dɛ vɐloɾɛs dɛ ɐmplitudɛs do sinɐl ɐnɐlitiko pɐɾɐ sɛɾ utilizɐdo nɐ ʒɛɾɐsɐ̃w̃
-dɛ mɐpɐs. ɐs fiɡʁɐs 1.2 ɛ 1.3 ɛ os ɐnɛksos 2 ɛ 3 moʃtɾɐm os mɐpɐs dɛ intɛnsidɐdɛ
-do kɐmpo mɐɡnetiko totɐl, ɐkompɐnɐdos poɾ sews ɾɛʃpɛktivos pɐɾɛs dɛ ɐmplitudɛ
-do sinɐl ɐnɐlitiko. ɐo sɛɾɛm kompɐɾɐdos, obsɛɾvɐ-sɛ ɐ ɡɾɐndɛ tɾɐnsfoɾmɐsɐ̃w̃
-pɾoduzidɐ pɛlɐ funsɐ̃w̃ ɐmplitudɛ do sinɐl ɐnɐlitiko kʷɛ ɐlem dɛ diʃkɾiminɐɾ,
-ɛnfɐtizɐ ɐ pɾɛzɛnsɐ dɛ inumɛɾɐs fontɛs ɾɐzɐs kʷɛ ɐte ɛntɐ̃w̃ sɛ ɛnkontɾɐvɐ̃
-mɐʃkɐɾɐdɐs no mɐpɐ dɛ kɐmpo totɐl. komo e dɛ sɛ ɛʃpɛɾɐɾ, ɐs teknikɐs ɛnvolvɛndo
-o kalkulo dɛ dɛɾivɐdɐs ɾɛɐlsɐm ɐs fontɛs ɾɐzɐs ɛ ɐtɛnuɐm o ɛfɛjto dɐs fontɛʃ
-pɾofundɐs. komo ɛksɛmplo dɐ ɐplikɐsɐ̃w̃ dɛʃtɐ mɛtodoloʒiɐ nɐ intɛɾpɾɛtɐsɐ̃w̃ sɐ̃w̃
-dɛʃkɾitos os dowis kɐzos ɐ sɛɡʷiɾ : - no mɐpɐ do kɐmpo mɐɡnetiko totɐl dɐ fiɡʁɐ
-1.3( ɐlvo 4 ) , podɛ-sɛ obsɛɾvɐɾ ɐ ɐnomɐliɐ mɐɡnetikɐ kawzɐdɐ pɛlɐs intɾuzivɐʃ
-kʷɛ konstituɛm ɐ pɾovinsiɐ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo . ɐ ilɐ dɛ kɐbo fɾio,
-kuʒos limitɛs ɐpɐɾɛzɛm ɾɛpʁɛzɛntɐdos ɛm pɾɛto no sɛntɾo-sul dɐ fiɡʁɐ,
-koʁɛʃpondɛ ɐo pɾinsipɐl ɐfloɾɐmɛnto dɛ ɾokɐs ɐlkɐlinɐs kom pɾɛdominansiɐ dɛ
-nɛfɛlinɐ siɛnito. nɐ ɾɛʒiɐ̃w̃ ɛmɛɾsɐ, ɐdʒɐzɛntɛ a ilɐ, dɛlinɛɐdɐ pɛlɐ linɐ dɛ
-koʃtɐ, ɐpɐɾɛzɛm ɐlem dos mujtos dikʷɛs ɐlkɐlinos, duɐs okoʁensiɐs lokɐlizɐdɐʃ
-dɛ nɛfɛlinɐ siɛnito komo pluɡs izolɐdos. o mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko
-moʃtɾɐ kɐtʁo maksimos ɐlinɐdos suʒɛɾindo ɐ pɾɛzɛnsɐ dɛ kɐtʁo fontɛs owu koɾpoʃ
-mɐɡnetikos izolɐdos. kɐndo sɛ obsɛɾvɐ ɛʃtɛ mɐpɐ izolɐdɐmɛntɛ, e difizil
-diʃtinɡʷiɾ ɐ pɾɛzɛnsɐ dɛʃtɛs kɐtʁo koɾpos, kʷɛ foɾmɐm um ɐlinɐmɛnto kuɾvo
-ɐpʁoksimɐdɐmɛntɛ n-s, mujto bɛm dɛlinɛɐdo no mɐpɐ dɛ ɐmplitudɛ do sinɐl
-ɐnɐlitiko. ɛʃtɛs koɾpos podɛm sɛɾ intɛɾpɾɛtɐdos komo pluɡs mɐɡnɛtizɐdos,
-pɾovɐvɛlmɛntɛ ɐʃsoziɐdos ɐos dutos vulkanikos do komplɛkso ɐlkɐlino. ɛvidensiɐʃ
-ʒɛolɔʒikɐs dɛ kɐmpo koʁoboɾɐm ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃, tajs komo ɐ pɾɛzɛnsɐ dɛ
-bɾɛkɐ vulkanikɐ sobʁɛ os dowis koɾpos mɐɡnetikos do sw dɐ ilɐ dɛ kɐbo fɾio ɛ oʃ
-dowis pluɡs ɐlkɐlinos mɐpɛɐdos ɛksɐtɐmɛntɛ sobʁɛ os owutʁos dowis koɾpos vɛɾifikɐdoʃ
-nɐ aɾɛɐ ɛmɛɾsɐ ɐo noɾtɛ dɛʃtɐ ilɐ (fɛʁɐɾi 2001). - ɐ fiɡʁɐ 1.3( ɐlvo 3)
-moʃtɾɐ os mɐpɐs dɐ intɛnsidɐdɛ do kɐmpo totɐl ɛ ɐmplitudɛ do sinɐl ɐnɐlitiko
-sobʁɛ ɐ notavɛl ɐnomɐliɐ 3d kʷɛ okoʁɛ ɛm aɾɛɐ submɛɾsɐ, ɛ podɛ sɛɾ obsɛɾvɐdɐ
-nos mɐpɐs dɐ fiɡʁɐ 1.2 ɛ ɐnɛksos 3 ɛ 4 nɐ ɛstɾɛmidɐdɛ sw dɐ aɾɛɐ. ɛʃtɐ ɐnomɐliɐ
-pɾovɐvɛlmɛntɛ ɛʃta ɐʃsoziɐdɐ ɐ majs umɐ intɾuzɐ̃w̃ ɐlkɐlinɐ, nɛʃtɛ kɐzo okoʁɛndo
-pɾɔksimɐ a kɐɾnɛjɾɐ kɾɛtazɛɐ dɐ bɐziɐ dɛ sɐntos. no mɐpɐ do kɐmpo mɐɡnetiko
-totɐl, obsɛɾvɐ-sɛ ɐ ɐnomɐliɐ foɾmɐdɐ poɾ um ɐlto pɾowɛminɛntɛ ɐo noɾtɛ ɛ um bajkso
-siɾkulɐɾ ɐlonɡɐdo ɐo sul, supɛɾ-impoʃtos poɾ ɐnomɐliɐs dɛ pɛkʷɛno kompɾimɛnto dɛ
-ondɐ, pɐɾsiɐlmɛntɛ mɐʃkɐɾɐdɐs pɛlɐ ɡɾɐndɛ ɐmplitudɛ dɐ ɐnomɐliɐ (majs dɛ 2000
-nt). no kɐpitulo ɾɛfɛɾɛntɛ a intɛɾpɾɛtɐsɐ̃w̃ dos ɐlvos mɐɡnetikos ɛʃtɐs ɐnomɐliɐʃ
-sɛɾɐ̃w̃ novɐmɛntɛ ɐboɾdɐdɐs ɛm mɐjoɾ dɛtɐlɛ. 4.1.2 invɛɾsɐ̃w̃ 4.1.2.1 ʒɛnɛɾɐlidɐdɛʃ
-ɐ tɛoɾiɐ dɐ invɛɾsɐ̃w̃ koʁɛʃpondɛ bɐzikɐmɛntɛ ɐ um konʒunto dɛ metodoʃ
-mɐtɛmatikos uzɐdos pɐɾɐ sɛ ɛstɾajɾ infɛɾensiɐs utɛjs sobʁɛ um konʒunto dɛ
-mɛdidɐs obsɛɾvɐzionajs dɛ ɐlɡm fɛnomɛno fiziko. suɐ pɾinsipɐl ɐtʁibujsɐ̃w̃ e
-lidɐɾ kom umɐ impoɾtɐntɛ ɛ fundɐmɛntɐl kʷɛʃtɐ̃w̃ ɾɛlɐzionɐdɐ ɐo limitɛ dɐ
-infoɾmɐsɐ̃w̃ kʷɛ podɛ sɛɾ ɛstɾaj́dɐ dɛ kɐlkʷɛɾ konʒunto dɛ dɐdos. viɾtuɐlmɛntɛ
-todos os pɾoblɛmɐs tem dowis ɛlɛmɛntos komuns: os dɐdos ɛ umɐ pɛɾɡntɐ. pɐɾɐ
-ʁɛʃpondɛɾ umɐ pɛɾɡntɐ, o soluzionɐdoɾ do pɾoblɛmɐ, kʷɛ podɛ sɛɾ um metodo dɛ
-invɛɾsɐ̃w̃, kombinɐ os dɐdos do pɾoblɛmɐ kom ɐlɡm ɾɐziozinio lɔʒiko. e intujtivo
-kʷɛ os dɐdos dɛvɛm kontɛɾ infoɾmɐsõj̃s sufiziɛntɛs pɐɾɐ ɾɛʃpondɛɾ ɐ pɛɾɡntɐ
-ɛʃtɐbɛlɛzidɐ. similɐɾmɛntɛ, no pɾoblɛmɐ invɛɾso ɛm ʒɛofizikɐ, tɐmbem ɛʃtɛs dowiʃ
-ɛlɛmɛntos ɛʃtɐ̃w̃ pɾɛzɛntɛs: os dɐdos ɛ umɐ pɛɾɡntɐ. os dɐdos ʒɛofizikos,
-ʒɛɾɐlmɛntɛ, sɐ̃w̃ ɛntidɐdɛs fizikɐs mɛdidɐs nɐ tɛʁɐ. ɛʃtɐs ɡɾɐndɛzɐs fizikɐʃ
-podɛm sɛɾ, poɾ ɛksɛmplo, kɐmpos ɡɾɐvimetʁikos, mɐɡnetikos, ɛlɛtʁomɐɡnetikos ɛ
-ɛletʁikos, tɾɐnsmiʃsɐ̃w̃ teɾmikɐ, pɛɾtuɾbɐsõj̃s ɛlaʃtikɐs owu ɾɐdiɐsõj̃s nuklɛɐɾɛs. ɐ
-pɛɾɡntɐ, poɾ suɐ vɛz, ʒɛɾɐlmɛntɛ ɛnvolvɛ ɐs pɾopʁiɛdɐdɛs fizikɐs kʷɛ ɛʃtɐ̃w̃
-ʁɛlɐzionɐdɐs ɐ ɛʃtɐs ɡɾɐndɛzɐs ɾɛpʁɛzɛntɐdɐs pɛlos dɐdos mɛdidos owu obsɛɾvɐsõj̃ʃ
-ʁɛɐlizɐdɐs sobʁɛ ɐ tɛʁɐ. ɛʃtɐs pɾopʁiɛdɐdɛs fizikɐs podɛm sɛɾ subdivididɐs ɛ̃
-duɐs klɐʃsɛs, owu sɛʒɐ, pɾopʁiɛdɐdɛs fizikɐs kʷɛ podɛm sɛɾ dɛʃkɾitɐs poɾ
-pɐɾamɛtʁos diʃkɾɛtos ɛ ɐkʷɛlɐs kʷɛ dɛvɛm sɛɾ dɛʃkɾitɐs poɾ funsõj̃s kontinuɐs. ɐ
-tɛoɾiɐ dɐ invɛɾsɐ̃w̃ ɛmpɾɛɡɐ difɛɾɛntɛs teknikɐs mɐtɛmatikɐs pɐɾɐ ɛʃtɐs duɐʃ
-klɐʃsɛs diʃtintɐs dɛ pɐɾamɛtʁos, iʃto e, ɐ tɛoɾiɐ dɛ ɛkɐsõj̃s mɐtʁiziajs pɐɾɐ oʃ
-pɐɾamɛtʁos diʃkɾɛtos ɛ ɐ tɛoɾiɐ dɐs ɛkɐsõj̃s intɛɡʁajs pɐɾɐ ɐs funsõj̃s kontinuɐʃ
-dos pɐɾamɛtʁos. nɛʃtɐ pɛʃkʷizɐ e ɐboɾdɐdɐ ɐpɛnɐs ɐ “tɛoɾiɐ dɐ invɛɾsɐ̃w̃
-diʃkɾɛtɐ”, owu sɛʒɐ, ɐ pɐɾtɛ dɐ tɛoɾiɐ intɛɾɛʃsɐdɐ nos pɐɾamɛtʁos kʷɛ sɐ̃w̃
-ʒɛnujnɐmɛntɛ diʃkɾɛtos owu podɛm sɛɾ ɐdɛkɐdɐmɛntɛ ɐpʁoksimɐdos komo diʃkɾɛtos.
-poɾ konsɛɡʷintɛ, e kolokɐdo o pɾoblɛmɐ invɛɾso kʷɛ ɾeẃnɛ os dɐdos ɐmoʃtɾɐdos dɛ
-foɾmɐ diʃkɾɛtɐ, koʁɛʃpondɛndo ɐ um konʒunto dɛ vɐloɾɛs numeɾikos dɐ ɡɾɐndɛzɐ
-fizikɐ (no kɐzo dɛʃtɛ tɾɐbɐlo sɐ̃w̃ os vɐloɾɛs do kɐmpo mɐɡnetiko totɐl ɐnomɐlo)
-ɛ os pɐɾamɛtʁos dɛʃkonɛzidos kʷɛ sɐ̃w̃ os vɐloɾɛs numeɾikos kontɛndo infoɾmɐsõj̃ʃ
-sobʁɛ pɾopʁiɛdɐdɛs fizikɐs. nɐ pɾatikɐ sɐ̃w̃ ɐʃsumidɐs ɐs ɛkɐsõj̃s konɛzidɐs dɐ
-fizikɐ mɐtɛmatikɐ (ɐs lɛjs dɐ fizikɐ) kʷɛ ɾɛlɐzionɐm ɐ ɡɾɐndɛzɐ fizikɐ mɛdidɐ nɐ
-supɛɾfiziɛ dɐ tɛʁɐ (dɐdos obsɛɾvɐdos) kom ɐ pɾopʁiɛdɐdɛ fizikɐ (pɐɾamɛtʁos).
-poɾ ɛksɛmplo, ɐ lɛj dɐ ɡɾɐvitɐsɐ̃w̃ dɛ nɛwton ɛʃtɐbɛlɛzɛ ɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ o kɐmpo
-ɡɾɐvimetʁiko (dɐdos obsɛɾvɐdos) ɛ ɐs dɛnsidɐdɛs dɐ subsupɛɾfiziɛ dɐ tɛʁɐ
-(pɐɾamɛtʁos). podɛ-sɛ dizɛɾ ɛntɐ̃w̃ kʷɛ o pɾoblɛmɐ invɛɾso pɾokuɾɐ ɐʃsoziɐɾ oʃ
-dɐdos obsɛɾvɐdos ɐ umɐ lɛj dɐ fizikɐ obʒɛtivɐndo ɛʃtimɐɾ os pɐɾamɛtʁos do
-siʃtɛmɐ fiziko kʷɛ e ɾɛpʁɛzɛntɐdo poɾ um modɛlo, fɐzɛndo, poɾ konsɛɡʷintɛ,
-infɛɾensiɐs sobʁɛ ɛʃtɛ modɛlo. sɛ ɛksiʃtɛ, poɾtɐnto, um pɾoblɛmɐ invɛɾso ɛksiʃtɛ
-tɐmbem um pɾoblɛmɐ diɾɛto kʷɛ e dɛfinido komo o pɾozɛʃso dɛ pɾɛdizɛɾ os vɐloɾɛʃ
-numeɾikos dɛ umɐ ɡɾɐndɛzɐ fizikɐ (o kɐmpo ɡɾɐvimetʁiko komo ɛksɛmplo) ɐ pɐɾtiɾ do
-konɛzimɛnto pɾevio dɛ um siʃtɛmɐ fiziko (ɾɛlɐzionɐdo a lɛj dɛ nɛwton dɐ
-ɡɾɐvitɐsɐ̃w̃ poɾ ɛksɛmplo) ɛ dos pɐɾamɛtʁos dɛʃtɛ siʃtɛmɐ owu modɛlo (komo poɾ
-ɛzɛmplo ɐs dɛnsidɐdɛs dɐ subsupɛɾfiziɛ). nɛʃtɛ tɾɐbɐlo sɐ̃w̃ ɐboɾdɐdos dowiʃ
-metodos dɛ invɛɾsɐ̃w̃, owu sɛʒɐ, ɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ (tompson, 1982) ɛ ɐ
-invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ (bɐɾbozɐ ɛ silvɐ, 1994). o pɾimɛjɾo kolokɐ o
-pɾoblɛmɐ invɛɾso utilizɐndo, komo modɛlo owu siʃtɛmɐ fiziko, ɐ ɛkɐsɐ̃w̃ dɛ
-omoʒɛnɛjdɐdɛ dɛ ewlɛɾ, vizɐndo ɛʃtimɐɾ, ɐ pɐɾtiɾ dɛʃtɛ modɛlo, ɐ pozisɐ̃w̃ dɛ umɐ
-fontɛ ʒɛɾɐdoɾɐ dɛ um kɐmpo mɐɡnetiko. ʒa no sɛɡndo kɐzo, o modɛlo sɛ bɐzɛjɐ nɐ
-somɐ dos ɛfɛjtos mɐɡnetikos dɛ um konʒunto dɛ pɾiʃmɐs ɛmpilɐdos, dɛ sɛsɐ̃w̃
-ʁɛtɐnɡlɐɾ owu kɐdʁɐdɐ, kuʒos pɐɾamɛtʁos (pɾopʁiɛdɐdɛ fizikɐ) ɐ sɛɾɛm ɛʃtimɐdoʃ
-sɐ̃w̃ ɐs mɐɡnɛtizɐsõj̃s owu ɐs suʃsɛptibilidɐdɛs mɐɡnetikɐs dɛ kɐdɐ pɾiʃmɐ
-konstitujntɛ do modɛlo. ɛʃtɐs mɛtodoloʒiɐs sɛɾɐ̃w̃ dɛʃkɾitɐs ɛm dɛtɐlɛ nos itɛnʃ
-ɐ sɛɡʷiɾ. 4.1.2.2 dɛkonvolusɐ̃w̃ dɛ ewlɛɾ intɾodusɐ̃w̃ o metodo konɛzido komo
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ fowi dɛzɛnvolvido pɾimoɾdiɐlmɛntɛ poɾ tompson(1982), tɛndo
-sido lɐɾɡɐmɛntɛ utilizɐdo, dɛvido a suɐ simplizidɐdɛ ɛ pɾɐtizidɐdɛ, pɐɾɐ obtɛɾ
-ɛʃtimɐtivɐs ɾapidɐs dɛ pɾofundidɐdɛs dɐs fontɛs mɐɡnetikɐs indɛpɛndɛntɛmɛntɛ do
-konɛzimɛnto pɾevio dɛ suɐs mɐɡnɛtizɐsõj̃s. dɛʃdɛ suɐ kɾiɐsɐ̃w̃ no komɛso dos ɐnoʃ
-80, tɛvɛ ɐplikɐsɐ̃w̃ pɾatikɐ dɛʃtinɐdɐ bɐzikɐmɛntɛ ɐo tɾɐtɐmɛnto dɛ ɡɾɐndɛʃ
-volumɛs dɛ dɐdos oɾiwndos dos kɾɛʃsɛntɛs lɛvɐntɐmɛntos ɐɛɾomɐɡnɛtometʁikos. ɐ
-mɛtodoloʒiɐ pɾopoʃtɐ nɛʃtɛ ɛʃtudo, kontɾɐɾiɐmɛntɛ a filozofiɐ oɾiʒinɐl dɛ
-ɐplikɐsɐ̃w̃ do metodo, konsiʃtɛ ɛm suɐ ɐdɐptɐsɐ̃w̃ pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ dɛtɐlɛ.
-nɛʃtɛ kɐzo ɐs ɛʃtimɐtivɐs dɛ pozisɐ̃w̃, pɾofundidɐdɛ ɛ nɐtuɾɛzɐ dɐs fontɛʃ
-mɐɡnetikos sɐ̃w̃ utilizɐdɐs komo infoɾmɐsɐ̃w̃ ɐ pɾioɾi pɐɾɐ ʒɛɾɐsɐ̃w̃ dɛ modɛlos majʃ
-ʁɛɐliʃtɐs kʷɛ ɛnvolvɐm ɐ ʒɛomɛtʁiɐ ɛ diʃtɾibujsɐ̃w̃ dɛ mɐɡnɛtizɐsõj̃s do ɐmbiɛntɛ
-ʒɛolɔʒiko. ɛʃtɐ ɐboɾdɐʒɛm e dɛ vɐliɐ pɾinsipɐlmɛntɛ ɛm aɾɛɐs ondɛ o konɛzimɛnto
-ʒɛolɔʒiko dɛ subsupɛɾfiziɛ e ɛʃkɐʃso, iʃto e, ɛm aɾɛɐs ondɛ ɐ vɛɾdɐdɛjɾɐ
-infoɾmɐsɐ̃w̃ ɐ pɾioɾi kʷɛ dɛvɛɾiɐ pɾoviɾ dɛ owutʁos metodos ʒɛofizikos, sondɐʒɛns ɛ
-owutʁɐs fontɛs dɛ konɛzimɛnto diɾɛto e inɛksiʃtɛntɛ. komo sɛ tɾɐtɐ dɛ umɐ
-ɐboɾdɐʒɛm dɛ dɛtɐlɛ, ɐs ɐnomɐliɐs ɐlvo sɐ̃w̃ izolɐdɐs ɛ intɛɾpɾɛtɐdɐʃ
-individuɐlmɛntɛ. os pɐɾamɛtʁos ɛʃtimɐdos ɐ pɐɾtiɾ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, sɐ̃w̃
-ɛntɐ̃w̃ utilizɐdos komo vinkulos nɐ mɛtodoloʒiɐ dɛ invɛɾsɐ̃w̃ pɾopoʃtɐ pɐɾɐ ɛʃtɐ
-pɛʃkʷizɐ, dɛnominɐdɐ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ, kʷɛ lɐnsɐ mɐ̃w̃ do funsionɐl
-kompɐzidɐdɛ (silvɐ ɛ bɐɾbozɐ, 2006 ; bɐɾbozɐ ɛ silvɐ, 1994). no pɾɔksimo itɛ̃
-ɛʃtɐ teknikɐ sɛɾa dɛʃkɾitɐ ɛm dɛtɐlɛ. tɛoɾiɐ tompson (1982) pɾokuɾowu
-ʁɛpʁɛzɛntɐɾ ɐs ɐnomɐliɐs dɛ kɐmpos potɛnsiajs ɐtʁɐves dɛ fontɛs pontuajs,
-dɛmonstɾɐndo kʷɛ ɐ ɛkɐsɐ̃w̃ dɛ omoʒɛnɛjdɐdɛ dɛ ewlɛɾ podɛ sɛɾ ɾɛɛʃkɾitɐ dɐ
-sɛɡʷintɛ foɾmɐ (pɐɾɐ fontɛs infinitɐmɛntɛ lonɡɐs nɐ diɾɛsɐ̃w̃ j) (5) ondɛ ∆t(ks,z)
-e ɐ ɐnomɐliɐ do kɐmpo mɐɡnetiko totɐl pɾoduzidɐ poɾ umɐ fontɛ pontuɐl nɐʃ
-kowoɾdɛnɐdɐs (ks0, z0) ɛ η ,kʷɛ e konɛzido komo o indizɛ ɛʃtɾutuɾɐl, ɛʃta
-ʁɛlɐzionɐdo kom ɐ nɐtuɾɛzɐ dɐ fontɛ. os vɐloɾɛs dɛ η sɛ ɾɛlɐzionɐm kom ɐ foɾmɐ
-dɐ fontɛ dɛ ɐkoɾdo kom ɐ tɐbɛlɐ ɐ sɛɡʷiɾ: konsidɛɾɐndo ɐ ɐnomɐliɐ obsɛɾvɐdɐ ,
-koʁɛʃpondɛntɛ a ɐnomɐliɐ ∆t ɐdizionɐdɐ ɐ umɐ konstɐntɛ b (nivɛl dɛ bɐzɛ),
-mɛdidɐ ɛm um plɐno konstɐntɛ z = 0, tɛmos (6) ɐs solusõj̃s ɛʃtimɐdɐs pɐɾɐ oʃ
-pɐɾamɛtʁos ks0 , z0 ɛ b dɐ ɛkɐsɐ̃w̃ (7), sɐ̃w̃ obtidɐs no sɛntido dos minimoʃ
-kɐdʁɐdos poɾ um ɛʃtimɐdoɾ pɐdʁɐ̃w̃ kʷɛ opɛɾɐ ɛm kɐdɐ umɐ dɐs divɛɾsɐs ʒɐnɛlɐs dɛ
-dɐdos dɛʃlokɐdɐs ɐtʁɐves dɐ ɐnomɐliɐ ʒɛɾɐndo kluʃtɛɾs dɛ solusõj̃s. o vɐloɾ dɛ η
-e obtido poɾ umɐ seɾiɛ dɛ tɛntɐtivɐs konfoɾmɛ os kɾiteɾios dɛʃkɾitos ɐ sɛɡʷiɾ.
-bɐɾbozɐ ɛt ɐl.(1999) fɐzɛm umɐ ɐnalizɛ tɛɔɾikɐ dɐ ɛkɐsɐ̃w̃ (7) ɛ foɾnɛzɛm umɐ
-dɛtɐlɐdɐ ɛsplɐnɐsɐ̃w̃ sobʁɛ o kompoɾtɐmɛnto dos pɐɾamɛtʁos ɛʃtimɐdos ks0, z0 ɛ b ɛ
-suɐ ɾɛlɐsɐ̃w̃ kom o indizɛ ɛʃtɾutuɾɐl η. suʒɛɾɛm tɐmbem, kʷɛ ɐ mɛtodoloʒiɐ
-pɾopoʃtɐ iniziɐlmɛntɛ poɾ tompson (1982), ondɛ divɛɾsos indizɛs ɛʃtɾutuɾajs sɐ̃w̃
-tɛʃtɐdos kom o intujto dɛ tomɐɾ ɐkʷɛlɛ kʷɛ foɾnɛsɐ o konʒunto dɐs solusõj̃s mɛnoʃ
-diʃpɛɾsɐs (iʃto e, ɐkʷɛlɛ konʒunto kʷɛ foɾmɐ o kluʃtɛɾ majs dɛnso owu dɛ minimo
-dɛʃvio pɐdʁɐ̃w̃) podɛ nɐ pɾatikɐ ɐpʁɛzɛntɐɾ insɛɾtɛzɐs dɛvido a pɾɛzɛnsɐ dɛ ɾuj́do
-kontido nos dɐdos. bɐzɛɐndo-sɛ nɐ ɐnalizɛ dɛʃtɛs awtoɾɛs, foɾɐm utilizɐdos no
-ɛʃtudo ɐkʷi pɾopoʃto, nɐ̃w̃ sɔ o metodo tɾɐdizionɐl dɛ tompson, komo tɐmbem o
-metodo kʷɛ lɐnsɐ mɐ̃w̃ dɛ um kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ ɛntɾɛ os vɐloɾɛs dɐ
-ɐnomɐliɐ (obsɛɾvɐdos no sɛntɾo dɛ kɐdɐ ʒɐnɛlɐ) ɛ os vɐloɾɛs do nivɛl dɛ bɐzɛ b
-ɛʃtimɐdos pɐɾɐ kɐdɐ ʒɐnɛlɐ (bɐɾbozɐ ɛt ɐl., 1999). o indizɛ ɛʃtɾutuɾɐl tɛntɐtivo
-kʷɛ foɾnɛzɛɾ o minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ koʁɛʃpondɛ a mɛloɾ
-solusɐ̃w̃. vizɐndo ɾɛduziɾ ɐs insɛɾtɛzɐs, sɐ̃w̃ kompɐɾɐdos siʃtɛmɐtikɐmɛntɛ os dowiʃ
-konʒuntos dɛ solusõj̃s obtidos poɾ ɛʃtɛs dowis diʃtintos metodos. dɛkonvolusɐ̃w̃ dɛ
-ewlɛɾ kombinɐdɐ a ɐmplitudɛ do sinɐl ɐnɐlitiko – ʒɐnɛlɐ pivo sɛndo ɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ ɛfiziɛntɛ kɐndo ɐ ɐnomɐliɐ pɾovem dɛ fontɛ unikɐ, iʃto e,
-sɛ ɾɛlɐzionɐ ɐ um uniko indizɛ ɛʃtɾutuɾɐl, pɾokuɾowu-sɛ intɛɾpɾɛtɐɾ, nɛʃtɐ
-pɛʃkʷizɐ, kɐdɐ ɐnomɐliɐ dɛ foɾmɐ izolɐdɐ. umɐ vɛz kʷɛ ɐs solusõj̃s konfiavɛjʃ
-ɛʃtɐ̃w̃ ɐʃsoziɐdɐs as ʒɐnɛlɐs kʷɛ ɛnɡlobɐm o intɛɾvɐlo dos maksimos ɡɾɐdiɛntɛs dɐ
-ɐnomɐliɐ (ɾɛʒiɐ̃w̃ dɛ piko dɐ ɐnomɐliɐ), ɐdotowu-sɛ komo kɾiteɾio, pɾopoʃto nɛʃtɛ
-tɾɐbɐlo, umɐ ʒɐnɛlɐ pivo sɛntɾɐlizɐdɐ no maksimo vɐloɾ dɐ funsɐ̃w̃ ɐmplitudɛ do
-sinɐl ɐnɐlitiko kɐlkulɐdɐ pɐɾɐ ɐnomɐliɐ ɛm ɛʃtudo. ɐs ɛspɾɛʃsõj̃s mɐtɛmatikɐs kʷɛ
-dɛfinɛm o sinɐl ɐnɐlitiko (ɛkɐsõj̃s 2 ɛ 3) ɛ ɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ (ɛkɐsɐ̃w̃ 7)
-ɐpʁɛzɛntɐm ɐfinidɐdɛs, umɐ vɛz kʷɛ ɐmbɐs sɛ bɐzɛjɐm no kalkulo dɐs dɛɾivɐdɐs do
-kɐmpo totɐl ɛ nɐ̃w̃ lɛvɐm ɛm kontɐ ɐs diɾɛsõj̃s dɐ mɐɡnɛtizɐsɐ̃w̃, o kʷɛ suʒɛɾɛ ɐ
-poʃsibilidɐdɛ dɐ dɛdusɐ̃w̃ dɛ ɛspɾɛʃsõj̃s kombinɐdɐs. ɐlem do majs, podɛ-sɛ moʃtɾɐɾ
-kʷɛ ɐ ɛʃtimɐtivɐ dɐs kowoɾdɛnɐdɐs oɾizontajs dɐ fontɛ mɐɡnetikɐ ɐtʁɐves dɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, e ɛʃtavɛl sɛ ɐ ʒɐnɛlɐ dɛ dɐdos foɾ sɛntɾɐlizɐdɐ nɐʃ
-kowoɾdɛnɐdɐs do ponto dɛ maksimɐ ɐmplitudɛ do sinɐl ɐnɐlitiko. vizɐndo ɛnkontɾɐɾ
-um kompɾimɛnto ɔtimo pɐɾɐ ɐ ʒɐnɛlɐ pivo sɐ̃w̃ pɾopoʃtos os sɛɡʷintɛs kɾiteɾioʃ
-ɛmpiɾikos: o kompɾimɛnto dɐ ʒɐnɛlɐ e tomɐdo ɐ pɐɾtiɾ do ɛʃpɐsɐmɛnto ɛnkontɾɐdo
-nɐ mɛjɐ ɐmplitudɛ do sinɐl ɐnɐlitiko. o kompɾimɛnto e obtido ɐ pɐɾtiɾ dɛ umɐ
-seɾiɛ dɛ tɛntɐtivɐs ɐte ɛnkontɾɐɾ ɐkʷɛlɛ kʷɛ foɾnɛsɐ o kluʃtɛɾ dɛ solusõj̃s kom o
-mɛnoɾ dɛʃvio pɐdʁɐ̃w̃. kom viʃtɐs ɐ obtɛɾ um spɾɐj dɛ solusõj̃s, ɐ ʒɐnɛlɐ e
-dɛʃlokɐdɐ, ɐ intɛɾvɐlos ɾɛɡlɐɾɛs, ɛm ɐmbos os sɛntidos ɐ pɐɾtiɾ dɐ pozisɐ̃w̃ ondɛ
-ɛʃta sɛntɾɐlizɐdɐ. dɛʃtɐ foɾmɐ, ɐs pɾopʁiɛdɐdɛs do kluʃtɛɾ foɾmɐdo poɾ ɛʃtɛ
-spɾɐj podɛm sɛɾ ɛʃtudɐdɐs. o indizɛ ɛʃtɾutuɾɐl kʷɛ foɾnɛzɛɾ o kluʃtɛɾ majs dɛnso
-(metodo dɛ tompson 1982) e indikɐdo pɛlo minimo dɛʃvio pɐdʁɐ̃w̃ do mɛʃmo. pɐɾɐ
-ɛʃkolɐ dɛ umɐ unikɐ solusɐ̃w̃ ɔtimɐ no intɛɾioɾ dɛʃtɛ kluʃtɛɾ, suʒɛɾɛ-sɛ tomɐɾ
-ɐkʷɛlɐ kʷɛ foɾnɛsɐ o vɐloɾ maksimo dɐ sɛɡʷintɛ ɛspɾɛʃsɐ̃w̃ (tompson, 1982). z0 / η
-σ(z0) = mɐks (8) ondɛ σ(z0) e ɐ vɐɾiansiɐ dɐ ɛʃtimɐtivɐ dɛ z0 obtidɐ ɐ pɐɾtiɾ do
-pɾoblɛmɐ dɛ minimos kɐdʁɐdos. dɛpɛndensiɐ ɛntɾɛ pɾofundidɐdɛ dɐ fontɛ ɛ sew
-indizɛ ɛʃtɾutuɾɐl bɐɾbozɐ ɛt ɐl.(1999) ɛm sew ɛʃtudo tɛɔɾiko, dɛduziɾɐm ɐʃ
-ɛspɾɛʃsõj̃s ɐnɐlitikɐs dos ɛʃtimɐdoɾɛs dɛ ks0 ɛ z0, pɐɾɐ umɐ ʒɐnɛlɐ dɛ kompɾimɛnto
-infinito komo moʃtɾɐm ɐs ɛspɾɛʃsõj̃s ɐ sɛɡʷiɾ (9) obsɛɾvɐndo ɐ ɛkɐsɐ̃w̃ (10),
-vɛɾifikɐ-sɛ ɐ ɛksiʃtensiɐ dɛ umɐ ɾɛlɐsɐ̃w̃ ɛntɾɛ o pɐɾamɛtʁo z0 (pɾofundidɐdɛ dɐ
-fontɛ) ɛ o sew indizɛ ɛʃtɾutuɾɐl η, o kʷɛ toɾnɐ ɐ ɛʃtimɐtivɐ dɛ pɾofundidɐdɛ
-sɛnsivɛlmɛntɛ dɛpɛndɛntɛ dɐ ɛʃkolɐ koʁɛtɐ do indizɛ ɛʃtɾutuɾɐl. poɾ
-konsɛɡʷintɛ, o simplɛs pozisionɐmɛnto dɐ ʒɐnɛlɐ pivo no ponto dɛ maksimo
-ɡɾɐdiɛntɛ foɾnɛzɛ solusõj̃s konfiavɛjs pɐɾɐ ks0, fikɐndo ɐ ɐnalizɛ fokɐdɐ nɐ
-diʃpɛɾsɐ̃w̃ dɛ z0 ɛm funsɐ̃w̃ dɐ vɐɾiɐsɐ̃w̃ siʃtɛmatikɐ dɛ η. ɾotinɐ komputɐzionɐl
-bɐzɛɐndo-sɛ nɐs pɾopʁiɛdɐdɛs dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ ɐboɾdɐdɐs ɐzimɐ, umɐ
-ʁotinɐ komputɐzionɐl fowi konsɛbidɐ, nɛʃtɛ tɾɐbɐlo, dɛ tɐl foɾmɐ ɐ ɾɐʃtɾɛɐɾ
-awtomɐtikɐmɛntɛ os vɐloɾɛs tɛntɐtivos dɛ η, ɐte ɛnkontɾɐɾ ɐkʷɛlɛs kʷɛ sɐtiʃfɐsɐ̃
-ɐs impozisõj̃s dɐs mɛtodoloʒiɐs dɛʃkɾitos ɐzimɐ. ɐs fiɡʁɐs 4.1, 4.2, 4.3 ɛ 4.4
-moʃtɾɐm saj́dɐs ɡɾafikɐs dɛʃtɐ ɾotinɐ ondɛ os kluʃtɛɾs dɛ kɾuzɛs ɛm ɐzul
-koʁɛʃpondɛm as solusõj̃s obtidɐs pɛlo metodo tɾɐdizionɐl dɛ tompson (1982)
-ɛnvolvɛndo o minimo dɛʃvio pɐdʁɐ̃w̃, ɛ, ɛm vɛɾmɛlo, ɐs obtidɐs pɛlo metodo do
-minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ (bɐɾbozɐ ɛt ɐl., 1999). ɐdizionɐlmɛntɛ
-ɐs kɾuzɛs vɛɾdɛs koʁɛʃpondɛm as ɛʃtimɐtivɐs, ondɛ o indizɛ ɛʃtɾutuɾɐl e
-ɛʃtimɐdo komo majs um pɐɾamɛtʁo inkluj́do no pɾoblɛmɐ invɛɾso, kʷɛ foɾɐm obtidɐʃ
-kom o intujto dɛ vɛɾifikɐɾ o ɛfɛjto dɐ ɐmbiɡ̈idɐdɛ kawzɐdɐ pɛlɐ dɛpɛndensiɐ
-ɛntɾɛ os pɐɾamɛtʁos z0 ɛ η, suʒɛɾidɐ ɐtʁɐves dɛ ɛsɛʃsivɐ diʃpɛɾsɐ̃w̃ dɐʃ
-solusõj̃s. dɛ fɐto, ɐ dɛpɛndensiɐ ɛntɾɛ ɐ pɾofundidɐdɛ dɐ fontɛ ɛ o sew indizɛ
-ɛʃtɾutuɾɐl ɾɛpʁɛzɛntɐ ɐ pɾinsipɐl limitɐsɐ̃w̃ pɐɾɐ o metodo dɐ dɛkonvolusɐ̃w̃ dɛ
-ewlɛɾ. majs ɐdiɐntɛ, nɛʃtɛ kɐpitulo, ɛʃtɐ ɾotinɐ komputɐzionɐl sɛɾa dɛʃkɾitɐ ɛ̃
-mɐjoɾ dɛtɐlɛ. ɾɛzultɐdos obtidos ɛm modɛlos sintetikos ɐs fiɡʁɐs 4.1, 4.2 ɛ
-4.3 ɾɛpʁɛzɛntɐm ɐnomɐliɐs obtidɐs ɐ pɐɾtiɾ dɛ modɛlos sintetikos 2d dɛ pɾiʃmɐs ɛ
-solɛjɾɐs kom mɐɡnɛtizɐsɐ̃w̃ vɛɾtikɐl, sobʁɛ ɐs kajs fowi ɐplikɐdɐ ɐ ɾotinɐ
-komputɐzionɐl dɛʃkɾitɐ ɐzimɐ. obsɛɾvɐndo ɐ fiɡʁɐ 4.1, konstɐtɐ-sɛ kʷɛ o metodo
-dɛ tompson ɛ o minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ konkoɾdɐm, foɾnɛzɛndo
-indizɛs ɛʃtɾutuɾajs mujto pɾɔksimos ɛ kluʃtɛɾs dɛ solusõj̃s situɐdoʃ
-ɐpʁoksimɐdɐmɛntɛ no plɐno dɛ pɾofundidɐdɛ medio dɐ solɛjɾɐ ɛ ɛksɐtɐmɛntɛ sobʁɛ suɐ
-ɛstɾɛmidɐdɛ. o indizɛ ɛʃtɾutuɾɐl η, liʒɛjɾɐmɛntɛ mɐjoɾ do kʷɛ η, pɾoduʒ
-pɾopoɾsionɐlmɛntɛ um pɛkʷɛno awmɛnto nɐ ɛʃtimɐtivɐ dɛ pɾofundidɐdɛ (kluʃtɛɾ
-vɛɾmɛlo) konstɐtɐndo o ɛfɛjto dɐ dɛpɛndensiɐ ɛntɾɛ ɐ pɾofundidɐdɛ ɛ o indizɛ
-ɛʃtɾutuɾɐl ɛʃtimɐdos (ɛkɐsɐ̃w̃ 10). ɐs solusõj̃s obtidɐs kom o indizɛ ɛʃtɾutuɾɐl
-inkluj́do no pɾoblɛmɐ invɛɾso (kɾuzɛs vɛɾdɛs) ɐpʁɛzɛntɐm ɡɾɐndɛ diʃpɛɾsɐ̃w̃ nɐʃ
-ɛʃtimɐtivɐs do pɐɾamɛtʁo pɾofundidɐdɛ. konkluj-sɛ ɐʃsim kʷɛ o pɛkʷɛno
-dɛʃlokɐmɛnto dɐ ʒɐnɛlɐ dɛ dɐdos ɛm toɾno dɐ ʒɐnɛlɐ pivo pɾoduz instɐbilidɐdɛ nɐʃ
-solusõj̃s. ɐ fiɡʁɐ 4.2 moʃtɾɐ o mɛʃmo kompoɾtɐmɛnto do kɐzo ɐntɛɾioɾ, ɛksibindo
-um liʒɛjɾo dɛʃlokɐmɛnto ɛntɾɛ os kluʃtɛɾs dɛ ɛʃtimɐtivɐs ɐzul ɛ vɛɾmɛlo dɛvido
-a pɛkʷɛnɐ vɐɾiɐsɐ̃w̃ ɛntɾɛ os indizɛs ɛʃtɾutuɾajs η ɛ η obtidos pɛlos dowiʃ
-ʁɛfɛɾidos metodos. o tɛɾsɛjɾo metodo (kɾuzɛs vɛɾdɛs) ɐpʁɛzɛntɐ tɐmbem o
-kompoɾtɐmɛnto vɛɾifikɐdo ɐntɛɾioɾmɛntɛ, owu sɛʒɐ, ɐs ɛʃtimɐtivɐs do pɐɾamɛtʁo
-pɾofundidɐdɛ sɛ diʃpɛɾsɐm dɛvido as vɐɾiɐsõj̃s dɐ ɛʃtimɐtivɐ do indizɛ ɛʃtɾutuɾɐl
-ɛm funsɐ̃w̃ do pɛkʷɛno dɛʃlokɐmɛnto dɐ ʒɐnɛlɐ dɛ dɐdos. o ɛksɛmplo dɛ ɐnomɐliɐ
-moʃtɾɐdo nɐ fiɡʁɐ 4.3, pɾokuɾɐ simulɐɾ os kɐzos majs ɾɛɐliʃtɐs ondɛ ɐʃ
-ɐnomɐliɐs obsɛɾvɐdɐs ɛʃtɐ̃w̃ fɾɛk̈ɛntɛmɛntɛ kontɐminɐdɐs pɛlo ɛfɛjto dɛ fontɛʃ
-ɐdʒɐzɛntɛs (o ɾuj́do ʒɛolɔʒiko). poɾ umɐ kʷɛʃtɐ̃w̃ dɛ pɾinsipio, o metodo dɛ ewlɛɾ
-e inɐdɛkɐdo pɐɾɐ os kɐzos ondɛ o ɛfɛjto dɛ majs dɛ umɐ fontɛ (kom majs dɛ ũ
-indizɛ ɛʃtɾutuɾɐl) okoʁɛ ɛm umɐ mɛʃmɐ ʒɐnɛlɐ dɛ dɐdos, o kʷɛ podɛ sɛɾ
-vɛɾifikɐdo pɛlɐ simplɛs obsɛɾvɐsɐ̃w̃ dɐ ɛkɐsɐ̃w̃ 5. ɾɛɐlmɛntɛ, ɐo obsɛɾvɐɾ ɛʃtɐ
-fiɡʁɐ, konstɐtɐ-sɛ kʷɛ ɐs solusõj̃s dɛ ewlɛɾ nɐ̃w̃ podɛm diʃtinɡʷiɾ ɐs duɐʃ
-fontɛs. nɛʃtɛ kɐzo, podɛ-sɛ obsɛɾvɐɾ kʷɛ os dowis ɾɛfɛɾidos metodos pɾoduzɛm dowiʃ
-kluʃtɛɾs sɛpɐɾɐdos ɛm pɾofundidɐdɛ (kɾuzɛs ɐzujs ɛ vɛɾmɛlɐs nɐ fiɡʁɐ)
-ʁɛzultɐntɛs dɐ difɛɾɛnsɐ ɛntɾɛ os dowis indizɛs ɛʃtɾutuɾajs obtidos,
-ʁɛʃpɛktivɐmɛntɛ, poɾ ɛʃtɛs metodos kʷɛ awmɛntɐ siɡnifikɐtivɐmɛntɛ kɐndo
-kompɐɾɐdɐ kom os kɐzos dɛ fontɛ unikɐ (fiɡʁɐs 4.1 ɛ 4.2). ɐ fiɡʁɐ 4.4 moʃtɾɐ ɐ
-ɐnomɐliɐ ɾɛzultɐntɛ do ɛfɛjto somɐdo dɛ dowis koɾpos, dɛ sɛsɐ̃w̃ poliɡonɐl
-ɐlɐɾɡɐdɐ, situɐdos ɛm difɛɾɛntɛs nivɛjs dɛ pɾofundidɐdɛ, sɛndo kʷɛ o majʃ
-pɾofundo ɐpʁɛzɛntɐ mɐɡnɛtizɐsɐ̃w̃ induzidɐ ɛ o majs ɾɐzo mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ.
-ɛʃtɛ modɛlo pɾokuɾɐ simulɐɾ umɐ situɐsɐ̃w̃ komplɛksɐ dɛ fontɛs intɛɾfɛɾɛntɛʃ
-pɐʃsivɛl dɛ okoʁɛɾ nɐ nɐtuɾɛzɐ. similɐɾmɛntɛ ɐo modɛlo dɐ fiɡʁɐ 4.3, o metodo
-dɛ ewlɛɾ nɐ̃w̃ diʃkɾiminɐ pɾopʁiɐmɛntɛ os dowis koɾpos, poɾem ɐpʁoksimɐ bɛm ɐ
-pɾofundidɐdɛ do koɾpo supɛɾioɾ ɐtʁɐves do kluʃtɛɾ ɛm ɐzul ɛ tɐmbem pozisionɐ
-ʁɐzowɐvɛlmɛntɛ bɛm ɐ pɾofundidɐdɛ do sɛɡndo koɾpo ɐtʁɐves do kluʃtɛɾ ɛ̃
-vɛɾmɛlo. ʒa ɐ pozisɐ̃w̃ oɾizontɐl dɛ ɐmbos nɐ̃w̃ e bɛm dɛfinidɐ, ɐvɛndo umɐ
-konsɛntɾɐsɐ̃w̃ dɛ solusõj̃s ɛm um plɐno intɛɾmɛdiaɾio ɛntɾɛ os dowis koɾpos. o
-metodo dɛ ɛʃtimɐtivɐ diɾɛtɐ do indizɛ ɛʃtɾutuɾɐl (kɾuzɛs vɛɾdɛs), komo ʒa
-ɛʃpɛɾɐdo, foɾnɛzɛ ɾɛzultɐdos ɐmbiɡos. konkluzõj̃s umɐ konkluzɐ̃w̃ ɛmpiɾikɐ kʷɛ sɛ
-podɛ kɛɡɐɾ e o fɐto dɛ kʷɛ ɐ ɐboɾdɐʒɛm pɾopoʃtɐ nɛʃtɛ ɛʃtudo pɐɾɐ dɛkonvolusɐ̃w̃
-dɛ ewlɛɾ, ɛnvolvɛndo ɐ kompɐɾɐsɐ̃w̃ dɛ dowis metodos dɛ kalkulo diʃtintos, indikɐ ɐ
-pɾɛzɛnsɐ dɛ fontɛs intɛɾfɛɾɛntɛs ɐtʁɐves dɐ sɛpɐɾɐsɐ̃w̃ dos dowis kluʃtɛɾs dɛ
-solusõj̃s, ɾɛzultɐntɛ dɛ um awmɛnto ɾɛlɐtivo nɐ difɛɾɛnsɐ ɛntɾɛ ɐs ɛʃtimɐtivɐs do
-indizɛ ɛʃtɾutuɾɐl, obtidɐs pɛlos dowis metodos. ɐpɛzɐɾ dɛ nɐ̃w̃ diʃkɾiminɐɾ
-oɾizontɐlmɛntɛ os dowis koɾpos, sew nivɛl medio dɛ pɾofundidɐdɛ e ɾɐzowɐvɛlmɛntɛ
-bɛm pozisionɐdo. nɐ pɾatikɐ, podɛ konstitujɾ umɐ fɛʁɐmɛntɐ util, umɐ vɛz kʷɛ nɐ
-mɐjoɾiɐ dos kɐzos ɾɛajs, ɐs ɐnomɐliɐs obsɛɾvɐdɐs sɛ ɐpʁɛzɛntɐm kontɐminɐdɐs pɛlo
-ɛfɛjto dɛ fontɛs ɐdʒɐzɛntɛs (o ɾuj́do ʒɛolɔʒiko). nɐ̃w̃ owuvɛ, ɛntɾɛtɐnto,
-pɾɛokupɐsɐ̃w̃ nɛʃtɛ momɛnto, dɛ sɛ ɛnkontɾɐɾ o siɡnifikɐdo mɐtɛmatiko dɛʃtɐ
-konkluzɐ̃w̃. poɾem, um dɛzɛnvolvimɛnto nɛʃtɛ sɛntido podɛ ɛvɛntuɐlmɛntɛ lɛvɐɾ a
-foɾmulɐsɐ̃w̃ ɛ ɐ dɛmonstɾɐsɐ̃w̃ dɛ um metodo pɐɾɐ lidɐɾ kom o pɾoblɛmɐ pɾatiko dɐʃ
-multiplɐs fontɛs intɛɾfɛɾɛntɛs. umɐ owutʁɐ impoɾtɐntɛ konkluzɐ̃w̃ konstɐtɐdɐ nɛʃtɛ
-ɛʃtudo, diz ɾɛʃpɛjto a utilizɐsɐ̃w̃ pɾatikɐ do metodo diɾɛto pɐɾɐ ɛʃtimɐtivɐ do
-indizɛ ɛʃtɾutuɾɐl konsidɛɾɐdo komo majs um pɐɾamɛtʁo no pɾoblɛmɐ invɛɾso.
-sɛɾtɐmɛntɛ ɐ ɡɾɐndɛ diʃpɛɾsɐ̃w̃ nɐs solusõj̃s dɛ pɾofundidɐdɛ dɐ fontɛ (z0) kawzɐdɐ
-pɛlɐ dɛpɛndensiɐ linɛɐɾ ɛntɾɛ ɛʃtɛ pɐɾamɛtʁo ɛ o indizɛ ɛʃtɾutuɾɐl (pɾovɐdɐ
-mɐtɛmɐtikɐmɛntɛ poɾ bɐɾbozɐ ɛt ɐl.1999, ɛkɐsɐ̃w̃ 10) inviɐbilizɐ ɛʃtɛ kɐmino.
-4.1.2.3 invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ intɾodusɐ̃w̃ ɐ mɛtodoloʒiɐ konɛzidɐ komo
-invɛɾsɐ̃w̃ ɡɾɐvimetʁikɐ kompɐktɐ ʒɛnɛɾɐlizɐdɐ (ʒɛnɛɾɐlizɛd kompɐkt ɡɾɐvitj
-invɛɾsion) fowi dɛzɛnvolvidɐ poɾ bɐɾbozɐ ɛ silvɐ (1994), podɛndo sɛɾ konvɛɾtidɐ,
-ɐnɐloɡɐmɛntɛ, pɐɾɐ invɛɾsɐ̃w̃ dɛ ɐnomɐliɐs mɐɡnetikɐs. uzɐndo ɛʃtɐ mɛʃmɐ
-mɛtodoloʒiɐ, silvɐ ɛ bɐɾbozɐ (2006), ɐpʁɛzɛntɐɾɐm umɐ novɐ ɐboɾdɐʒɛm intɛɾɐtivɐ,
-ondɛ o intɛɾpɾɛtɛ e kɐpɐz dɛ simulɐɾ ɛ tɛʃtɐɾ divɛɾsɐs ipɔtɛzɛs dɛ diʃtɾibujsɐ̃w̃
-dɛ dɛnsidɐdɛs do substɾɐto ʒɛolɔʒiko. nɛʃtɐ ɐboɾdɐʒɛm, e poʃsivɛl lidɐɾ kõ
-situɐsõj̃s komplɛksɐs ɛnvolvɛndo multiplɐs fontɛs pɾɔksimɐs intɛɾɐʒindo ɛntɾɛ si owu
-koɾpos kontɾɐʃtɐntɛs ɛnɡlobɐdos ɛm owutʁos dɛ mɐjoɾ volumɛ. no pɾɛzɛntɛ ɛʃtudo,
-ɛʃtɐ mɛʃmɐ mɛtodoloʒiɐ e ɐdɐptɐdɐ pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ ɐnomɐliɐs mɐɡnetikɐs ɛ
-implɛmɛntɐdɐ ɐtʁɐves dɛ um pɾoɡʁɐmɐ komputɐzionɐl komo sɛɾa diʃkutido ɐ sɛɡʷiɾ.
-ʁɛpʁɛzɛntɐndo o substɾɐto ʒɛolɔʒiko poɾ um ɡɾid dɛ multiplos pɾiʃmɐʃ
-bidimɛnsionajs supɛɾpoʃtos dɛ sɛsɐ̃w̃ kɐdʁɐdɐ owu ɾɛtɐnɡlɐɾ fiksɐ, ɛ ɐtʁibujndo ɐ
-kɐdɐ pɾiʃmɐ, um vɐloɾ dɛ mɐɡnɛtizɐsɐ̃w̃ (owu suʃsɛptibilidɐdɛ mɐɡnetikɐ)
-ʁɛpʁɛzɛntɐndo os pɐɾamɛtʁos ɐ sɛɾɛm ɛʃtimɐdos, e poʃsivɛl simulɐɾ situɐsõj̃ʃ
-ʁɛɐliʃtɐs do ɐmbiɛntɛ ʒɛolɔʒiko. dɛʃtɐ foɾmɐ, e kɾiɐdɐ umɐ imɐʒɛm do substɾɐto
-kʷɛ sɛ toɾnɐ kɐdɐ vɛz majs dɛtɐlɐdɐ (suʒɛjtɐ nɐtuɾɐlmɛntɛ ɐos limitɛs dɛ
-ʁɛzolusɐ̃w̃ do metodo) a mɛdidɐ ɛm kʷɛ sɛ diminuj ɐs dimɛnsõj̃s dɐ sɛsɐ̃w̃ dɛ kɐdɐ
-pɾiʃmɐ individuɐl ɛlɛvɐndo o sew numɛɾo. no pɾɛzɛntɛ ɛʃtudo e pɾopoʃtɐ ɐ
-intɾodusɐ̃w̃, komo infoɾmɐsɐ̃w̃ ɐ pɾioɾi, dɛ inklinɐsõj̃s dɐs mɐɡnɛtizɐsõj̃s vɐɾiavɛjʃ
-ɐo lonɡo do modɛlo, obʒɛtivɐndo simulɐɾ ɐ pɾɛzɛnsɐ dɛ ɾɛʒiõj̃s kom mɐɡnɛtizɐsõj̃ʃ
-ʁɛmɐnɛʃsɛntɛs insɛɾidɐs no modɛlo dɛ pɾiʃmɐs supɛɾpoʃtos. supondo ɐ ɛksiʃtensiɐ
-dɛ tajs ɾɛʒiõj̃s, o inteɾpɾɛtɛ intɾoduz vɐloɾɛs tɛntɐtivos dɛ inklinɐsɐ̃w̃ ɛ ɐvɐliɐ
-ɛm kɐdɐ tɛntɐtivɐ os ɾɛzultɐdos dɐ invɛɾsɐ̃w̃. tɛoɾiɐ o ɛʃtimɐdoɾ dɛ invɛɾsɐ̃w̃
-kompɐktɐ fowi dɛzɛnvolvido oɾiʒinɐlmɛntɛ poɾ lɐʃt ɛ kubik (1983) ɛ konsiʃtɛ nɐ
-intɾodusɐ̃w̃ dɛ umɐ infoɾmɐsɐ̃w̃ ɐ pɾioɾi sobʁɛ kompɐzidɐdɛ dɐ fontɛ ɐnomɐlɐ, owu
-sɛʒɐ, umɐ fontɛ dɛ minimo volumɛ. mɐtɛmɐtikɐmɛntɛ, ɛʃtɐ infoɾmɐsɐ̃w̃ e intɾoduzidɐ
-ɐtʁɐves dɐ minimizɐsɐ̃w̃ do funsionɐl ɛʃtɐbilizɐntɛ ondɛ p e o vɛtoɾ dɛ
-pɐɾamɛtʁos, т o opɛɾɐdoɾ dɛ tɾɐnspozisɐ̃w̃ ɛ wp e ɐ mɐtʁiz diɐɡonɐl m ks m ( ondɛ 
-= numɛɾo dɛ pɐɾamɛtʁos) kuʒo ʒ-ezimo ɛlɛmɛnto e dɐdo poɾ (12) konsidɛɾɐndo oʃ
-pɐɾamɛtʁos p komo umɐ pɾopʁiɛdɐdɛ fizikɐ do ɐmbiɛntɛ ʒɛolɔʒiko (nɛʃtɛ kɐzo ɐʃ
-suʃsɛptibilidɐdɛs mɐɡnetikɐs) ɛ subdividindo ɐ sɛsɐ̃w̃ dɐ subsupɛɾfiziɛ ɛm umɐ
-mɐlɐ dɛ m pɾiʃmɐs 2d supɛɾpoʃtos dɛ dimɛnsõj̃s fiksɐs, ɐtʁibuj-sɛ ɐ kɐdɐ ũ
-dɛʃsɛs pɾiʃmɐs um vɐloɾ p ɐ sɛɾ otimizɐdo (fiɡʁɐ 4.5). o pɾoblɛmɐ, ɛntɐ̃w̃,
-konsiʃtɛ ɛm ɛʃtimɐɾ umɐ diʃtɾibujsɐ̃w̃ dɛ suʃsɛptibilidɐdɛs mɐɡnetikɐs dɐ
-subsupɛɾfiziɛ, suʒɛjtɐ a impozisɐ̃w̃ dɛ kompɐzidɐdɛ, kʷɛ ɛsplikʷɛ os dɐdos. ɐ
-foɾmulɐsɐ̃w̃ mɐtɛmatikɐ dos ɛʃtim��doɾɛs do vɛtoɾ p no pɾoblɛmɐ dɛ invɛɾsɐ̃w̃
-kompɐktɐ implikɐ ɛm um pɾozɛʃso itɛɾɐtivo, umɐ vɛz kʷɛ ɐ mɐtʁiz wp intɾoduʒ
-pɐɾamɛtʁos nɐ mɐtʁiz dɛ sɛnsibilidɐdɛ do pɾoblɛmɐ invɛɾso (ɐ pɾinsipio linɛɐɾ)
-kʷɛ ɐʃsumɛ kɐɾɐktɛɾiʃtikɐs nɐ̃w̃ linɛɐɾɛs. n ks m , µ e um ɛʃkɐlɐɾ nɐ̃w̃ nɛɡɐtivo, i
-e ɐ mɐtʁiz idɛntidɐdɛ dɛ dimɛnsõj̃s ɐ dɛmonstɾɐsɐ̃w̃ mɐtɛmatikɐ ɛm dɛtɐlɛ pɐɾɐ o
-ɛʃtimɐdoɾ dɛ invɛɾsɐ̃w̃ kompɐktɐ dɐ ɛkɐsɐ̃w̃ (13) ɛʃta ɐpʁɛzɛntɐdɐ no ɐnɛkso ɡʷillɛ̃
-ɛ mɛnikɛtti (1984) pɾopuzɛɾɐm um metodo bɐzɛɐdo no pɾinsipio dɛ kompɐzidɐdɛ dɐ
-fontɛ ɐnomɐlɐ, ondɛ ɐ pɾopʁiɛdɐdɛ fizikɐ sɛ konsɛntɾɐ ɛm toɾno dɛ um ɛjkso. ɐ
-infoɾmɐsɐ̃w̃ ɐ pɾioɾi kʷɛ vinkulɐ o pɾoblɛmɐ invɛɾso nɛʃtɛ kɐzo, e dɐdɐ ɛntɐ̃w̃ poɾ
-umɐ diɾɛsɐ̃w̃ owu ɛjkso ondɛ ɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ sɛ konsɛntɾɐ. bɐɾbozɐ ɛ
-silvɐ (1994) ʒɛnɛɾɐlizɐɾɐm o metodo dɛ ɡʷillɛn ɛ mɛnikɛtti (1984) dɛ foɾmɐ ɐ
-ɐdmitiɾ ɐ konsɛntɾɐsɐ̃w̃ dɐ pɾopʁiɛdɐdɛ fizikɐ no ɛntoɾno dɛ multiplos ɛjksos ɛ
-pontos. ɛʃtɐ ʒɛnɛɾɐlizɐsɐ̃w̃ pɛɾmitiw ɛʃtimɐɾ diʃtɾibujsõj̃s majs komplɛksɐs dɐ
-pɾopʁiɛdɐdɛ fizikɐ nɐ subsupɛɾfiziɛ, ɾɛzultɐntɛs, poɾ ɛksɛmplo, dɛ fontɛʃ
-pɾɔksimɐs ɛ intɛɾfɛɾɛntɛs. silvɐ ɛ bɐɾbozɐ (2006) utilizɐɾɐm ɛʃtɐ mɛʃmɐ
-ʒɛnɛɾɐlizɐsɐ̃w̃ ɛm umɐ mɛtodoloʒiɐ intɛɾɐtivɐ kʷɛ poʃsibilitɐ ɐo intɛɾpɾɛtɛ tɛʃtɐɾ
-ipɔtɛzɛs intɛɾpɾɛtɐtivɐs, pɛɾmitindo ɐʃsim ɐnalizɛs majs konsiʃtɛntɛs dɐ
-ʁɛɐlidɐdɛ ʒɛolɔʒikɐ. sɛɡʷindo ɛʃtɐ mɛtodoloʒiɐ, ɐ invɛɾsɐ̃w̃ mɐɡnetikɐ kompɐktɐ
-ʒɛnɛɾɐlizɐdɐ e dɛʃkɾitɐ ɐ sɛɡʷiɾ. tomɐndo o ɛʃtimɐdoɾ ɾɛpʁɛzɛntɐdo nɐ ɛkɐsɐ̃w̃
-13, o pɾozɛʃso itɛɾɐtivo e iniziɐdo kom ɐ sɛndo ɐ ɛkɐsɐ̃w̃ 14 um ɛʃtimɐdoɾ pɐdʁɐ̃w̃
-dɛ minimos kɐdʁɐdos, ɛʃtɐ pɾimɛjɾɐ ɛʃtimɐtivɐ p (1) dos pɐɾamɛtʁos pɾoduz ũ
-ɐʒuʃtɛ ɐos dɐdos ɛ kɐnto mɐjoɾ o vɐloɾ kʷɛ sɛ ɐtʁibuj ɐ µ, mɛnoɾ o vɐloɾ dɐ
-noɾmɐ ewklidiɐnɐ do vɛtoɾ p ɛʃtimɐdo. ɐ ɛʃtimɐtivɐ dɛ p e ɛntɐ̃w̃ ɐtuɐlizɐdɐ ɐ
-kɐdɐ itɛɾɐsɐ̃w̃ k nɐ foɾmɐ (15) (16) os ɛlɛmɛntos nɐ̃w̃ nulos dɐ mɐtʁiz diɐɡonɐl dɛ
-pɛzos w (k ) sɛɾɐ̃w̃ nɛʃtɛ kɐzo dɐdos poɾ (17) ondɛ dʒ e ɐ diʃtansiɐ ɛntɾɛ o
-sɛntɾo do ʒ-ezimo pɾiʃmɐ ɛ o ɛlɛmɛnto ʒɛometʁiko majs pɾɔksimo. os ɛlɛmɛntoʃ
-ʒɛometʁikos, kʷɛ podɛm sɛɾ pontos owu ɾɛtɐs intɾoduzidos pɛlo inteɾpɾɛtɛ komo
-infoɾmɐsɐ̃w̃ ɐ pɾioɾi, sɐ̃w̃ numɛɾɐdos dɛ 1 ɐ l, ondɛ l e o numɛɾo dɛ ɛlɛmɛntoʃ
-ʒɛometʁikos ɛʃkolidos (ɛ1 ɐ ɛl nɐ fiɡʁɐ 4.5). ɐtʁɐves dɛʃtɛs, o inteɾpɾɛtɛ
-podɛ dɛlinɛɐɾ ɛ tɛʃtɐɾ ɐs foɾmɐs ʒɛometʁikɐs bazikɐs dɐs fontɛs kawzɐtivɐs dɐʃ
-ɐnomɐliɐs obsɛɾvɐdɐs. sɛɡʷindo ɐ impozisɐ̃w̃ do pɾinsipio dɛ kompɐzidɐdɛ (fontɛ dɛ
-minimo volumɛ), o pɾozɛʃso itɛɾɐtivo lɛvɐ ɐ umɐ solusɐ̃w̃ ɛm kʷɛ ɐ fontɛ kolɐpsɐ
-ɛm um uniko pɾiʃmɐ owu ɛm um numɛɾo minimo dɛlɛs kom ɐltɐ mɐɡnɛtizɐsɐ̃w̃ (dɛ ɐkoɾdo
-kom ɐ ɐmbiɡ̈idɐdɛ klaʃsikɐ ɛntɾɛ ɛ volumɛ ɛ mɐɡnɛtizɐsɐ̃w̃ owu ɛntɾɛ volumɛ ɛ
-dɛnsidɐdɛ). dɛʃtɐ foɾmɐ, ɐs solusõj̃s ɛnkontɾɐdɐs fɾɛk̈ɛntɛmɛntɛ ultɾɐpɐʃsɐɾɐ̃w̃ oʃ
-limitɛs ɐzɛjtavɛjs dɛ suʃsɛptibilidɐdɛs mɐɡnetikɐs dɐs ɾokɐs ɛnkontɾɐdos nɐ
-nɐtuɾɛzɐ. sɛndo ɐʃsim, sɛ fɐz nɛzɛʃsaɾio impoɾ ɐo ɐlɡoɾitmo um vɐloɾ limitɛ pɐɾɐ
-suʃsɛptibilidɐdɛ kʷɛ sɛɾa intɾoduzido pɛlo intɛɾpɾɛtɛ bɐzɛɐdo ɛm ɐlɡ̃
-konɛzimɛnto pɾevio sobʁɛ o ɐmbiɛntɛ ʒɛolɔʒiko ɛm ɛʃtudo, owu sɛʒɐ, e nɛzɛʃsaɾio
-ɛʃtɐbɛlɛzɛɾ um vɐloɾ dɛ fɾontɛjɾɐ inviolavɛl pɐɾɐ os pɐɾamɛtʁos. kom viʃtɐs ɐ
-pɾoduziɾ o ɛfɛjto dɛ konʒɛlɐmɛnto dɐs ɛʃtimɐtivɐs kʷɛ ultɾɐpɐʃsɐɾɐm ɛʃtɛ vɐloɾ
-limitɛ, e ɾɛɐlizɐdo o sɛɡʷintɛ pɾozɛdimɛnto. - nɐ k-ezimɐ itɛɾɐsɐ̃w̃ kɐndo o
-pɐɾamɛtʁo ɛʃtimɐdo pʒ (k) ultɾɐpɐʃsowu o vɐloɾ dɛ fɾontɛjɾɐ inviolavɛl,
-substituj-sɛ pʒ (k) poɾ ɛʃtɛ vɐloɾ limitɛ ɛʃtɐbɛlɛzido pɾɛviɐmɛntɛ, ɛ
-konkomitɐntɛmɛntɛ impõj̃-sɛ um vɐloɾ sufiziɛntɛmɛntɛ ɐlto ɐo tɛɾmo wʒʒ (k) dɐ
-mɐtʁiz diɐɡonɐl dɛ pɛzos w(k). kɐndo o pɐɾamɛtʁo pʒ (k) e substituj́do nɐ
-k-ezimɐ itɛɾɐsɐ̃w̃, pɾoduz-sɛ awtomɐtikɐmɛntɛ um dɛzɐʒuʃtɛ ɐos dɐdos kʷɛ e
-kompɛnsɐdo nɐ pɾɔksimɐ itɛɾɐsɐ̃w̃ ( k + 1) ʒa kom o tɛɾmo wʒʒ (k) fiksɐdo ɛm sew
-vɐloɾ ɛlɛvɐdo. dɛʃtɐ foɾmɐ, nɐs itɛɾɐsõj̃s subsɛk̈ɛntɛs, o vɐloɾ substituj́do pʒ
-tɛndɛ ɐ pɛɾmɐnɛzɛɾ pɾɛzɛɾvɐdo. e notɔɾio nɛʃtɛ pɾozɛʃso kʷɛ, ɐ kɐdɐ itɛɾɐsɐ̃w̃, ɐ
-ɛkɐsɐ̃w̃ 15 pɾoduz um ɐʒuʃtɛ pɐdʁɐ̃w̃ ɐos dɐdos dɛntɾo do limitɛ dɐs insɛɾtɛzɐʃ
-(ɾuj́do kontido nos dɐdos), o kʷɛ implikɐ dizɛɾ kʷɛ todɐs ɐs diʃtɾibujsõj̃s dɛ
-suʃsɛptibilidɐdɛs mɐɡnetikɐs, ɛʃtimɐdɐs ɛm kɐdɐ ɛtɐpɐ do pɾozɛʃso itɛɾɐtivo,
-ɛsplikɐm os dɐdos obsɛɾvɐdos. kom viʃtɐs ɐ intɾoduziɾ ɐ infoɾmɐsɐ̃w̃ ɐ pɾioɾi
-sobʁɛ os vɐloɾɛs limitɛs (tolɛɾavɛjs) dɐs suʃsɛptibilidɐdɛs dɐs fontɛs, kɾiowu-sɛ
-um vɛtoɾ os vɐloɾɛs limitɛs sɐ̃w̃ ɐkʷɛlɛs ɐtʁibuj́dos pɛlo inteɾpɾɛtɛ pɐɾɐ
-konʒuntos dɛ pɾiʃmɐs dɛfinindo aɾɛɐs pɾɛdɛtɛɾminɐdɐs no modɛlo dɐ fiɡʁɐ 4.5 kʷɛ
-ɛnɡlobɐm os ɛlɛmɛntos ʒɛometʁikos dɐs fontɛs. nɐ fiɡʁɐ 4.5, poɾ ɛksɛmplo, ɐ
-fontɛ ɾ1 e dɛlinɛɐdɐ pɛlos ɛjksos ɛ1 ɛ ɛ2, loɡo, ɐos pɾiʃmɐs no sew ɛntoɾno, kʷɛ
-podɛm okupɐɾ umɐ aɾɛɐ majs owu mɛnos ɐbʁɐnʒɛntɛ konfoɾmɛ ʒulɡɐmɛnto do
-inteɾpɾɛtɛ, e indikɐdo um vɐloɾ limitɛ kʷɛ sɛɾa ɐ maksimɐ suʃsɛptibilidɐdɛ
-ɐzɛjtavɛl pɐɾɐ fontɛ ɾ1. ɐdizionɐlmɛntɛ, e pɾopoʃtɐ nɛʃtɛ tɾɐbɐlo ɐ kɾiɐsɐ̃w̃ dɛ
-um novo vɛtoɾ u dɛ m ɛlɛmɛntos, kom ɐs mɛʃmɐs kɐɾɐktɛɾiʃtikɐs do vɛtoɾ
-ɛntɾɛtɐnto, e impoɾtɐntɛ fɾizɐɾ kʷɛ ɐ infoɾmɐsɐ̃w̃ kontidɐ no vɛtoɾ u
-(difɛɾɛntɛmɛntɛ do vɛtoɾ v) nɐ̃w̃ ɛntɾɐ no pɾozɛʃso dɛ invɛɾsɐ̃w̃, sɛndo intɾoduzidɐ
-pɛlo inteɾpɾɛtɛ ɐtʁɐves dɛ tɛntɐtivɐs, konkomitɐntɛmɛntɛ a dɛlinɛɐsɐ̃w̃ doʃ
-ɛlɛmɛntos ʒɛometʁikos kʷɛ ɾɛpʁɛzɛntɐm ɐs fontɛs. nɐ̃w̃ ɛksiʃtɛ nɛnum kɾiteɾio
-ɛsplizito pɐɾɐ ɐ intɛʁupsɐ̃w̃ dɐs itɛɾɐsõj̃s ɛ ɛstɾɐsɐ̃w̃ dɛ umɐ ɛʃtimɐtivɐ finɐl do
-vɛtoɾ dɛ pɐɾamɛtʁos p. obtɛnsɐ̃w̃ dɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi ɐ obtɛnsɐ̃w̃ dɛ infoɾmɐsɐ̃w̃
-ɐ pɾioɾi e dɛ sumɐ impoɾtansiɐ nɐ kɾiɐsɐ̃w̃ dos vinkulos nɛzɛʃsaɾios pɐɾɐ dɐɾ
-siɡnifikɐdo ʒɛolɔʒiko ɐo pɾoblɛmɐ dɛ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ. dɛ ɐkoɾdo
-kom ɐ tɛoɾiɐ dɛʃkɾitɐ ɐzimɐ, ɛʃtɛ metodo lɛvɐ ɛm kontɐ o pɾinsipio dɛ
-kompɐzidɐdɛ dɐs fontɛs ɐnomɐlɐs kʷɛ sɐ̃w̃ dɛlinɛɐdɐs poɾ ɛlɛmɛntos ʒɛometʁikos.
-sɛ, dɛ ɐlɡmɐ foɾmɐ, o intɛɾpɾɛtɛ diʃpõj̃ dɛ infoɾmɐsɐ̃w̃ sobʁɛ ɐ lokɐlizɐsɐ̃w̃ ɛ
-ʒɛomɛtʁiɐ dɐ fontɛ, tɐnto majs konsiʃtɛntɛ sɛɾa o modɛlo intɛɾpɾɛtɐtivo obtido
-kʷɛ sɛɾa tɛʃtɐdo ɐtʁɐves dɛ ʒɛomɛtʁiɐs konɛzidɐs pɾɛviɐmɛntɛ ɛ intɾoduzidɐʃ
-ɐtʁɐves dos ɛlɛmɛntos ʒɛometʁikos kʷɛ dɛlinɛjɐm ɐs fontɛs. nɐ pɾatikɐ, ũ
-impoɾtɐntɛ ɐʃpɛkto konsiʃtɛ nɐ obtɛnsɐ̃w̃ dɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi sobʁɛ o ɐmbiɛntɛ
-ʒɛolɔʒiko invɛʃtiɡɐdo. tɐl infoɾmɐsɐ̃w̃, poɾ dɛfinisɐ̃w̃, dɛvɛ pɾoviɾ dɛ fontɛʃ
-diɾɛtɐs tajs komo mɐpɛɐmɛnto ʒɛolɔʒiko, fuɾos dɛ sondɐʒɛm ɛtk. ɐ diʃponibilidɐdɛ
-dɛʃtɐ infoɾmɐsɐ̃w̃, no ɛntɐnto, e ɛʃkɐʃsɐ owu inɛksiʃtɛntɛ nɐ mɐjoɾiɐ dos kɐzoʃ
-invɛʃtiɡɐdos. ɐ pɾinsipio, o uzuaɾio do metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ
-podɛ kɾiɐɾ sews vinkulos sɛm infoɾmɐsɐ̃w̃ ɐ pɾioɾi, simplɛʃmɛntɛ poɾ tɛntɐtivɐ ɛ
-ɛʁo ɐte pɾoduziɾ um modɛlo sɐtiʃfɐtɔɾio, umɐ vɛz kʷɛ ɛʃtɛ metodo e
-ɛʃpɛziɐlmɛntɛ konsɛbido pɐɾɐ tɛʃtɐɾ ipɔtɛzɛs intɛɾpɾɛtɐtivɐs dɐdɐ a suɐ
-ɐbilidɐdɛ inɛɾɛntɛ dɛ ɐʒuʃtɛ ɐos pɛɾfis majs komplɛksos dɛ obsɛɾvɐsõj̃s do kɐmpo
-mɐɡnetiko ɐnomɐlo. ɛntɾɛtɐnto, um kɾiteɾio pɐɾɐ ʒɛɾɐsɐ̃w̃ dɛ ɐlɡmɐ infoɾmɐsɐ̃w̃
-podɛ sɛɾ utilizɐdo pɐɾɐ kʷɛ o inteɾpɾɛtɛ diʃponɐ dɛ ɐlɡmɐ diɾɛtʁiz ɛ nɐ̃w̃ sɛʒɐ
-komplɛtɐmɛntɛ diʃkɾizionaɾio nɐ kɾiɐsɐ̃w̃ dɛ sews vinkulos. no pɾɛzɛntɛ tɾɐbɐlo e
-pɾopoʃto, komo kɾiteɾio pɐɾɐ ɛʃtɛ fim, ɐ utilizɐsɐ̃w̃ do metodo dɐ dɛkonvolusɐ̃w̃ dɛ
-ewlɛɾ diʃkutido no itɛm 4.1.2.2. kɐɾɐktɛɾiʃtikɐ ɛʃtɐ kʷɛ o toɾnɐ konvɛniɛntɛ,
-powis sɛɡʷɛ um pɾinsipio pɐɾɐ ɛʃtimɐtivɐ dɐs fontɛs diɐmɛtʁɐlmɛntɛ opoʃto ɐo
-metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ kʷɛ dɛpɛndɛ dɐs mɐɡnɛtizɐsõj̃s. e impoɾtɐntɛ fɾizɐɾ,
-no ɛntɐnto, kʷɛ nɐ̃w̃ fowi ɾɛɐlizɐdo ɐkʷi nɛnum ɛʃtudo tɛɔɾiko kom viʃtɐs ɐ
-dɛtɛɾminɐɾ ɾɛlɐsõj̃s mɐtɛmatikɐs kʷɛ poʃsɐm ɛksiʃtiɾ ɛntɾɛ ɛʃsɛs dowis metodos,
-pɛɾmɐnɛzɛndo ɐ ɐnalizɛ, poɾ konsɛɡʷintɛ, ɛm um plɐno ɛmpiɾiko. loɡo ɐdiɐntɛ
-sɛɾɐ̃w̃ dɐdos ɛksɛmplos sintetikos kʷɛ ɛluzidɐm ɛʃtɐ pɾopoʃtɐ. sɐbɛndo kʷɛ ɐʃ
-solusõj̃s ɛʃtimɐdɐs pɛlɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ foɾnɛzɛm ɐ pozisɐ̃w̃ dɛ fontɛʃ
-pontuajs ɛkʷivɐlɛntɛs ondɛ sɛ konsɛntɾɐ ɐ pɾopʁiɛdɐdɛ fizikɐ (suʃsɛptibilidɐdɛ
-mɐɡnetikɐ owu dɛnsidɐdɛ), pɾɛzumɛ-sɛ kʷɛ ɛksiʃtɐ umɐ ɐdɛkɐsɐ̃w̃ ɐo vinkulo d��
-kompɐzidɐdɛ owu minimo volumɛ dɐ fontɛ. poɾ ɛksɛmplo, umɐ fontɛ ɛʃtimɐdɐ dɛ ɐlto
-indizɛ ɛʃtɾutuɾɐl (fontɛ ɛʃfeɾikɐ ) ɛkʷivɐlɛ ɐo ponto sɛntɾɐl do koɾpo dɛ foɾmɐ
-ɛʃfeɾikɐ owu ɐlɡo pɾɔksimo ɐo sew sɛntɾo dɛ mɐʃsɐ. sɛndo ɐʃsim, e bɐʃtɐntɛ
-ʁɐzowavɛl kʷɛ sɛ konsidɛɾɛ ɛʃtɛ ponto komo o ɛlɛmɛnto ʒɛometʁiko dɐ fontɛ kʷɛ
-vinkulɐ o pɾoblɛmɐ dɛ invɛɾsɐ̃w̃ kompɐktɐ. poɾ owutʁo lɐdo, umɐ ɛʃtimɐtivɐ dɛ
-indizɛ ɛʃtɾutuɾɐl pɾɔksimo dɛ 1 (dikʷɛ owu solɛjɾɐ) podɛ suʒɛɾiɾ um sɛɡmɛnto dɛ
-ʁɛtɐ komo o ɛlɛmɛnto ʒɛometʁiko dɐ fontɛ (fiɡʁɐs 4.6 ɛ 4.7). ɛm ɾɛzumo, o
-inteɾpɾɛtɛ podɛ pozisionɐɾ no sew modɛlo dɛ subsupɛɾfiziɛ (fiɡʁɐ 4.5), umɐ
-sɛɾiɛ dɛ pontos ɛ ɾɛtɐs komo ɛlɛmɛntos ʒɛometʁikos, oɾiɛntɐndo-sɛ nɐ̃w̃ sɔ poɾ umɐ
-pɾeviɐ intɛɾpɾɛtɐsɐ̃w̃ dɐs fontɛs ɐ pɐɾtiɾ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, komo tɐmbẽ
-pɛlo konɛzimɛnto ʒɛolɔʒiko sobʁɛ o ɐmbiɛntɛ ɛʃtudɐdo, kɐzo sɛʒɐ diʃponivɛl.
-mɛʃmo kʷɛ ɛm pɾopoɾsõj̃s minimɐs, o konɛzimɛnto ʒɛolɔʒiko pɾevio e sɛmpɾɛ
-nɛzɛʃsaɾio, pɛɾmitindo ɐvɐliɐɾ, poɾ ɛksɛmplo, os limitɛs dɛ suʃsɛptibilidɐdɛʃ
-mɐɡnetikɐs pɾovavɛjs pɐɾɐ ɐs fontɛs, umɐ vɛz kʷɛ tɐl infoɾmɐsɐ̃w̃ nɐ̃w̃ podɛ sɛɾ
-ɛʃtimɐdɐ pɛlo metodo dɛ ewlɛɾ tɾɐdizionɐl. modɛlos sintetikos vizɐndo iluʃtɾɐɾ ɐ
-ɐplikɐbilidɐdɛ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ konʒuɡɐdɐ a invɛɾsɐ̃w̃ mɐɡnetikɐ kompɐktɐ,
-um ɛnsɐjo tɛɔɾiko fowi ɾɛɐlizɐdo utilizɐndo ɐ ɐnomɐliɐ sintetikɐ pɾoduzidɐ poɾ ũ
-koɾpo 2d dɛ sɛsɐ̃w̃ poliɡonɐl kom ɐlonɡɐmɛnto owu mɛɾɡlo pɐɾɐ o sul (fiɡʁɐ 4.6),
-omoʒɛnɛɐmɛntɛ mɐɡnɛtizɐdo kom umɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ ipotetikɐ mujto
-ɐltɐ iɡɐl ɐ 0,09 unidɐdɛs kɡs. supondo ɐ inɛksiʃtensiɐ dɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi
-sobʁɛ ɐ ʒɛomɛtʁiɐ ɛ pɾofundidɐdɛ do koɾpo, fowi ɐplikɐdɐ ɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ
-kom viʃtɐs ɐ sɛ obtɛɾ ɐlɡmɐ piʃtɐ. ɐ ɛʃtimɐtivɐ dɛ pɾofundidɐdɛ obtidɐ dɛ 320 
-ɛ o indizɛ ɛʃtɾutuɾɐl dɛ 2,1 foɾɐm utilizɐdos ɛntɐ̃w̃ pɐɾɐ o ɛʃtɐbɛlɛzimɛnto doʃ
-vinkulos owu ɛlɛmɛntos ʒɛometʁikos pɐɾɐ iniziɐlizɐsɐ̃w̃ do pɾozɛʃso dɛ invɛɾsɐ̃w̃.
-ɐnɐlizɐndo o indizɛ ɛʃtɾutuɾɐl obtido (pɾɔksimo ɐ 2), ɾɛlɐzionɐdo a sɛsɐ̃w̃ dɛ ũ
-silindɾo, e ɾɐzowavɛl supoɾ kʷɛ um ponto situɐdo no sɛntɾo dɛʃtɐ sɛsɐ̃w̃
-(ɛʃtimɐtivɐ dɛ ewlɛɾ) podɛɾiɐ ɾɛpʁɛzɛntɐɾ ɐ diʃtɾibujsɐ̃w̃ dɛ mɐɡnɛtizɐsõj̃s ɛm sew
-intɛɾioɾ, umɐ vɛz kʷɛ ɛʃtɛ ponto tɛndɛ ɐ ɐɡlutinɐɾ ɛʃtimɐtivɐs dɐ pɾopʁiɛdɐdɛ
-fizikɐ ɐo sew ɾɛdoɾ foɾmɐndo umɐ aɾɛɐ ɐlɐɾɡɐdɐ dɛ suʃsɛptibilidɐdɛs mɐɡnetikɐʃ
-konʒɛlɐdɐs pɾɔksimɐs ɐo limitɛ dɛ tolɛɾansiɐ ɐzɛjtavɛl. ɐdmitindo um konɛzimɛnto
-ɐ pɾioɾi sobʁɛ ɐ suʃsɛptibilidɐdɛ do koɾpo (nɛʃtɛ kɐzo 0,09) fowi ɛʃtɐbɛlɛzido
-tɐl limitɛ nɛʃtɛ vɐloɾ. podɛ-sɛ vɛɾifikɐɾ nɐ fiɡʁɐ 4.6 kʷɛ o ɾɛzultɐdo obtido
-pɛlɐ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ ɾɛkupɛɾɐ ɾɐzowɐvɛlmɛntɛ bɛm ɐ pɐɾtɛ supɛɾioɾ
-dɐ sɛsɐ̃w̃ do koɾpo sintetiko, mɛʃmo konsidɛɾɐndo ɐ infoɾmɐsɐ̃w̃ ɛʃkɐʃsɐ foɾnɛzidɐ
-pɛlɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ. ɐlem dɛʃtɐ infoɾmɐsɐ̃w̃ ɛʃkɐʃsɐ, sɛ foɾ diʃponivɛl
-infoɾmɐsɐ̃w̃ ɛstɾɐ sobʁɛ ɐ ʒɛomɛtʁiɐ dɐ fontɛ, podɛ-sɛ vɛɾifikɐɾ kʷɛ o metodo dɛ
-invɛɾsɐ̃w̃ kompɐktɐ tɛndɛ ɐ ɾɛkupɛɾɐɾ kɐdɐ vɛz mɛloɾ suɐ ʒɛomɛtʁiɐ a mɛdidɐ kʷɛ
-ɛʃtɐ infoɾmɐsɐ̃w̃ awmɛntɐ ɛ novos ɛlɛmɛntos ʒɛometʁikos sɐ̃w̃ ɐkʁɛʃsɛntɐdoʃ
-modɛlɐndo o koɾpo. ɐ fiɡʁɐ 4.7, poɾ ɛksɛmplo, iluʃtɾɐ umɐ ɐpʁoksimɐsɐ̃w̃ do
-ɐlonɡɐmɛnto do koɾpo oɾiʒinɐl, mɛɾɡlɐndo pɐɾɐ sul, ɐtʁɐves do ɐkʁeʃsimo dɛ umɐ
-simplɛs ɾɛtɐ inklinɐdɐ. ɐo ɐkʁɛʃsɛntɐɾ ɐ ɾɛtɐ, podɛ-sɛ vɛɾifikɐɾ umɐ mɛloɾɐ no
-ɐʒuʃtɛ ɛntɾɛ ɐs ɐnomɐliɐs sintetikɐ ɛ tɛɔɾikɐ kompɐɾɐtivɐmɛntɛ ɐo modɛlo dɐ
-fiɡʁɐ 4.6. supondo ɐ nɐ̃w̃ ɛksiʃtensiɐ dɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi sobʁɛ ɐ
-suʃsɛptibilidɐdɛ mɐɡnetikɐ dɐ fontɛ, um novo ɛnsɐjo e kolokɐdo utilizɐndo umɐ
-suʃsɛptibilidɐdɛ tɛntɐtivɐ iɡɐl ɐ 0,045 koʁɛʃpondɛndo a mɛtɐdɛ dɐ ɐntɛɾioɾ.
-podɛ-sɛ obsɛɾvɐɾ nɛʃtɛ kɐzo (fiɡʁɐ 4.8) kʷɛ o ɾɛzultɐdo obtido ɐpʁɛzɛntɐ umɐ
-aɾɛɐ mɐɡnɛtizɐdɐ kʷɛ ultɾɐpɐʃsɐ um powuko os limitɛs do koɾpo oɾiʒinɐl. ɛʃtɛ
-kompoɾtɐmɛnto e pɛɾfɛjtɐmɛntɛ pɾɛvizivɛl, umɐ vɛz kʷɛ koʁoboɾɐ ɐ klaʃsikɐ
-ɐmbiɡ̈idɐdɛ ɛntɾɛ volumɛ dɐ fontɛ ɛ ɐ pɾopʁiɛdɐdɛ fizikɐ invɛʃtiɡɐdɐ, iʃto e,
-volumɛ ɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ. podɛ-sɛ vɛɾifikɐɾ tɐmbem k��ɛ o ɐʒuʃtɛ
-obtido ɛntɾɛ ɐ ɐnomɐliɐ obsɛɾvɐdɐ ɛ ɐ tɛɔɾikɐ e ɐdɛkɐdo pɐɾɐ os tɾes ɛnsɐjoʃ
-ɐzimɐ, owu sɛʒɐ, ɐs tɾes ipɔtɛzɛs pɾopoʃtɐs ɛsplikɐm bɛm os dɐdos sintetikoʃ
-obsɛɾvɐdos. vizɐndo awmɛntɐɾ o nivɛl dɛ komplɛksidɐdɛ dɐ ɐnomɐliɐ invɛʃtiɡɐdɐ, ũ
-owutʁo ɛnsɐjo e pɾopoʃto utilizɐndo umɐ ɐnomɐliɐ kompoʃtɐ ɾɛzultɐntɛ dɛ duɐʃ
-fontɛs intɛɾfɛɾɛntɛs mujto pɾɔksimɐs. ɐ fiɡʁɐ 4.9 moʃtɾɐ o modɛlo tɛɔɾiko
-kompoʃto poɾ ɛʃtɐs duɐs fontɛs pɾɔksimɐs ɾɛpʁɛzɛntɐdɐs poɾ dowis koɾpos 2d dɛ
-sɛsɐ̃w̃ poliɡonɐl. o koɾpo ɐo sul ɐpʁɛzɛntɐ umɐ mɐɡnɛtizɐsɐ̃w̃ kuʒɐ inklinɐsɐ̃w̃ e
-iɡɐl ɐ 36º (ɛmiʃfeɾio noɾtɛ mɐɡnetiko), ɐo pɐʃso kʷɛ o koɾpo ɐo noɾtɛ
-ɐpʁɛzɛntɐ umɐ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ, owu sɛʒɐ, -36º (ɛmiʃfeɾio sul mɐɡnetiko). nɐ
-pɾatikɐ, ɛʃtɛs dowis koɾpos podɛɾiɐm ɾɛzultɐɾ, ɾɛʃpɛktivɐmɛntɛ, dɛ dowis pulsoʃ
-mɐɡmatikos okoʁidos ɛm fɐzɛ noɾmɐl ɛ ɾɛvɛɾsɐ do kɐmpo ʒɛomɐɡnetiko. foɾɐ̃
-ɐʃsumidɐs pɐɾɐ ɐmbos os koɾpos mɐɡnɛtizɐsɐ̃w̃ omoʒenɛɐ ɛ umɐ suʃsɛptibilidɐdɛ
-mɐɡnetikɐ ipotetikɐ iɡɐl ɐ 0,09 unidɐdɛs kɡs. supondo ɐ awzensiɐ dɛ infoɾmɐsɐ̃w̃
-ɐ pɾioɾi, e ɐplikɐdɐ ɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ kʷɛ foɾnɛzew, ɾɛʃpɛktivɐmɛntɛ, duɐʃ
-ɛʃtimɐtivɐs diʃtintɐs dɛ pɾofundidɐdɛ ɐtʁɐves dos dowis metodos kompɐɾɐtivoʃ
-pɾopoʃtos ɐntɛɾioɾmɛntɛ, owu sɛʒɐ, o metodo do minimo dɛʃvio pɐdʁɐ̃w̃ (tompson,
-1982) ɛ o metodo do minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ (bɐɾbozɐ ɛt ɐl.,
-1999). konkluzõj̃s do kɐpitulo 4.1.2.2, podɛ-sɛ dizɛɾ kʷɛ ɛʃtɐs duɐs ɛʃtimɐtivɐʃ
-diʃtintɐs indikɐm ɐ pɾɛzɛnsɐ dɛ fontɛs intɛɾfɛɾɛntɛs kom majs dɛ um indizɛ
-ɛʃtɾutuɾɐl. nɛʃtɛ kɐzo os indizɛs ɛʃtɾutuɾajs obtidos nɐ̃w̃ sɐ̃w̃ konfiavɛjs sɛndo,
-poɾtɐnto, dɛʃkɐɾtɐdos dɐ ɐnalizɛ. ɐtʁɐves dɛ um ɾɐziozinio puɾɐmɛntɛ ɛmpiɾiko, e
-ʁɐzowavɛl supoɾ kʷɛ ɐ mediɐ (kɾuz vɛɾdɛ) ɛntɾɛ ɐs duɐs ɛʃtimɐtivɐs ɾɛpʁɛzɛntɛ ũ
-vɐloɾ intɛɾɛʃsɐntɛ pɐɾɐ sɛɾ tɛʃtɐdo komo vinkulo no pɾoblɛmɐ invɛɾso. o vinkulo
-owu ɛlɛmɛnto ʒɛometʁiko majs simplɛs sɛɾiɐ, ɛntɐ̃w̃, um ponto uniko situɐdo nɐ
-pozisɐ̃w̃ mediɐ ɛntɾɛ os dowis kluʃtɛɾs dɛ kɾuzɛs ɐzujs ɛ vɛɾmɛlɐs obsɛɾvɐdos nɐ
-fiɡʁɐ 4.9. ɛntɾɛtɐnto, komo suʒɛɾɛ ɐ pɾɔpʁiɐ sɛpɐɾɐsɐ̃w̃ ɛntɾɛ os kluʃtɛɾs, umɐ
-owutʁɐ supozisɐ̃w̃ ɾɐzowavɛl sɛɾiɐ ɐ kolokɐsɐ̃w̃ dɛ dowis pontos tɛntɐtivos sɛpɐɾɐdoʃ
-lɐtɛɾɐlmɛntɛ no mɛʃmo nivɛl medio dɛ pɾofundidɐdɛ kʷɛ podɛɾiɐm, ɛvɛntuɐlmɛntɛ,
-ʁɛpʁɛzɛntɐɾ mɛloɾ ɐs fontɛs mɐɡnetikɐs intɛɾfɛɾɛntɛs. o ɾɛzultɐdo obtido,
-moʃtɾɐdo nɐ fiɡʁɐ 4.9, utilizɐndo ɛʃtɛs dowis pontos komo ɛlɛmɛntos ʒɛometʁikos,
-ʁɛvɛlɐ umɐ ɾɛkupɛɾɐsɐ̃w̃ ɾujm dɐ aɾɛɐ okupɐdɐ pɛlos dowis koɾpos mɐɡnetikoʃ
-intɛɾfɛɾɛntɛs. ɐlem diʃso, o koɾpo majs ɐo sul ɐpʁɛzɛntɐ umɐ “ɛnvoltɔɾiɐ” dɛ
-suʃsɛptibilidɐdɛ nɛɡɐtivɐ totɐlmɛntɛ ɐɾtifiziɐl ɛ o ɐʒuʃtɛ ɛntɾɛ ɐ ɐnomɐliɐ
-obsɛɾvɐdɐ (ɐzul) ɛ ɐ tɛɔɾikɐ (vɛɾmɛlo) e kɐɔtiko. ɛʃtɐ ipɔtɛzɛ, poɾtɐnto, e
-insufiziɛntɛ pɐɾɐ ɛsplikɐɾ os dɐdos ɛ dɛvɛ sɛɾ dɛʃkɐɾtɐdɐ. nɛʃtɛ kɐzo komplɛkso
-sɛ fɐz nɛzɛʃsaɾio, poɾtɐnto, o ɛmpɾɛɡo dɐ teknikɐ ɛmpiɾikɐ dɐ tɛntɐtivɐ ɛ ɛʁo
-tɐ̃w̃ ɛmpɾɛɡɐdɐ ɛm modɛlɐʒɛm kɐndo o pɾoblɛmɐ diɾɛto e utilizɐdo. dɛʃtɐ foɾmɐ,
-umɐ novɐ ipɔtɛzɛ dɛvɛ sɛɾ tɛʃtɐdɐ kom viʃtɐ ɐ sɛ obtɛɾ umɐ intɛɾpɾɛtɐsɐ̃w̃
-konsiʃtɛntɛ. o ɐlɡoɾitmo dɛ invɛɾsɐ̃w̃ kompɐktɐ dɛzɛnvolvido ɛ implɛmɛntɐdo nɛʃtɐ
-pɛʃkʷizɐ (dɛʃkɾito ɐntɛɾioɾmɛntɛ) pɛɾmitɛ tɛʃtɐɾ situɐsõj̃s ɐdvɛɾsɐs do substɾɐto
-ʒɛolɔʒiko ondɛ ɐs mɐɡnɛtizɐsõj̃s totajs dɐs fontɛs podɛm vɐɾiɐɾ simultɐnɛɐmɛntɛ.
-ɐ ɐnomɐliɐ pɾoduzidɐ pɛlos dowis koɾpos intɛɾfɛɾɛntɛs (fiɡʁɐs 4.9 ɛ 4.10)
-ɐpʁɛzɛntɐ umɐ foɾmɐ inkomum pɐɾɐ ɐ mɐjoɾiɐ dɐs lɐtitudɛs mɐɡnetikɐs vɛɾifikɐdɐʃ
-nɐ tɛʁɐ. ɛʃtɐ foɾmɐ inkomum, um bajkso pɾowɛminɛntɛ kom os flɐnkos simetʁikos,
-podɛɾiɐ ɛʃtɐɾ indikɐndo ɐ pɾɛzɛnsɐ dɛ umɐ komponɛntɛ ɾɛmɐnɛʃsɛntɛ dɐ
-mɐɡnɛtizɐsɐ̃w̃ totɐl. dɛ fɐto, sɛ foɾ tɛʃtɐdɐ, poɾ tɛntɐtivɐ ɛ ɛʁo, umɐ
-mɐɡnɛtizɐsɐ̃w̃ do koɾpo ɐo sul ɾɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃ ɐo koɾpo do noɾtɛ, podɛ-sɛ
-vɛɾifikɐɾ umɐ ɾɐzowavɛl ɾɛkupɛɾɐsɐ̃w̃ dos dowis koɾpos intɛɾfɛɾɛntɛs (fiɡʁɐ 4.10).
-ɐlem dɐs aɾɛɐs ɾɛkupɛɾɐdɐs kom ɐ suʃsɛptibilidɐdɛ limitɛ ɐtinʒidɐ, tɐmbem sɛ
-obsɛɾvɐ um ɐʒuʃtɛ pɛɾfɛjto ɛntɾɛ ɐs duɐs ɐnomɐliɐs. poɾtɐnto, ɛʃt�� sɛɾiɐ umɐ
-ipɔtɛzɛ plawzivɛl pɐɾɐ ɛsplikɐɾ os dɐdos. nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ, podɛ-sɛ
-vɛɾifikɐɾ kʷɛ ɐ ɐnomɐliɐ mɐɡnetikɐ pɾoduzidɐ pɛlɐ intɾuzɐ̃w̃ ɐlkɐlinɐ dɐ ilɐ dɛ
-kɐbo fɾio ɐpʁɛzɛntɐ umɐ foɾmɐ mujto similɐɾ a ɐnomɐliɐ ʒɛɾɐdɐ pɛlo modɛlo
-sintetiko dɐs fiɡʁɐs 4.9 ɛ 4.10, tɛndo inspiɾɐdo, poɾtɐnto, ɛʃtɛ ɛnsɐjo
-tɛɔɾiko. ɐ dɛʃkɾisɐ̃w̃ ɛ intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɐ ɐnomɐliɐ nɐtuɾɐl, kom ɐ utilizɐsɐ̃w̃ do
-metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ, sɛɾa dɛʃkɾitɐ ɐdiɐntɛ no kɐpitulo
-ʁɛfɛɾɛndɛ ɐos ɐlvos mɐɡnetikos pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ. um tɛɾsɛjɾo
-ɛnsɐjo tɛɔɾiko (fiɡʁɐs 4.11 ɛ 4.12) e pɾopoʃto kom obʒɛtivo dɛ tɛʃtɐɾ um modɛlo
-dɛ kɐlɐ tɛktonikɐ pɾɛɛnkidɐ poɾ sɛdimɛntos dɛ mujto bajksɐ suʃsɛptibilidɐdɛ
-mɐɡnetikɐ, kuʒɐ okoʁensiɐ, nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ, e ɾɛpʁɛzɛntɐdɐ pɛlo
-konɛzido ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃. nɛʃtɛ kɐzo o pɐkotɛ sɛdimɛntɐɾ e
-ʁɛpʁɛzɛntɐdo poɾ um koɾpo 2d dɛ sɛsɐ̃w̃ tɾiɐnɡlɐɾ, simulɐndo umɐ kɐlɐ, kõ
-kontɾɐʃtɛ nɛɡɐtivo dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ iɡɐl ɐ -0,002 unidɐdɛs kɡs. ɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ foɾnɛzew umɐ ɛʃtimɐtivɐ pɐɾɐ ɐnomɐliɐ do flɐnko sul do
-modɛlo (o flɐnko dɐ fɐlɐ kʷɛ kondizionɐ ɐ kɐlɐ) dɛ 230 m dɛ pɾofundidɐdɛ ɛ ũ
-indizɛ ɛʃtɾutuɾɐl dɛ 0,1, o kʷɛ indikɐ umɐ ɐnomɐliɐ dɛ kontɐto ʒɛolɔʒiko
-(pɾɔksimo ɐ 0). ɐ pɾinsipio, ɐ pɐɾtiɾ dɛʃtɐs ɛʃtimɐtivɐs, o ɛlɛmɛnto ʒɛometʁiko
-kʷɛ podɛɾiɐ ɾɛpʁɛzɛntɐɾ o koɾpo sɛdimɛntɐɾ kondizionɐdo ɐ ɛʃtɐ fɐlɐ (owu kontɐto
-ʒɛolɔʒiko poɾ fɐlɐ) koʁɛʃpondɛ ɐ umɐ ɾɛtɐ oɾizontɐl sɛ ɛʃtɛndɛndo ɐ pɐɾtiɾ
-dɛʃtɛ kontɐto pɐɾɐ o noɾtɛ, pozisionɐdɐ no nivɛl dɛ pɾofundidɐdɛ ɛʃtimɐdɐ, iʃto
-e, 230 m. pɾofundidɐdɛ ɛʃtɐ, kʷɛ kondizionɐ o vinkulo do modɛlo dɛ invɛɾsɐ̃w̃
-somɛntɛ nɐ supɛɾfiziɛ do koɾpo sɛdimɛntɐɾ. komo e pɾɛvizivɛl, o metodo klaʃsiko
-dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ foɾnɛzɛ umɐ ɛʃtimɐtivɐ dɛ pɾofundidɐdɛ ɐpɛnɐs do topo
-dɐ fɐlɐ owu kontɐto, impoʃsibilitɐndo ɐ ɛʃtimɐtivɐ dɛ kontinujdɐdɛ dɐ mɛʃmɐ ɛ̃
-pɾofundidɐdɛ. ɛntɾɛtɐnto, komo suʒɛɾɛ o pɾɔpʁio modɛlo dɛ invɛɾsɐ̃w̃ kompɐktɐ dɐ
-fiɡʁɐ 4.11, okoʁɛ umɐ zonɐ dɛ bajksɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ (zonɐ
-ɛʃbɾɐnkʷisɐdɐ) sɛ ɐpʁofundɐndo ɛ sɛ ɛʃtɾɛjtɐndo ɐbajkso dɐ ɾɛtɐ oɾizontɐl (o
-ɛlɛmɛnto ʒɛometʁiko) pozisionɐdɐ no nivɛl supɛɾfiziɐl. ɛm owutʁɐs pɐlɐvʁɐs, o
-pɾɔpʁio modɛlo suʒɛɾɛ o ɛʃpɛʃsɐmɛnto do pɐkotɛ sɛdimɛntɐɾ indɛpɛndɛntɛmɛntɛ do
-ɛlɛmɛnto ʒɛometʁiko, intɾoduzido komo infoɾmɐsɐ̃w̃ ɐ pɾioɾi, sɛ foɾ ɐʃsumido ũ
-kontɾɐʃtɛ limitɛ dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ dɛ -0,002 pɐɾɐ o pɐkotɛ. dɛ
-ɐkoɾdo kom o kʷɛ e suʒɛɾido ɛ utilizɐndo o metodo dɛ tɛntɐtivɐ ɛ ɛʁo e
-pɾɛɛnkidɐ ɐ poɾsɐ̃w̃ ɐbajkso dɐ ɾɛtɐ supɛɾfiziɐl kom owutʁɐs ɾɛtɐs oɾizontajʃ
-ɛmpilɐdɐs dɛ foɾmɐ ɐ simulɐɾ um koɾpo, dɛ kontɾɐʃtɛ nɛɡɐtivo dɛ
-suʃsɛptibilidɐdɛ, kʷɛ sɛ ɛʃtɛndɛ ɛ sɛ ɛʃtɾɛjtɐ ɛm pɾofundidɐdɛ sob ɐ foɾmɐ dɛ
-umɐ kɐlɐ tɾiɐnɡlɐɾ (fiɡʁɐ 4.12). kɐndo kompɐɾɐdos os ɐʒuʃtɛs obtidos,
-ʁɛʃpɛktivɐmɛntɛ, pɐɾɐ os dowis modɛlos (fiɡʁɐs 4.11 ɛ 4.12) podɛ-sɛ notɐɾ ɐ
-mɛloɾɐ no ɐʒuʃtɛ obtido pɐɾɐ ɛʃtɛ sɛɡndo modɛlo kʷɛ pɾopõj̃ o ɐpʁofundɐmɛnto dɐ
-kɐlɐ. ɐ ɐnomɐliɐ sintetikɐ ʒɛɾɐdɐ pɛlo modɛlo dɛ koɾpo tɾiɐnɡlɐɾ dɛ kontɾɐʃtɛ
-nɛɡɐtivo (fiɡʁɐs 4.11 ɛ 4.12) ɐpʁɛzɛntɐ umɐ foɾmɐ mujto similɐɾ a ɐnomɐliɐ
-obsɛɾvɐdɐ no flɐnko sul do ɡɾɐben dɐ bɐʁɐ do ɾio sɐ̃w̃ ʒowɐ̃w̃, ɐʃsoziɐdo ɐ fɐlɐ,
-kʷɛ sɛɾa ɐboɾdɐdo ɐdiɐntɛ no itɛm ɾɛfɛɾɛntɛ a intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ doʃ
-ɐlvos mɐɡnetikos. vizɐndo tɛʃtɐɾ ɐ ɛʃtɐbilidɐdɛ do metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ
-ʒɛnɛɾɐlizɐdɐ, implɛmɛntɐdo nɛʃtɛ ɛʃtudo, foɾɐm tomɐdɐs ɐs tɾes ɐnomɐliɐʃ
-tɛɔɾikɐs ʒɛɾɐdɐs pɛlos modɛlos dɐs fiɡʁɐs 4.7, 4.10 ɛ 4.12 ɛ ɐkʁɛʃsɛntɐdɐ ɐ
-kɐdɐ ɐnomɐliɐ um invɔlukʁo dɛ ɾuj́do ɐlɛɐtɔɾio kuʒɐ ɐmplitudɛ koʁɛʃpondɛ ɐ
-ɐpʁoksimɐdɐmɛntɛ 5% dɐ ɐmplitudɛ maksimɐ dɐ ɐnomɐliɐ obsɛɾvɐdɐ. ɛʃtɐ seɾiɛ dɛ
-ʁuj́do fowi obtidɐ ɐtʁɐves dɛ um ʒɛɾɐdoɾ dɛ numɛɾos psewdowɐlɛɐtɔɾios do mɐtlɐb 6.5
-ɐ pɐɾtiɾ dɐ intɾodusɐ̃w̃ dɛ umɐ sɛmɛntɛ numeɾikɐ. pɐɾɐ kɐdɐ ɐnomɐliɐ koʁompidɐ
-poɾ ɾuj́do foɾɐm ɐplikɐdos novɐmɛntɛ os mɛʃmos tɛʃtɛs dɛ invɛɾsɐ̃w̃ (inklujndo oʃ
-mɛʃmos ɛlɛmɛntos ʒɛometʁikos) moʃtɾɐdos nɛʃtɐs tɾes fiɡʁɐs. ɐnɐlizɐndo
-kompɐɾɐtivɐmɛntɛ ɐs fiɡʁɐs 4.13, 4.14 ɛ 4.15 ɐ sɛɡʷiɾ kʷɛ koʁɛʃpondɛm,
-ʁɛʃpɛktivɐmɛntɛ, ɐos modɛlos dɐs fiɡʁɐs 4.7, 4.10 ɛ 4.12, podɛ-sɛ obsɛɾvɐɾ kʷɛ
-nɐ̃w̃ owuvɛ vɐɾiɐsɐ̃w̃ pɛɾsɛptivɛl dɐs ɛʃtimɐtivɐs dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ doʃ
-koɾpos tɛɔɾikos. ɛm owutʁɐs pɐlɐvʁɐs, ɐ solusɐ̃w̃ pɛɾmɐnɛzɛ ɛʃtavɛl mɛʃmo kom ɐ
-intɾodusɐ̃w̃ dɛ ɾuj́do koʁompɛndo os dɐdos. konkluzõj̃s ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ
-ɐnomɐliɐs dɛ kɐmpos potɛnsiajs, poɾ umɐ kʷɛʃtɐ̃w̃ dɛ pɾinsipio, lidɐ kom umɐ
-fundɐmɛntɐl limitɐsɐ̃w̃, owu sɛʒɐ, ɐ ɐmbiɡ̈idɐdɛ nɐtuɾɐl dɐs solusõj̃s kɾiɐdɐs pɐɾɐ
-ɛsplikɐɾ os dɐdos obsɛɾvɐdos. vizɐndo minimizɐɾ ɛʃtɐ ɐmbiɡ̈idɐdɛ, sɛ fɐz sɛmpɾɛ
-nɛzɛʃsaɾiɐ ɐ intɾodusɐ̃w̃ dɛ vinkulos owu ɾɛʃtɾisõj̃s nos pɾoblɛmɐs dɛ invɛɾsɐ̃w̃ owu
-modɛlɐʒɛm diɾɛtɐ. pɐɾɐ ɛʃtɛ fim, ɐ mɛtodoloʒiɐ ɐkʷi pɾopoʃtɐ, dɛvido a suɐ
-ɡɾɐndɛ ɐbilidɐdɛ dɛ sɛ ɐʒuʃtɐɾ ɐos dɐdos (ɐo kontɾaɾio dɐ modɛlɐʒɛm diɾɛtɐ ɛ
-owutʁos metodos dɛ invɛɾsɐ̃w̃), pɾopoɾsionɐ ɐo intɛɾpɾɛtɛ um ɐlto ɡɾaw dɛ libɛɾdɐdɛ
-pɐɾɐ tɛʃtɐɾ ipɔtɛzɛs intɛɾpɾɛtɐtivɐs ɐtʁɐves do ɛʃboso tɛntɐtivo dɛ ʒɛomɛtʁiɐʃ
-ʁɛɐlizɐdo poɾ intɛɾmedio dos ɛlɛmɛntos ʒɛometʁikos kʷɛ vinkulɐm o pɾoblɛmɐ
-invɛɾso. no ɛntɐnto, ɐ foɾmulɐsɐ̃w̃ dɐs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs konsiʃtɛntɛʃ
-dɛpɛndɛ do konɛzimɛnto ʒɛolɔʒiko pɾevio do intɛɾpɾɛtɛ sobʁɛ ɐ aɾɛɐ ɛʃtudɐdɐ.
-ɛntɾɛtɐnto, e mujto komum nɐ pɾatikɐ ɛnkontɾɐɾ situɐsõj̃s, pɾinsipɐlmɛntɛ ɛ̃
-subsupɛɾfiziɛ, dɛ totɐl dɛʃkonɛzimɛnto. os ɛnsɐjos tɛɔɾikos bɐzɛɐdos noʃ
-modɛlos sintetikos ɐpʁɛzɛntɐdos ɐzimɐ dɛmonstɾɐm, ɐtʁɐves dɛ um pɾozɛʃso
-ɛmpiɾiko, komo ɛʃtɐs duɐs mɛtodoloʒiɐs konʒuɡɐdɐs (dɛkonvolusɐ̃w̃ dɛ ewlɛɾ ɛ
-invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ) podɛm foɾnɛzɛɾ solusõj̃s kʷɛ pɛɾmitɛm ɾɛkupɛɾɐɾ ɐ
-pozisɐ̃w̃ ɛ ʒɛomɛtʁiɐ pɐɾsiɐl dos koɾpos invɛʃtiɡɐdos. poɾ konsɛɡʷintɛ, nos kɐzoʃ
-ʁɛajs obsɛɾvɐdos nɐ nɐtuɾɛzɐ, ɛʃtɐ ɐboɾdɐʒɛm pɛɾmitiɾa ɐ kɾiɐsɐ̃w̃ dɛ ipɔtɛzɛʃ
-intɛɾpɾɛtɐtivɐs validɐs ɛ dɛfɛnsavɛjs do ponto dɛ viʃtɐ ʒɛolɔʒiko. ɐlɡmɐʃ
-dɛʃtɐs ipɔtɛzɛs sɛɾɐ̃w̃ diʃkutidɐs no kɐpitulo 6 ɾɛfɛɾɛntɛ a intɛɾpɾɛtɐsɐ̃w̃ doʃ
-ɐlvos mɐɡnetikos sɛlɛzionɐdos pɐɾɐ dɛtɐlɐmɛnto nɛʃtɛ tɾɐbɐlo. 4.2 pɾoɡʁɐmɐʃ
-komputɐzionajs nɛʃtɛ tɾɐbɐlo dɛ pɛʃkʷizɐ foɾɐm dɛzɛnvolvidos dowis pɾoɡʁɐmɐʃ
-utilizɐndo o kɔdiɡo mɐtlɐb 6.5 pɐɾɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ dos dɐdos : -
-ewlɛɾdpsɐ .m ɛ - kompɐzidɐdɛm . m. ewlɛɾdpsɐ ɛʃtimɐ ɐ pozisɐ̃w̃ oɾizontɐl ɛ ɐ
-pɾofundidɐdɛ dɛ fontɛs mɐɡnetikɐs pontuajs utilizɐndo o metodo dɐ dɛkonvolusɐ̃w̃
-dɛ ewlɛɾ ɐtʁɐves dos kɾiteɾios do minimo dɛʃvio pɐdʁɐ̃w̃ ɛ minimo kowɛfiziɛntɛ dɛ
-koʁɛlɐsɐ̃w̃ kɾuzɐdɐ dɛʃkɾitos no itɛm 4.1.2.2. ɐlem dɛʃtɛs, pɛɾmitɛ tɐmbem ɐ
-ɛʃtimɐtivɐ do indizɛ ɛʃtɾutuɾɐl komo pɐɾtɛ do vɛtoɾ dɛ pɐɾamɛtʁos insɛɾido no
-pɾoblɛmɐ invɛɾso. pɾozɛʃsɐmɛnto ɐlɡoɾitmo dɛ invɛɾsɐ̃w̃ bɐzɛɐdo no ɛʃtimɐdoɾ
-pɐdʁɐ̃w̃ dɛ minimos kɐdʁɐdos ( mk ) : т т -tɛʃtɛ do minimo dɛʃvio pɐdʁɐ̃w̃ -ɛʃkolɐ
-awtomatikɐ do kompɾimɛnto dɐ ʒɐnɛlɐ dɛ dɐdos -ɛʃkolɐ awtomatikɐ dɐ mɛloɾ
-solusɐ̃w̃ viɐ: ɐpʁɛzɛntɐsɐ̃w̃ ɡɾafikɐ dos ɾɛzultɐdos o sɛɡndo pɾoɡʁɐmɐ kompɐzidɐdɛ̃
-tɐmbem fowi dɛzɛnvolvido ɛm mɐtlɐb ɛ e utilizɐdo pɐɾɐ ɛʃtimɐtivɐ dɐʃ
-suʃsɛptibilidɐdɛs mɐɡnetikɐs dɛ um modɛlo 2d dɛ subsupɛɾfiziɛ bɐzɛɐdo no
-ɛmpilɐmɛnto dɛ pɾiʃmɐs dɛ sɛsɐ̃w̃ konstɐntɛ ɛ kowoɾdɛnɐdɐs fiksɐs ɐtʁɐves do metodo
-dɛ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ dɛʃkɾito no itɛm 4.1.2.3 ɐzimɐ. -vɐloɾɛs dɐ
-ɐnomɐliɐ 0 unifoɾmɛmɛntɛ ɛʃpɐsɐdos. ɐlɡoɾitmo bɐzɛɐdo no ɛʃtimɐdoɾ (mk) dɛ
-invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ : -ɛʃtimɐtivɐ do vɛtoɾ p dɛ pɐɾamɛtʁos ɐ kɐdɐ
-itɛɾɐsɐ̃w̃ k. -ɾɛtoɾno do vɛtoɾ dɐdos dɛ saj́dɐ -ɾɛpʁɛzɛntɐsɐ̃w̃ ɡɾafikɐ do vɛtoɾ ɐ
-ʁɛpʁɛzɛntɐsɐ̃w̃ ɡɾafikɐ e ɐpʁɛzɛntɐdɐ ɛm duɐs opsõj̃s: - ɛʃkɐlɐ dɛ sinzɐs kʷɛ
-ɐʃsoziɐ umɐ intɛnsidɐdɛ dɛ sinzɐ ɐo vɐloɾ dɛ suʃsɛptibilidɐdɛ ɛʃtimɐdo pɐɾɐ kɐdɐ
-pɾiʃmɐ do modɛlo dɛ subsupɛɾfiziɛ; - ɛʃkɐlɐ dɛ koɾɛs kʷɛ koʁɛʃpondɛ a foɾmɐ
-suɐvizɐdɐ ondɛ os intɛɾvɐlos dɛ vɐloɾɛs dɛ suʃsɛptibilidɐdɛ ɛʃtimɐdos sɐ̃w̃
-ʁɛpʁɛzɛntɐdos poɾ aɾɛɐs koloɾidɐs. 4.3 ɐnalizɛ dɛ mɐpɐs ɐ mɛtodoloʒiɐ ɐplikɐdɐ
-nɛʃtɛ ɛʃtudo ɛnvolvɛ nɐ̃w̃ sɔ ɐ ɐnalizɛ kɐntitɐtivɐ, ɾɛzultɐntɛ dos metodos dɛ
-invɛɾsɐ̃w̃ dɛʃkɾitos ɐzimɐ, komo tɐmbem ɐ ɐnalizɛ kɐlitɐtivɐ, ɛlɐboɾɐdɐ ɐ pɐɾtiɾ
-dɐ obsɛɾvɐsɐ̃w̃ dos mɐpɐs ʒɛofizikos. dɛntɾɛ os mɐpɐs ʒɛofizikos ɛʃtudɐdos, fowi
-dɐdo dɛʃtɐkʷɛ, nɐtuɾɐlmɛntɛ, ɐos mɐpɐs mɐɡnɛtometʁikos kʷɛ konstituɛm o foko
-dɛʃtɐ pɛʃkʷizɐ. sɛkundɐɾiɐmɛntɛ foɾɐm ɛstɾaj́dos ɛlɛmɛntos do mɐpɐ bɐtimetʁiko
-(fiɡʁɐ 3.5) kom viʃtɐs ɐ ɐkʁɛʃsɛntɐɾ infoɾmɐsɐ̃w̃ ɛ ɛnʁikʷɛzɛɾ o mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) kʷɛ ɾɛpʁɛzɛntɐ ɐ intɛɡʁɐsɐ̃w̃ dos ɾɛzultɐdos dɐs ɐnalizɛʃ
-ʁɛɐlizɐdɐs nɛʃtɐ tɛzɛ. ɐ ɐnalizɛ dos mɐpɐs mɐɡnɛtometʁikos sɛ ɐlizɛɾsowu no mɐpɐ
-do kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) ɛ nɐ fɛʁɐmɛntɐ mɛtodolɔʒikɐ majs impoɾtɐntɛ
-utilizɐdɐ nɐ ɐboɾdɐʒɛm kɐlitɐtivɐ kʷɛ konsiʃtɛ no mɐpɐ dɐ ɐmplitudɛ do sinɐl
-ɐnɐlitiko (ɐnɛkso 3). ɛʃtɛ mɐpɐ fowi ʒɛɾɐdo ɐtʁɐves dɛ um ɡɾid dɛ vɐloɾɛs dɐ
-ɐmplitudɛ do sinɐl ɐnɐlitiko kɐlkulɐdos ɐ pɐɾtiɾ do ɡɾid dos vɐloɾɛs dɛ
-intɛnsidɐdɛ do kɐmpo mɐɡnetiko totɐl utilizɐndo ɾotinɐ komputɐzionɐl do ʒɛozoft.
-os dowis mɐpɐs intɛɾpɾɛtɐtivos dɛ dɛtɐlɛ foɾɐm obtidos dɐ mɛʃmɐ foɾmɐ ɐ pɐɾtiɾ
-dɛ um ɐdɛnsɐmɛnto diʒitɐl do ɡɾid oɾiʒinɐl pɐɾɐ ɐs aɾɛɐs dos ɐlvos dɛ ɐʁɐjɐl do
-kɐbo ɛ dɐ aɾɛɐ submɛɾsɐ no owɛʃtɛ dɐ aɾɛɐ (fiɡʁɐs 1.3, 7.6, 7.7, 7.8 ɛ 7.9 )
-ʁɛfɛɾɛntɛs as suj́tɛs ɐlkɐlinɐs. ɐ dɛʃkɾisɐ̃w̃ dɛtɐlɐdɐ dɛʃtɛs mɐpɐs e ɐpʁɛzɛntɐdɐ
-no kɐpitulo 5 ɐ sɛɡʷiɾ. 5 o ɛmbɐzɐmɛnto mɐɡnetiko o ɛmbɐzɐmɛnto mɐɡnetiko nɐ
-aɾɛɐ dɛ ɛʃtudo e kompoʃto ɛʃsɛnsiɐlmɛntɛ pɛlɐs ɾokɐs kɾiʃtɐlinɐs mɐɡnɛtizɐdɐʃ
-dos tɛʁɛnos pɾotɛɾozõj̃kos ɾibɛjɾɐ ozidɛntɐl, ɐ owɛʃtɛ, ɛ tɛʁɛno kɐbo fɾio, ɐ
-lɛʃtɛ, ʒa ɾɛfɛɾidos no kɐpitulo 2. tɐmbem intɛɡʁɐndo ɛʃtɛ ɛmbɐzɐmɛnto sɛ
-ɛnkontɾɐm os dikʷɛs bazikos kʷɛ, intɾudindo ɛm ɛnksɐmɛs os tɛʁɛnoʃ
-pɾotɛɾozõj̃kos, ɐpʁɛzɛntɐm nitidɐ ɾɛʃpoʃtɐ mɐɡnetikɐ. dɛʃkɾisõj̃s majs dɛtɐlɐdɐʃ
-do ɛfɛjto mɐɡnetiko dɛʃtɐs litoloʒiɐs sɛɾɐ̃w̃ ɐpʁɛzɛntɐdɐs no dɛkoʁɛɾ dɛʃtɛ
-tɛsto. 5.1 ɛʃtɾutuɾɐ do kɐmpo mɐɡnetiko ɐnomɐlo o ɐtuɐl kɐmpo ʒɛomɐɡnetiko nɐ
-aɾɛɐ sɛ ɐpʁɛzɛntɐ ɛmɛɾʒindo kom umɐ inklinɐsɐ̃w̃ ɐpʁoksimɐdɐ dɛ 36º, iʃto e, ɐ
-inklinɐsɐ̃w̃ do ɛmiʃfeɾio sul mɐɡnetiko sinɐlizɐdɐ konvɛnsionɐlmɛntɛ poɾ – 36º.
-suɐ dɛklinɐsɐ̃w̃ sɛ ɐpʁɛzɛntɐ ɐ ɐpʁoksimɐdɐmɛntɛ 30º ɐ owɛʃtɛ, tɐmbem -30º poɾ
-konvɛnsɐ̃w̃. ɐ intɛnsidɐdɛ ɐpʁoksimɐdɐ do kɐmpo totɐl e iɡɐl 26.000 nt:
-intɛnsidɐdɛ fɾɐkɐ koʁɛʃpondɛntɛ a mɐjoɾ dɛpʁɛʃsɐ̃w̃ do kɐmpo ɛnkontɾɐdɐ nɐ tɛʁɐ.
-ɛʃtɛs pɐɾamɛtʁos do kɐmpo sɐ̃w̃ utilizɐdos pɐɾɐ todɐs invɛɾsõj̃s ɛ modɛlɐʒɛnʃ
-ɐpʁɛzɛntɐdɐs nɛʃtɛ tɾɐbɐlo. dɛ umɐ foɾmɐ ʒɛɾɐl, ɐs ɐnomɐliɐs mɐɡnetikɐʃ
-obsɛɾvɐdɐs nɐ aɾɛɐ ɐpʁɛzɛntɐm sew bajkso mɐɡnetiko voltɐdo pɐɾɐ o pɔlo sul
-mɐɡnetiko ɛ, opoʃtɐmɛntɛ, o sew ɐlto voltɐdo pɐɾɐ o noɾtɛ mɐɡnetiko. o modɛlo
-sintetiko dɐ fiɡʁɐ 4.6, poɾ ɛksɛmplo, ɛksɛmplifikɐ ɛʃtɛ fɐto ondɛ um koɾpo dɛ
-sɛsɐ̃w̃ poliɡonɐl ɐlɐɾɡɐdɐ mɛɾɡlɐndo foɾtɛmɛntɛ pɐɾɐ o sul ʒɛɾɐ umɐ ɐnomɐliɐ kõ
-ɛʃtɐs kɐɾɐktɛɾiʃtikɐs. ɛʃtɐ kondisɐ̃w̃ podɛ sɛɾ invɛɾtidɐ, ɛntɾɛtɐnto, sɛ o koɾpo
-ɐpʁɛzɛntɐɾ mɛɾɡlo mujto suɐvɛ, owu sɛ oɾizontɐlizɐɾ, pɛɾkoʁɛndo ɡɾɐndɛ
-ɛstɛnsɐ̃w̃ ɛm diɾɛsɐ̃w̃ ɐo noɾtɛ mɐɡnetiko. dɛ ɐkoɾdo kom o konɛzimɛnto ʒɛolɔʒiko
-sobʁɛ ɐ aɾɛɐ invɛʃtiɡɐdɐ, ɐs ɛʃtɾutuɾɐs mɐɡnɛtizɐdɐs (ɾɛpʁɛzɛntɐdɐs poɾ
-kontɐtos, dikʷɛs ɛ owutʁos koɾpos intɾuzivos) sɛ ɐpʁɛzɛntɐm bɐzikɐmɛntɛ
-vɛɾtikɐlizɐdɐs ɐ subvɛɾtikɐlizɐdɐs. tɐl fɐto, implikɐ kʷɛ ɐs ɐnomɐliɐs ʒɛɾɐdɐʃ
-poɾ indusɐ̃w̃ do kɐmpo ɐtuɐl dɛvɛm ɐpʁɛzɛntɐɾ ɛʃtɛ kompoɾtɐmɛnto. ɛntɾɛtɐnto, ɛ̃
-ɐlɡns kɐzos ɛʃpɛzifikos, e obsɛɾvɐdo kompoɾtɐmɛnto ɐnomɐlo, suʒɛɾindo ɐ
-pɾɛzɛnsɐ dɛ komponɛntɛs ɾɛmɐnɛʃsɛntɛs influɛnsiɐndo ɐ mɐɡnɛtizɐsɐ̃w̃ totɐl dɐʃ
-fontɛs intɛɾpɾɛtɐdɐs. no kɐpitulo 7, sobʁɛ ɐ intɛɾpɾɛtɐsɐ̃w̃ dos ɐlvos mɐɡnetikos,
-sɛɾɐ̃w̃ ɐboɾdɐdɐs ɛ dɛtɐlɐdɐs tajs ipɔtɛzɛs. o mɐpɐ do kɐmpo mɐɡnetiko totɐl
-(fiɡʁɐ 1.2 ɛ ɐnɛkso 2) moʃtɾɐ ɐ ɛʃtɾutuɾɐ ɾɛʒionɐl do kɐmpo mɐɡnetiko ɐnomɐlo
-obsɛɾvɐdo nɐ aɾɛɐ dɛ pɛʃkʷizɐ. podɛ-sɛ obsɛɾvɐɾ nɛʃtɛ mɐpɐ kʷɛ o kɐmpo e
-kɐɾɐktɛɾizɐdo pɛlɐ pɾɛdominansiɐ dɛ ɐltɐs fɾɛk̈ensiɐs, sɛndo kʷɛ nɐ ɛstɾɛmidɐdɛ
-lɛʃtɛ dɐ aɾɛɐ (poɾsɐ̃w̃ sw dɐ bɐziɐ d�� kɐmpos) ɐs ɐltɐs fɾɛk̈ensiɐs dɐ̃w̃ luɡɐɾ ɐ ũ
-pɾoɡʁɛʃsivo awmɛnto do kompɾimɛnto dɛ ondɐ dɐs ɐnomɐliɐs a mɛdidɐ kʷɛ sɛ
-ɐpʁoksimɐm do limitɛ lɛʃtɛ dɐ aɾɛɐ. ɛʃtɐ ɛlɛvɐsɐ̃w̃ no kompɾimɛnto dɛ ondɐ e
-notavɛl kɐndo kompɐɾɐdo o nitido awmɛnto nɐ sɛpɐɾɐsɐ̃w̃ ɛntɾɛ os ɛjksos doʃ
-ɐlinɐmɛntos nɛ-sw nɐ fajksɐ dɛ ɐltos mɐɡnetikos, foɾtɛmɛntɛ kondizionɐdɐ nɛʃtɐ
-mɛʃmɐ diɾɛsɐ̃w̃, kʷɛ sɛ dɛʃtɐkɐ nɐ ɛstɾɛmidɐdɛ lɛʃtɛ do mɐpɐ. ɐs ɐnomɐliɐs dɛ ɐltɐ
-fɾɛk̈ensiɐ lokɐlizɐdɐs, ɾɛzultɐntɛs dɛ fontɛs mɐɡnetikɐs ɾɐzɐs, sɛ ɛnkontɾɐ̃
-supɛɾpoʃtɐs ɐ ɐlɡmɐs ɐnomɐliɐs majs ɾɛʒionɐlizɐdɐs. nɐ poɾsɐ̃w̃ owɛʃtɛ dɐ aɾɛɐ,
-ɛntɾɛ ɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ ɛ ɐ ilɐ ɡɾɐndɛ, sɛ obsɛɾvɐ umɐ dɐs notavɛjs ɐnomɐliɐʃ
-ʁɛʒionajs kɐɾɐktɛɾizɐdɐ poɾ um ɐlto mɐɡnetiko, dɛ ɛjkso kuɾvo, kom ɐ konkɐvidɐdɛ
-voltɐdɐ pɐɾɐ o ozɛɐno. ajndɐ nɛʃtɐ kɐtɛɡoɾiɐ sɛ dɛʃtɐkɐm os bajksos mɐɡnetikoʃ
-kondizionɐdos nɐ diɾɛsɐ̃w̃ nɛ-sw, sɛpɐɾɐdos pɛlɐ fajksɐ dɛ ɐltos dɛ mɛʃmɐ diɾɛsɐ̃w̃
-ʁɛfɛɾidɐ ɐzimɐ, kʷɛ sɛ ɛnkontɾɐm nɐ poɾsɐ̃w̃ lɛʃtɛ dɐ aɾɛɐ, sobʁɛ ɐ bɐziɐ dɛ
-kɐmpos. ɛʃtɐs ɐnomɐliɐs ɾɛʒionajs, pɾovɛniɛntɛs dɛ fontɛs pɾofundɐs, ɾɛpʁɛzɛntɐ̃
-ɐs majs pɾowɛminɛntɛs obsɛɾvɐdɐs nɐ aɾɛɐ. umɐ ɐnalizɛ do mɐpɐ dɛ ɐmplitudɛ do
-sinɐl ɐnɐlitiko (fiɡʁɐ 1.2 ɛ ɐnɛkso 3) ɾɛvɛlɐ o pɐdʁɐ̃w̃ dɛ ɐltɐs fɾɛk̈ensiɐʃ
-pɾɛdominɐntɛ nɐ aɾɛɐ. ɛʃtɐs aɾɛɐs dɛ kɐlmɐɾiɐ, owu dɛ bajksos ɡɾɐdiɛntɛs, sɐ̃w̃ majʃ
-ɐbʁɐnʒɛntɛs nɐ poɾsɐ̃w̃ lɛʃtɛ ondɛ sɛ obsɛɾvɐ o ʒa mɛnsionɐdo awmɛnto noʃ
-kompɾimɛntos dɛ ondɐ. tɐmbem diɡnɐ dɛ notɐ e ɐ fajksɐ dɛ kɐlmɐɾiɐ lokɐlizɐdɐ ɐ
-lɛʃtɛ dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ, kʷɛ sɛɡʷɛ ɐpʁoksimɐdɐmɛntɛ ɐte sɐkɐɾɛmɐ, ɛ sɛ
-pɾolonɡɐndo pɐɾɐ o mɐɾ nɐ diɾɛsɐ̃w̃ nɛ-sw. nɐtuɾɐlmɛntɛ, pɐdʁõj̃s intɛɾmɛdiaɾioʃ
-ɛntɾɛ ɐltɐs ɛ bajksɐs fɾɛk̈ensiɐs tɐmbem sɐ̃w̃ obsɛɾvɐdos no kɐdʁo ʒɛɾɐl dɐ
-ɛʃtɾutuɾɐ mɐɡnetikɐ. duɐs notavɛjs ɐnomɐliɐs lokɐlizɐdɐs sɛ dɛʃtɐkɐm nɐ aɾɛɐ
-dɛʃtɐ pɛʃkʷizɐ. ɐ ɐnomɐliɐ dɛ ɐʁɐjɐl do kɐbo (fiɡʁɐ 1.3) kʷɛ ɛʃta ɐʃsoziɐdɐ a
-pɾovinsiɐ ɐlkɐlinɐ omonimɐ ɛ sɛ kɐɾɐktɛɾizɐ poɾ um pɾowɛminɛntɛ bajkso mɐɡnetiko,
-lokɐlizɐdo no ɛstɾɛmo owɛʃtɛ dɐ ilɐ dɛ kɐbo fɾio, kuʒos flɐnkos sul ɛ noɾtɛ sɛ
-ɐpʁɛzɛntɐm bɐʃtɐntɛ simetʁikos. ɐ ɐmplitudɛ maksimɐ dɛʃtɐ ɐnomɐliɐ ʒiɾɐ ɛm toɾno
-dɛ 850 nt sɛndo mɛloɾ obsɛɾvɐdɐ nɐ ɛʃkɐlɐ dɛ 1:50.000. ɐ owutʁɐ ɐnomɐliɐ sɛ
-ɛnkontɾɐ nɐ ɾɛʒiɐ̃w̃ submɛɾsɐ ɛ podɛ sɛɾ obsɛɾvɐdɐ no mɐpɐ ɾɛʒionɐl (owɛʃtɛ dɐ
-aɾɛɐ) komo um ɐlto lokɐlizɐdo ɐ sɛ dɐ ilɐ ɡɾɐndɛ. e moʃtɾɐdɐ tɐmbem ɛm ɛʃkɐlɐ
-dɛ dɛtɐlɛ nɐ fiɡʁɐ 1.3. opoʃtɐmɛntɛ a ɐnomɐliɐ dɛ ɐʁɐjɐl do kɐbo, sɛ
-kɐɾɐktɛɾizɐ poɾ um pɾowɛminɛntɛ ɐlto kʷɛ ɐtinʒɛ ɐmplitudɛ ɛm toɾno dɛ 2000 nt, owu
-sɛʒɐ, bɛm supɛɾioɾ a ɐmplitudɛ obsɛɾvɐdɐ nɐ ɐntɛɾioɾ. ɐmbɐs ɐnomɐliɐs ɐpʁɛzɛntɐ̃
-kompoɾtɐmɛnto ɐnomɐlo pɐɾɐ os pɐdʁõj̃s noɾmajs dɛ mɐɡnɛtizɐsɐ̃w̃ ɛʃpɛɾɐdos pɐɾɐ
-aɾɛɐ. ipɔtɛzɛs intɛɾpɾɛtɐtivɐs sobʁɛ mɐɡnɛtizɐsɐ̃w̃ ɾɛmɐnɛʃsɛntɛ sɛɾɐ̃w̃ diʃkutidɐʃ
-no kɐpitulo 7 ɾɛfɛɾɛntɛ ɐos ɐlvos pɐɾɐ dɛtɐlɐmɛnto. 5.2 dominios mɐɡnetikoʃ
-dominios mɐɡnetikos, owu pɾovinsiɐs mɐɡnetikɐs, podɛm sɛɾ ɛntɛndidos komo aɾɛɐs,
-insɛɾidɐs ɛm um kontɛsto mɐjoɾ, kʷɛ ɾeẃnɛm kɐɾɐktɛɾiʃtikɐs pɾɔpʁiɐs nɐ suɐ
-ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ kʷɛ lɛs pɛɾmitɛm sɛɾ difɛɾɛnsiɐdɐs ɛ mɐpɛɐdɐs. ɛʃtɐʃ
-aɾɛɐs noɾmɐlmɛntɛ ɛʃtɐ̃w̃ ɐʃsoziɐdɐs ɐ unidɐdɛs ʒɛolɔʒikɐs owu tɛʁɛnoʃ
-ɛʃpɛzifikos, owu podɛm ɛʃtɐɾ ɐʃsoziɐdɐs tɐmbem ɐ ɾɛʒiõj̃s ondɛ ɐ konsɛntɾɐsɐ̃w̃ dɐʃ
-fontɛs mɐɡnetikɐs sɛ ɛnkontɾɐ majs pɾofundɐ, owu majs ɾɐzɐ, owu ɐ ɛʃtiloʃ
-ɛʃtɾutuɾajs ɛ tɛktonikos diʃtintos, ɛ ɐʃsim poɾ diɐntɛ. nɐ aɾɛɐ invɛʃtiɡɐdɐ,
-podɛ sɛ obsɛɾvɐɾ ɛ mɐpɛɐɾ dominios ɾɛʒionajs diʃtintos ɐ pɐɾtiɾ dos mɐpɐs dɛ
-kɐmpo mɐɡnetiko totɐl ɛ sinɐl ɐnɐlitiko (ɐnɛksos 2 ɛ 3). ɛm pɾimɛjɾɐ ɐnalizɛ sɛ
-obsɛɾvɐm dowis dominios pɾinsipajs kɐɾɐktɛɾizɐdos pɛlo pɐdʁɐ̃w̃ dos ɐlinɐmɛntoʃ
-mɐɡnetikos, owu sɛʒɐ, o dominio do owɛʃtɛ, kʷɛ sɛ ɛʃtɛndɛ do ɛstɾɛmo owɛʃtɛ dɐ aɾɛɐ
-ɐte ɐ lonʒitudɛ ɐpʁoksimɐdɐ dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ, ɛ o dominio do lɛʃtɛ kʷɛ sɛ
-ɛʃtɛndɛ dɛʃtɐ lonʒitudɛ ɐte ɐ ɛstɾɛmidɐdɛ lɛʃtɛ dɐ aɾɛɐ. ɛm tɛɾmos ʒɛɾajs, oʃ
-ɐlinɐmɛntos kʷɛ kɐɾɐktɛɾizɐm o dominio do owɛʃtɛ sɛɡʷɛm um ɛʃtilo kuɾvilinɛo kõ
-tɛndensiɐ ɐ ɛnɛ-wsw, ɐo pɐʃso kʷɛ o dominio do lɛʃtɛ ɐpʁɛzɛntɐ um pɐdʁɐ̃w̃
-bɐʃtɐntɛ ɾɛtilinɛo ɛ foɾtɛmɛntɛ kontɾolɐdo pɛlɐ diɾɛsɐ̃w̃ nɛ-sw. podɛm sɛɾ
-dɛfinidos tɐmbem owutʁos subdominios, insɛɾidos nɛʃtɛs mɐjoɾɛs, konfoɾmɛ oʃ
-pɐdʁõj̃s dɛ fɾɛk̈ensiɐ. ɐ dɛʃkɾisɐ̃w̃ dɛtɐlɐdɐ dɛʃtɛs, suɐ klɐʃsifikɐsɐ̃w̃ ɛ
-ɐʃsoziɐsɐ̃w̃ kom ɐs unidɐdɛs ʒɛolɔʒikɐs konɛzidɐs sɛɾa ɐboɾdɐdɐ no kɐpitulo 7 kʷɛ
-intɛɡʁɐ os ɾɛzultɐdos dɐ intɛɾpɾɛtɐsɐ̃w̃. 6 intɛɾpɾɛtɐsɐ̃w̃ dos ɐlvos pɐɾɐ
-intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ dos ɐlvos mɐɡnetikos, ʒa mɛnsionɐdos no itɛm 1.4,
-foɾɐm ɛstɾaj́dos pɛɾfis (pɾokuɾɐndo o maksimo dɛ pɛɾpɛndikulɐɾidɐdɛ as ɛʃtɾutuɾɐʃ
-mɐɡnetikɐs) ɐ pɐɾtiɾ do ɡɾid dɛ vɐloɾɛs dɐ intɛnsidɐdɛ do kɐmpo mɐɡnetiko totɐl.
-ɛʃtɛs pɛɾfis sɛ ɛnkontɾɐm plotɐdos no mɐpɐ dɛ kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) ɛ
-no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1). dɛvɛ-sɛ notɐɾ, ɛntɾɛtɐnto, kʷɛ foɾɐ̃
-intɛɾpɾɛtɐdos ɐpɛnɐs um owu dowis pɛɾfis ɾɛpʁɛzɛntɐtivos sobʁɛ kɐdɐ ɐlvo, vizɐndo
-unikɐmɛntɛ dɛmonstɾɐɾ ɐ ɐplikɐbilidɐdɛ dɐ mɛtodoloʒiɐ pɾopoʃtɐ nɛʃtɛ tɾɐbɐlo.
-ɛm tɾɐbɐlos poʃtɛɾioɾɛs, no ɛntɐnto, novos pɛɾfis podɛm sɛɾ tɾɐsɐdos ɛ
-intɛɾpɾɛtɐdos, pɐɾɐlɛlɐmɛntɛ ɐos ɐntɛɾioɾɛs, kom viʃtɐs ɐ komplɛmɛntɐɾ ɛ
-dɛtɐlɐɾ ɐ intɛɾpɾɛtɐsɐ̃w̃ ɐkʷi ɐpontɐdɐ. ɛʃtɛ ɡɾabɛn, ʒa ɾɛfɛɾido no itɛm 2.2.3,
-e dɛfinido poɾ moʁiɐk ɛ bɐʁos (1990) ɐ pɐɾtiɾ dɛ um mɐpɐ bowuɡʷɛɾ, obtido dɛ
-dɐdos ɡɾɐvimetʁikos dɛ fundo, ɛ ɐlɡmɐs powukɐs linɐs dɛ ɾɛflɛksɐ̃w̃ siʃmikɐ
-ɐdkʷiɾidɐs dɛʃdɛ o inizio dɐ ɛsploɾɐsɐ̃w̃ dɐ bɐziɐ dɛ kɐmpos. umɐ dɐs linɐʃ
-siʃmikɐs dɛʃkɾitɐs poɾ ɛʃtɛs awtoɾɛs (ɐ 28-ɾl-64) sɛ ɛnkontɾɐ plotɐdɐ no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1 ɛ ɛʃta ɾɛpʁɛzɛntɐdɐ nɐ fiɡʁɐ 6.1. obsɛɾvɐ-sɛ kʷɛ ɐ
-fɐlɐ nɐ boɾdɐ sul kontɾolɐ um dɛpozɛntɾo lokɐl ɛm kʷɛ o ɛmbɐzɐmɛnto moʃtɾɐ
-foɾtɛ bɐʃkulɐmɛnto, ɐtinʒindo sɛɾkɐ dɛ 800 miliʃsɛɡndos ɛm tɛmpo duplo (800 
-dɛ pɾofundidɐdɛ, utilizɐndo-sɛ ɐ vɛlozidɐdɛ mediɐ sɛdimɛntɐɾ dɛ 2.000 m/s), ɛ
-kom ɾapido ɐkunɐmɛnto nɐ diɾɛsɐ̃w̃ do ɡɾabɛn intɛɾno, ondɛ novɐmɛntɛ e fɐlɐdo. o
-ʁɛʒɛjto maksimo dɐ fɐlɐ noɾmɐl nɐ boɾdɐ sul dɛvɛ ɐtinʒiɾ sɛɾkɐ dɛ 500 m ɐo nivɛl
-do ɛmbɐzɐmɛnto, kom ɾapidɐ diminujsɐ̃w̃ dɛ ɾɛʒɛjto nɐ diɾɛsɐ̃w̃ dos ɛstɾɛmos dɐ
-fɐlɐ. o pɾɛɛnkimɛnto sɛdimɛntɐɾ do ɡɾabɛn intɛɾno dɛvɛ ɐlkɐnsɐɾ ɛʃpɛʃsuɾɐ dɛ
-sɛɾkɐ dɛ 600 m ɐ 700 m”. komo sɛ podɛ obsɛɾvɐɾ no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso
-2, o pɛɾfil ɐɐ’, kʷɛ koɾtɐ o ɾɛfɛɾido ɡɾabɛn, sɛ ɛnkontɾɐ pɾɔksimo a linɐ
-siʃmikɐ dɛ moʁiɐk ɛ bɐʁos (1990), ɛʃtɐndo, ɛntɾɛtɐnto, dɛʃlokɐdo majs pɐɾɐ
-owɛʃtɛ ɛ sɛɡʷindo umɐ diɾɛsɐ̃w̃ nw/sɛ pɛɾpɛndikulɐɾ ɐos ɐlinɐmɛntos mɐɡnetikos dɐʃ
-boɾdɐs do ɡɾabɛn (mɐpɐ dɛ kɐmpo totɐl no ɐnɛkso 2). os ɾɛzultɐdos dɐ
-intɛɾpɾɛtɐsɐ̃w̃ ɐtʁɐves dɐ invɛɾsɐ̃w̃ kompɐktɐ ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos nɐ fiɡʁɐ 6.2. ɐo
-kompɐɾɐɾ os ɾɛzultɐdos obsɛɾvɐ-sɛ kʷɛ ɐmbos os pɛɾfis, o mɐɡnetiko ɛ o siʃmiko,
-ɐpʁɛzɛntɐm siɡnifikɐtivɐs similɐɾidɐdɛs. no pɛɾfil mɐɡnetiko (fiɡʁɐ 6.2), o
-koɾpo sɛdimɛntɐɾ e ɾɛpʁɛzɛntɐdo pɛlo kontɾɐʃtɛ nɛɡɐtivo dɛ suʃsɛptibilidɐdɛʃ
-(ɾɛʒiõj̃s klɐɾɐs nɐ imɐʒɛm). podɛ-sɛ notɐɾ kʷɛ ɐ sɛ okoʁɛ o mɐjoɾ ɛʃpɛʃsɐmɛnto
-sɛdimɛntɐɾ (dɛpozɛntɾo kontɾolɐdo pɛlɐ fɐlɐ dɐ boɾdɐ sul) kʷɛ, tɐmbem, dɐ mɛʃmɐ
-foɾmɐ kʷɛ no pɛɾfil siʃmiko, sɛ ɐkunɐ pɐɾɐ o noɾtɛ ɛm diɾɛsɐ̃w̃ ɐo ɡɾabɛn intɛɾno
-dɛfinido pɛlos ɾɛfɛɾidos awtoɾɛs. ɐ sɛdimɛntɐsɐ̃w̃ do ɡɾabɛn intɛɾno tɐmbem e
-suʒɛɾidɐ no pɛɾfil mɐɡnetiko ɐtʁɐves dɛ umɐ aɾɛɐ majs dɛlɡɐdɐ (ɛʃbɾɐnkʷisɐdɐ) dɛ
-kontɾɐʃtɛ nɛɡɐtivo ɐ nw dɛʃtɛ pɛɾfil (fiɡʁɐ 6.2). dɛvɛ-sɛ notɐɾ, ɛntɾɛtɐnto,
-kʷɛ o pɛɾfil mɐɡnetiko suʒɛɾɛ umɐ intɛʁupsɐ̃w̃ ɛntɾɛ ɐ kunɐ sɛdimɛntɐɾ do sul ɛ
-o ɡɾabɛn intɛɾno kʷɛ ɛʃtɐɾiɐm sɛpɐɾɐdos poɾ um ɐlto do ɛmbɐzɐmɛnto mɐɡnetiko.
-umɐ vɛz kʷɛ ɛʃtɛ pɛɾfil ɛʃta dɛʃlokɐdo pɐɾɐ o owɛʃtɛ ɛm ɾɛlɐsɐ̃w̃ ɐo pɛɾfil
-siʃmiko, e mujto plawzivɛl kʷɛ o ɐlto do ɛmbɐzɐmɛnto, tɐmbem obsɛɾvɐdo no pɛɾfil
-siʃmiko, sɛ toɾnɛ majs pɾowɛminɛntɛ pɐɾɐ owɛʃtɛ. ɛm konsɛk̈ensiɐ dɐ subidɐ do
-ɛmbɐzɐmɛnto nɛʃtɐ diɾɛsɐ̃w̃, suɐ kobɛɾtuɾɐ sɛdimɛntɐɾ, ajndɐ majs ɐdɛlɡɐsɐdɐ, nɐ̃w̃
-podɛ sɛɾ pɛɾsɛbidɐ pɛlos dɐdos mɐɡnetikos. ɛʃtɐ obsɛɾvɐsɐ̃w̃ tɐmbem e koʁoboɾɐdɐ
-pɛlo mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko (ɐnɛkso 3) kʷɛ moʃtɾɐ umɐ ɾɛʒiɐ̃w̃ dɛ
-ɐltɐ fɾɛk̈ensiɐ dɛ diɾɛsɐ̃w̃ ɛ-w sɛpɐɾɐndo ɐs kɐlɐs do sul ɛ do noɾtɛ. ɐ ipɔtɛzɛ
-intɛɾpɾɛtɐtivɐ pɐɾɐ o pɛɾfil ɐɐ’ sobʁɛ o ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ e
-konsiʃtɛntɛ , powis , ɛʃta ɐlizɛɾsɐdɐ poɾ dɐdos dɛ siʃmikɐ komo infoɾmɐsɐ̃w̃ ɐ
-pɾioɾi. . mɛʃmo nɐ̃w̃ ɛksiʃtindo infoɾmɐsɐ̃w̃ diɾɛtɐ sobʁɛ o kontɾɐʃtɛ dɛ
-suʃsɛptibilidɐdɛ mɐɡnetikɐ do ɛmbɐzɐmɛnto ɛm ɾɛlɐsɐ̃w̃ ɐos sɛdimɛntos, poɾ
-tɛntɐtivɐ ɛ ɛʁo, sɛ kɛɡowu ɐ um ɾɛzultɐdo kompɐtivɛl kom ɐs ɛʃpɛʃsuɾɐʃ
-sɛdimɛntɐɾɛs obsɛɾvɐdɐs no pɛɾfil siʃmiko. podɛ-sɛ konklujɾ, poɾ konsɛɡʷintɛ,
-kʷɛ ɛʃtɐ ipɔtɛzɛ ɛsplikɐ mujto bɛm os dɐdos obsɛɾvɐdos, powis, ɐlem dɛ ɛʃtɐɾ ɛ̃
-konfoɾmidɐdɛ kom ɐ siʃmikɐ, o ɐʒuʃtɛ ɛntɾɛ ɐs obsɛɾvɐsõj̃s ɛ ɐ tɛoɾiɐ e mujto bõ
-(fiɡʁɐ 6.2). ɐ fiɡʁɐ 6.3 ɾɛpʁɛzɛntɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ do pɛɾfil bb’, koɾtɐndo o
-ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ ɐ lɛʃtɛ dɐ linɐ siʃmikɐ 28-ɾl-64 (moʁiɐk ɛ
-bɐʁos,1990) kʷɛ ɛʃta plotɐdo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) ɛ no dɛ kɐmpo
-totɐl (ɐnɛkso 3). komo sɛ podɛ obsɛɾvɐɾ nɛʃtɐ fiɡʁɐ, ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɛ
-pɛɾfil sɛ ɐʃsɛmɛlɐ ɐo pɛɾfil ɐɐ’. ɐ kɐlɐ kondizionɐdɐ pɛlɐ fɐlɐ ɐntitetikɐ do
-flɐnko sul pɛɾmɐnɛzɛ ajndɐ bɐʃtɐntɛ pɾowɛminɛntɛ; ʒa o flɐnko noɾtɛ do ɡɾabɛn,
-ɛntɾɛtɐnto, sɛ toɾnɐ mɐɡnɛtikɐmɛntɛ majs vizivɛl, moʃtɾɐndo mɐjoɾ omoʒɛnɛjdɐdɛ
-ɛ ɛʃpɛʃsɐmɛnto do pɐkotɛ sɛdimɛntɐɾ komo e suʒɛɾido pɛlɐ aɾɛɐ ɛʃbɾɐnkʷisɐdɐ ɐo
-noɾtɛ do pɛɾfil. nɛʃtɐ poɾsɐ̃w̃, o ɡɾabɛn e kondizionɐdo tɐmbem poɾ umɐ fɐlɐ
-sintetikɐ, dɐ boɾdɐ noɾtɛ, kʷɛ e bɐʃtɐntɛ vizivɛl nos mɐpɐs mɐɡnetikos (ɐnɛksos 2
-ɛ 3). o pɛɾfil bb’ sɛksionɐ o ɡɾabɛn numɐ poɾsɐ̃w̃ um powuko majs ɐlɐɾɡɐdɐ ɛ̃
-ʁɛlɐsɐ̃w̃ ɐo pɛɾfil ɐntɛɾioɾ majs ɐ owɛʃtɛ. ɐ pɾɛzɛnsɐ do pɐkotɛ sɛdimɛntɐɾ ɛntɾɛ
-ɐs fɐlɐs dɛ boɾdɐ e suʒɛɾidɐ poɾ ɐlinɐmɛntos oɾizontajs dɛ kontɾɐʃtɛ nɛɡɐtivo
-dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ komo moʃtɾɐ o modɛlo dɛ invɛɾsɐ̃w̃ dɐ fiɡʁɐ 6.3.
-podɛ-sɛ vɛɾifikɐɾ nɛʃtɛ modɛlo kʷɛ o pɐkotɛ dɛ sɛdimɛntos, nɐ poɾsɐ̃w̃ intɛɾioɾ do
-ɡɾabɛn, e ɾɛpʁɛzɛntɐdo dɛ foɾmɐ dɛʃkontinuɐ (nɐ̃w̃ omoʒenɛɐ) dɛvido a suɐ powukɐ
-ɛʃpɛʃsuɾɐ sobʁɛ um ɾɛlɛvo ɾɛlɐtivɐmɛntɛ suɐvɛ do ɛmbɐzɐmɛnto, ʒɛɾɐndo ɾɛduzidɐʃ
-intɛɾfɐzɛs ɛ fɾɐkɐs ɐnomɐliɐs mɐɡnetikɐs. ʒa pɾɔksimo as boɾdɐs do ɡɾabɛn, ondɛ
-ɐs intɛɾfɐzɛs sɛdimɛnto/ɛmbɐzɐmɛnto sɛ toɾnɐm majs ɐmplɐs ɛ vɛɾtikɐlizɐdɐʃ
-dɛvido a pɾɛzɛnsɐ dos plɐnos dɛ fɐlɐ, sɛ vɛɾifikɐ mɐjoɾ omoʒɛnɛjdɐdɛ nɐ
-ʁɛpʁɛzɛntɐsɐ̃w̃ do pɐkotɛ dɛ sɛdimɛntos (aɾɛɐs bɾɐnkɐs nos flɐnkos nɛ ɛ sw do
-pɛɾfil). ɐlem dɐ pɾɛzɛnsɐ dɐs fɐlɐs, kʷɛ ʒɛɾɐm ɐs mɐjoɾɛs ɐnomɐliɐs mɐɡnetikɐʃ
-vɛɾifikɐdɐs no pɛɾfil, o modɛlo dɛ invɛɾsɐ̃w̃ tɐmbem suʒɛɾɛ mɐjoɾ ɛʃpɛʃsɐmɛnto do
-pɐkotɛ dɛ sɛdimɛntos ɛm ɾɛlɐsɐ̃w̃ a suɐ poɾsɐ̃w̃ intɛɾmɛdiɐɾiɐ. dɛ fɐto, komo moʃtɾɐ
-o pɛɾfil siʃmiko dɐ fiɡʁɐ 6.1, e ɛvidɛntɛ o ɛʃpɛʃsɐmɛnto do pɐkotɛ no flɐnko
-sul do ɡɾabɛn, ɾɛzultɐntɛ dɛ um dɛpozɛntɾo kondizionɐdo pɛlɐ fɐlɐ dɛ boɾdɐ.
-tɐnto no pɛɾfil ɐɐ’ komo bb’ podɛ-sɛ obsɛɾvɐɾ umɐ ɾɛʒiɐ̃w̃ dɛ mɐɡnɛtizɐsɐ̃w̃ majʃ
-intɛnsɐ (aɾɛɐs ɛʃkuɾɛzidɐs) kʷɛ intɛʁompɛ o pɐkotɛ dɛ kontɾɐʃtɛ nɛɡɐtivo
-ɛziʃtɛntɛ nɐ poɾsɐ̃w̃ intɛɾioɾ do ɡɾabɛn. no pɛɾfil ɐɐ’ (fiɡʁɐ 6.2) ɛʃtɐ ɾɛʒiɐ̃w̃
-sɛ ɛnkontɾɐ ɐpʁoksimɐdɐmɛntɛ ɛntɾɛ ɐs kowoɾdɛnɐdɐs 6.000 m ɛ 14.000 m, ɛnkɐnto no
-pɛɾfil bb’(fiɡʁɐ 6.3) sɛ ɛnkontɾɐ ɡɾoʃsɛjɾɐmɛntɛ ɛntɾɛ 13.000 m ɛ 18.000 m.
-ɛʃtɐ ɾɛʒiɐ̃w̃ suʒɛɾɛ ɐ pɾɛzɛnsɐ dɛ um ɐlto do ɛmbɐzɐmɛnto mɐɡnetiko sobʁɛ o kɐl o
-pɐkotɛ dɛ sɛdimɛntos ɛʃta majs ɐdɛlɡɐsɐdo. ɛʃtɛ ɐlto poʃsuj ɛjkso nɛ-sw ɛ sɛ
-dɛzɛnvolvɛ ɐpʁoksimɐdɐmɛntɛ nɐ poɾsɐ̃w̃ intɛɾmɛdiɐɾiɐ dɐ bɐziɐ sɛpɐɾɐndo o
-dɛpozɛntɾo do flɐnko sul, majs ɛspɾɛʃsivo, do dɛpozɛntɾo ɐo noɾtɛ. os ɛjksoʃ
-ʁɛpʁɛzɛntɐndo os dɛpozɛntɾos ɛʃtɐ̃w̃ dɛlinɛɐdos no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1)
-kʷɛ sɛɾa dɛʃkɾito ɛm dɛtɐlɛ no pɾɔksimo kɐpitulo sobʁɛ intɛɡʁɐsɐ̃w̃ dos ɾɛzultɐdoʃ
-(kɐpitulo 7). 6.1.2 o ɡɾabɛn dɐ poɾsɐ̃w̃ pɾoksimɐl nɛ dɐ bɐziɐ dɛ sɐntos ɐ poɾsɐ̃w̃
-pɾoksimɐl nɛ dɐ bɐziɐ dɛ sɐntos kompɾɛɛndidɐ nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ (fiɡʁɐ 1.2)
-ɐpʁɛzɛntɐ um dominio mɐɡnetiko dɛ bajksɐ fɾɛk̈ensiɐ (ɾbl no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃
-do ɐnɛkso 1), bɐʃtɐntɛ ɛvidɛnsiɐdo no mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko (ɐnɛkso
-3). umɐ dɛʃkɾisɐ̃w̃ majs dɛtɐlɐdɐ ɛ ɐ ɐʃsoziɐsɐ̃w̃ dos dominios mɐɡnetikoʃ
-intɛɾpɾɛtɐdos kom ɐ ʒɛoloʒiɐ konɛzidɐ sɛɾɐ̃w̃ ɐpʁɛzɛntɐdɐs no kɐpitulo 7. ɛʃtɛ
-dominio dɛ bajksɐ fɾɛk̈ensiɐ fowi ɐʃsoziɐdo poɾ zɐlan ɛ olivɛjɾɐ (2005) ɐ ũ
-ɡɾabɛn infɛɾido nɐ plɐtɐfoɾmɐ kontinɛntɐl ɾɐzɐ dɐ bɐziɐ dɛ sɐntos intɛɡʁɐdo ɐo
-siʃtɛmɐ dɛ ɾiftɛs sɛnozõj̃kos do sudɛʃtɛ do bɾɐzil (ɾksb). ɛʃtɛs awtoɾɛʃ
-subdividɛm o ɾksb ɛm kɐtʁo subsiʃtɛmɐs dɛ ɾiftɛs, owu sɛʒɐ, pɐɾaj́bɐ do sul,
-litoɾanɛo, ɾibɛjɾɐ ɛ mɐɾitimo. ɛʃtɛ poʃsivɛl ɡɾabɛn ɛʃtɐɾiɐ, poɾtɐnto, insɛɾido
-no siʃtɛmɐ mɐɾitimo. ɐ fɛjsɐ̃w̃ mɐɡnetikɐ intɛɾpɾɛtɐdɐ nɛʃtɛ ɛʃtudo ɾɛpʁɛzɛntɐ,
-poɾ konsɛɡʷintɛ, ɐ ɛstɾɛmidɐdɛ nɛ dɛ um dos ɾiftɛs do siʃtɛmɐ mɐɾitimo infɛɾido
-poɾ ɛʃsɛs awtoɾɛs ɐ pɐɾtiɾ dos mɛʃmos dɐdos ɐɛɾomɐɡnetikos utilizɐdos no
-pɾɛzɛntɛ tɾɐbɐlo. ɛʃtɛ ɾiftɛ ɾɛpʁɛzɛntɐ umɐ ɛʃtɾutuɾɐ linɛɐɾ dɛ diɾɛsɐ̃w̃ nɛ-sw
-kʷɛ sɛ ɛʃtɛndɛ poɾ dɛzɛnɐs dɛ kʷilomɛtʁos sobʁɛ ɐ plɐtɐfoɾmɐ kontinɛntɐl
-ɐdʒɐzɛntɛ a ɾɛfɛɾidɐ bɐziɐ, ɛʃtɐndo implɐntɐdɐ, poɾtɐnto, sobʁɛ sew ɛmbɐzɐmɛnto
-ʁɐzo (koʁɛʃpondɛ a ɛʃtɾutuɾɐ dɛ numɛɾo 15, pɾɔksimɐ a kɐɾnɛjɾɐ, nɐ fiɡʁɐ 2.6
-ɛstɾaj́dɐ dɛ zɐlan ɛ olivɛjɾɐ 2005). dowis pɛɾfis (kk’ ɛ dd’) foɾɐm tɾɐsɐdoʃ
-pɛɾpɛndikulɐɾmɛntɛ a ɛʃtɾutuɾɐ komo moʃtɾɐ o mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1.
-ɐmbos os pɛɾfis foɾɐm submɛtidos a invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ obʒɛtivɐndo
-tɛʃtɐɾ ipɔtɛzɛs sobʁɛ ɐ ɛksiʃtensiɐ dɛ um poʃsivɛl pɐkotɛ sɛdimɛntɐɾ
-kontɾɐʃtɐntɛ kʷɛ pudɛʃsɛ ɛʃtɐɾ pɾɛɛnkɛndo ɐlɡmɐ kɐlɐ do ɛmbɐzɐmɛnto. ɐ fiɡʁɐ
-6.4. moʃtɾɐ o pɛɾfil kk’, majs ɐ sw, ondɛ podɛ-sɛ obsɛɾvɐɾ umɐ ɾɛʒiɐ̃w̃ ɾɐzɐ,
-sɛntɾɐl, ɐpʁɛzɛntɐndo kontɾɐʃtɛ nɛɡɐtivo dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ (fajksɐ
-ɛʃbɾɐnkʷisɐdɐ) kom sɛɾkɐ dɛ 4.000 mɛtʁos dɛ lɐɾɡɾɐ. ɛʃtɐ ɾɛʒiɐ̃w̃ podɛɾiɐ,
-sɛɡndo ɛʃtɐ ipɔtɛzɛ, sɛ ɐʃsoziɐɾ ɾɛɐlmɛntɛ ɐ umɐ kɐlɐ do ɛmbɐzɐmɛnto
-pɾɛɛnkidɐ poɾ mɐtɛɾiɐl dɛʃmɐɡnɛtizɐdo, owu sɛʒɐ, sɛdimɛntos. komo suʒɛɾɛ o
-modɛlo dɛ invɛɾsɐ̃w̃, ɛʃtɐ pɾovavɛl kɐlɐ ɐpʁɛzɛntɐ umɐ ɐʃsimɛtʁiɐ, owu sɛʒɐ, no
-sew flɐnko nw sɛ ɛnkontɾɐ ɐ mɐjoɾ ɛʃpɛʃsuɾɐ do pɐkotɛ sɛdimɛntɐɾ (pɾovavɛl
-dɛpozɛntɾo) kʷɛ sɛ ɐdɛlɡɐsɐ pɐɾɐ sɛ. e poʃsivɛl kʷɛ o flɐnko nw dɐ ɛʃtɾutuɾɐ
-ɛʃtɛʒɐ kondizionɐdo poɾ fɐlɐs komo e suʒɛɾido pɛlos ɐlinɐmɛntos mɐɡnetikoʃ
-nɛ-sw obsɛɾvɐdos nos mɐpɐs (ɐnɛksos 1, 2 ɛ 3). podɛ-sɛ konstɐtɐɾ, tɐmbem, kʷɛ o
-ɐʒuʃtɛ obtido ɛntɾɛ ɐs obsɛɾvɐsõj̃s ɛ ɐ kuɾvɐ tɛɔɾikɐ e pɾɛziso, iʃto e, ɛʃtɐ
-ipɔtɛzɛ ɛsplikɐ bɛm os dɐdos obsɛɾvɐdos. ɐ fiɡʁɐ 6.5 moʃtɾɐ o pɛɾfil dd’,
-situɐdo ɐ nɛ do ɐntɛɾioɾ, ondɛ tɐmbem sɛ obsɛɾvɐ umɐ ɾɛʒiɐ̃w̃ sɛntɾɐl
-dɛʃmɐɡnɛtizɐdɐ kontɾɐʃtɐntɛ kom ɐs ɛnkajksɐntɛs. dɐ mɛʃmɐ foɾmɐ kʷɛ o pɛɾfil kk’,
-podɛ-sɛ obsɛɾvɐɾ ɐ kɐlɐ (fajksɐ sɛntɾɐl bɾɐnkɐ), kom sɛɾkɐ dɛ 6.000 mɛtʁos dɛ
-lɐɾɡɾɐ, pɾɛɛnkidɐ poɾ dɛlɡɐdo pɐkotɛ dɛ sɛdimɛntos. ɛʃtɛ modɛlo suʒɛɾɛ ɐ
-pɛɾsiʃtensiɐ dɐ ɾɛfɛɾidɐ ɐʃsimɛtʁiɐ no flɐnko nw ɛ um ɐlɐɾɡɐmɛnto ɛ ɾɐzɛɐmɛnto
-dɐ kɐlɐ nɐ diɾɛsɐ̃w̃ nɛ kɐndo kompɐɾɐdo ɐo pɛɾfil vizino. o ɐʒuʃtɛ obtido,
-nɛʃtɛ kɐzo, tɐmbem e sɐtiʃfɐtɔɾio ɾɛvɛlɐndo kʷɛ umɐ kɐlɐ dɛ kontɾɐʃtɛ nɛɡɐtivo
-ɛsplikɐ bɛm os dɐdos. podɛ-sɛ obsɛɾvɐɾ, tɐmbem, no pɛɾfil dd’, kʷɛ o ɐʒuʃtɛ ɐoʃ
-dɐdos nɐ poɾsɐ̃w̃ do pɛɾfil sobʁɛ ɐ kɐlɐ mɐɡnetikɐ e mujto bom. ɐ intɛɾpɾɛtɐsɐ̃w̃
-dɛʃtɛs dowis pɛɾfis mɐɡnetikos e kowɛɾɛntɛ, ɾɛvɛlɐndo ɐ ɛksiʃtensiɐ dɛ umɐ pɾovavɛl
-kɐlɐ kuʒo ɛjkso, ɛm plɐntɐ, sɛ ɛʃtɛndɛ nɐ diɾɛsɐ̃w̃ nɛ-sw komo moʃtɾɐ o mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1. infɛliʒmɛntɛ nɐ̃w̃ ɛksiʃtɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi diʃponivɛl
-sobʁɛ ɐ aɾɛɐ dɛ okoʁensiɐ dɛʃtɛ ɐlvo, ɾɛlɐtivɐ ɐo ɛmbɐzɐmɛnto, kʷɛ pɛɾmitɐ
-konfiɾmɐɾ ɛʃtɐ ipɔtɛzɛ intɛɾpɾɛtɐtivɐ. 6.2 intɾuzõj̃s mɐɡmatikɐs 6.2.1 intɾuzõj̃ʃ
-mɐɡmatikɐs sɛnozõj̃kɐs no ɐlto dɛ kɐbo fɾio ɐ okoʁensiɐ dɛ mɐnifɛʃtɐsõj̃ʃ
-mɐɡmatikɐs sɛnozõj̃kɐs (dɐtɐdɐs do ɛozɛno infɛɾioɾ) nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo
-fɾio tem sido dɛʃkɾitɐs poɾ awtoɾɛs komo moʁiɐk ɛt ɐl. (1990) ɛ oɾɛjɾo (2006).
-ɛʃtɛ ultimo awtoɾ, ɐtʁɐves dɐ intɛɡʁɐsɐ̃w̃ dɛ dɐdos siʃmikos, pɛtʁoɡʁafikos ɛ dɛ
-pɛɾfis dɛ posos, podɛ dɛtɛɾminɐɾ ɐ pɾɛzɛnsɐ dɛ mɐnifɛʃtɐsõj̃s ɛstɾuzivɐʃ
-(dɛʁɐmɛs submɐɾinos) sobʁɛ intɾuzõj̃s pɾe-ɛksiʃtɛntɛs insɛɾidɐs no pɐkotɛ
-sɛdimɛntɐɾ dɛʃtɐ poɾsɐ̃w̃ dɐ bɐziɐ dɛ kɐmpos. tɐmbem sɐ̃w̃ obsɛɾvɐdos nɛʃtɐ ɾɛʒiɐ̃w̃,
-pɛlo mɛʃmo awtoɾ, ɛdifizios vulkanikos ɛm foɾmɐ dɛ konɛs. dɛntɾo dɛʃtɛ mɛʃmo
-kontɛsto mɐɡmatiko sɛ ɛnkontɾɐ ɐ suj́tɛ ɐlkɐlinɐ dɐ ɾɛʒiɐ̃w̃ dɛ ɐʁɐjɐl do kɐbo kʷɛ
-ɐpʁɛzɛntɐ idɐdɛ ɐpʁoksimɐdɐ dɛ 52 mɐ (ɛozɛno infɛɾioɾ) sɛɡndo dɐtɐsɐ̃w̃ ɐɾ-ɐɾ ɛ̃
-ʁokɐ totɐl (fɛʁɐɾi, 2001). ɛʃtɐ mɐnifɛʃtɐsɐ̃w̃ mɐɡmatikɐ e notavɛl poɾ
-ɐpʁɛzɛntɐɾ pɾowɛminɛntɛ ɾɛʃpoʃtɐ mɐɡnetikɐ, kuʒɐ intɛɾpɾɛtɐsɐ̃w̃ e bɐzɛɐdɐ ɛm ũ
-pɛɾfil sobʁɛ ɐ ɐnomɐliɐ dɐ ilɐ dɛ kɐbo fɾio kʷɛ ɛʃta dɛʃkɾito no itɛm ɐ sɛɡʷiɾ.
-ɐs okoʁensiɐs dɛ mɐɡmɐtiʃmo ɐpʁɛzɛntɐdɐs pɛlos awtoɾɛs ɐzimɐ, no ɛntɐnto, sɛ
-ɛnkontɾɐm ɛm aɾɛɐ majs ɐ sɛ (ɐo sul dɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ) ɛm ɾɛlɐsɐ̃w̃ a
-intɾuzɐ̃w̃ ɐlkɐlinɐ dɛ ɐʁɐjɐl – o kʷɛ ɐs kolokɐ, poɾtɐnto, foɾɐ dos limitɛs dɐ
-aɾɛɐ dɛʃtɛ tɾɐbɐlo. nɐ̃w̃ ɐvɛndo dɐdos ɐɛɾomɐɡnetikos diʃponivɛjs nɛʃtɛ momɛnto
-ʁɛkobʁindo ɛʃtɐ aɾɛɐ, nɐ̃w̃ sɛ podɛ ɾɛɐlizɐɾ infɛɾensiɐs ɐzɛɾkɐ dɐs ɐnomɐliɐʃ
-mɐɡnetikɐs ɛvɛntuɐlmɛntɛ ʒɛɾɐdɐs poɾ ɛʃtɐs mɐnifɛʃtɐsõj̃s. ɐ ɛʃtɾɛjtɐ fajksɐ
-ʁɛkobɛɾtɐ pɛlos dɐdos diʃponivɛjs, nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio, sɛ ɛnkontɾɐ
-ɛntɾɛ ɐ koʃtɐ ɛ ɐ kɐɾnɛjɾɐ kɾɛtazɛɐ ondɛ okoʁɛ dɛlɡɐdo pɐkotɛ sɛdimɛntɐɾ sobʁɛ
-o ɛmbɐzɐmɛnto ɾɐzo (fiɡʁɐ 1.1). nɛʃtɐ fajksɐ sɛ obsɛɾvɐ ɐ ʒa mɛnsionɐdɐ ɐnomɐliɐ
-dɐ ilɐ dɛ kɐbo fɾio ɛ majs ɐlɡmɐs ɐnomɐliɐs pontuajs, situɐdɐs nɐ poɾsɐ̃w̃
-submɛɾsɐ, kʷɛ ɛvɛntuɐlmɛntɛ podɛɾiɐm ɛʃtɐɾ ɐʃsoziɐdɐs ɐ owutʁɐs okoʁensiɐs dɛʃtɐ
-nɐtuɾɛzɐ (suʒɛɾidɐs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1). ɛntɾɛtɐnto, dɛvido a
-nɐtuɾɛzɐ dubiɐ ɛ powuko ɛspɾɛʃsivɐ dɛʃtɐs ɐnomɐliɐs, ɐlem dɐ totɐl awzensiɐ dɛ
-infoɾmɐsɐ̃w̃ ɐ pɾioɾi sobʁɛ suɐ ʒɛoloʒiɐ, optowu-sɛ poɾ nɐ̃w̃ konsidɛɾa-lɐs nɐ
-pɾɛzɛntɛ ɐboɾdɐʒɛm. 6.2.1.1 ɐ sujtɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo ɐ ʒɛoloʒiɐ dɐ
-suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo ɛʃta dɛʃkɾitɐ no itɛm 2.2.3.3 dɛʃtɛ tɛsto ɛ
-suɐ ɐnomɐliɐ mɐɡnetikɐ ɛʃta ɾɛpʁɛzɛntɐdɐ nos mɐpɐs dɛ kɐmpo totɐl (fiɡʁɐ 7.3) ɛ
-sinɐl ɐnɐlitiko (fiɡʁɐ 7.4); ɐmbos os mɐpɐs foɾɐm obtidos oɾiʒinɐlmɛntɛ nɐ
-ɛʃkɐlɐ dɛ dɛtɐlɛ dɛ 1:50.000. sɛndo ɛʃtɛ ɐlvo dɛ mɛnoɾɛs dimɛnsõj̃s ɛm ɾɛlɐsɐ̃w̃
-ɐos dɛmajs sɛlɛzionɐdos pɐɾɐ ɛʃtɐ pɛʃkʷizɐ, sɛ fɛz nɛzɛʃsaɾio ʒɛɾɐɾ um mɐpɐ majʃ
-dɛtɐlɐdo pɐɾɐ ɐpowjɐɾ ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃ (itɛm 3.1). tɐmbem sɛ ɛnkontɾɐ
-ʁɛpʁɛzɛntɐdɐ nɐ fiɡʁɐ 1.3. ɐs fiɡʁɐs 6.6, 6.7 ɛ 6.8 ɐpʁɛzɛntɐm o pɛɾfil ɐɐ’
-kʷɛ sɛksionɐ ɐ ɐnomɐliɐ sobʁɛ ɐ poɾsɐ̃w̃ sw dɐ ilɐ dɛ kɐbo fɾio ɛ, komo sɛ podɛ
-obsɛɾvɐɾ no mɐpɐ dɛ kɐmpo totɐl, koʁɛʃpondɛ a ɐnomɐliɐ majs ɛspɾɛʃsivɐ nɐ
-ʁɛʒiɐ̃w̃ okupɐdɐ pɛlɐ suj́tɛ ɐlkɐlinɐ, kom sɛɾkɐ dɛ 850 nt dɛ ɐmplitudɛ maksimɐ. o
-mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko (fiɡʁɐ 7.4 ɛ fiɡʁɐ 1.3) suʒɛɾɛ ɐ pɾɛzɛnsɐ
-dɛ kɐtʁo koɾpos mɐɡnetikos individuɐlizɐdos, kʷɛ foɾmɐm um ɐlinɐmɛnto kuɾvo
-intɛɾpɾɛtɐdos komo pluɡs nɐ diɾɛsɐ̃w̃ n-s ɐpʁoksimɐdɐmɛntɛ. ɛʃtɛs koɾpos sɐ̃w̃
-mɐɡnɛtizɐdos, pɾovɐvɛlmɛntɛ ɐʃsoziɐdos ɐos dutos vulkanikos kʷɛ ɐlimɛntɐɾɐm o
-komplɛkso ɐlkɐlino. ɛvidensiɐs ʒɛolɔʒikɐs dɛ kɐmpo koʁoboɾɐm ɛʃtɐ intɛɾpɾɛtɐsɐ̃w̃,
-tajs komo ɐ pɾɛzɛnsɐ dɛ bɾɛkɐ vulkanikɐ sobʁɛ os dowis koɾpos do sw dɐ ilɐ dɛ
-kɐbo fɾio ɛ dowis ɐfloɾɐmɛntos dɛ ɾokɐ ɐlkɐlinɐ mɐpɛɐdos ɛksɐtɐmɛntɛ sobʁɛ oʃ
-owutʁos dowis koɾpos mɐɡnetikos kʷɛ okoʁɛm nɐ aɾɛɐ ɛmɛɾsɐ ɐo noɾtɛ dɛʃtɐ ilɐ. ɐ
-intɛɾpɾɛtɐsɐ̃w̃ do pɛɾfil ɐɐ’ fowi konduzidɐ kom ɐ utilizɐsɐ̃w̃ dɐ dɛkonvoluɐ̃w̃ dɛ
-ewlɛɾ, vizɐndo ɐ obtɛnsɐ̃w̃ dos pɾimɛjɾos vinkulos pɐɾɐ iniziɐlizɐɾ o pɾozɛʃso dɛ
-invɛɾsɐ̃w̃ kompɐktɐ. podɛ-sɛ vɛɾifikɐɾ kʷɛ o ɛnsɐjo tɛɔɾiko ɐpʁɛzɛntɐdo no itɛ̃
-4.1.2.3 ɛ ɾɛpʁɛzɛntɐdo nɐs fiɡʁɐs 4.9 ɛ 4.10 e mujto similɐɾ a intɛɾpɾɛtɐsɐ̃w̃
-obtidɐ pɐɾɐ ɛʃtɛ pɛɾfil. komo sɛ podɛ obsɛɾvɐɾ nɐ fiɡʁɐ 6.6, foɾɐm pɾoduzidɐʃ
-duɐs ɛʃtimɐtivɐs sɛpɐɾɐdɐs dɛ solusõj̃s dɛ ewlɛɾ, ɾɛʃpɛktivɐmɛntɛ, pɐɾɐ os dowiʃ
-metodos ɛmpɾɛɡɐdos (minimo dɛʃvio pɐdʁɐ̃w̃ ɛ minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃
-kɾuzɐdɐ dɛʃkɾitos no itɛm 4.1.2.2). konfoɾmɛ ɐ ɐnalizɛ dɛzɛnvolvidɐ
-ɐntɛɾioɾmɛntɛ, o fɐto dɐ sɛpɐɾɐsɐ̃w̃ dɐs duɐs ɛʃtimɐtivɐs (ɾɛzultɐntɛ dos dowiʃ
-indizɛs ɛʃtɾutuɾajs diʃtintos obtidos poɾ ɛʃtɛs dowis metodos) suʒɛɾɛ ɐ pɾɛzɛnsɐ
-dɛ duɐs fontɛs intɛɾfɛɾɛntɛs mujto pɾɔksimɐs. ɛm funsɐ̃w̃ dɛʃtɐ, foɾɐm tɛʃtɐdos nɐ
-invɛɾsɐ̃w̃ kompɐktɐ, dowis koɾpos simplɛs (ɾɛpʁɛzɛntɐdos, ɾɛʃpɛktivɐmɛntɛ, poɾ ũ
-ponto sɛntɾɐl) ɐpʁɛzɛntɐndo umɐ pɛkʷɛnɐ sɛpɐɾɐsɐ̃w̃ lɐtɛɾɐl ɛ um pɛkʷɛno
-dɛʃlokɐmɛnto ɛm pɾofundidɐdɛ. ɐmbos os koɾpos ɐpʁɛzɛntɐm mɐɡnɛtizɐsɐ̃w̃ induzidɐ
-pɛlo kɐmpo ɐtuɐl (inklinɐsɐ̃w̃ iɡɐl ɐ 36º sul). komo podɛ sɛ obsɛɾvɐɾ nɐ fiɡʁɐ
-6.6, o modɛlo dɛ invɛɾsɐ̃w̃ obtido ɐpʁɛzɛntɐ umɐ ɛnvoltɔɾiɐ (siɾkundɐndo o koɾpo
-majs ɾɐzo) dɛ vɐloɾɛs nɛɡɐtivos dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ kʷɛ e dɛʃpɾovidɐ
-dɛ siɡnifikɐdo ʒɛolɔʒiko. ɐlem do majs, o ɐʒuʃtɛ obtido pɐɾɐ ɛʃtɐ ipɔtɛzɛ ɛntɾɛ
-ɐs obsɛɾvɐsõj̃s ɛ ɐ ɐnomɐliɐ tɛɔɾikɐ e sofʁivɛl. umɐ sɛɡndɐ ipɔtɛzɛ e tɛʃtɐdɐ,
-ɛntɐ̃w̃, vizɐndo ɐ mɛloɾiɐ no ɐʒuʃtɛ ɛ ɐ obtɛnsɐ̃w̃ dɛ um modɛlo majs plawzivɛl do
-ponto dɛ viʃtɐ ʒɛolɔʒiko. ɛʃtɐ ipɔtɛzɛ, ɾɛpʁɛzɛntɐdɐ nɐ fiɡʁɐ 6.7 , fowi obtidɐ
-konsidɛɾɐndo mɐɡnɛtizɐsõj̃s difɛɾɛntɛs pɐɾɐ kɐdɐ um dos koɾpos mɐɡnetikoʃ
-intɛɾfɛɾɛntɛs. pɐɾɐ o koɾpo do sɛ (majs ɾɐzo) fowi ɐʃsumidɐ umɐ mɐɡnɛtizɐsɐ̃w̃
-ʁɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃ ɐo koɾpo dɛ nw, iʃto e, mɐɡnɛtizɐsɐ̃w̃ totɐl kom inklinɐsɐ̃w̃ dɛ
-40º n (+ 40º) ɐo pɐʃso kʷɛ o sɛɡndo koɾpo ɐpʁɛzɛntɐ mɐɡnɛtizɐsɐ̃w̃ pɐɾɐlɛlɐ ɐo
-kɐmpo ɐtuɐl (36º s owu – 36º). podɛ-sɛ konstɐtɐɾ nɛʃtɐ ipɔtɛzɛ, ɐlem dɐ mɛloɾiɐ
-no ɐʒuʃtɛ, umɐ diʃtɾibujsɐ̃w̃ dos vɐloɾɛs dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ majʃ
-plawzivɛl ʒɛoloʒikɐmɛntɛ, owu sɛʒɐ, ɐ ɛnvoltɔɾiɐ dɛ vɐloɾɛs nɛɡɐtivos (ɾɛfɛɾidɐ
-ɐzimɐ) dɛzɐpɐɾɛzew. vizɐndo, ajndɐ, obtɛɾ um modɛlo majs ɾɛɐliʃtɐ
-ʒɛoloʒikɐmɛntɛ, e pɾopoʃtɐ umɐ tɛɾsɛjɾɐ ipɔtɛzɛ (fiɡʁɐ 6.8). ɛʃtɐ ipɔtɛzɛ sɛ
-bɐzɛjɐ nɐ̃w̃ sɔ nɐ obsɛɾvɐsɐ̃w̃ do modɛlo ɐntɛɾioɾ (fiɡʁɐ 6.7) kʷɛ suʒɛɾɛ ɐ
-pɾɛzɛnsɐ dɛ ɾɛʒiõj̃s mɐɡnɛtizɐdɐs ɐʃsɛndɛntɛs sobʁɛ os koɾpos, komo tɐmbem nɐʃ
-obsɛɾvɐsõj̃s dɛ kɐmpo kʷɛ konstɐtɐm ɐ pɾɛzɛnsɐ dɛ umɐ vɛɾdɐdɛjɾɐ tɾɐmɐ dɛ dikʷɛʃ
-koɾtɐndo o mɐziso ɐlkɐlino nɐ supɛɾfiziɛ. o modɛlo obtido suʒɛɾɛ umɐ ɛʃtɾutuɾɐ
-dɛ ʒɛomɛtʁiɐ komplɛksɐ ɾɛzultɐntɛ dɛ dowis pulsos mɐɡmatikos kʷɛ tɛɾiɐm okoʁido
-ɛm intɛɾvɐlos difɛɾɛntɛs no tɛmpo ʒɛolɔʒiko. ɐ ɛʃtɾutuɾɐ sɛɾiɐ foɾmɐdɐ, ɛntɐ̃w̃,
-poɾ bolsõj̃s mɐɡmatikos ɐlɐɾɡɐdos (owu ɐpɔfizɛs) ɐlimɛntɐdos poɾ dutos pɾofundos,
-kom ɛmiʃsõj̃s dɛ dikʷɛs owu pluɡs pɐɾɐ ɐ supɛɾfiziɛ. ɛʃtɐ konsɛpsɐ̃w̃ e plawzivɛl do
-ponto dɛ viʃtɐ ʒɛolɔʒiko, umɐ vɛz kʷɛ ɐs ɛvidensiɐs dɛ kɐmpo ɐpontɐm pɐɾɐ
-okoʁensiɐ dɛ majs dɛ um pulso mɐɡmatiko konstɐtɐdo pɛlɐ pɾɛzɛnsɐ dɛ bɾɛkɐʃ
-mɐɡmatikɐs (dɛʃkɾitɐs no itɛm 2.2.3.3). ɛʃtɛs pulsos, poɾ konsɛɡʷintɛ, podɛɾiɐ̃
-pɛɾfɛjtɐmɛntɛ okoʁɛɾ ɛm pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ ɛ noɾmɐlidɐdɛ do kɐmpo
-ʒɛomɐɡnetiko (intɛɾvɐlɐdos poɾ dɛzɛnɐs owu sɛntɛnɐs dɛ milɐɾɛs dɛ ɐnos) ɛ tɛɾ
-ɐdkʷiɾido, nɛʃtɛ pɾozɛʃso, mɐɡnɛtizɐsõj̃s ɾɛmɐnɛʃsɛntɛs nɐ epokɐ dɛ suɐ
-kɾiʃtɐlizɐsɐ̃w̃. konsɛk̈ɛntɛmɛntɛ, e mujto pɾovavɛl kʷɛ komponɛntɛs intɛnsɐʃ
-dɛʃtɐs pɐlɛomɐɡnɛtizɐsõj̃s ɛʃtɛʒɐm influɛnsiɐndo ɛfɛtivɐmɛntɛ ɐs mɐɡnɛtizɐsõj̃ʃ
-totajs obsɛɾvɐdɐs ɐtuɐlmɛntɛ nɛʃtɛs koɾpos. 6.2.2 intɾuzɐ̃w̃ mɐɡmatikɐ dɐ poɾsɐ̃w̃
-pɾoksimɐl nɛ dɐ bɐziɐ dɛ sɐntos pɛlɐ ɐnalizɛ dos mɛʃmos dɐdos ɐɛɾomɐɡnɛtometʁikoʃ
-ɐkʷi utilizɐdos, zɐlan & olivɛjɾɐ (2005) infɛɾɛm um ɛnksɐmɛ dɛ ɾokɐs intɾuzivɐʃ
-ɐlkɐlinɐs kʷɛ okoʁɛ nɐ aɾɛɐ submɛɾsɐ ɾɐzɐ (plɐtɐfoɾmɐ kontinɛntɐl dɐ bɐziɐ dɛ
-sɐntos). duɐs dɛʃtɐs okoʁensiɐs boɾdɛʒɐm ɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ dɛʃtɐ
-bɐziɐ (fiɡʁɐ 2.6), sɛndo kʷɛ ɐkʷɛlɐ situɐdɐ majs ɐo noɾtɛ koʁɛʃpondɛ a
-ɐnomɐliɐ ɛʃtudɐdɐ nɛʃtɛ itɛm. ɛʃtɐ ɐnomɐliɐ mɐɡnetikɐ ɛʃta ɾɛpʁɛzɛntɐdɐ nɐ
-fiɡʁɐ 1.3 ɛ nos mɐpɐs dɛ kɐmpo totɐl (fiɡʁɐ 7.5) ɛ sinɐl ɐnɐlitiko (fiɡʁɐ
-7.6); ɐmbos obtidos oɾiʒinɐlmɛntɛ nɐ ɛʃkɐlɐ dɛ dɛtɐlɛ dɛ 1:50.000 (vidɛ itɛ̃
-3.1). ɾɛpʁɛzɛntɐ umɐ foɾmidavɛl ɐnomɐliɐ siɾkulɐɾ, kom umɐ ɐmplitudɛ maksimɐ
-ɐbsolutɐ ɛm toɾno dɛ 2.500 nt, iʃto e, tɾes vɛzɛs majs intɛnsɐ do kʷɛ ɐ ɐnomɐliɐ
-dɐ ilɐ dɛ kɐbo fɾio. sobʁɛ sews flɐnkos sɛ sobʁɛpõj̃m ɐnomɐliɐs dɛ mɛnoɾ
-kompɾimɛnto dɛ ondɐ ɾɛlɐzionɐdɐs ɐ fontɛs ɾɐzɐs. ɛʃtɐs fontɛs sɛ sobʁɛʃsɐɛm no
-mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko ɾɛfɛɾido ɐzimɐ. o pɛɾfil ɐɐ’, plotɐdo noʃ
-mɐpɐs (fiɡʁɐs 7.5 ɛ 7.6) sɛzionɐ ɐ ɐnomɐliɐ, ɛm suɐ pɐɾtɛ majs pɾowɛminɛntɛ, dɛ
-foɾmɐ ɐpʁoksimɐdɐmɛntɛ pɛɾpɛndikulɐɾ a intɛɾfɐzɛ polɐɾizɐdɐ do koɾpo intɾuzivo.
-ɐs fiɡʁɐs 6.9 ɛ 6.10 ɾɛpʁɛzɛntɐm ipɔtɛzɛs intɛɾpɾɛtɐtivɐs ɾɛzultɐntɛs dɐ
-ɐplikɐsɐ̃w̃ dɐ invɛɾsɐ̃w̃ kompɐktɐ ʒɛnɛɾɐlizɐdɐ ɐ ɛʃtɛ pɛɾfil. komo podɛ-sɛ obsɛɾvɐɾ
-nɐ fiɡʁɐ 6.9, o modɛlo dɛ invɛɾsɐ̃w̃ obtido utilizɐndo umɐ simplɛs ɾɛtɐ vɛɾtikɐl
-komo ɛlɛmɛnto ʒɛometʁiko suʒɛɾɛ um ɐlɐɾɡɐmɛnto do koɾpo mɐɡnetiko ɐ pɐɾtiɾ do
-nivɛl ɛʃtimɐdo dɛ 1.100 mɛtʁos, o kʷɛ koʁoboɾɐ o indizɛ ɛʃtɾutuɾɐl ɛnkontɾɐdo.
-ʒa ɐ fiɡʁɐ 6.10 ɾɛpʁɛzɛntɐ umɐ sɛɡndɐ ipɔtɛzɛ, dɛ ʒɛomɛtʁiɐ majs komplɛksɐ,
-kʷɛ pɾokuɾɐ ɛsplikɐɾ ɐs fontɛs ɾɐzɐs, supɛɾ-impoʃtɐs a ɐnomɐliɐ, ɐʃsoziɐdɐs ɐ
-ɐpɔfizɛs owu dikʷɛs pɛɾifeɾikos kʷɛ sɛ ɐlsɐm ɐte ɐ supɛɾfiziɛ. dɛ fɐto, o mɐpɐ dɛ
-ɐmplitudɛ do sinɐl ɐnɐlitiko (fiɡʁɐ 7.6) suʒɛɾɛ ɐ pɾɛzɛnsɐ dɛ dikʷɛs ɐnɛlɐɾɛʃ
-oɾbitɐndo um koɾpo pɾinsipɐl dɛ sɛsɐ̃w̃ subsiɾkulɐɾ ɛm plɐntɐ. e impoɾtɐntɛ
-sɐliɛntɐɾ kʷɛ ɐ inklinɐsɐ̃w̃ dɐ mɐɡnɛtizɐsɐ̃w̃ totɐl utilizɐdɐ ɛm ɐmbɐs ipɔtɛzɛʃ
-(fiɡʁɐs 6.9 ɛ 6.10) e dɛ 80º s (-80º). kompɐɾɐdɐ a inklinɐsɐ̃w̃ do kɐmpo ɐtuɐl
-(36ºs), ɛʃtɐ inklinɐsɐ̃w̃ ɛsplikɐ mɛloɾ ɐ ɐnomɐliɐ obsɛɾvɐdɐ kʷɛ poʃsuj umɐ
-pɾowɛminɛntɛ pɐɾtɛ pozitivɐ voltɐdɐ pɐɾɐ o noɾtɛ mɐɡnetiko, suʒɛɾindo, poɾtɐnto,
-ɐ pɾɛzɛnsɐ dɛ umɐ komponɛntɛ ɾɛmɐnɛʃsɛntɛ influɛnsiɐndo ɐ mɐɡnɛtizɐsɐ̃w̃ totɐl
-obsɛɾvɐdɐ. tɐl komponɛntɛ podɛɾiɐ sɛ ɐʃsoziɐɾ ɐ um pɛɾiodo dɐ ɾɛvɛɾsɐ̃w̃ do kɐmpo
-mɐɡnetiko okoʁido no intɛɾvɐlo dɛ kɾiʃtɐlizɐsɐ̃w̃ dɐ ɾokɐ. podɛ-sɛ konstɐtɐɾ
-similɐɾidɐdɛs ɛntɾɛ os modɛlos dɛ invɛɾsɐ̃w̃ tɛʃtɐdos pɐɾɐ ɛʃtɐ ɐnomɐliɐ ɛ pɐɾɐ ɐ
-suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo (ilɐ dɛ kɐbo fɾio) kʷɛ suʒɛɾɛm ɛm ɐmbos oʃ
-kɐzos umɐ ʒɛomɛtʁiɐ komplɛksɐ foɾmɐdɐ poɾ bolsõj̃s mɐɡmatikos ɐlɐɾɡɐdos (owu
-ɐpɔfizɛs) ɐlimɛntɐdos poɾ dutos pɾofundos, kom ɛmiʃsõj̃s dɛ dikʷɛs owu pluɡs pɐɾɐ
-ɐ supɛɾfiziɛ. e tɐmbem obsɛɾvɐdɐ, ɐlem dɐ similɐɾidɐdɛ ʒɛometʁikɐ, ɐ
-similɐɾidɐdɛ ɾɛlɐzionɐdɐ a pɾɛzɛnsɐ dɛ komponɛntɛs dɛ pɐlɛomɐɡnɛtizɐsõj̃ʃ
-kontɾibujndo pɐɾɐ ɐs mɐɡnɛtizɐsõj̃s totajs obsɛɾvɐdɐs nɛʃtɛs koɾpos. ɛʃtɐʃ
-obsɛɾvɐsõj̃s kompɐɾɐdɐs suʒɛɾɛm, poɾtɐnto, kʷɛ mujto pɾovɐvɛlmɛntɛ ɐ ɐnomɐliɐ ɛ̃
-foko nɛʃtɛ itɛm koʁɛʃpondɛ a ɾɛʃpoʃtɐ mɐɡnetikɐ dɛ um komplɛkso ɐlkɐlino
-sɛmɛlɐntɛ ɐo dɛ ɐʁɐjɐl do kɐbo kʷɛ ɐpʁɛzɛntɐ, ɛntɾɛtɐnto, um volumɛ bɛm majʃ
-siɡnifikɐtivo dɛ mɐtɛɾiɐl mɐɡnɛtizɐdo (ɐʃsoziɐdo a ɾokɐ mɐɡmatikɐ) do kʷɛ ɛʃtɛ
-ultimo. os modɛlos dɛ invɛɾsɐ̃w̃, poɾtɐnto, obtidos pɐɾɐ ɐmbɐs ɐs intɾuzõj̃s dɛ
-ʁokɐ ɐlkɐlinɐ (fiɡʁɐs 6.8 ɛ 6.10) suʒɛɾɛm kʷɛ o mɐtɛɾiɐl mɐɡnɛtizɐdo,
-ɐʃsoziɐdo poʃsivɛlmɛntɛ ɐ tɛɾmos majs bazikos owu mɛnos ɛvoluj́dos do komplɛkso
-ɐlkɐlino, da oɾiʒɛm ɐ umɐ ɛʃtɾutuɾɐ, dɛ komplɛksɐ ʒɛomɛtʁiɐ, foɾmɐdɐ poɾ inumɛɾoʃ
-dikʷɛs ɛ ɐpɔfizɛs intɛɾliɡɐdos ɾɛzultɐntɛs dɛ majs dɛ um pulso mɐɡmatiko kʷɛ
-ɛʃtɐɾiɐm supɛɾpoʃtos ɛ sɛpɐɾɐdos no tɛmpo ʒɛolɔʒiko. os dikʷɛs bazikoʃ
-ʁɛpʁɛzɛntɐm fontɛs mɐɡnetikɐs dɛ ɡɾɐndɛ ɾɛpʁɛzɛntɐtividɐdɛ, kontɾibujndo
-ɛfɛtivɐmɛntɛ pɐɾɐ ɐ ɛʃtɾutuɾɐsɐ̃w̃ do kɐmpo mɐɡnetiko ɐnomɐlo obsɛɾvɐdo nɐ aɾɛɐ
-dɛʃtɛ ɛʃtudo. sɐ̃w̃ obsɛɾvɐdos pɾinsipɐlmɛntɛ komo fontɛs ɾɐzɐs nɐ poɾsɐ̃w̃ ɛntɾɛ ɐ
-ilɐ dɛ kɐbo fɾio ɛ pɐɾɐtj, ɐo pɐʃso kʷɛ, ɐo sɛ ɐdɛntɾɐɾɛm nɐ poɾsɐ̃w̃ sw dɐ bɐziɐ
-dɛ kɐmpos, ondɛ o ɛmbɐzɐmɛnto mɛɾɡlɐ pɐɾɐ ɛ, ɐpɐɾɛzɛm pɾɛvizivɛlmɛntɛ komo
-fontɛs majs pɾofundɐs. e mujto pɾovavɛl kʷɛ ɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ nɛ-sw
-obsɛɾvɐdɐ, pɾinsipɐlmɛntɛ, no dominio mɐɡnetiko okupɐdo pɛlo tɛʁɛno kɐbo fɾio
-(ɛjlbɾon ɛt ɐl. 2000) sɛ dɛvɐ ɐos dikʷɛs ɛ ɛnksɐmɛs dɛ dikʷɛs kʷɛ ɐpɐɾɛzɛm ɛ̃
-pɾofuzɐ̃w̃ nɛʃtɛ tɾɛko foɾmɐndo linɛ��mɛntos kom pɐdʁɐ̃w̃ notɐvɛlmɛntɛ ɾɛtilinɛo. ʒa
-nɐ poɾsɐ̃w̃ w dɐ aɾɛɐ, okupɐdɐ pɛlo tɛʁɛno oɾiɛntɐl do oɾɔʒɛno ɾibɛjɾɐ (ɛjlbɾõ
-ɛt ɐl. 2004), o ɛʃtilo dɛʃtɐs intɾuzõj̃s mudɐ pɐɾɐ um pɐdʁɐ̃w̃ mɛnos ɾɛtilinɛo dɛ
-sews linɛɐmɛntos, kʷɛ sɛ kuɾvɐm suɐvɛmɛntɛ tɛndɛndo pɐɾɐ ɛnɛ-wsw ɐ ɛ-w. umɐ
-dɛʃkɾisɐ̃w̃ suzintɐ dɐ ʒɛoloʒiɐ dɛʃtɛs dikʷɛs, kʷɛ sɐ̃w̃ foɾmɐdos pɾinsipɐlmɛntɛ dɛ
-diɐbazio, sɛ ɛnkontɾɐ no itɛm 2.2.3.2. nos itɛns ɐ sɛɡʷiɾ sɛɾɐ̃w̃ dɛʃkɾitɐʃ
-intɛɾpɾɛtɐsõj̃s dɛ tɾes ɐnomɐliɐs mɐɡnetikɐs ʒɛɾɐdɐs poɾ ɐlɡns dɛʃtɛs dikʷɛs kʷɛ
-ɐpʁɛzɛntɐm ɾɛlɛvɐntɛs ɾɛʃpoʃtɐs mɐɡnetikɐs, dɛ ɛstɛnsɐ̃w̃ ɾɛʒionɐl, obsɛɾvɐdɐs noʃ
-mɐpɐs mɐɡnetikos (ɐnɛksos 2 ɛ 3). e mujto pɾovavɛl kʷɛ ɐs mɐɡnɛtizɐsõj̃s totajʃ
-dos mɛʃmos ɐpʁɛzɛntɛm kom fɾɛk̈ensiɐ komponɛntɛs ɾɛmɐnɛʃsɛntɛs. o modɛlo do itɛ̃
-ɐ sɛɡʷiɾ suʒɛɾɛ umɐ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ, ɛm ɾɛlɐsɐ̃w̃ a mɐɡnɛtizɐsɐ̃w̃ induzidɐ
-pɛlo kɐmpo ɐtuɐl, pɐɾɐ o dikʷɛ dɐ mɐɾɐmbɐjɐ. no itɛm 6.3, sobʁɛ ɐ ɛʃtɾutuɾɐ
-mɐɡnetikɐ do ɛmbɐzɐmɛnto ɾɐzo dɐ bɐziɐ dɛ kɐmpos (suɐ poɾsɐ̃w̃ sw), tɐmbem sɐ̃w̃
-ɐpʁɛzɛntɐdos modɛlos kʷɛ ɛsplikɐm os dɐdos ɐ pɐɾtiɾ dɛ ipɔtɛzɛs sobʁɛ
-mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ. nɛʃtɐ poɾsɐ̃w̃ dɐ bɐziɐ, ɛntɾɛtɐnto, o mɐɡmɐtiʃmo kom tɐl
-kɐɾɐktɛɾiʃtikɐ pɐɾɛzɛ tɛɾ tomɐdo mɐjoɾ vulto oɾiʒinɐndo umɐ lɐɾɡɐ ɛ ɛstɛnsɐ
-fajksɐ dɛ dikʷɛs kom mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ. 6.2.3.1 o dikʷɛ dɐ mɐɾɐmbɐjɐ nos mɐpɐʃ
-dɛ kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) ɛ ɐmplitudɛ do sinɐl ɐnɐlitiko (ɐnɛkso 3), owu
-nɐ fiɡʁɐ 1.2, e poʃsivɛl sɛ obsɛɾvɐɾ o ɛstɛnso ɐlinɐmɛnto mɐɡnetiko ɐʃsoziɐdo
-ɐo dikʷɛ dɐ mɐɾɐmbɐjɐ. ɛʃtɛ ɐlinɐmɛnto suɾʒɛ no owɛʃtɛ dɐ aɾɛɐ (ɐ s-sw dɐ ilɐ
-ɡɾɐndɛ) sɛ kuɾvɐndo kom ɐ konkɐvidɐdɛ voltɐdɐ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ. ɛm sɛɡʷidɐ
-ɐʃsumɛ umɐ oɾiɛntɐsɐ̃w̃ nnɛ, majs ɾɛtilinɛɐ, ɐo lɐɾɡo dɐ ɾɛʃtinɡɐ dɐ mɐɾɐmbɐjɐ ɛ
-sɛ intɾoduz nɐ aɾɛɐ ɛmɛɾsɐ koɾtɐndo ɐ sɛʁɐ dɐ kɐɾiokɐ ɐo lonɡo dɐ sidɐdɛ do ɾio
-dɛ ʒɐnɛjɾo. nɐs fiɡʁɐs 3.3 ɛ 3.4, kʷɛ moʃtɾɐm ɐ ʒunsɐ̃w̃ dos ɐɛɾolɛvɐntɐmɛntoʃ
-mɐɡnetikos dɐ aɾɛɐ ɛmɛɾsɐ ɛ mɐɾinɐ, podɛ-sɛ obsɛɾvɐɾ kom klɐɾɛzɐ ɐ kontinujdɐdɛ
-dɛʃtɐ ɛʃtɾutuɾɐ. nɛʃtɛ tɾɛko sɛ vɛɾifikɐ umɐ suɐvɛ kuɾvɐtuɾɐ dɛʃtɛ ɐlinɐmɛnto
-kom ɐ konkɐvidɐdɛ voltɐdɐ pɐɾɐ o mɐɾ, sɛ pɐɾɐlɛlizɐndo, dɛʃtɐ foɾmɐ, ɐ owutʁoʃ
-ɐlinɐmɛntos ɐo sul kʷɛ okoʁɛm ʒa nɐ aɾɛɐ submɛɾsɐ. ɛʃtɛ pɛɾfil ɛʃta
-pozisionɐdo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ ɛ no mɐpɐ dɛ kɐmpo totɐl pɛlɐs lɛtʁɐs ɛɛ’.
-ɐ ɛʃtimɐtivɐ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ moʃtɾɐdɐ nɛʃtɐ fiɡʁɐ suʒɛɾɛ kʷɛ o
-mɐtɛɾiɐl mɐɡnɛtizɐdo, pɾɛzɛntɛ nɛʃtɛ tɾɛko, sɛ ɛnkontɾɐ ɐ sɛɾkɐ dɛ 400 mɛtʁos ɐ
-pɐɾtiɾ do nivɛl dɛ voo (150 m dɛ ɐltitudɛ), ɐlem dɛ ɐpʁɛzɛntɐɾ um indizɛ
-ɛʃtɾutuɾɐl iɡɐl ɐ 1, tipiko do dikʷɛ (vidɛ tɐbɛlɐ 2 do kɐpitulo 4). ɐ fiɡʁɐ
-6.11 moʃtɾɐ tɐmbem o modɛlo intɛɾpɾɛtɐtivo, obtido pɛlɐ invɛɾsɐ̃w̃ kompɐktɐ,
-konstituj́do poɾ um koɾpo pɾiʃmatiko vɛɾtikɐl mɐɡnɛtizɐdo kom ɛʃpɛʃsuɾɐ
-ɐpʁoksimɐdɐ dɛ 125 mɛtʁos pɐɾɐ umɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ limitɛ dɛ 0,015.
-pɐɾɐ ɛʃtɐ ipɔtɛzɛ intɛɾpɾɛtɐtivɐ, e impoɾtɐntɛ sɐliɛntɐɾ kʷɛ o modɛlo ɐpʁɛzɛntɐ
-umɐ mɐɡnɛtizɐsɐ̃w̃ totɐl kom inklinɐsɐ̃w̃ iɡɐl ɐ 20º noɾtɛ, owu sɛʒɐ, ɾɛvɛɾsɐ ɛ̃
-ʁɛlɐsɐ̃w̃ a mɐɡnɛtizɐsɐ̃w̃ induzidɐ pɛlo kɐmpo ɐtuɐl. ɛʃtɐ ipɔtɛzɛ suʒɛɾɛ, ɛntɐ̃w̃, ɐ
-ɛziʃtensiɐ dɛ um dikʷɛ kʷɛ ɐpʁɛzɛntɐ umɐ komponɛntɛ dɛ pɐlɛomɐɡnɛtizɐsɐ̃w̃ (owu
-ʁɛmɐnɛʃsɛntɛ) influɛnsiɐndo suɐ mɐɡnɛtizɐsɐ̃w̃ totɐl. dɛʃtɐ foɾmɐ, suɐ
-kɾiʃtɐlizɐsɐ̃w̃ tɛɾiɐ sɛ dɐdo num pɛɾiodo dɛ ɾɛvɛɾsɐ̃w̃ dɛ polɐɾidɐdɛ do kɐmpo
-ʒɛomɐɡnetiko. e impoɾtɐntɛ sɐliɛntɐɾ tɐmbem kʷɛ tɐl intɛɾpɾɛtɐsɐ̃w̃ ɐʃsumɛ ɐ
-vɛɾtikɐlidɐdɛ owu subvɛɾtikɐlidɐdɛ pɐɾɐ os dikʷɛs, konstɐtɐdɐ ɛm divɛɾsoʃ
-ɐfloɾɐmɛntos nɐ aɾɛɐ ɛmɛɾsɐ (fɛʁɐɾi, 2001). vizɐndo dɛmonstɾɐɾ ɐ
-impoʃsibilidɐdɛ ʒɛolɔʒikɐ dɛ sɛ ɐʃsumiɾ umɐ mɐɡnɛtizɐsɐ̃w̃ induzidɐ pɐɾɐ ɛsplikɐɾ
-tɐl ɐnomɐliɐ (kʷɛ ɐpʁɛzɛntɐ o sew ɐlto voltɐdo pɐɾɐ o sul ɛ o bajkso pɐɾɐ o noɾtɛ
-mɐɡnetiko) fowi tɛʃtɐdɐ umɐ novɐ ipɔtɛzɛ intɛɾpɾɛtɐtivɐ, kom mɐɡnɛtizɐsɐ̃w̃ totɐl
-iɡɐl ɐ 36º s (kɐmpo ɐtuɐl) kʷɛ e ɐpʁɛzɛntɐdɐ nɐ fiɡʁɐ 6.12. podɛ-sɛ obsɛɾvɐɾ
-tɐmbem kʷɛ o ɐʒuʃtɛ ɐos dɐdos obsɛɾvɐdos sɛ dɛtɛɾioɾowu kɐndo kompɐɾɐdo ɐo
-modɛlo ɐntɛɾioɾ. poɾ konsɛɡʷintɛ, ɐ ipɔtɛzɛ dɛ mɐɡnɛtizɐsɐ̃w̃ induzidɐ pɛlo kɐmpo
-ɐtuɐl dɛvɛ sɛɾ dɛʃkɐɾtɐdɐ pɐɾɐ um dikʷɛ baziko, dɛ mɛɾɡlo vɛɾtikɐl, kʷɛ ʒɛɾɐ
-umɐ ɐnomɐliɐ mɐɡnetikɐ kom ɐs kɐɾɐktɛɾiʃtikɐs mɛnsionɐdɐs ɐzimɐ. 6.2.3.2 o
-pɐdʁɐ̃w̃ ɾombowedʁiko dɐ ɡɐnɐbɐɾɐ no mɐpɐ do kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) sɛ
-obsɛɾvɐ loɡo ɐo sul dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ um intɛɾɛʃsɐntɛ pɐdʁɐ̃w̃ do ɾɛlɛvo
-mɐɡnetiko konfiɡʁɐndo um bajkso mɐɡnetiko, ɛm foɾmɐ dɛ ɾombowɛdʁo, dɛlimitɐdo poɾ
-pɾowɛminɛntɛs ɐlinɐmɛntos ɛm todo sew pɛɾimɛtʁo. ɛm suɐ boɾdɐ noɾtɛ ɛ sul oʃ
-ɐlinɐmɛntos tɛndɛm a diɾɛsɐ̃w̃ ɛ-w ɛ nɐs boɾdɐs lɛʃtɛ ɛ owɛʃtɛ sɛ oɾiɛntɐm nɐ
-diɾɛsɐ̃w̃ nɛ-sw kom foɾtɛ pɐɾɐlɛliʃmo. o mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko
-(ɐnɛkso 3) suʒɛɾɛ ɐ pɾɛzɛnsɐ dɛ dikʷɛs, nɛʃtɐs diɾɛsõj̃s, kʷɛ funsionɐɾiɐm komo
-dɛmɐɾkɐdoɾɛs mɐɡnetikos dɐ ɛʃtɾutuɾɐsɐ̃w̃ ɾombowedʁikɐ. os dikʷɛs nɐ diɾɛsɐ̃w̃ nɛ-sw
-ɐpʁɛzɛntɐm ɡɾɐndɛ ɛstɛnsɐ̃w̃ pɐɾɐ nɛ invɐdindo ɐ aɾɛɐ ɛmɛɾsɐ (fiɡʁɐs 3.3 ɛ 3.4 do
-kɐpitulo 3). ʒa nɐ aɾɛɐ submɛɾsɐ pɐɾɐ sudowɛʃtɛ, tajs dikʷɛs, ɛm ɐmbɐs ɐʃ
-ʁɛfɛɾidɐs diɾɛsõj̃s, konfiɡʁɐm novos ɾombowɛdʁos kʷɛ sɛ diʃsipɐm a mɛdidɐ kʷɛ
-ɐvɐnsɐm pɐɾɐ sw. komo ajndɐ suʒɛɾɛ ɛʃtɛ mɐpɐ, o pɐdʁɐ̃w̃ ɾombowedʁiko ɾɛzultɐɾiɐ,
-poɾtɐnto, dɛ dɛʃlokɐmɛntos oɾizontajs nɐ diɾɛsɐ̃w̃ ɛ-w poʃsivɛlmɛntɛ ɐʃsoziɐdos ɐ
-fɐlɐs dɛ ɾɛʒɛjto diɾɛzionɐl. o pɛɾfil mɐɡnetiko ff’(plotɐdo nos mɐpɐs doʃ
-ɐnɛksos 1 ɛ 2) koɾtɐ nɐ diɾɛsɐ̃w̃ nw-sɛ o ɾombowɛdʁo ɐo sul dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ.
-ɛʃtɛ pɛɾfil fowi ɐnɐlizɐdo kɐntitɐtivɐmɛntɛ kom ɐ utilizɐsɐ̃w̃ dɐ invɛɾsɐ̃w̃
-kompɐktɐ ʒɛnɛɾɐlizɐdɐ ɐpowjɐdɐ pɛlɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, komo moʃtɾɐ ɐ fiɡʁɐ
-6.13. nɛʃtɐ fiɡʁɐ sɛ obsɛɾvɐm ɐs ɐnomɐliɐs ɛm pɛɾfil pɾoduzidɐs pɛlos dikʷɛʃ
-nɛ-sw kʷɛ kondizionɐm, ɾɛʃpɛktivɐmɛntɛ, ɐs boɾdɐs lɛʃtɛ ɛ owɛʃtɛ do ɾombowɛdʁo.
-podɛ-sɛ notɐɾ kʷɛ ɛʃtɛs dikʷɛs ɛʃtɐ̃w̃ sɛpɐɾɐdos poɾ umɐ ɛstɛnsɐ ɾɛʒiɐ̃w̃
-dɛʃmɐɡnɛtizɐdɐ (dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ pɾɔksimɐ ɐ 0) kʷɛ koʁɛʃpondɛ ɐo
-bajkso mɐɡnetiko dɛ foɾmɐ ɾombowedʁikɐ obsɛɾvɐdo ɛm mɐpɐ. ɐ pɾinsipio, ɛʃtɛ
-kompoɾtɐmɛnto podɛɾiɐ sɛɾ intɛɾpɾɛtɐdo komo ɛʃpɛʃsɐmɛnto do pɐkotɛ dɛ sɛdimɛntoʃ
-kom konsɛk̈ɛntɛ ɐpʁofundɐmɛnto do ɛmbɐzɐmɛnto mɐɡnetiko. ɛʃtɐ ipɔtɛzɛ, no
-ɛntɐnto, nɐ̃w̃ e mujto pɾovavɛl, umɐ vɛz kʷɛ dɐdos dɛ bɐtimɛtʁiɐ suʒɛɾɛm ɐ
-ɛziʃtensiɐ dɛ um ɐfloɾɐmɛnto do ɛmbɐzɐmɛnto kɾiʃtɐlino no intɛɾioɾ dɛʃtɛ bajkso
-(mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1). ɛʃtɐ fɛjsɐ̃w̃, poɾ konsɛɡʷintɛ, podɛ ɛʃtɐɾ
-simplɛʃmɛntɛ ɐʃsoziɐdɐ ɐ umɐ faziɛs litolɔʒikɐ do pɾɔpʁio ɛmbɐzɐmɛnto kɾiʃtɐlino
-dɛ bajksɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ. tɐl obsɛɾvɐsɐ̃w̃ sɛɾa novɐmɛntɛ ɐboɾdɐdɐ no
-kɐpitulo 7 sobʁɛ ɐ intɛɡʁɐsɐ̃w̃ dos ɾɛzultɐdos dɐ intɛɾpɾɛtɐsɐ̃w̃ o modɛlo dɛ
-invɛɾsɐ̃w̃ suʒɛɾɛ kʷɛ o dikʷɛ dɛ nw ɐpʁɛzɛntɐ umɐ mɐɡnɛtizɐsɐ̃w̃ totɐl pɐɾɐlɛlɐ ɐo
-kɐmpo ɐtuɐl (36º s) ɛnkɐnto o dikʷɛ dɐ ɛstɾɛmidɐdɛ opoʃtɐ, no sɛ, ɐpʁɛzɛntɐ umɐ
-komponɛntɛ ɾɛvɛɾsɐ influɛnsiɐndo ɐ mɐɡnɛtizɐsɐ̃w̃ totɐl (70ºn). notɐ-sɛ tɐmbẽ
-nɛʃtɛ modɛlo kʷɛ o ɐʒuʃtɛ obtido, ɛntɾɛ ɐs obsɛɾvɐsõj̃s ɛ ɐ kuɾvɐ tɛɔɾikɐ, nɐ̃w̃ e
-tɐ̃w̃ pɛɾfɛjto kɐndo kompɐɾɐdo ɐos vɛɾifikɐdos nɐ mɐjoɾiɐ dos modɛlos tɛʃtɐdoʃ
-pɐɾɐ os owutʁos ɐlvos dɛʃkɾitos nɛʃtɛ kɐpitulo. 6.2.3.2 dikʷɛ dɛ pontɐ nɛɡʁɐ
-powukos kʷilomɛtʁos ɐ sudɛʃtɛ dɛ pontɐ nɛɡʁɐ (komo moʃtɾɐm os mɐpɐs dos ɐnɛksos 2
-ɛ 3 ɛ ɐs fiɡʁɐs 3.3 ɛ 3.4 dɛ intɛɡʁɐsɐ̃w̃ kom os dɐdos dɐ aɾɛɐ ɛmɛɾsɐ) podɛ-sɛ
-obsɛɾvɐɾ um ɛstɛnso ɐlinɐmɛnto nɐ diɾɛsɐ̃w̃ nɛ-sw kʷɛ sɛ ɛʃtɛndɛ ɐdɛntɾɐndo ɐ
-aɾɛɐ kontinɛntɐl poɾ dɛzɛnɐs dɛ kʷilomɛtʁos no ɾumo nɛ ɛ, opoʃtɐmɛntɛ, pɾoʃsɛɡʷɛ
-pɐɾɐ sw ɛm diɾɛsɐ̃w̃ ɐo ozɛɐno. os dɐdos dɐ fuɡʁo, ɾɛlɐtivos a ɛstɛnsɐ̃w̃ pɐɾɐ sul
-do mɛʃmo lɛvɐntɐmɛnto ɐɛɾomɐɡnetiko utilizɐdo nɛʃtɛ tɾɐbɐlo, moʃtɾɐm o
-pɾolonɡɐmɛnto dɛʃtɛ mɛʃmo ɐlinɐmɛnto (nɐtuɾɐlmɛntɛ majs ɐtɛnuɐdo) no
-ɛmbɐzɐmɛnto pɾofundo dɐ bɐziɐ dɛ sɐntos (fiɡʁɐ 8.1). tɐl ɐlinɐmɛnto e
-intɛɡʁɐntɛ dɛ um siʃtɛmɐ dɛ ɐlinɐmɛntos, ɛstɛnsos ɛ mujto pɐɾɐlɛlos, kʷɛ sɐ̃w̃
-obsɛɾvɐdos nɐ aɾɛɐ kontinɛntɐl, ɐ lɛʃt�� dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ (fiɡʁɐs 3.3 ɛ
-3.4), kom kontinujdɐdɛ pɐɾɐ aɾɛɐ mɐɾinɐ. o pɛɾfil ɡɡ’, moʃtɾɐdo nɐ fiɡʁɐ 6.14,
-sɛksionɐ pɛɾpɛndikulɐɾmɛntɛ ɛʃtɛ ɐlinɐmɛnto komo moʃtɾɐ o mɐpɐ dɛ kɐmpo totɐl
-(ɐnɛkso 2) ondɛ ɛʃta plotɐdo. podɛ-sɛ obsɛɾvɐɾ ɛm sɛsɐ̃w̃ ɐ ɐnomɐliɐ ɐʃsoziɐdɐ ɐo
-ɐlinɐmɛnto, pɐɾɐ ɐ kɐl ɐ ɛʃtimɐtivɐ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ suʒɛɾɛ umɐ
-ɐʃsoziɐsɐ̃w̃ kom dikʷɛ (indizɛ ɛʃtɾutuɾɐl iɡɐl ɐ 0,7, pɾɔksimo ɐ 1). kõ
-pɾofundidɐdɛ ɛʃtimɐdɐ ɛm toɾno dɛ 300 mɛtʁos ɐ pɐɾtiɾ do nivɛl dɛ voo, fowi
-intɾoduzidɐ umɐ ɾɛtɐ vɛɾtikɐl komo vinkulo pɐɾɐ invɛɾsɐ̃w̃ kompɐktɐ, vizɐndo ɐ
-simulɐsɐ̃w̃ dɛ um dikʷɛ. nɛʃtɐ ipɔtɛzɛ do dikʷɛ, kʷɛ sɛ ɐʒuʃtowu bɛm a ɐnomɐliɐ
-obsɛɾvɐdɐ, fowi tɛʃtɐdɐ mɐɡnɛtizɐsɐ̃w̃ induzidɐ pɛlo kɐmpo ɐtuɐl ɛ suʃsɛptibilidɐdɛ
-mɐɡnetikɐ dɛ 0,01 (unidɐdɛs do siʃtɛmɐ kɡs) kʷɛ e um vɐloɾ ɛʃpɛɾɐdo pɐɾɐ
-bɐzɐltos ɛ diɐbazios. pɐɾɐ ɛʃtɐ suʃsɛptibilidɐdɛ, o dikʷɛ ɐpʁɛzɛntɐ ɛʃpɛʃsuɾɐ ɛ̃
-toɾno dɛ 150 m no sew sɛɡmɛnto majs pɾofundo (komo moʃtɾɐ o modɛlo dɐ fiɡʁɐ
-6.14) o kʷɛ e plawzivɛl pɐɾɐ um ɐlinɐmɛnto tɐ̃w̃ pɾowɛminɛntɛ. komo suʒɛɾɛ o
-modɛlo tɛʃtɐdo pɐɾɐ ɐ fɛjsɐ̃w̃ ɾombowedʁikɐ ɐo sul dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ, dɛʃkɾitɐ
-no itɛm ɐntɛɾioɾ, um dos dikʷɛs ɐpʁɛzɛntɐɾiɐ influensiɐ dɛ pɐlɛomɐɡnɛtizɐsɐ̃w̃
-(poʃsivɛlmɛntɛ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ). e poʃsivɛl, ɛntɐ̃w̃, kʷɛ ɛʃtɐs ɾokɐʃ
-ʁɛpʁɛzɛntɛm um ɾɛʒiʃtɾo dos pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ ɛ noɾmɐlidɐdɛ do kɐmpo
-ʒɛomɐɡnetiko no pɛɾiodo dɛ suɐ kɾiʃtɐlizɐsɐ̃w̃. o dikʷɛ dɐ mɐɾɐmbɐjɐ, poɾ ɛksɛmplo,
-kʷɛ tɛm umɐ diɾɛsɐ̃w̃ ɛnɛ-wsw (difɛɾɛntɛmɛntɛ do siʃtɛmɐ nɛ-sw) ɾɛpʁɛzɛntɐ ũ
-nitido kɐzo dɛ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ, ɾɛvɛlɐdo pɛlɐ komponɛntɛ pozitivɐ dɛ suɐ
-ɐnomɐliɐ voltɐdɐ pɐɾɐ o sul ɛ ɐ nɛɡɐtivɐ voltɐdɐ pɐɾɐ o noɾtɛ mɐɡnetiko. 6.3 o
-ɛmbɐzɐmɛnto mɐɡnetiko ɾɐzo nɐ poɾsɐ̃w̃ sw dɐ bɐziɐ dɛ kɐmpos o ɛmbɐzɐmɛnto
-mɐɡnetiko dɐ poɾsɐ̃w̃ sw dɐ bɐziɐ dɛ kɐmpos ɐpʁɛzɛntɐ suɐ pɐɾtɛ majs ɾɐzɐ situɐdɐ
-ɛntɾɛ ɐ linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ, kʷɛ limitɐ o pɐkotɛ dɐ fɐzɛ ɾiftɛ ɐ ɛ ɛ sɛ
-dɐs kobɛɾtuɾɐs tɛɾsiaɾiɐs majs dɛlɡɐdɐs ɐ nw. ɛʃtɐ poɾsɐ̃w̃ ɾɐzɐ do ɛmbɐzɐmɛnto,
-kʷɛ e pɾɐtikɐmɛntɛ todɐ ɾɛkobɛɾtɐ pɛlos dɐdos dɛʃtɐ pɛʃkʷizɐ, ɐpʁɛzɛntɐ umɐ
-ɛʃtɾutuɾɐ mɐɡnetikɐ (obsɛɾvɐdɐ nos mɐpɐs mɐɡnetikos dos ɐnɛksos 2 ɛ 3 ɛ fiɡʁɐ
-1.2) kʷɛ pɐɾɛzɛ ɛʃtɐɾ foɾtɛmɛntɛ kondizionɐdɐ ɐos ɛvɛntos mɐɡmatikos kʷɛ o
-ɐfɛtɐɾɐm. ɐpʁɛzɛntɐ umɐ tipikɐ ɛʃtɾutuɾɐsɐ̃w̃ nɛ-sw mɐɾkɐdɐ pɛlɐ ɐtividɐdɛ
-mɐɡmatikɐ bazikɐ kʷɛ sɛɾiɐ ɾɛpʁɛzɛntɐdɐ poɾ ɛnksɐmɛs dɛ dikʷɛs foɾmɐndo ɛstɛnsoʃ
-ɐlinɐmɛntos nɛʃtɐ diɾɛsɐ̃w̃. majs pontuɐlmɛntɛ, ɛntɾɛtɐnto, sɐ̃w̃ obsɛɾvɐdɐʃ
-ɐnomɐliɐs dɛvidɐs, pɾovɐvɛlmɛntɛ, ɐo vulkɐniʃmo ɐlkɐlino dɐtɐdo do ɛozɛno
-infɛɾioɾ kʷɛ ɛʃta bɛm ɛksɛmplifikɐdo pɛlɐ suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo
-(fɛʁɐɾi, 2001). ɛʃtɐs ɐnomɐliɐs pontuajs kʷɛ okoʁɛm nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo
-fɾio ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdɐs komo pɾovavɛjs intɾuzivɐs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ kʷɛ
-sɛɾa dɛʃkɾito dɛtɐlɐdɐmɛntɛ no kɐpitulo 7 ɐ sɛɡʷiɾ. obsɛɾvɐndo o mɐpɐ do kɐmpo
-mɐɡnetiko totɐl (ɐnɛkso 2) sɛ vɛɾifikɐ um bajkso dɛ ɛstɛnsɐ̃w̃ ɾɛʒionɐl, kuʒo ɛjkso
-sɛ ɛʃtɛndɛ nɐ diɾɛsɐ̃w̃ nɛ-sw, situɐdo ɐ owɛʃtɛ dɛʃtɐ poɾsɐ̃w̃ do ɛmbɐzɐmɛnto. ɛʃtɛ
-bajkso mɐɡnetiko e limitɐdo ɐ nw pɛlɐ fajksɐ dɛ fontɛs ɾɐzɐs, tɐmbem foɾtɛmɛntɛ
-ɐlinɐdɐs nɐ ɾɛfɛɾidɐ diɾɛsɐ̃w̃, kʷɛ ɛmɛɾʒɛ nɐ ɾɛʒiɐ̃w̃ dɛ kɐbo fɾio ɛ buzios. a
-mɛdidɐ kʷɛ sɛ pɾolonɡɐ pɐɾɐ nɛ, pɐʃsɐndo ɐo lɐɾɡo do kɐbo dɛ buzios, ɛʃtɛ bajkso
-vaj sɛ ɐtɛnuɐndo. mɐɾʒɛɐndo pɐɾɐlɛlɐmɛntɛ o bajkso mɐɡnetiko ɐ sɛ okoʁɛ umɐ
-pɾowɛminɛntɛ fajksɐ nɛ-sw dɛ ɐltos mɐɡnetikos kʷɛ koɾtɐ ɐ aɾɛɐ ɛm todɐ ɐ suɐ
-ɛstɛnsɐ̃w̃ ɛntɾɛ ɐs lonʒitudɛs dɛ 41º ɛ 41,8º ɐpʁoksimɐdɐmɛntɛ. ajndɐ majs ɐ lɛʃtɛ,
-um novo bajkso komɛsɐ ɐ sɛ mɐnifɛʃtɐɾ tɐmbem kondizionɐdo ɐo tɾɛnd mɐɡnetiko
-ʁɛʒionɐl dɛ diɾɛsɐ̃w̃ nɛ-sw, sɛndo tɾunkɐdo pɛlɐ tɛɾminɐsɐ̃w̃ dɐ aɾɛɐ diʃponivɛl dɛ
-dɐdos. ɛʃtɐ fajksɐ dɛ ɐltos mɐɡnetikos pɐɾɛzɛ sɛɾ konstituj́dɐ poɾ ɛnksɐmɛs dɛ
-dikʷɛs bazikos intɾudidos nɛʃtɐ diɾɛsɐ̃w̃ ɛʃtɾutuɾɐl kɐɾɐktɛɾiʃtikɐ, iʃto e, nɐ
-diɾɛsɐ̃w̃ nɛ-sw. ɐo kompɐɾɐɾ ɛʃtɐ fajksɐ dɐ aɾɛɐ submɛɾsɐ kom ɐ fajksɐ dɛ mɛʃmɐ
-diɾɛsɐ̃w̃ nɐ ɾɛʒiɐ̃w̃ ɛmɛɾsɐ kʷɛ ɐtʁɐvɛʃsɐ kɐbo fɾio ɛ buzios, podɛ-sɛ notɐɾ ɐ
-sɛmɛlɐnsɐ nɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ. ɐ fajksɐ dɐ aɾɛɐ submɛɾsɐ, ɛntɾɛtɐnto,
-ɐpʁɛzɛntɐ kompɾimɛntos dɛ ondɐ mɐjoɾɛs kɐndo kompɐɾɐdɐ a ɐntɛɾioɾ, o kʷɛ podɛ
-sɛɾ ɛsplikɐdo, simplɛʃmɛntɛ, pɛlo fɐto dɛ ɛʃtɐɾ majs pɾofundɐ. dɛ fɐto, podɛ-sɛ
-vɛɾifikɐɾ um ɐpʁofundɐmɛnto suɐvɛ do ɛmbɐzɐmɛnto pɐɾɐ o lɛʃtɛ ɐtʁɐves dɛ dɐdoʃ
-siʃmikos (moʁiɐk ɛ bɐʁos,1990). konsɛk̈ɛntɛmɛntɛ, o pɐkotɛ sɛdimɛntɐɾ
-tɛɾsiaɾio sobʁɛ ɛʃtɐ fajksɐ dɛ ɐltos podɛ kɛɡɐɾ ɐ ɛʃpɛʃsuɾɐs ɛm toɾno dɛ 1.000
-mɛtʁos. dɛvɛ-sɛ notɐɾ, ɛntɾɛtɐnto, ɐ pɐɾtiɾ do mɐpɐ mɐɡnetiko (ɐnɛkso 2) kʷɛ ɐ
-fajksɐ e tɾunkɐdɐ, nɐ suɐ ɛstɛnsɐ̃w̃ pɐɾɐ nɛ, poɾ ɐlinɐmɛntos n-s ɾɛlɐzionɐdos aʃ
-ɡɾɐndɛs fɐlɐs noɾmajs dɐ kɐɾnɛjɾɐ kɾɛtazɛɐ kʷɛ ɾompɛɾɐm ɛ lɐnsɐɾɐm o
-ɛmbɐzɐmɛnto ɛm pɾofundidɐdɛ. e notavɛl ɐ mudɐnsɐ no kompɾimɛnto dɛ ondɐ dɐʃ
-ɐnomɐliɐs dɛʃtɛ ɐlto mɐɡnetiko kɐndo sɐ̃w̃ tɾunkɐdɐs poɾ ɛʃtɛs ɐlinɐmɛntos n-s,
-pɐʃsɐndo dɛ um ɾɛlɐtivɐmɛntɛ pɛkʷɛno kompɾimɛnto dɛ ondɐ nɐ suɐ poɾsɐ̃w̃ sw
-(ɾɛʒiɐ̃w̃ dɛ mɐjoɾɛs fɾɛk̈ensiɐs ɛ mɐjoɾ ɾɛzolusɐ̃w̃ dɐs fontɛs) pɐɾɐ mɐjoɾɛʃ
-kompɾimɛntos dɛ ondɐ nɐ suɐ posɐ̃w̃ ɐ nɛ dɐs fɐlɐs. os dikʷɛs ɐʃsoziɐdos ɐ ɛʃtɐ
-fajksɐ dɛ ɐltos mɐɡnetikos tɛɾiɐm, poɾtɐnto, pɾofundidɐdɛs mɛnoɾɛs nɐ suɐ poɾsɐ̃w̃
-sw ɛ sɛ ɐpʁofundɐɾiɐm ɛm suɐ ɛstɛnsɐ̃w̃ pɐɾɐ nɛ dɛvido a ɐtuɐsɐ̃w̃ dɐs fɐlɐʃ
-noɾmajs do ɾiftɛ. tɐmbem diɡnos dɛ notɐ sɐ̃w̃ os ɐlinɐmɛntos dɛ diɾɛsɐ̃w̃ nw-sɛ,
-ɐboɾdɐdos no itɛm 7.1.2 ɐdiɐntɛ, kʷɛ pɐɾɛzɛm intɛʁompɛɾ ɛ dɛʃlokɐɾ
-oɾizontɐlmɛntɛ ɐ ɾɛfɛɾidɐ fajksɐ. ipɔtɛzɛs sobʁɛ ɐs mɐɡnɛtizɐsõj̃s dɛʃtɛʃ
-ɛnksɐmɛs dɛ dikʷɛs dɛ diɾɛsɐ̃w̃ nɛ-sw sɐ̃w̃ lɛvɐntɐdɐs ɐ pɐɾtiɾ dos pɛɾfis ’ ɛ i
-i’, plotɐdos nos mɐpɐs dos ɐnɛksos 1 ɛ 2, koɾtɐndo pɛɾpɛndikulɐɾmɛntɛ ɐs fajksɐʃ
-dɛ ɐltos mɐɡnetikos (ɛmɛɾsɐ ɐ w ɛ submɛɾsɐ ɐ ɛ) ɛ o bajkso mɐɡnetiko kʷɛ ɐʃ
-sɛpɐɾɐ. ɛʃtɐs ipɔtɛzɛs sɐ̃w̃ lɛvɐntɐdɐs ɐ pɐɾtiɾ dɐ ɐplikɐsɐ̃w̃ do metodo dɛ
-invɛɾsɐ̃w̃ kompɐktɐ sobʁɛ ɛʃtɛs pɛɾfis ɛ dɐ ɐnalizɛ dos ɾɛzultɐdos obtidoʃ
-(fiɡʁɐs 6.15, 6.16, 6.17 ɛ 6.18). ɐ fiɡʁɐ 6.15 moʃtɾɐ o pɛɾfil ’ kʷɛ
-sɛksionɐ ɐ fajksɐ dɛ ɐltos mɐɡnetikos do w (dɛ fontɛs ɾɐzɐs kʷɛ ɛmɛɾʒɛ ɛm kɐbo
-fɾio ɛ buzios), koɾtɐ o bajkso mɐɡnetiko nɐ suɐ poɾsɐ̃w̃ intɛɾmɛdiaɾiɐ ɛ ɐdɛntɾɐ ũ
-ɐlto mɐɡnetiko ɐ lɛʃtɛ. nɛʃtɐ ipɔtɛzɛ intɛɾpɾɛtɐtivɐ fowi ɐʃsumidɐ umɐ
-mɐɡnɛtizɐsɐ̃w̃ omoʒenɛɐ, pɐɾɐ todɐ ɐ sɛsɐ̃w̃, pɐɾɐlɛlɐ ɐo kɐmpo ɐtuɐl (inklinɐsɐ̃w̃ =
-36º s). ɐpɛzɐɾ do ɐʒuʃtɛ ɐzɛjtavɛl, obtido ɛntɾɛ ɐs obsɛɾvɐsõj̃s ɛ ɐ kuɾvɐ
-tɛɔɾikɐ, ɛʃtɛ modɛlo ɐpʁɛzɛntɐ um pɐtɐmɐɾ dɛ vɐloɾɛs nɛɡɐtivos dɛ
-suʃsɛptibilidɐdɛs mɐɡnetikɐs (situɐdo ɛm um nivɛl ɾɐzo ɛntɾɛ ɐs kowoɾdɛnɐdɐʃ
-oɾizontajs 10.000 ɛ 15.000 mɛtʁos) kʷɛ kɐɾɛzɛ dɛ ɾɛʃpɐldo ʒɛolɔʒiko. sɛɾiɐ
-impɾovavɛl, nɛʃtɛ kɐzo, ɐ ɛksiʃtensiɐ dɛ um koɾpo sɛdimɛntɐɾ ɛʃpɛʃso (insɛɾido
-poɾ ɛksɛmplo ɛm um ɡɾabɛn ɛʃtɾɛjto) kʷɛ ɛʃtɐɾiɐ situɐdo nɛʃtɛ lokɐl ʒɛɾɐndo
-kontɾɐʃtɛ nɛɡɐtivo dɛ suʃsɛptibilidɐdɛs. os pɾɔpʁios dɐdos siʃmikos (moʁiɐk ɛ
-bɐʁos,1990) nɐ̃w̃ koʁoboɾɐm ɛʃtɐ ipɔtɛzɛ. umɐ sɛɡndɐ ipɔtɛzɛ, ɾɛpʁɛzɛntɐdɐ nɐ
-fiɡʁɐ 6.16, e pɾopoʃtɐ pɐɾɐ soluzionɐɾ ɛʃtɛ pɾoblɛmɐ. nɛʃtɛ kɐzo fowi ɐʃsumidɐ
-umɐ mɐɡnɛtizɐsɐ̃w̃ nɐ̃w̃ omoʒenɛɐ pɐɾɐ o modɛlo dɛ kɾoʃtɐ ɛm kʷɛ ɐ poɾsɐ̃w̃ sɛ
-ɐpʁɛzɛntɐ umɐ mɐɡnɛtizɐsɐ̃w̃ totɐl kuʒɐ inklinɐsɐ̃w̃ e ɾɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃ ɐo kɐmpo
-ɐtuɐl, iʃto e, iɡɐl ɐ 36º n. podɛ-sɛ obsɛɾvɐɾ kʷɛ o koɾpo dɛ vɐloɾɛs nɛɡɐtivoʃ
-ɐʃsoziɐdo ɐo pɐtɐmɐɾ oɾizontɐl, ɾɛfɛɾido ɐzimɐ, fowi substituj́do awtomɐtikɐmɛntɛ
-poɾ umɐ ɛʃtɾutuɾɐ vɛɾtikɐl, ɐpʁɛzɛntɐndo kontɾɐʃtɛ pozitivo dɛ suʃsɛptibilidɐdɛ
-mɐɡnetikɐ, kʷɛ podɛ sɛɾ ɛsplikɐdɐ poɾ ɛnksɐmɛ dɛ dikʷɛs bazikos. o topo dɛʃtɐ
-ɛʃtɾutuɾɐ ajndɐ ɐpʁɛzɛntɐ um koɾpo oɾizontɐl kʷɛ podɛɾiɐ indikɐɾ ɐ pɾɛzɛnsɐ dɛ
-umɐ solɛjɾɐ dɛ ɾokɐ bazikɐ kontɾɐʃtɐntɛ pozitivɐmɛntɛ kom o mɛjo ɛnkajksɐntɛ. ɛ̃
-sintɛzɛ, ɐs suʃsɛptibilidɐdɛs nɛɡɐtivɐs, powuko ɾɛʃpɐldɐdɐs ʒɛoloʒikɐmɛntɛ,
-dɛzɐpɐɾɛzɛɾɐm do modɛlo kʷɛ konsidɛɾɐ ɐ ipɔtɛzɛ dɛ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ. ajndɐ
-koʁoboɾɐndo ɛ��tɐ ipɔtɛzɛ, e bɐʃtɐntɛ plawzivɛl do ponto dɛ viʃtɐ ʒɛolɔʒiko,
-kʷɛ ɐs ɾokɐs ʒɛɾɐdɐs nos pulsos mɐɡmatikos kʷɛ ɐfɛtɐɾɐm ɛʃtɐ poɾsɐ̃w̃ dɐ kɾoʃtɐ,
-ɛʃtɛʒɐm ɾɛplɛtɐs dɛ komponɛntɛs ɾɛmɐnɛʃsɛntɛs dɛ mɐɡnɛtizɐsõj̃s ɾɛʒiʃtɾɐndo ɐʃ
-oʃsilɐsõj̃s do kɐmpo ʒɛomɐɡnetiko nɐ epokɐ dɛ suɐ kɾiʃtɐlizɐsɐ̃w̃. o ɐʒuʃtɛ obtido
-tɐmbem e fɐvoɾavɛl pɐɾɐ ɛʃtɐ sɛɡndɐ ipɔtɛzɛ, sɛ ɐpʁɛzɛntɐndo um powuko mɛloɾ
-kɐndo kompɐɾɐdo ɐo obtido pɐɾɐ ɐ ɐntɛɾioɾ. ɐs fiɡʁɐs 6.17 ɛ 6.18 ɐpʁɛzɛntɐ̃
-duɐs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs pɐɾɐ o pɛɾfil i i’ kʷɛ sɛksionɐ o bajkso mɐɡnetiko
-ɛm suɐ ɛstɾɛmidɐdɛ nɛ ɛ ɐ ɾɛfɛɾidɐ fajksɐ dɛ ɐltos mɐɡnetikos ɛm suɐ pɐɾtɛ majʃ
-pɾowɛminɛntɛ no lɐdo sɛ do pɛɾfil (vidɛ mɐpɐ do ɐnɛkso 2). os modɛlos dɛ invɛɾsɐ̃w̃
-ʒɛɾɐdos sɐ̃w̃ similɐɾɛs ɐos obtidos pɐɾɐ ɐs duɐs ipɔtɛzɛs tɛʃtɐdɐs pɐɾɐ o pɛɾfil
-’. ɐ fiɡʁɐ 6.17 moʃtɾɐ ɐ ipɔtɛzɛ kʷɛ konsidɛɾɐ ɐ mɐɡnɛtizɐsɐ̃w̃ kom ɐ
-inklinɐsɐ̃w̃ omoʒenɛɐ pɐɾɐ todɐ sɛsɐ̃w̃ kɾuʃtɐl, konsidɛɾɐdɐ iɡɐl ɐ 36ºs, pɐɾɐlɛlɐ
-ɐo kɐmpo ɐtuɐl. similɐɾmɛntɛ ɐo pɛɾfil ’, podɛ-sɛ obsɛɾvɐɾ kʷɛ ɛʃtɐ ipɔtɛzɛ
-ʒɛɾɐ umɐ ɾɛʒiɐ̃w̃ dɛ vɐloɾɛs mujto nɛɡɐtivos dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ (-0,01)
-kʷɛ siɾkundɐm ɐ fontɛ (ɐʃsoziɐdɐ ɐ ɛnksɐmɛ dɛ dikʷɛs vɛɾtikajs) nɐ kowoɾdɛnɐdɐ
-25.000 m do pɛɾfil. no topo dɛʃtɐ fontɛ, pɐɾɐ sɛ, sɛ dɛzɛnvolvɛ um pɐtɐmɐɾ majʃ
-ʁɐzo komo umɐ solɛjɾɐ dɛ kontɾɐʃtɛ nɛɡɐtivo. dɐ mɛʃmɐ foɾmɐ kʷɛ ɐ ɐnalizɛ
-ʁɛɐlizɐdɐ pɐɾɐ o pɛɾfil ’, tajs mɐtɛɾiajs, ɐpʁɛzɛntɐndo kontɾɐʃtɛ nɛɡɐtivo,
-kɐɾɛzɛm dɛ ɾɛʃpɐldo ʒɛolɔʒiko. fɐto ɛʃtɛ kʷɛ nɐ̃w̃ e tɐ̃w̃ ɛvidɛntɛ pɐɾɐ o pɛɾfil
-’, kuʒo ɐʒuʃtɛ e ɐzɛjtavɛl pɐɾɐ ɐmbɐs ipɔtɛzɛs. i’ kʷɛ konsidɛɾɐ ɐ inklinɐsɐ̃w̃
-dɐ mɐɡnɛtizɐsɐ̃w̃ do modɛlo kɾuʃtɐl nɐ̃w̃ omoʒenɛɐ. nɛʃtɛ kɐzo, similɐɾmɛntɛ ɐo
-pɛɾfil ’, fowi konsidɛɾɐdɐ umɐ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ (ɛm ɾɛlɐsɐ̃w̃ ɐo kɐmpo ɐtuɐl)
-pɐɾɐ ɐs fontɛs do lɐdo sɛ do pɛɾfil, owu sɛʒɐ, sobʁɛ ɐ ɾɛfɛɾidɐ fajksɐ dɛ ɐltoʃ
-mɐɡnetikɐs nɛ-sw. podɛ-sɛ obsɛɾvɐɾ, pɾimɛjɾɐmɛntɛ, kʷɛ ɛʃtɐ ipɔtɛzɛ ɛsplikɐ bɛ̃
-os dɐdos moʃtɾɐndo um ɐʒuʃtɛ pɛɾfɛjto ɐo pɛɾfil mɐɡnetiko obsɛɾvɐdo. dɐ mɛʃmɐ
-foɾmɐ obsɛɾvɐdɐ no pɛɾfil ’, okoʁɛ o dɛzɐpɐɾɛzimɛnto dos vɐloɾɛs nɛɡɐtivos nɐ
-pɛɾifɛɾiɐ dɐ fontɛ (o dikʷɛ), kʷɛ sɐ̃w̃ konvɛɾtidos ɛm vɐloɾɛs pozitivos, majʃ
-kondizɛntɛs kom o sɛnaɾio ʒɛolɔʒiko. ɛm ɐmbos os pɛɾfis (’ ɛ i i’), ɐpɐɾɛzɛ o
-koɾpo mɐɡnɛtizɐdo, ɛm foɾmɐ dɛ solɛjɾɐ, ɐ sɛ do dikʷɛ nɐ kowoɾdɛnɐdɐ 25.000 
-pɐɾɐ i i’ ɛ 15.000 m pɐɾɐ ’. ɛʃtɛs koɾpos suʒɛɾɛm ɐ pɾɛzɛnsɐ dɛ dɛʁɐmɛs owu
-solɛjɾɐs ɐʃsoziɐdos ɐo vulkɐniʃmo kʷɛ ɐfɛtowu ɐ ɾɛʒiɐ̃w̃. tɐnto no modɛlo dɐ fiɡʁɐ
-6.18 komo dɐ 6.16 sɐ̃w̃ vɛɾifikɐdos vɐloɾɛs nulos dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ.
-ɛʃtɛs vɐloɾɛs podɛɾiɐm sɛɾ ɛsplikɐdos, pɛlo mɛnos nɐ poɾsɐ̃w̃ supɛɾfiziɐl doʃ
-modɛlos, pɛlɐ pɾɛzɛnsɐ do pɐkotɛ sɛdimɛntɐɾ kʷɛ sɛ ɛʃpɛʃsɐ suɐvɛmɛntɛ pɐɾɐ sɛ.
-no pɛɾfil ’ (fiɡʁɐ 6.16) ɛʃtɛ pɐkotɛ ɛʃta bɛm ɾɛpʁɛzɛntɐdo poɾ umɐ kunɐ, no
-tom ɐzul ɛʃkuɾo, kʷɛ sɛ ɛʃpɛʃsɐ pɐɾɐ sudɛʃtɛ do modɛlo nɐ suɐ poɾsɐ̃w̃
-supɛɾfiziɐl. ʒa, no pɛɾfil i i’ (fiɡʁɐ 6.18) ɛʃtɛ pɐkotɛ nɐ̃w̃ ɛʃta bɛm dɛfinido,
-sɛ konfundindo kom ɾɛʒiõj̃s dɛʃmɐɡnɛtizɐdɐs kʷɛ pɐɾtɛm dɐ supɛɾfiziɛ do modɛlo ɛ
-sɛ ɐpʁofundɐm vɛɾtikɐlmɛntɛ ɛntɾɛ os dikʷɛs (tɐmbem ɛm ɐzul ɛʃkuɾo). nos modɛloʃ
-tɛʃtɐdos pɐɾɐ ɐmbos os pɛɾfis e suʒɛɾidɐ umɐ kɾoʃtɐ intɛɾpɛnɛtʁɐdɐ poɾ dikʷɛs owu
-ɛnksɐmɛs dɛ dikʷɛs vɛɾtikajs dɛ mɐtɛɾiɐl baziko (suʃsɛptibilidɐdɛs mɐɡnetikɐs ɛ̃
-toɾno dɛ 0,01) ʒɛɾɐndo um komplɛkso pɐdʁɐ̃w̃ dɛ diʃtɾibujsɐ̃w̃ dɛ mɐɡnɛtizɐsõj̃ʃ
-kontɾɐʃtɐntɛs. ɐ poɾsɐ̃w̃ sɛ do pɛɾfil i i’, kʷɛ koɾtɐ ɐ ɾɛfɛɾidɐ fajksɐ dɛ ɐltoʃ
-mɐɡnetikos nɛ-sw, pɐɾɛzɛ sɛ ɐʃsoziɐɾ a ɾɛʃpoʃtɐ mɐɡnetikɐ dɛ um ɛstɛnso
-mɐɡmɐtiʃmo mɐɾkɐdo poɾ pɐlɛomɐɡnɛtizɐsõj̃s dɛ komponɛntɛ ɾɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃ ɐo
-kɐmpo ɐtuɐl. tɐl intɛɾpɾɛtɐsɐ̃w̃ suʒɛɾɛ, poɾtɐnto, kʷɛ ɛʃtɐ fajksɐ ɛʃtɐɾiɐ
-ʁɛʒiʃtɾɐndo um pɛɾiodo dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo ʒɛomɐɡnetiko. no pɛɾfil 7 intɛɡʁɐsɐ̃w̃
-dos ɾɛzultɐdos – diʃkuʃsɐ̃w̃ nɛʃtɛ kɐpitulo sɛɾa ɐpʁɛzɛntɐdɐ umɐ dɛʃkɾisɐ̃w̃ do
-mɐpɛɐmɛnto dɐs fɛjsõj̃s mɐɡnetikɐs ɾɛpʁɛzɛntɐdɐs nos mɐpɐs dɛ intɛɾpɾɛtɐsɐ̃w̃
-(ɐnɛkso 1 ɛ fiɡʁɐs 7.1, 7.3, 7.4, 7.5 ɛ 7.6) ɛ suɐ ɐʃsoziɐsɐ̃w̃ kom ɐ ʒɛoloʒiɐ
-konɛzidɐ kʷɛ sɛ ɛnkontɾɐ sintɛtizɐdɐ no kɐpitulo 2 dɛʃtɛ tɾɐbɐlo.
-ɐdizionɐlmɛntɛ sɛɾɐ̃w̃ intɛɡʁɐdos ɐ ɛʃtɐ ɐnalizɛ os ɾɛzultɐdos kɐntitɐtivoʃ
-obtidos no pɾozɛʃsɐmɛnto dɛ invɛɾsɐ̃w̃ kompɐktɐ ɐplikɐdo as fɛjsõj̃s mɐɡnetikɐʃ
-ɐlvo sɛlɛzionɐdɐs pɐɾɐ dɛtɐlɐmɛnto nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ (fiɡʁɐs 1.2 ɛ 1.3).
-ɐs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs pɾopoʃtɐs pɐɾɐ ɛʃtɛs ɐlvos (dɛʃkɾitɐs no kɐpitulo
-ɐntɛɾioɾ) sɛɾɐ̃w̃ diʃkutidɐs ɛ ɐʃsoziɐdɐs ɐo sɛnaɾio ʒɛolɔʒiko konɛzido. 7.1
-mɐpɐs dɛ intɛɾpɾɛtɐsɐ̃w̃ ɐ ɐnalizɛ dos mɐpɐs konsiʃtiw bɐzikɐmɛntɛ no uzo dɛ duɐʃ
-fɛʁɐmɛntɐs, owu sɛʒɐ, os mɐpɐs dɛ intɛnsidɐdɛ do kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2
-ɛ fiɡʁɐs 7.3 ɛ 7.5) ɛ mɐpɐs dɐ ɐmplitudɛ do sinɐl ɐnɐlitiko (ɐnɛkso 3 ɛ fiɡʁɐʃ
-7.1, 7.4 ɛ 7.6). o mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1 moʃtɾɐ o ɾɛzultɐdo dɐ
-ɐnɐlizɛ ɾɛʒionɐl. nɛʃtɛ mɐpɐ foɾɐm tɾɐsɐdos dominios mɐɡnetikos, ɐlinɐmɛntoʃ
-mɐɡnetikos ɛ koɾpos intɾuzivos (mɐɡmatikos), kɐlɐs ɛ ɐltos ɛʃtɾutuɾajs do
-ɛmbɐzɐmɛnto ɐlem dɐ dɛmɐɾkɐsɐ̃w̃ dɐs duɐs aɾɛɐs dɛ dɛtɐlɐmɛnto ɾɛfɛɾɛntɛs aʃ
-intɾuzõj̃s ɐlkɐlinɐs. ɐlɡmɐs pɾofundidɐdɛs ɛʃtimɐdɐs do ɛmbɐzɐmɛnto mɐɡnetiko
-tɐmbem foɾɐm plotɐdɐs nɛʃtɛ mɐpɐ. nɐtuɾɐlmɛntɛ ɐs ɛʃtimɐtivɐs dɛ pɾofundidɐdɛs,
-tɾɐsɐdo dɐs kɐlɐs ɛ intɛɾpɾɛtɐsɐ̃w̃ dos koɾpos intɾuzivos ɾɛzultɐɾɐm dɐ ɐnalizɛ
-kɐntitɐtivɐ dɛzɛnvolvidɐ ɐ pɐɾtiɾ dɐ invɛɾsɐ̃w̃ kompɐktɐ ɐpowjɐdɐ poɾ dɛkonvolusɐ̃w̃
-dɛ ewlɛɾ. suboɾdinɐdɐmɛntɛ fowi utilizɐdo nɐ ɐnalizɛ o mɐpɐ bɐtimetʁiko (fiɡʁɐ
-3.5) kom viʃtɐs ɐ mɐpɛɐɾ poʃsivɛjs ɐfloɾɐmɛntos do ɛmbɐzɐmɛnto kɾiʃtɐlino
-ɐʃsoziɐdos ɐo ɛmbɐzɐmɛnto mɐɡnetiko ɾɐzo. ɐs aɾɛɐs ɛ ɐlinɐmɛntos ɛm ɾozɐ no
-mɐpɐ ɾɛpʁɛzɛntɐm ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɛs pɾovavɛjs ɐfloɾɐmɛntos. 7.1.1 dominioʃ
-mɐɡnetikos foɾɐm intɛɾpɾɛtɐdos nɐ aɾɛɐ pɛʃkʷizɐdɐ dowis dominios mɐɡnetikoʃ
-ʁɛʒionajs ɛ sub-dominios ɐʃsoziɐdos, kuʒɐs aɾɛɐs dɛ okoʁensiɐ sɐ̃w̃ dɛlinɛɐdɐʃ
-pɛlɐs linɐs ɐzujs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃. nɐ poɾsɐ̃w̃ sɛntɾo-owɛʃtɛ dɐ aɾɛɐ,
-ɐpʁoksimɐdɐmɛntɛ ɛntɾɛ ɐs lonʒitudɛs 43º ɛ 44,6º, sɛ ɛnkontɾɐ o dominio mɐɡnetiko
-ɐʃsoziɐdo ɐo tɛʁɛno oɾiɛntɐl do oɾɔʒɛno ɾibɛjɾɐ (ɛjlbɾon ɛt ɐl. 2000). ɛʃtɛ
-dominio, dɛziɡnɐdo pɛlɐs lɛtʁɐs ɾb ɛm ɐzul, sɛ kɐɾɐktɛɾizɐ poɾ um pɐdʁɐ̃w̃ dɛ
-ɐlinɐmɛntos mɐɡnetikos kom diɾɛsõj̃s nɛ-sw ɛm suɐ poɾsɐ̃w̃ owɛʃtɛ, kom ɡɾɐdɐsɐ̃w̃
-pɐɾɐ ɛnɛ-wsw nɐ pɐɾtɛ sɛntɾɐl ɛ kulminɐndo nɐ diɾɛsɐ̃w̃ ɛ-w pɐɾɐ ɐlinɐmɛntos ɐo
-sul-sudɛʃtɛ dɐ bɐjɐ dɛ ɡɐnɐbɐɾɐ. todo o konʒunto foɾmɐ um tipiko pɐdʁɐ̃w̃
-kuɾvilinɛo kom ɐ konkɐvidɐdɛ voltɐdɐ pɐɾɐ o ozɛɐno. ɛʃtɛ pɐdʁɐ̃w̃ pɐɾɛzɛ tɛɾ
-ɐlɡmɐ kontinujdɐdɛ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ ɐvɐnsɐndo ɐlɡns kʷilomɛtʁos sobʁɛ o
-mɐziso dɐ kɐɾiokɐ komo suʒɛɾɛm ɐs fiɡʁɐs 3.3 ɛ 3.4 kʷɛ intɛɡʁɐm os dɐdoʃ
-mɐɾinos kom os dɐdos tɛʁɛʃtɾɛs. ɛʃtɐs fiɡʁɐs moʃtɾɐm ɐ kontinuɐsɐ̃w̃ pɐɾɐ noɾtɛ
-dos ɐlinɐmɛntos mɐɡnetikos kʷɛ sɛ toɾnɐm majs ɾɛtilinɛos ɛ ɐʃsumɛ̃
-ʁɛʒionɐlmɛntɛ ɐ diɾɛsɐ̃w̃ nɛ-sw poɾ dɛzɛnɐs dɛ kʷilomɛtʁos, kɐɾɐktɛɾizɐndo ɐ aɾɛɐ
-dɛ okoʁensiɐ dɐ fajksɐ ɾibɛjɾɐ. zɐlan ɛ olivɛjɾɐ (2005) suʒɛɾɛm kʷɛ ɛʃtɛ pɐdʁɐ̃w̃
-kuɾvilinɛo obsɛɾvɐdo nɐ aɾɛɐ mɐɾinɐ (dominio ɾb) podɛɾiɐ ɛʃtɐɾ liɡɐdo ɐ umɐ
-ʁɛʒiɐ̃w̃ dɛ dɛfoɾmɐsɐ̃w̃ ɐʃsoziɐdɐ a linɐ dɛ kɐɾnɛjɾɐ kɾɛtazɛɐ dɐ bɐziɐ dɛ sɐntos,
-kʷɛ sɛ ɛnkontɾɐ loɡo ɐo sul komo moʃtɾɐ ɐ fiɡʁɐ 1. ɐʃsoziɐdo ɐo pɐdʁɐ̃w̃
-kuɾvilinɛo, sɛ obsɛɾvɐ no mɐpɐ do kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) um ɐlto
-mɐɡnetiko oɾiʒinɐdo poɾ fontɛ pɾofundɐ, kuʒo ɛjkso ɐpʁɛzɛntɐ nitidɐ kuɾvɐtuɾɐ kõ
-konkɐvidɐdɛ voltɐdɐ pɐɾɐ o mɐɾ. okoʁɛ um fɛjksɛ dɛ ɐnomɐliɐs dɛ ɐltɐ fɾɛk̈ensiɐ
-supɛɾ-impoʃtɐs ɐ ɛʃtɛ ɐlto, diʃkɾiminɐdɐs no mɐpɐ dɛ sinɐl ɐnɐlitiko foɾmɐndo oʃ
-ʁɛfɛɾidos ɐlinɐmɛntos kuɾvos, kʷɛ podɛɾiɐm ɛʃtɐɾ ɐʃsoziɐdɐs ɐ um ɛnksɐmɛ dɛ
-dikʷɛs bazikos. ɛʃtɛ pɐdʁɐ̃w̃ mɐɡnetiko, kʷɛ ɛʃta ɾɛpʁɛzɛntɐdo no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ pɛlo sub-dominio ɾbk, sɛɡʷɛ pɐɾɐlɛlɐmɛntɛ a sinuozidɐdɛ dɐ linɐ
-dɛ kɐɾnɛjɾɐ ɐo lonɡo dɛ todɐ ɐ boɾdɐ dɐ ɾɛfɛɾidɐ bɐziɐ (zɐlan ɛ olivɛjɾɐ 2005).
-ɛʃtɛ sub-dominio ɾɛpʁɛz��ntɐɾiɐ, ɛntɐ̃w̃, ɐ ɾɛʃpoʃtɐ mɐɡnetikɐ dɐ zonɐ dɛ
-dɛfoɾmɐsɐ̃w̃ dɐ kɐɾnɛjɾɐ kom mɐɡmɐtiʃmo ɐʃsoziɐdo. ɐ mɐjoɾ aɾɛɐ okupɐdɐ pɛlo
-dominio ɾb e dominɐdɐ pɛlɐs ɐltɐs fɾɛk̈ensiɐs ɾɛzultɐntɛs dɐs fontɛs mɐɡnetikɐʃ
-ʁɐzɐs konstitujntɛs do ɛmbɐzɐmɛnto kɾiʃtɐlino kʷɛ poʃsivɛlmɛntɛ ɐfloɾɐ ɛm ɐlɡnʃ
-lokajs. ɐ bɐtimɛtʁiɐ suʒɛɾɛ ɐ okoʁensiɐ dɛ ɐlɡns ɐfloɾɐmɛntos (ɾɛpʁɛzɛntɐdoʃ
-ɛm ɾozɐ no mɐpɐ) sobʁɛ o ɐlto mɐɡnetiko kuɾvo ɾɛfɛɾido ɐzimɐ. ɛʃtɛ ɛmbɐzɐmɛnto
-sɛ ɛnkontɾɐ ɾɛkobɛɾto poɾ umɐ dɛlɡɐdɐ kɐmɐdɐ dɛ sɛdimɛntos sɛnozõj̃kos kʷɛ
-podɛɾiɐ lokɐlmɛntɛ ɐtinʒiɾ pɾofundidɐdɛs supɛɾioɾɛs ɐ 300 mɛtʁos, komo suʒɛɾɛ ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɐ kɐlɐ dɛ diɾɛsɐ̃w̃ nɛ-sw kʷɛ okoʁɛ nɐ plɐtɐfoɾmɐ dɐ bɐziɐ dɛ
-sɐntos ɐo sul dɐ ilɐ ɡɾɐndɛ (mɐpɐ do ɐnɛkso 1 ɛ intɛɾpɾɛtɐsɐ̃w̃ no itɛm 6.1.2) tɐl
-kɐlɐ ɛʃta insɛɾidɐ ɛm um sub-dominio dɛ bajksɐ fɾɛk̈ensiɐ, ɐʃsoziɐdo ɐo dominio
-ʁb, ɾɛpʁɛzɛntɐdo poɾ ɾbl no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃. ɛʃtɛ dominio podɛɾiɐ ɛʃtɐɾ
-ɐʃsoziɐdo ɐ umɐ simplɛs vɐɾiɐsɐ̃w̃ fɐziolɔʒikɐ (fɾɐkɐmɛntɛ mɐɡnɛtizɐdɐ) do tɛʁɛno
-pɾotɛɾozõj̃ko ɾibɛjɾɐ, owu ɐ umɐ aɾɛɐ kom mɛnos intɛɾfɛɾensiɐ dɛ dikʷɛs bazikos owu
-mɛʃmo ɐ umɐ ɛʃtɾutuɾɐ ɐbɐtidɐ liɡɐdɐ ɐo pɾozɛʃso dɛ ɾɛɐtivɐsɐ̃w̃ tɛɾsiaɾiɐ kʷɛ
-tɛɾiɐ lɛvɐdo a foɾmɐsɐ̃w̃ do siʃtɛmɐ dɛ ɾiftɛs do sudɛʃtɛ bɾɐzilɛjɾo komo suʒɛɾɛ̃
-zɐlan ɛ olivɛjɾɐ, 2005 (dɛʃkɾisɐ̃w̃ no itɛm 2.2.3.4). ɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ
-ʁɛɐlizɐdɐ nɛʃtɛ tɾɐbɐlo kolokɐ ɐ ipɔtɛzɛ (viavɛl pɐɾɐ ɛsplikɐɾ os dɐdoʃ
-obsɛɾvɐdos) dɐ ɛksiʃtensiɐ dɛ umɐ kɐlɐ do ɛmbɐzɐmɛnto, o kʷɛ koʁoboɾɐ ɐ
-pɾopoʃtɐ dɛʃtɛs awtoɾɛs sobʁɛ ɐ ɛksiʃtensiɐ dɛ um ɾiftɛ (kom ɛstɛnsɐ̃w̃ pɐɾɐ nɛ
-ɐdɛntɾɐndo ɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ) pɛɾtɛnsɛntɛ ɐo siʃtɛmɐ mɐɾitimo (fiɡʁɐ 2.6).
-novɐs konsidɛɾɐsõj̃s sobʁɛ ɛʃtɐ ɛʃtɾutuɾɐ sɛɾɐ̃w̃ kolokɐdɐs majs ɐdiɐntɛ nɛʃtɛ
-tɛsto. o dominio ɾb fɐz limitɛ ɐo lɛʃtɛ (pɾɔksimo a lɐtitudɛ 43º) kom o dominio
-mɐɡnetiko tk kʷɛ ɛʃtɐɾiɐ ɐʃsoziɐdo as litoloʒiɐs konstitujntɛs do tɛʁɛno kɐbo
-fɾio dɛʃkɾito poɾ ɛjlbɾon ɛt ɐl.(2000). ɛʃtɐ unidɐdɛ mɐɡnetikɐ sɛ subdividɛ ɛ̃
-sub-dominios komo ɐkʷɛlɛ kʷɛ okoʁɛ nɐ lɐtitudɛ 42,8º ɾɛpʁɛzɛntɐdo pɛlɐs lɛtʁɐʃ
-tkl no mɐpɐ. ɛʃtɛ sub-dominio ɛʃtɐɾiɐ pɾovɐvɛlmɛntɛ ɐʃsoziɐdo a okoʁensiɐ dɛ
-ʁokɐs supʁɐkʁuʃtajs dɛ fɾɐkɐ mɐɡnɛtizɐsɐ̃w̃, o kʷɛ konfɛɾɛ um pɐdʁɐ̃w̃ dɛ bajksɐ
-fɾɛk̈ensiɐ kʷɛ kɐɾɐktɛɾizɐ o tkl. ɛʃtɐs supʁɐkʁuʃtajs sɐ̃w̃ konstituj́dɐs poɾ
-mɛtɐʃsɛdimɛntos dɛʃkɾitos, nɐ aɾɛɐ ɛmɛɾsɐ ɐdʒɐzɛntɛ, komo unidɐdɛ pɐlmitɐl (ɾɛjʃ
-& likt, 1980). ɐ unidɐdɛ mɐɡnetikɐ tkl fɐz limitɛ ɐ lɛʃtɛ kom ɐ fajksɐ tk
-mɐɾkɐntɛmɛntɛ kɐɾɐktɛɾizɐdɐ poɾ um pɐdʁɐ̃w̃ dɛ ɐltɐ fɾɛk̈ensiɐ kontɾɐʃtɐntɛ kom ɐ
-ɐntɛɾioɾ. ɛʃtɐ fajksɐ poʃsivɛlmɛntɛ ɛʃta ɐʃsoziɐdɐ a unidɐdɛ bɐzɐl do tɛʁɛno
-kɐbo fɾio konstituj́dɐ poɾ litoloʒiɐs dɛ ɐltɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ komo
-ɐnfibolitos poɾ ɛksɛmplo. e impoɾtɐntɛ notɐɾ, ɛntɾɛtɐnto, kʷɛ o dominio mɐɡnetiko
-tk ɐpʁɛzɛntɐ foɾtɛ influensiɐ dɐs mɐɡnɛtizɐsõj̃s pɾoduzidɐs pɛlos ɛnksɐmɛs dɛ
-dikʷɛs bazikos kʷɛ kondizionɐm ɛstɛnsos ɛ ɾɛtilinɛos ɐlinɐmɛntos nɐ diɾɛsɐ̃w̃
-nɛ-sw, tipikɐ dɛʃtɛ dominio. o mɛʃmo kompoɾtɐmɛnto sɛ obsɛɾvɐ no dominio ɾb kõ
-ʁɛlɐsɐ̃w̃ ɐos dikʷɛs kʷɛ, nɛʃtɛ kɐzo, ɐpʁɛzɛntɐm um diɾɛzionɐmɛnto difɛɾɛnsiɐdo ɛ̃
-ʁɛlɐsɐ̃w̃ ɐo tɛʁɛno kɐbo fɾio. ɐmbɐs ɐs fajksɐs (tkl ɛ tk) sɛ kɐɾɐktɛɾizɐm,
-poɾtɐnto, pɛlɐ pɾɛzɛnsɐ dɛ ɛmbɐzɐmɛnto mujto ɾɐzo, komo e indikɐdo pɛloʃ
-divɛɾsos ɐfloɾɐmɛntos suʒɛɾidos pɛlɐ bɐtimɛtʁiɐ (ɛʃtɾutuɾɐs ɛm vɛɾmɛlo no mɐpɐ)
-ɛ pɛlo foɾtɛ kondizionɐmɛnto dos ɐlinɐmɛntos mɐɡnetikos nɐ diɾɛsɐ̃w̃ nɛ-sw
-kawzɐdos ɛm ɡɾɐndɛ pɐɾtɛ pɛlos dikʷɛs bazikos. komo ɛʃta suʒɛɾido no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃, ɐ pɾɔpʁiɐ bɐtimɛtʁiɐ ɐpʁɛzɛntɐ ɐlinɐmɛntos pɐɾɐlɛlos a diɾɛsɐ̃w̃
-mɐɡnetikɐ. obsɛɾvɐndo os mɐpɐs intɛɡʁɐdos dɐ aɾɛɐ mɐɾinɐ ɛ ɛmɛɾsɐ (fiɡʁɐs 3.3
-ɛ 3.4) notɐ-sɛ o ɡɾɐndɛ pɾolonɡɐmɛnto dɛʃtɛs pɾovavɛjs dikʷɛs nɐ diɾɛsɐ̃w̃ nɛ-sw.
-podɛ-sɛ notɐɾ tɐmbem kʷɛ nɐ ɛstɛnsɐ̃w̃ ɛmɛɾsɐ do tɛʁɛno kɐbo fɾio pɾɛpondɛɾɐm oʃ
-ɐlinɐmɛntos mɐɾkɐntɛmɛntɛ nɛ-sw, ɐo pɐʃso, kʷɛ nɐ diɾɛsɐ̃w̃ owɛʃtɛ, ɐdɛntɾɐndo oʃ
-tɛʁɛnos dɐ fajksɐ ɾibɛjɾɐ, ɛʃtɛs mɛʃmos ɐlinɐmɛntos tɛndɛm um powuko pɐɾɐ ɛnɛ. ɐ
-fajksɐ tk e limitɐdɐ ɐ lɛʃtɛ poɾ umɐ linɐ dɛ kontoɾno ɐzul kʷɛ ɐ sɛpɐɾɐ do
-sub-dominio tkp ɐ lɛʃtɛ. ɛʃtɐ linɐ ɐzul ɛʃta difɛɾɛnsiɐdɐ no mɐpɐ (vidɛ
-lɛʒɛndɐ) poɾ simbolos indikɐndo ɐ diɾɛsɐ̃w̃ do mɛɾɡlo do ɛmbɐzɐmɛnto, owu sɛʒɐ,
-ɛʃtɐ linɐ mɐɾkɐ ɐpʁoksimɐdɐmɛntɛ ɐ fɾontɛjɾɐ ɐ pɐɾtiɾ dɐ kɐl o ɛmbɐzɐmɛnto
-mɛɾɡlɐ suɐvɛmɛntɛ pɐɾɐ lɛʃtɛ, nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio, ɐdɛntɾɐndo ɐ
-poɾsɐ̃w̃ pɾoksimɐl sw dɐ bɐziɐ dɛ kɐmpos. o sub-dominio tkp sɛ ɐʃsoziɐ, poɾtɐnto, ɐ
-umɐ ɾɛʒiɐ̃w̃ do ɛmbɐzɐmɛnto ondɛ ɐs fontɛs mɐɡnetikɐs sɛ ɛnkontɾɐm majs pɾofundɐs,
-o kʷɛ podɛ sɛɾ konstɐtɐdo poɾ umɐ nitidɐ ɐtɛnuɐsɐ̃w̃ dɐs ɐnomɐliɐs ɛ do pɐdʁɐ̃w̃ dɛ
-ɐltɐ fɾɛk̈ensiɐ obsɛɾvɐdo pɐɾɐ owɛʃtɛ dɐ ɾɛfɛɾidɐ linɐ. tɐl kompoɾtɐmɛnto podɛ
-indikɐɾ um bɐʃkulɐmɛnto pɐɾɐ lɛʃtɛ do ɛmbɐzɐmɛnto konstitujdo pɛlo tɛʁɛno kɐbo
-fɾio. zɐlan ɛ olivɛjɾɐ (2005) intɛɾpɾɛtɐm ɛʃtɐ aɾɛɐ dɛ bajksɐ fɾɛk̈ensiɐ (tkp)
-komo umɐ novɐ okoʁensiɐ dɐs supʁɐkʁuʃtajs do tɛʁɛno kɐbo fɾio kʷɛ okoʁɛm ɐ
-owɛʃtɛ (unidɐdɛ pɐlmitɐl dɛ ɾɛjs & likt,1977). moʁiɐk ɛ bɐʁos (1990), no
-ɛntɐnto, ɛʃtimɐm pɾofundidɐdɛs pɐɾɐ o ɛmbɐzɐmɛnto (ɐ pɐɾtiɾ dɛ dɐdos siʃmikos)
-kʷɛ podɛm ultɾɐpɐʃsɐɾ os 700 mɛtʁos nɐ poɾsɐ̃w̃ lɛʃtɛ dɛʃtɛ bloko, o kʷɛ koʁoboɾɐ
-o ɛfɛjto mɐɡnetiko obsɛɾvɐdo. ɛʃtɛ fɐto, ɛntɾɛtɐnto, nɐ̃w̃ impɛdɛ ɐ ɛksiʃtensiɐ dɐʃ
-ʁɛfɛɾidɐs supʁɐkʁuʃtajs kʷɛ podɛɾiɐm ɛʃtɐɾ ɾɛɐlmɛntɛ okoʁɛndo imɛdiɐtɐmɛntɛ ɐ
-lɛʃtɛ dɐ linɐ ɾɛfɛɾidɐ ɐzimɐ, ʒa kʷɛ sɛ obsɛɾvɐ, ɐ pɐɾtiɾ daj́, umɐ bɾuʃkɐ
-ɐtɛnuɐsɐ̃w̃ no pɐdʁɐ̃w̃ dɛ fɾɛk̈ensiɐs (sub-dominio tkp). umɐ intɛɾpɾɛtɐsɐ̃w̃
-plawzivɛl pɐɾɐ tɐl kompoɾtɐmɛnto sɛɾiɐ o ɛfɛjto somɐdo do mɛɾɡlo do
-ɛmbɐzɐmɛnto ɛ ɐ pɾɛzɛnsɐ dɐs ɾokɐs dɛ bajksɐ mɐɡnɛtizɐsɐ̃w̃ ɐʃsoziɐdɐs aʃ
-supʁɐkʁuʃtajs. majs ɐ lɛʃtɛ, sɛ podɛ individuɐlizɐɾ um novo sub-dominio
-(ɾɛpʁɛzɛntɐdo komo tkpɾ) ɐʃsoziɐdo ɐo tɛʁɛno kɐbo fɾio kʷɛ sɛ ɐpʁofundɐ nɛʃtɐ
-diɾɛsɐ̃w̃. okoʁɛ nɛʃtɐ poɾsɐ̃w̃ ɐ pɾowɛminɛntɛ fajksɐ mɐɡmatikɐ, poʃsivɛlmɛntɛ
-foɾmɐdɐ poɾ ɛnksɐmɛs dɛ dikʷɛs dɛ diɾɛsɐ̃w̃ nɛ-sw (kʷɛ okoʁɛ ɛntɾɛ ɐs lonʒitudɛʃ
-41º ɛ 41,8º) kʷɛ fowi intɛɾpɾɛtɐdɐ ɛ dɛʃkɾitɐ no itɛm 6.3. i’ suʒɛɾɛ kʷɛ oʃ
-ɛnksɐmɛs dɛ dikʷɛs kʷɛ ɐ kompõj̃m ɐpʁɛzɛntɛm foɾtɛ komponɛntɛ pɐlɛomɐɡnetikɐ
-indikɐndo ɾɛvɛɾsɐ̃w̃ do kɐmpo nɐ epokɐ dɛ suɐ kɾiʃtɐlizɐsɐ̃w̃. o sub-dominio tkpɾ,
-poɾ konsɛɡʷintɛ, pɾokuɾɐ diʃtinɡʷiɾ ɛʃtɐ fajksɐ foɾmɐdɐ poɾ ɾokɐs mɐɡmatikɐs kõ
-mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ. novɐs konsidɛɾɐsõj̃s sɛɾɐ̃w̃ kolokɐdɐs ɐdiɐntɛ sobʁɛ ɛʃtɐ
-unidɐdɛ pɐlɛomɐɡnɛtizɐdɐ. ajndɐ nɐ poɾsɐ̃w̃ noɾtɛ do dominio tkp sɛ ɛnkontɾɐm,
-ɐʃsoziɐdɐs ɐo mɛʃmo, ɐs kɐlɐs ɛ o ɐlto ɛʃtɾutuɾɐl do ɛmbɐzɐmɛnto ɐʃsoziɐdos ɐo
-ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ kuʒɐ intɛɾpɾɛtɐsɐ̃w̃ ɛʃta dɛʃkɾitɐ no itɛm 6.1.1.
-7.1.2 ɐlinɐmɛntos mɐɡnetikos o pɐdʁɐ̃w̃ pɾɛpondɛɾɐntɛ dos ɐlinɐmɛntos mɐɡnetikoʃ
-obsɛɾvɐdos nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ e nitidɐmɛntɛ nɛ-sw. ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos no
-mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) ɛm tɾɐso majs ɛʃpɛʃso, indikɐndo ɐkʷɛlɛs majʃ
-ʁɛpʁɛzɛntɐtivos ɛm tɛɾmos dɐ ɛnɛɾʒiɐ dɐs fontɛs, ɛ ɛm tɾɐso majs fino ɐʃsoziɐdoʃ
-a ɐnomɐliɐs mɛnos intɛnsɐs. ɐ ɡɾɐndɛ mɐjoɾiɐ dos ɐlinɐmɛntos mɐpɛɐdos ɾɛzultowu
-dɐ intɛɾpɾɛtɐsɐ̃w̃ do mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko (ɐnɛkso 3). ɛʃtɛ pɐdʁɐ̃w̃
-tipiko dos ɐlinɐmɛntos dɛ diɾɛsɐ̃w̃ nɛ-sw mudɐ um powuko nɐ poɾsɐ̃w̃ owɛʃtɛ dɐ aɾɛɐ,
-ɐʃsoziɐdɐ ɐo dominio ɾb, ondɛ sɛ kuɾvɐm ɐʃsumindo ɐ diɾɛsɐ̃w̃ ɛnɛ-wsw ɐ ɛ-w. komo
-ʒa fowi mɛnsionɐdo ɐntɛɾioɾmɛntɛ, ɛʃtɐ kuɾvɐtuɾɐ pɐɾɛzɛ ɛʃtɐɾ ɐʃsoziɐdɐ a ɾɛʒiɐ̃w̃
-dɛ dɛfoɾmɐsɐ̃w̃ dɐ kɐɾnɛjɾɐ kɾɛtazɛɐ dɐ bɐziɐ dɛ sɐntos kʷɛ sɛ ɛnkontɾɐ powukoʃ
-kʷilomɛtʁos ɐo sul dɛʃtɛs ɐlinɐmɛntos. zɐlan ɛ olivɛjɾɐ (2005) sɛ ɾɛfɛɾɛm aʃ
-fɐlɐs ɛ fɾɐtuɾɐs ɐʃsoziɐdɐs ɐ ɛʃtɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃ komo fɾɐtuɾɐmɛnto ɐpikɐl
-dɐ kɐɾnɛjɾɐ. e pɾovavɛl kʷɛ o fɛjksɛ kuɾvo dɛʃtɛs ɐlinɐmɛntos, ɾɛpʁɛzɛntɐdoʃ
-pɛlos tɾɐsos ɛʃpɛʃsos no sub-dominio ɾbk, ɛʃtɛʒɐ ɐʃsoziɐdo ɐ ɛnksɐmɛs dɛ dikʷɛʃ
-bazikos. e mujto pɾovavɛl tɐmbem kʷɛ ɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ tipikɐ dɛ diɾɛsɐ̃w̃
-nɛ-sw, obsɛɾvɐdɐ ɛm todɐ ɐ aɾɛɐ, ɛʃtɛʒɐ ɡɾɐndɛmɛntɛ influɛnsiɐdɐ pɛlo ɛfɛjto
-mɐɡnetiko dos dikʷɛs bazikos do ɛnksɐmɛ sɐ̃w̃ pawlo-ɾio dɛ ʒɐnɛjɾo (ɾɛnnɛ ɛt ɐl.
-1996), kom idɐdɛs dɛ 134-129 mɐ (ɾɛʒɛlowus 1990, dɛkkɐɾt ɛt ɐl. 1998). ɛʃtɛʃ
-dikʷɛs ɛʃtɐ̃w̃ ɐʃsoziɐdos ɐo ɡɾɐndɛ ɛvɛnto mɐɡmatiko tolɛj́tiko kʷɛ tɛvɛ suɐ maksimɐ
-ɛspɾɛʃsɐ̃w̃ nɐ bɐziɐ do pɐɾɐna ɛ koʁɛʃpondew ɐo pɛɾiodo dɛ dɛzɛnvolvimɛnto do
-siʃtɛmɐ dɛ ɾiftɛs do kɾɛtazɛo infɛɾioɾ kʷɛ kulminowu kom ɐ ɐbɛɾtuɾɐ ɛ sɛpɐɾɐsɐ̃w̃
-do ɡonduɐnɐ. podɛ-sɛ obsɛɾvɐɾ ɐ ɡɾɐndɛ kontinujdɐdɛ dos ɐlinɐmɛntos nɐ ɾɛfɛɾidɐ
-diɾɛsɐ̃w̃ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ (fiɡʁɐs 3.3 ɛ 3.4), suʒɛɾindo ɐ ɛstɛnsɐ̃w̃ dɛʃtɛʃ
-dikʷɛs poɾ dɛzɛnɐs dɛ kʷilomɛtʁos. os pɛɾfis ɛɛ’, ff’ ɛ ɡɡ’ (plotɐdos no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ ɛ intɛɾpɾɛtɐdos no kɐpitulo 6) kʷɛ sɛksionɐm ɐlɡns dɛʃtɛʃ
-impoɾtɐntɛs ɐlinɐmɛntos ɐpʁɛzɛntɐm ɐnomɐliɐs tipikɐs dɛ dikʷɛs subvɛɾtikajs.
-umɐ sɛɡndɐ impoɾtɐntɛ klɐʃsɛ dɛ ɐlinɐmɛntos obsɛɾvɐdɐ nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ
-sɛ ɛnkontɾɐ nɐ diɾɛsɐ̃w̃ nw-sɛ. ɛʃtɛs ɐlinɐmɛntos sɛ difɛɾɛnsiɐm dos ɐntɛɾioɾɛʃ
-poɾ nɐ̃w̃ sɛ ɐʃsoziɐɾɛm as lonɡɐs ɐnomɐliɐs linɛɐɾɛs, ɛ sim sɛ ɐʃsoziɐɾɛm ɐ
-dɛʃlokɐmɛntos ɛ tɾunkɐmɛntos nɐ ɛʃtɾutuɾɐsɐ̃w̃ tɾɐnsvɛɾsɐl nɛ-sw komo podɛ sɛɾ
-obsɛɾvɐdo pɾinsipɐlmɛntɛ no mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko do ɐnɛkso 3. ɐ
-fiɡʁɐ 7.1 moʃtɾɐ umɐ intɛɾpɾɛtɐsɐ̃w̃ sobʁɛ o mɐpɐ intɛɡʁɐdo do sinɐl ɐnɐlitiko
-(aɾɛɐs mɐɾinɐ ɛ ɛmɛɾsɐ) ondɛ sɛ podɛ obsɛɾvɐɾ ɛʃtɐ klɐʃsɛ dɛ ɐlinɐmɛntoʃ
-tɾunkɐndo ɛ dɛʃlokɐndo ɐs ɛʃtɾutuɾɐs kom kontinujdɐdɛ pɐɾɐ aɾɛɐ ɛmɛɾsɐ. ɛʃtɐʃ
-ɛʃtɾutuɾɐs fikɐm bɛm ɾɛvɛlɐdɐs no mɐpɐ dɛ sinɐl ɐnɐlitiko ɛ sɛ toɾnɐm mɛnoʃ
-ɛvidɛntɛs no kɐmpo totɐl. fɐto impoɾtɐntɛ ɐ sɛɾ konsidɛɾɐdo, nɛʃtɛ kɐzo, diʒ
-ʁɛʃpɛjto a diɾɛsɐ̃w̃ do kɐmpo mɐɡnetiko ɐtuɐl (dɛklinɐsɐ̃w̃ ≈ 30º w, subpɐɾɐlɛlɐ a
-diɾɛsɐ̃w̃ dɛʃtɛs ɐlinɐmɛntos) o kʷɛ toɾnɐ suɐs intɛɾfɐzɛs (komo plɐnos dɛ fɐlɐʃ
-poɾ ɛksɛmplo) fɾɐkɐmɛntɛ mɐɡnɛtizɐdɐs. komo sɐ̃w̃ fɾɐkɐmɛntɛ ɛvidɛnsiɐdos pɛlɐʃ
-intɛɾfɐzɛs mɐɡnɛtizɐdɐs, sɛ toɾnɐm vizivɛjs pɾinsipɐlmɛntɛ pɛlo tɾunkɐmɛnto kʷɛ
-pɾovokɐm nɐs ɛʃtɾutuɾɐs tɾɐnsvɛɾsajs nɛ-sw. nɐ poɾsɐ̃w̃ sw dɐ bɐziɐ dɛ kɐmpos,
-ɛntɾɛ ɐs lɐtitudɛs ɐpʁoksimɐdɐs dɛ 22,6º ɛ 23,2º sɛ obsɛɾvɐ um mɐɾkɐntɛ
-dɛʃlokɐmɛnto oɾizontɐl nɐ fajksɐ mɐɡmatikɐ dɛ diɾɛsɐ̃w̃ nɛ-sw (dɛʃkɾitɐ
-ɐntɛɾioɾmɛntɛ no itɛm 6.3 ɛ intɛɾpɾɛtɐdɐ no pɛɾfil i i’). podɛ-sɛ vɛɾifikɐɾ kʷɛ
-ɛʃtɛ dɛʃlokɐmɛnto e majs bɛm obsɛɾvɐdo no mɐpɐ dɛ sinɐl ɐnɐlitiko (ɐnɛkso 3) ondɛ
-sɛ ɾɛvɛlɐ kom nitidɛz. ʒa no mɐpɐ dɛ kɐmpo totɐl (ɐnɛkso 2) nɐ̃w̃ e tɐ̃w̃ ɛvidɛntɛ.
-obsɛɾvɐ-sɛ um pɾowɛminɛntɛ ɐlinɐmɛnto no limitɛ sw do tɾɛko dɛʃlokɐdo dɐ fajksɐ
-mɐɡmatikɐ kʷɛ tɛm kontinujdɐdɛ pɐɾɐ nw ɛ ɛʃta ɾɛpʁɛzɛntɐdo no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ poɾ um ɛnksɐmɛ dɛ tɾɐsos pɐɾɐlɛlos. ɛʃtɛ ɐlinɐmɛnto e diɡno dɛ
-notɐ, powis, ɐlem dɛ pɾoduziɾ um nitido dɛʃlokɐmɛnto oɾizontɐl dɐ fajksɐ
-(ɛvidɛnsiɐdo no mɐpɐ dɛ sinɐl ɐnɐlitiko) ɐpʁɛzɛntɐ tɐmbem notavɛl ɛspɾɛʃsɐ̃w̃ no
-mɐpɐ do kɐmpo totɐl ɾɛpʁɛzɛntɐdɐ poɾ umɐ dɛpʁɛʃsɐ̃w̃ owu sulko ɾɛtilinɛo (nɐ
-diɾɛsɐ̃w̃ nw-sɛ) kʷɛ tɾunkɐ ɐ poɾsɐ̃w̃ sw do ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ ɛ sɛ
-ɛʃtɛndɛ pɐɾɐ aɾɛɐ ɛmɛɾsɐ. no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1 ɛ nɐ fiɡʁɐ 7.1
-sɐ̃w̃ suʒɛɾidɐs ɐlɡmɐs fɐlɐs dɛ ɾɛʒɛjto diɾɛzionɐl ɐʃsoziɐdɐs ɐos ɐlinɐmɛntoʃ
-dɛ diɾɛsɐ̃w̃ nw-sɛ. os ɾɛʒɛjtos majs pɾowɛminɛntɛs sɐ̃w̃ obsɛɾvɐdos dɛʃlokɐndo ɐ
-fajksɐ mɐɡmatikɐ ɾɛfɛɾidɐ ɐzimɐ. nos pɾovavɛjs dikʷɛs kʷɛ foɾmɐm ɐlinɐmɛntoʃ
-subpɐɾɐlɛlos ɐo dikʷɛ dɛ pontɐ nɛɡʁɐ (dɛʃkɾito no itɛm 6.2.2.3) okoʁɛ tɐmbem ũ
-suʒɛʃtivo dɛʃlokɐmɛnto dɛstɾɔʒiɾo ɐo lonɡo dɛ um ɐlinɐmɛnto tɾɐnsvɛɾsɐl nɐ
-ʁɛfɛɾidɐ diɾɛsɐ̃w̃. tɐmbem no ɐlinɐmɛnto koʁɛʃpondɛntɛ ɐo dikʷɛ dɐ mɐɾɐmbɐjɐ
-(itɛm 6.2.2.1) e obsɛɾvɐdo um owutʁo dɛʃlokɐmɛnto poɾ um ɐlinɐmɛnto tɾɐnsvɛɾsɐl
-nw-sɛ. oɾɛjɾo ɛt ɐl. (2008) ɛm sew ɛʃtudo sobʁɛ mɐɡmɐtiʃmo pɔs-ɐptiɐno no ɐlto
-dɛ kɐbo fɾio ɛ ɐdʒɐzensiɐs, ɛnvolvɛndo ɐs bɐziɐs dɛ kɐmpos ɛ sɐntos, suʒɛɾɛm kʷɛ
-ɐs ɾɛɐtivɐsõj̃s kɾɛtazɛo-tɛɾsiaɾiɐs do ɛmbɐzɐmɛnto tɛɾiɐm sido foɾtɛmɛntɛ
-kondizionɐdɐs as zonɐs dɛ tɾɐnsfɛɾensiɐ, dɛ diɾɛsɐ̃w̃ nw-sɛ ɐʃsoziɐdɐs a fɐzɛ
-ʁiftɛ, kʷɛ tɛɾiɐm ɾompido ɐ kɾoʃtɐ ɛ ɐtinʒido o mɐnto supɛɾioɾ. kɐmɐm ɐ ɐtɛnsɐ̃w̃
-tɐmbem pɐɾɐ umɐ impoɾtɐntɛ ɛʃtɾutuɾɐ ɾɛʒionɐl kʷɛ ɐtʁɐvɛʃsɐ o ɐlto dɛ kɐbo fɾio
-ɛ sɛ unɛ a zonɐ dɛ dɛfoɾmɐsɐ̃w̃ ozɛanikɐ kɾuzɛjɾo do sul (fiɡʁɐ 2.1). ajndɐ,
-sɛɡndo ɛʃtɛs awtoɾɛs, ɛʃtɛs ɐlinɐmɛntos kondizionɐɾiɐm o mɐɡmɐtiʃmo ɐlkɐlino
-obsɛɾvɐdo nɐ aɾɛɐ kontinɛntɐl ɛ mɐɾinɐ. koʁoboɾɐndo ɐs idejɐs dɛ oɾɛjɾo ɛt ɐl
-(2008) ɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ ɐkʷi ɾɛɐlizɐdɐ ɾɛvɛlɐ dɛ fɐto ɐ ɛksiʃtensiɐ
-dɛʃtɛs ɐlinɐmɛntos kʷɛ dɛʃlokɐm ɛ intɛɾfɛɾɛm nɐs ɛʃtɾutuɾɐs ɐntɛɾioɾɛs, dɛ
-diɾɛsɐ̃w̃ tɾɐnsvɛɾsɐl nɛ-sw, kʷɛ koʁɛʃpondɛɾiɐm ɐo fɐbʁik do ɛmbɐzɐmɛnto
-pɾotɛɾozõj̃ko ɛ ɐos dikʷɛs bazikos do kɾɛtazɛo infɛɾioɾ. o impoɾtɐntɛ ɐlinɐmɛnto
-mɐɡnetiko dɛʃkɾito ɐntɛɾioɾmɛntɛ kʷɛ dɛʃlokɐ oɾizontɐlmɛntɛ ɐ fajksɐ mɐɡmatikɐ
-nɛ-sw nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio, tɛm nitidɐ koʁɛlɐsɐ̃w̃ kom ɐ ɛstɛnsɐ̃w̃ dɐ
-zonɐ dɛ dɛfoɾmɐsɐ̃w̃ kɾuzɛjɾo do sul. fɐto tɐmbem siɡnifikɐtivo e ɐ ɛstɛnsɐ̃w̃ pɐɾɐ
-ɐ aɾɛɐ ɛmɛɾsɐ dɛʃtɛ ɐlinɐmɛnto kʷɛ kowinsidɛ kom ɐ intɾuzɐ̃w̃ ɐlkɐlinɐ do moʁo dɛ
-sɐ̃w̃ ʒowɐ̃w̃ (fiɡʁɐ 7.1). owutʁɐs koʁɛlɐsõj̃s siɡnifikɐtivɐs sɐ̃w̃ ɛnkontɾɐdɐs nɐ aɾɛɐ
-ʁɛlɐtivɐs ɐ ɛʃtɛs ɐlinɐmɛntos mɐɡnetikos nw-sɛ kom kontinuɐsɐ̃w̃ pɐɾɐ aɾɛɐ
-ɛmɛɾsɐ. um dɛʃtɛs ɐlinɐmɛntos, obsɛɾvɐdo tɐnto no mɐpɐ dɛ sinɐl ɐnɐlitiko komo
-no kɐmpo totɐl, kowinsidɛ kom o ɐlinɐmɛnto topoɡʁafiko do pontɐl do ɐtɐlɐjɐ
-(ɐʁɐjɐl do kɐbo) ɛ o sw dɐ ilɐ dɛ kɐbo fɾio (fiɡʁɐ 2.5). ɐ intɾuzɐ̃w̃ ɐlkɐlinɐ
-dɐ ilɐ dɛ kɐbo fɾio pɐɾɛzɛ ɛʃtɐɾ ɐʃsoziɐdɐ ɐo mɛʃmo. ɛʃtɛ ɐlinɐmɛnto sɛ
-ɛʃtɛndɛ nɐ̃w̃ sɔ pɛlɐ aɾɛɐ ɛmɛɾsɐ (fiɡʁɐ 7.1) komo tɐmbem pɐɾɐ aɾɛɐ mɐɾinɐ, ondɛ
-pɐɾɛzɛ dɛʃlokɐɾ umɐ ɛʃtɾutuɾɐ tɾɐnsvɛɾsɐl wnw-ɛzɛ (diɾɛsɐ̃w̃ ɛʃtɐ inkomum pɐɾɐ ɐ
-aɾɛɐ invɛʃtiɡɐdɐ ; ɐnɛkso 1). majs ɐ owɛʃtɛ, ʒa nɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐ bɐziɐ dɛ
-sɐntos, o ɐlinɐmɛnto kʷɛ dɛʃlokɐ os dikʷɛs dɛ diɐbazio nɛ-sw nɐ ɾɛʒiɐ̃w̃ dɛ pontɐ
-nɛɡʁɐ ɐpʁɛzɛntɐ umɐ kontinujdɐdɛ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ kʷɛ kowinsidɛ ɛksɐtɐmɛntɛ kõ
-ɐ intɾuzɐ̃w̃ ɐlkɐlinɐ dɛ itaẃnɐ (fiɡʁɐ 7.1) dɛʃkɾitɐ poɾ fɛʁɐɾi (2001) ɛ pɐɾɛzɛ
-kondizionɐɾ tɐmbem o limitɛ sw dɐ bɐziɐ do mɐkɐku (fɛʁɐɾi, 2001). owutʁɐ
-obsɛɾvɐsɐ̃w̃ suʒɛʃtivɐ kom ɾɛlɐsɐ̃w̃ ɐ ɛʃtɛ ɐlinɐmɛnto mɐɡnetiko ɛʃta liɡɐdɐ aʃ
-ilɐs mɐɾikas (indikɐdɐs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1) kʷɛ sɐ̃w̃
-intɛɾsɛptɐdɐs tɾɐnsvɛɾsɐlmɛntɛ pɛlo mɛʃmo. ɐ fiɡʁɐ 7.2 moʃtɾɐ ɐ imɐʒɛm dɛ
-sɐtelitɛ (obtidɐ do ɡowoɡlɛ ɛɐɾt) dɛʃtɐs ilɐs ondɛ podɛ-sɛ intɛɾpɾɛtɐɾ
-dɛʃlokɐmɛntos no sew ɛjkso (kʷɛ e foɾtɛmɛntɛ ɐlinɐdo nɐ diɾɛsɐ̃w̃ nɛ-sw) kʷɛ
-podɛɾiɐm ɛʃtɐɾ ɐʃsoziɐdos ɐ umɐ zonɐ dɛ fɐlɐ. ʒunto ɐo limitɛ owɛʃtɛ dɐ bɐjɐ dɛ
-ɡɐnɐbɐɾɐ tɐmbem sɛ obsɛɾvɐm ɐlinɐmɛntos nw-sɛ kuʒɐ kontinujdɐdɛ pɐɾɐ ɐ aɾɛɐ
-kontinɛntɐl pɐɾɛzɛ sɛ ɐʃsoziɐɾ ɐos mɐzisos ɐlkɐlinos do mɛndɐnɐ ɛ tinɡa
-(fiɡʁɐ 7.1). nɐ ɾɛʒiɐ̃w̃ ɐo sul dɐ ilɐ ɡɾɐndɛ okoʁɛm pɾowɛminɛntɛs ɐlinɐmɛntoʃ
-nɛʃtɐ mɛʃmɐ diɾɛsɐ̃w̃. os ɐlinɐmɛntos ɐ sudɛʃtɛ dɛʃtɐ ilɐ dɛʃlokɐm klɐɾɐmɛntɛ o
-dikʷɛ dɐ mɐɾɐmbɐjɐ (dɛʃkɾito no itɛm 6.2.2.1) komo sɛ podɛ obsɛɾvɐɾ nɐ fiɡʁɐ
-7.1 ɛ no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) ; ɐ owɛʃtɛ okoʁɛ um novo konʒunto
-dɛʃtɛs ɐlinɐmɛntos tɐnʒɛnsiɐndo ɐ ɐnomɐliɐ mɐɡnetikɐ dɐ poɾsɐ̃w̃ pɾoksimɐl nɛ dɐ
-bɐziɐ dɛ sɐntos, dɛʃkɾitɐ no itɛm 6.2.1, komo umɐ intɾuzɐ̃w̃ ɐlkɐlinɐ dɐ
-plɐtɐfoɾmɐ kontinɛntɐl ɐdʒɐzɛntɛ. ɐlmɛjdɐ (2001) intɛɾpɾɛtɐ umɐ zonɐ dɛ fɐlɐ
-kʷɛ dɛʃlokɐ os mɐzisos ɐlkɐlinos dɛ pɐʃsɐ kɐtʁo ɛ itɐtiɐjɐ, nɐ sɛʁɐ dɐ
-mɐntikʷɛjɾɐ, ɛ pɾoʃsɛɡʷɛ ɐte ɐ ɾɛʒiɐ̃w̃ litoɾanɛɐ dɐ ilɐ ɡɾɐndɛ, kowinsidindo
-ɛzɐtɐmɛntɛ kom os ɐlinɐmɛntos mɐɡnetikos intɛɾpɾɛtɐdos nɛʃtɐ pɛʃkʷizɐ. ɛʃtɐ
-zonɐ dɛ fɐlɐ fowi poɾ ɛlɛ dɛnominɐdɐ “zonɐ dɛ tɾɐnsfɛɾensiɐ do funil”. oɾɛjɾo ɛt
-ɐl.(2008) poʃtulɐm kʷɛ o pɾinsipɐl kontɾolɛ do mɐɡmɐtiʃmo kɾɛtazɛo - tɛɾsiaɾio
-kʷɛ ɐtinʒiw ɐs bɐziɐs mɐɾʒinajs do sudɛʃtɛ sɛ dew ɐtʁɐves dɐ ɾɛɐtivɐsɐ̃w̃ dɐʃ
-zonɐs dɛ tɾɐnsfɛɾensiɐ nw-sɛ (kʷɛ tɛɾiɐm ɐtinʒido ɾɛʒiõj̃s pɾofundɐs, kɛɡɐndo a
-ɐʃtɛnoʃfɛɾɐ) ɛ suɐ ʒunsɐ̃w̃ kom ɐs zonɐs dɛ fɐlɐs noɾmajs nɐ diɾɛsɐ̃w̃ tɾɐnsvɛɾsɐl
-nɛ-sw. fɛttɛɾ (2008) ɛm suɐ ɐnalizɛ ɛʃtɾutuɾɐl sobʁɛ ɐ bɐziɐ dɛ kɐmpoʃ
-(utilizɐndo siʃmikɐ 2d ɛ 3d ) konkluj kʷɛ o ɛʃtilo ɛʃtɾutuɾɐl obsɛɾvɐdo indikɐ
-um pɐdʁɐ̃w̃ sinɛmatiko liɡɐdo ɐ ɾɛʒɛjtos diɾɛzionajs (sizɐlɐmɛntos) pɐɾɐ oʃ
-siklos dɛ ɾɛɐtivɐsɐ̃w̃ dɛfoɾmɐdoɾɛs dɐs sɛkʷensiɐs sɛdimɛntɐɾɛs dɛʃtɐ bɐziɐ.
-sɛɡndo ɛʃtɛ awtoɾ, ɐ dɛfoɾmɐsɐ̃w̃ tɛɾiɐ sɛ dɐdo tɐnto ɐo lonɡo dɐs fɐlɐs dɛ
-tɾɐnsfɛɾensiɐ nw-sɛ komo nɐ diɾɛsɐ̃w̃ tɾɐnsvɛɾsɐl nɛ-sw ɐʃsoziɐdɐ ɐo fɐbʁik
-ɛʃtɾutuɾɐl do ɛmbɐzɐmɛnto pɾotɛɾozõj̃ko. ɐ dɛfoɾmɐsɐ̃w̃, poɾ suɐ vɛz, sɛ konsɛntɾowu
-sobʁɛ os ɐltos ɛʃtɾutuɾajs dɛʃtɛ ɛmbɐzɐmɛnto, ɐtivos duɾɐntɛ ɐ ɛvolusɐ̃w̃ dɐ
-bɐziɐ, ɛ foɾɐm ɾɛɐtivɐdos ɛm siklos dɛ ɐtividɐdɛ tɛktonikɐ. ɐ ɐnalizɛ doʃ
-ɐlinɐmɛntos mɐɡnetikos dɛzɛnvolvidɐ nɛʃtɐ pɛʃkʷizɐ pɐɾɛzɛ koʁoboɾɐɾ ɐs idejɐʃ
-poʃtulɐdɐs poɾ ɛʃtɛs awtoɾɛs. no ɛstɾɛmo lɛʃtɛ dɐ aɾɛɐ dɛ pɛʃkʷizɐ, sɛ obsɛɾvɐ̃
-mɐɾkɐntɛs ɐlinɐmɛntos noɾtɛ-sul ɐfɛtɐndo ɐ fajksɐ mɐɡmatikɐ nɛ-sw dɛ
-mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ. ɛʃtɛs ɐlinɐmɛntos (dɛ diɾɛsɐ̃w̃ inkomum pɐɾɐ aɾɛɐ) sɐ̃w̃ bɛ̃
-ɛvidɛnsiɐdos no mɐpɐ do kɐmpo mɐɡnetiko totɐl (ɐnɛkso 2) ondɛ pɾovokɐm ũ
-tɾunkɐmɛnto no ɐlto mɐɡnetiko ɐʃsoziɐdo ɐ ɛʃtɐ fajksɐ kʷɛ pɾoduz umɐ nitidɐ
-mudɐnsɐ nos kompɾimɛntos dɛ ondɐ dɛʃtɛ ɐlto pɐɾɐ lɛʃtɛ dos ɐlinɐmɛntos n-s.
-ɛʃtɐ mudɐnsɐ no kompɾimɛnto dɛ ondɐ siɡnifikɐ ɐpʁofundɐmɛnto dɐs fontɛʃ
-mɐɡnetikɐs, owu sɛʒɐ, ɛʃtɛs ɐlinɐmɛntos kondizionɐm um ɐpʁofundɐmɛnto dɐs fontɛʃ
-pɐɾɐ lɛʃtɛ ɛ mujto pɾovɐvɛlmɛntɛ ɛʃtɐ̃w̃ ɐʃsoziɐdos ɐ fɐlɐs noɾmajs dɛ diɾɛsɐ̃w̃
-n-s. no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ ɛʃtɐ̃w̃ suʒɛɾidos os blokos ɐlto (ɐ) ɛ bajkso (b)
-dɛʃtɐs fɐlɐs noɾmajs. podɛ-sɛ obsɛɾvɐɾ um nitido pɐɾɐlɛliʃmo ɛntɾɛ ɛʃtɛʃ
-ɐlinɐmɛntos ɛ ɐ linɐ dɛ kɐɾnɛjɾɐ dɐ bɐziɐ dɛ kɐmpos, kʷɛ ɐʃsumɛ ɐ diɾɛsɐ̃w̃
-ɐpʁoksimɐdɐmɛntɛ n-s nɛʃtɛ tɾɛko. ajndɐ nɐ ɾɛʒiɐ̃w̃ noɾdɛʃtɛ dɐ aɾɛɐ podɛ sɛ
-obsɛɾvɐɾ dowis mɐɾkɐntɛs ɐlinɐmɛntos dɛ diɾɛsɐ̃w̃ nɛ-sw kʷɛ limitɐm ɐs boɾdɐʃ
-noɾtɛ ɛ sul, ɾɛʃpɛktivɐmɛntɛ, do ɡɾabɛn dɛ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ (intɛɾpɾɛtɐdo no
-itɛm 6.1.1). o ɐlinɐmɛnto dɐ boɾdɐ sul dɛʃtɛ ɡɾabɛn ɾɛzultɐ dɛ ɐnomɐliɐs majʃ
-intɛnsɐs, ɐpʁɛzɛntɐndo um pɐdʁɐ̃w̃ majs komplɛkso, ɛnkɐnto o dɐ boɾdɐ noɾtɛ e
-mɛnos intɛnso ɛ majs kontinuo. ɛʃtɛs ɐlinɐmɛntos sɐ̃w̃ intɛɾpɾɛtɐdos komo ɐʃ
-fɐlɐs noɾmajs dɛ boɾdɐ do ɡɾabɛn, sɛndo kʷɛ o dɐ boɾdɐ sul koʁɛʃpondɛ ɐ umɐ
-fɐlɐ ɐntitetikɐ. novɐs konsidɛɾɐsõj̃s sɛɾɐ̃w̃ tɛzidɐs ɐdiɐntɛ sobʁɛ ɛʃtɐ ɛʃtɾutuɾɐ
-do ɛmbɐzɐmɛnto (kom suɐs kɐlɐs ɛ ɐltos ɛʃtɾutuɾajs) intɛɾpɾɛtɐdɐ ɐtʁɐves do
-metodo dɛ invɛɾsɐ̃w̃ pɾopoʃto nɛʃtɛ ɛʃtudo. powukos kʷilomɛtʁos ɐo noɾtɛ dɛʃtɛ
-ɡɾabɛn, nɐ ɾɛʒiɐ̃w̃ dɛ mɐkɐe, sɛ obsɛɾvɐ um notavɛl ɐlinɐmɛnto ɛ-w kʷɛ pɐɾɛzɛ tɛɾ
-kontinujdɐdɛ pɐɾɐ ɐ aɾɛɐ ɛmɛɾsɐ (fiɡʁɐ 7.1) ɐ owɛʃtɛ, sɛndo tɾunkɐdo ɛm suɐ
-kontinujdɐdɛ pɐɾɐ lɛʃtɛ poɾ um novo ɐlinɐmɛnto nɛ-sw. ɐmbos ɐlinɐmɛntoʃ
-sɛpɐɾɐm aɾɛɐs dɛ ɐltɐ fɾɛk̈ensiɐ dɛ aɾɛɐs dɛ bajksɐ fɾɛk̈ensiɐ ɐ noɾtɛ ɛ ɐ lɛʃtɛ
-ʁɛʃpɛktivɐmɛntɛ. podɛm sɛɾ ɐʃsoziɐdos, poɾ konsɛɡʷintɛ, as fɐlɐs noɾmajs kʷɛ
-ɐfɛtɐɾɐm ɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐ bɐziɐ dɛ kɐmpos. 7.1.3 koɾpos mɐɡnetikoʃ
-ɐʃsoziɐdos ɐ intɾuzõj̃s mɐɡmatikɐs os koɾpos mɐɡnetikos mɐpɛɐdos nɐ aɾɛɐ,
-ɐʃsoziɐdos ɐ intɾuzõj̃s mɐɡmatikɐs, koʁɛʃpondɛm ɐos dikʷɛs bazikos ɛ aʃ
-intɾuzõj̃s ɐlkɐlinɐs. komo ʒa obsɛɾvɐdo ɐntɛɾioɾmɛntɛ, os dikʷɛs bazikos sɛ
-diʃtɾibuɛm poɾ todɐ ɐ aɾɛɐ invɛʃtiɡɐdɐ. no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1
-ɐlɡns dɛʃtɛs dikʷɛs ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos poɾ fajksɐs ɛm vɛɾdɛ ɛʃkuɾo. e
-impoɾtɐntɛ ɐpontɐɾ, ɛntɾɛtɐnto, kʷɛ ɐpɛnɐs pɐɾtɛ dos dikʷɛs ɛksiʃtɛntɛs ɛʃta
-ɐʃsinɐlɐdɐ. nɐ ɾɛɐlidɐdɛ, e pɾovavɛl kʷɛ umɐ ɡɾɐndɛ pɐɾtɛ (poʃsivɛlmɛntɛ ɐ
-mɐjoɾiɐ) dos ɐlinɐmɛntos mɐpɛɐdos nɛʃtɛ ɛʃtudo koʁɛʃpondɐm ɐ dikʷɛs bazikos,
-umɐ vɛz kʷɛ o metodo mɐɡnetiko e tipikɐmɛntɛ ɐdɛkɐdo pɐɾɐ idɛntifikɐɾ tajʃ
-koɾpos kʷɛ, poɾ vɛzɛs, podɛm ɛʃtɐɾ mɐʃkɐɾɐndo ɛʃtɾutuɾɐs ɐntɛɾioɾɛs. ɛʃtɛ
-ɛvɛnto, dɛvido a suɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃ ɛ mɐɡnitudɛ, mɐʃkɐɾɐ ɛm bowɐ pɐɾtɛ o ɛfɛjto
-mɐɡnetiko ɾɛzultɐntɛ do mɐɡmɐtiʃmo dɛkoʁɛntɛ dɐs ɾɛɐtivɐsõj̃s poʃtɛɾioɾɛs a fɐzɛ
-��iftɛ kʷɛ sɛɾiɐ poɾ suɐ vɛz majs lokɐlizɐdo. o pɾinsipɐl ɛksɛmplo dɛ okoʁensiɐ
-nɐ aɾɛɐ do mɐɡmɐtiʃmo dɛ ɾɛɐtivɐsɐ̃w̃ do kɾɛtazɛo supɛɾioɾ-tɛɾsiaɾio diz ɾɛʃpɛjto
-as intɾuzõj̃s ɐlkɐlinɐs kuʒos mɐjoɾɛs volumɛs dɛ mɐtɛɾiɐl mɐɡnɛtizɐdo pɛɾmitɛm ɐ
-ʒɛɾɐsɐ̃w̃ dɛ ɐnomɐliɐs kʷɛ, ɐpɛzɐɾ dɛ pontuajs, sɐ̃w̃ bɐʃtɐntɛ siɡnifikɐtivɐs.
-mujtos dos ɐlinɐmɛntos pɾowɛminɛntɛs do dominio mɐɡnetiko ɾb (oɾɔʒɛno ɾibɛjɾɐ),
-tɐmbem ɐʃsoziɐdos ɐ pɾovavɛjs dikʷɛs, ɐpʁɛzɛntɐm diɾɛsõj̃s difɛɾɛntɛs do kontɛsto
-ʁɛʒionɐl nɛ-sw, suʒɛɾindo umɐ ɐʃsoziɐsɐ̃w̃ kom ɐ kuɾvɐtuɾɐ, ɛm plɐntɐ, dɐ
-kɐɾnɛjɾɐ dɐ bɐziɐ dɛ sɐntos mɛnsionɐdɐ ɐntɛɾioɾmɛntɛ. sɛ ɛksiʃtɛ ɾɛɐlmɛntɛ umɐ
-ʁɛlɐsɐ̃w̃ ʒɛnetikɐ dɛʃsɛs dikʷɛs kom ɐ ɾɛʒiɐ̃w̃ dɛ dɛfoɾmɐsɐ̃w̃ dɐ kɐɾnɛjɾɐ, ɛʃtɛs,
-pɾovɐvɛlmɛntɛ, ɛʃtɐɾiɐm pozisionɐdos ɐ pɐɾtiɾ do ɛo-ɐlbiɐno, powis, sɛɡndo
-ɐʃsinɛ ɛt ɐl (2008) ɐ kɐɾnɛjɾɐ dɐ bɐziɐ dɛ sɐntos tɛvɛ sew dɛzɛnvolvimɛnto
-ɐzɛntuɐdo ɐ pɐɾtiɾ dɛʃtɐ idɐdɛ. os pɛɾfis ɛɛ’, ff’ ɛ ɡɡ’ (mɐpɐs dos ɐnɛksos 1 ɛ 2
-) utilizɐdos pɐɾɐ ɐnalizɛ kɐntitɐtivɐ (kɐpitulo 6) ɐpʁɛzɛntɐm ɐnomɐliɐs tipikɐʃ
-dɛ dikʷɛs. o pɛɾfil ɛɛ’ kʷɛ koɾtɐ o dikʷɛ dɐ mɐɾɐmbɐjɐ no dominio ɾb ɐpʁɛzɛntɐ,
-poɾ ɛksɛmplo, umɐ ɐnomɐliɐ kuʒɐ foɾmɐ sɛɡʷɛ pɛɾfɛjtɐmɛntɛ o pɐdʁɐ̃w̃ tɛɔɾiko pɐɾɐ o
-dikʷɛ, owu sɛʒɐ, fowi obtido um indizɛ ɛʃtɾutuɾɐl iɡɐl ɐ 1 (tɐbɛlɐ 2 ɛ fiɡʁɐ
-6.12). ɛʃtɛs tɾes pɛɾfis koɾtɐm impoɾtɐntɛs ɐlinɐmɛntos, notavɛjs tɐnto nɐ aɾɛɐ
-kontinɛntɐl komo mɐɾinɐ, dɛmonstɾɐndo ɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃ ɛ impoɾtansiɐ dɛʃtɛʃ
-koɾpos mɐɡnetikos ɐʃsoziɐdos ɐ dikʷɛs. nɐ poɾsɐ̃w̃ lɛʃtɛ dɐ aɾɛɐ, kʷɛ ɾɛkobʁɛ ɐ
-ʁɛʒiɐ̃w̃ pɾoksimɐl sw dɐ bɐziɐ dɛ kɐmpos, foɾɐm intɛɾpɾɛtɐdos koɾpos mɐɡmatikoʃ
-intɾudidos no ɛmbɐzɐmɛnto kʷɛ tɛndɛ ɐ sɛ ɐpʁofundɐɾ suɐvɛmɛntɛ pɐɾɐ lɛʃtɛ. ɐ
-ɛspɾɛʃsɐ̃w̃ dɛʃtɛs dikʷɛs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) ɛʃta ɾɛpʁɛzɛntɐdɐ poɾ
-ɐlinɐmɛntos mɐɡnetikos nɐ diɾɛsɐ̃w̃ nɛ-sw ɛ poɾ ɐlɡns koɾpos, no tom vɛɾdɛ
-ɛʃkuɾo, tɐmbem ɐlinɐdos nɛʃtɐ diɾɛsɐ̃w̃. komo ʒa fowi mɛnsionɐdo ɐntɛɾioɾmɛntɛ, e
-mujto pɾovavɛl kʷɛ ɡɾɐndɛ pɐɾtɛ dos ɐlinɐmɛntos mɐpɛɐdos nɛʃtɐ diɾɛsɐ̃w̃ ɛʃtɛʒɐ̃
-ɐʃsoziɐdos ɐos ɛnksɐmɛs dɛ dikʷɛs. dɛvido a komplɛksidɐdɛ ɛ ɐo ɡɾɐndɛ numɛɾo
-dɛʃtɛs koɾpos, foɾɐm ɾɛpʁɛzɛntɐdos no mɐpɐ, poɾtɐnto, somɛntɛ ɐlɡns ɛksɛmplɐɾɛʃ
-dos mɛʃmos ɛm tom vɛɾdɛ ɛʃkuɾo. podɛ-sɛ vɛɾifikɐɾ no mɐpɐ (ɐnɛkso 1) kʷɛ oʃ
-koɾpos ɐʃsoziɐdos ɐos dikʷɛs kʷɛ okoʁɛm ɐ lɛʃtɛ (no dominio tkp ondɛ o
-ɛmbɐzɐmɛnto sɛ ɐpʁofundɐ) sɛ ɐpʁɛzɛntɐm ɐpɐɾɛntɛmɛntɛ majs ɛʃpɛʃsos do kʷɛ
-ɐkʷɛlɛs kʷɛ okoʁɛm ɐ owɛʃtɛ (no ɛmbɐzɐmɛnto ɾɐzo tk). e pɾovavɛl kʷɛ ɛʃtɛʃ
-koɾpos ɛʃpɛʃsos ɾɛpʁɛzɛntɛm, nɐ ɾɛɐlidɐdɛ, ɛnksɐmɛs kʷɛ sɛ individuɐlizɐm ʒɛɾɐndo
-um sɔ koɾpo dɛvido a ɾapidɐ pɛɾdɐ dɛ ɾɛzolusɐ̃w̃ do metodo mɐɡnetiko ɛm funsɐ̃w̃ dɐ
-pɾofundidɐdɛ. dɛʃtɛ modo, ɐ ɾɛfɛɾidɐ fajksɐ dɛ ɐltos mɐɡnetikos nɛ-sw (dɛʃlokɐdɐ
-pɛlɐs fɐlɐs dɛ ɾɛʒɛjto diɾɛzionɐl suʒɛɾidɐs no mɐpɐ) poʃsivɛlmɛntɛ e ɾɛzultɐntɛ
-dɛ um volumozo ɛnksɐmɛ dɛ dikʷɛs dɛ diɐbazio kʷɛ sɛ fundɛm, foɾmɐndo ɐlɡnʃ
-koɾpos majs ɛʃpɛʃsos individuɐlizɐdos, kʷɛ sɐ̃w̃ bɛm ɛvidɛnsiɐdos no mɐpɐ dɛ sinɐl
-ɐnɐlitiko. e impoɾtɐntɛ ɛnfɐtizɐɾ kʷɛ ɐ intɛɾpɾɛtɐsɐ̃w̃ suʒɛɾɛ ɐ pɾɛzɛnsɐ dɛ
-mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ pɐɾɐ ɛʃtɐ fajksɐ (fiɡʁɐ 6.19). um owutʁo kɐzo intɛɾɛʃsɐntɛ ɛ
-mujto ɾɛpʁɛzɛntɐtivo dɛʃtɐ foɾmɐ dɛ mɐɡnɛtizɐsɐ̃w̃ koʁɛʃpondɛ ɐo dikʷɛ dɐ
-mɐɾɐmbɐjɐ (fiɡʁɐ 6.12) kʷɛ e koɾtɐdo pɛlo pɛɾfil ɛɛ’. os koɾpos mɐɡnetikos kʷɛ
-ɐpʁɛzɛntɐm pɾovavɛl mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ, intɛɾpɾɛtɐdos nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ,
-ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos no mɐpɐ kom ɐ lɛtʁɐ ɾ ɐ sɛɡndɐ klɐʃsɛ dɛ koɾpos mɐɡnetikoʃ
-intɛɾpɾɛtɐdos komo intɾuzõj̃s mɐɡmatikɐs sɛ ɾɛlɐzionɐ as intɾuzõj̃s ɐlkɐlinɐs.
-bɐzikɐmɛntɛ sɐ̃w̃ dɛʃkɾitɐs ɛ intɛɾpɾɛtɐdɐs duɐs ɐnomɐliɐs, iʃto e, ilɐ dɛ kɐbo
-fɾio (kʷɛ intɛɡʁɐ ɐ suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo) ɛ ɐ ɐnomɐliɐ dɐ aɾɛɐ
-submɛɾsɐ nɐ poɾsɐ̃w̃ pɾoksimɐl nɛ dɐ bɐziɐ dɛ sɐntos. ɐmbɐs ɐs ɐnomɐliɐs ɛʃtɐ̃w̃
-intɛɾpɾɛtɐdɐs nos itɛns 6.2.1.1 ɛ 6.2.2 ɾɛʃpɛktivɐmɛntɛ ɛ os koɾpos mɐɡnetikoʃ
-ɐʃsoziɐdos ɛʃtɐ̃w̃ ɾɛpʁɛzɛntɐdos ɛm tom vɛɾdɛ klɐɾo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃
-(ɐnɛkso 1) ɛ dɛlinɛɐdos nos mɐpɐs dɐs fiɡʁɐs 7.4 ɛ 7.6. nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ
-kɐbo fɾio ɐpɐɾɛzɛm divɛɾsɐs ɐnomɐliɐs pontuajs, nɐ̃w̃ tɐ̃w̃ dɛfinidɐs kɐnto ɐʃ
-ɐntɛɾioɾɛs, mɐs kʷɛ foɾɐm infɛɾidɐs no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃, no ɛntɐnto, komo
-poʃsivɛjs intɾuzõj̃s ɐlkɐlinɐs (tɐmbem ɾɛpʁɛzɛntɐdɐs ɛm vɛɾdɛ klɐɾo). podɛ-sɛ
-obsɛɾvɐɾ kʷɛ okoʁɛ umɐ siɡnifikɐtivɐ konsɛntɾɐsɐ̃w̃ dɛʃtɛs koɾpos ɐpɐɾɛntɛmɛntɛ
-ɐʃsoziɐdos ɐos ɐlinɐmɛntos nw-sɛ (pɾovavɛl zonɐ dɛ fɐlɐ dɛ ɾɛʒɛjto diɾɛzionɐl)
-kʷɛ intɛɾsɛptɐ o konɛzido mɐziso ɐlkɐlino dɛ moʁo dɛ sɐ̃w̃ ʒowɐ̃w̃ nɐ aɾɛɐ ɛmɛɾsɐ
-(fiɡʁɐ 7.1). ɛʃtɐ zonɐ dɛ fɐlɐ, ɾɛfɛɾidɐ ɐntɛɾioɾmɛntɛ no itɛm sobʁɛ
-ɐlinɐmɛntos mɐɡnetikos, ɛʃta ɾɛpʁɛzɛntɐdɐ no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ kom o
-simbolo dɛ ɾɛʒɛjto diɾɛzionɐl. os koɾpos mɐɡmatikos intɛɾpɾɛtɐdos ɐʃsoziɐdos a
-suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo (kuʒɐ ɛspozisɐ̃w̃ pɐɾsiɐl nɐ aɾɛɐ kontinɛntɐl
-pɛɾmitiw um ɛʃtudo dɛtɐlɐdo) ɛ o koɾpo ʒɛɾɐdoɾ dɐ pɾowɛminɛntɛ ɐnomɐliɐ dɐ aɾɛɐ
-submɛɾsɐ, motivɐɾɐm ɐ ʒɛɾɐsɐ̃w̃ dɛ mɐpɐs dɛ dɛtɐlɛ nɐ ɛʃkɐlɐ dɛ 1:50.000
-(dɛʃkɾitos no itɛm 3.1 ɛ ɾɛpʁɛzɛntɐdos nɐs fiɡʁɐs 7.3, 7.4, 7.5 ɛ 7.6). ɐʃ
-konɛzidɐs intɾuzõj̃s ɐlkɐlinɐs dɛ ɐʁɐjɐl do kɐbo ɐpʁɛzɛntɐm notavɛl ɾɛʃpoʃtɐ
-mɐɡnetikɐ, oʃtɛntɐndo ɐnomɐliɐs izolɐdɐs dɛ ɡɾɐndɛ ɐmplitudɛ. dɛ foɾmɐ
-koʁɛlɐtɐ, ɐs divɛɾsɐs ɐnomɐliɐs kom kɐɾɐktɛɾiʃtikɐs sɛmɛlɐntɛs kʷɛ okoʁɛm nɐ
-aɾɛɐ submɛɾsɐ sɐ̃w̃ ɐʃsoziɐdɐs ɐ okoʁensiɐs nɐ̃w̃ konɛzidɐs dɛʃtɐs ɾokɐs (fiɡ.
-2.6). ɐ fiɡʁɐ 7.3 moʃtɾɐ o mɐpɐ do kɐmpo mɐɡnetiko totɐl koʁɛʃpondɛntɛ a aɾɛɐ
-dɛ ɐʁɐjɐl do kɐbo. sobʁɛ ɐ pɾovinsiɐ ɐlkɐlinɐ (moʃtɾɐdɐ no mɐpɐ ʒɛolɔʒiko dɐ
-fiɡʁɐ 2.5) e ɛvidɛntɛ ɐ pɾɛzɛnsɐ dɛ umɐ ɾɛʒiɐ̃w̃ mɐɡnɛtikɐmɛntɛ ɐnomɐlɐ ɛnkajksɐdɐ
-dɛ foɾmɐ diʃkoɾdɐntɛ ɛm um kontɛsto ɾɛʒionɐl kɐɾɐktɛɾizɐdo poɾ mɐɾkɐntɛʃ
-ɐlinɐmɛntos mɐɡnetikos dɛ diɾɛsɐ̃w̃ nɛ-sw, mujtos dos kajs podɛm koʁɛʃpondɛɾ
-ɐos dikʷɛs dɛ diɐbazio ɾɛfɛɾidos ɐntɛɾioɾmɛntɛ. nɐ poɾsɐ̃w̃ nɛ dɐ ilɐ dɛ kɐbo
-fɾio sɛ obsɛɾvɐ um ɐlto mɐɡnetiko, kʷɛ sɛ ɛʃtɛndɛ ɐlem dos limitɛs dɐ mɛʃmɐ,
-limitɐdo ɐ sudowɛʃtɛ poɾ umɐ intɛnsɐ ɐnomɐliɐ kom ɐzɛntuɐdɐ komponɛntɛ nɛɡɐtivɐ ɛ
-kom umɐ ɐmplitudɛ ɐbsolutɐ maksimɐ supɛɾioɾ ɐ 800 nt (fiɡʁɐs 6.7, 6.8 ɛ 6.9
-koʁɛʃpondɛntɛs ɐo pɛɾfil ɐɐ’ pozisionɐdo nɐ fiɡʁɐ 7.3). ɐo noɾtɛ do koɾpo
-pɾinsipɐl okoʁɛm majs duɐs ɐnomɐliɐs ɛspɾɛʃsivɐs. ɐ pɾimɛjɾɐ, dɛ mɛnoɾ
-ɐmplitudɛ, sɛɾkɐ dɛ 280 nt, sɛ ɛnkontɾɐ sobʁɛ ɐs pɾajnɐs ɛ ɐ owutʁɐ, kʷɛ sɛ
-ɛnkontɾɐ sobʁɛ o moʁo do foɾno, oʃtɛntɐ umɐ ɡɾɐndɛ ɐmplitudɛ, ɛm toɾno dɛ 700
-nt. sobʁɛ o mɐpɐ dɐ fiɡʁɐ 7.4 (ɐmplitudɛ do sinɐl ɐnɐlitiko) ɛʃtɐ̃w̃
-intɛɾpɾɛtɐdos ɛ dɛlinɛɐdos os koɾpos mɐɡnetikos ʒɛɾɐdoɾɛs dɛʃtɐs ɐnomɐliɐs, kʷɛ
-sɐ̃w̃ ɐʃsoziɐdos ɐ pɾovavɛjs pluɡs ɐlkɐlinos, ɛ os ɐlinɐmɛntos mɐɡnetikos. ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɐ ɐnomɐliɐ dɐ ilɐ dɛ kɐbo fɾio (ɾɛfɛɾidɐ ɐzimɐ ɛ ɐpʁɛzɛntɐdɐ no
-itɛm 6.2.1.1) suʒɛɾɛ ɐ pɾɛzɛnsɐ dɛ dowis koɾpos pɾinsipajs ɛm pɾofundidɐdɛ
-ɛmitindo dikʷɛs ɛ ɐpɔfizɛs pɐɾɐ supɛɾfiziɛ, konfiɡʁɐndo umɐ komplɛksɐ ʒɛomɛtʁiɐ.
-komo sɛ podɛ obsɛɾvɐɾ no mɐpɐ dɐ fiɡʁɐ 7.4, ɛʃtɛs pluɡs sɛɡʷɛm um ɐlinɐmɛnto
-liʒɛjɾɐmɛntɛ kuɾvo kʷɛ sɛ ɛnkontɾɐ, suʒɛʃtivɐmɛntɛ, ɛm pozisɐ̃w̃ subpɐɾɐlɛlɐ ɐo
-ɡɾɐndɛ ɐlinɐmɛnto mɐɡnetiko ɾɛʒionɐl dɛ diɾɛsɐ̃w̃ nw-sɛ (dɛlinɛɐdo no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ ɾɛʒionɐl do ɐnɛkso 1). ɛʃtɛ ɐlinɐmɛnto pɐɾɛzɛ nɐ̃w̃ sɔ kondizionɐɾ
-os pluɡs, komo tɐmbem o ɐlinɐmɛnto topoɡʁafiko do pontɐl do ɐtɐlɐjɐ ɛ o flɐnko
-sudowɛʃtɛ dɐ ilɐ dɛ kɐbo fɾio (fiɡʁɐs 7.4 ɛ 2.4). ɾɛjtɛɾɐndo o komɛntaɾio ɐ
-sɛɾkɐ do ɛʃtudo dɛ oɾɛjɾo ɛt ɐl. (2008) sobʁɛ o mɐɡmɐtiʃmo pɔs-ɐptiɐno no ɐlto
-dɛ kɐbo fɾio, podɛ-sɛ intɛɾpɾɛtɐɾ kʷɛ ɛʃtɛ ɐlinɐmɛnto sɛ ɐʃsoziɐ ɐ umɐ dɐʃ
-fɐlɐs dɛ ɾɛʒɛjto diɾɛzionɐl nw-sɛ, koʁɛʃpondɛntɛs a ɾɛɐtivɐsɐ̃w̃ dɐs zonɐs dɛ
-tɾɐnsfɛɾensiɐ do ɾiftɛ, kʷɛ ɐtinʒiɾɐm ɡɾɐndɛs pɾofundidɐdɛs ɛ funsionɐɾɐm komo
-os pɾinsipajs dutos pɐɾɐ o mɐɡmɐtiʃmo do kɾɛtazɛo supɛɾioɾ-ɛozɛno kʷɛ ɐfɛtowu ɐ
-ʁɛʒiɐ̃w̃. ɐ ɛʃtɛ mɐɡmɐtiʃmo, ɛm bowɐ pɐɾtɛ dɛ nɐtuɾɛzɐ ɐlkɐlinɐ, sɛ ɐʃsoziɐ ɐ suj́tɛ
-ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo dɛ idɐdɛ ɛozenikɐ (52 ɛʃtɐ foɾmidavɛl ɐnomɐliɐ
-siɾkulɐɾ, kom umɐ ɐmplitudɛ maksimɐ ɐbsolutɐ ɛm toɾno dɛ 2.500 nt (fiɡʁɐ 6.10),
-e tɾes vɛzɛs majs intɛnsɐ do kʷɛ ɐ ɐnomɐliɐ dɐ ilɐ dɛ kɐbo fɾio, ɐlem dɛ okupɐɾ
-umɐ aɾɛɐ ɛm plɐntɐ bɛm majs ɛspɾɛʃsivɐ. sobʁɛ sews flɐnkos sɛ sobʁɛpõj̃̃
-ɐnomɐliɐs dɛ mɛnoɾ kompɾimɛnto dɛ ondɐ ɾɛlɐzionɐdɐs as fontɛs majs ɾɐzɐs. ɛʃtɐʃ
-fontɛs sɛ dɛʃtɐkɐm no mɐpɐ dɛ ɐmplitudɛ do sinɐl ɐnɐlitiko dɐ fiɡʁɐ 7.6. dɛ
-foɾmɐ similɐɾ a ɾɛʒiɐ̃w̃ dɛ ɐʁɐjɐl do kɐbo, ɛʃtɛ konʒunto dɛ ɐnomɐliɐs sɛ
-pozisionɐ diʃkoɾdɐntɛmɛntɛ ɛm ɾɛlɐsɐ̃w̃ as ɛnkajksɐntɛs ɾɛʒionajs mɐɡnɛtizɐdɐs, kʷɛ
-sɛ ɐlinɐm foɾtɛmɛntɛ nɐ diɾɛsɐ̃w̃ nɛ-sw. ɛʃtɛs ɐlinɐmɛntos mɐɡnetikos podɛɾiɐ̃
-ɛʃtɐɾ influɛnsiɐdos pɛlo siʃtɛmɐ dɛ fɐlɐs ɛ fɾɐtuɾɐs kʷɛ, poʃsivɛlmɛntɛ, sɛ
-dɛzɛnvolvew nɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃ dɐ kɐɾnɛjɾɐ dɐ bɐziɐ dɛ sɐntos (zɐlan ɛ
-olivɛjɾɐ, 2005). o pɛɾfil ɐɐ’ plotɐdo no mɐpɐ dɐ fiɡʁɐ 7.5 koʁɛʃpondɛ ɐo
-pɛɾfil utilizɐdo pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ dɛʃkɾitɐ no itɛm 6.2.2. nɛʃtɛ
-mɐpɐ ɛʃtɐ̃w̃ intɛɾpɾɛtɐdos tɐmbem os ɐlinɐmɛntos mɐɡnetikos nɛ-sw insɛɾidos nɐʃ
-ɛnkajksɐntɛs ɾɛʒionajs dos koɾpos mɐɡmatikos. os koɾpos mɐɡnɛtizɐdos dɐ aɾɛɐ
-submɛɾsɐ ɛ ɐʁɐjɐl do kɐbo sɐ̃w̃ intɛɾpɾɛtɐdos komo intɾuzõj̃s konstituj́dɐs poɾ
-ʁokɐs dɛ ɐlto konteẃdo dɛ minɛɾajs fɛʁimɐɡnetikos, pɾovɐvɛlmɛntɛ ɐʃsoziɐdɐs ɐ
-tɛɾmos bazikos (mɛnos ɛvoluj́dos) kʷɛ kontɾɐʃtɐm kom ɐs dɛmajs litoloʒiɐs dɐ
-suj́tɛ ɐlkɐlinɐ. ɛʃtɐs intɾuzõj̃s, sob ɐ foɾmɐ dɛ pluɡs owu stokks dɛ komplɛksɐ
-ʒɛomɛtʁiɐ, sɛɾiɐm, poɾtɐnto, ɐʃsoziɐdɐs ɐos dutos mɐɡmatikos kʷɛ dɛɾɐm oɾiʒɛm ɐo
-komplɛkso ɐlkɐlino difɛɾɛnsiɐdo, owu ɐ poʃsɐntɛs dikʷɛs ɐnɛlɐɾɛs ɐdʒɐzɛntɛs ɐoʃ
-dutos pɾinsipajs komo suʒɛɾɛ o mɐpɐ dɐ fiɡʁɐ 7.6. ɐ ɐnalizɛ kɐntitɐtivɐ
-suʒɛɾɛ, poɾ konsɛɡʷintɛ, kʷɛ tɐnto ɐ ɐnomɐliɐ dɐ ilɐ dɛ kɐbo fɾio komo ɐ dɐ
-aɾɛɐ submɛɾsɐ, podɛm sɛɾ intɛɾpɾɛtɐdɐs komo ɐ ɾɛʃpoʃtɐ dɛ koɾpos mɐɡnɛtizɐdos dɛ
-sɛsɐ̃w̃ ɐlɐɾɡɐdɐ foɾmɐndo komplɛksɐs ɛʃtɾutuɾɐs ɐʃsoziɐdɐs ɐos dutos mɐɡmatikoʃ
-pɾinsipajs. os dowis koɾpos dɐ ilɐ dɛ kɐbo fɾio tɛɾiɐm ɾɛzultɐdo dɛ difɛɾɛntɛʃ
-pulsos mɐɡmatikos komo suʒɛɾɛ ɐ ipɔtɛzɛ intɛɾpɾɛtɐtivɐ ɾɛpʁɛzɛntɐdɐ no modɛlo
-dɐ fiɡʁɐ 6.8, ondɛ o koɾpo majs ɾɐzo ɐpʁɛzɛntɐ mɐɡnɛtizɐsɐ̃w̃ ɾɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃
-ɐo koɾpo majs pɾofundo, kuʒɐ mɐɡnɛtizɐsɐ̃w̃ totɐl e pɐɾɐlɛlɐ ɐo kɐmpo ɐtuɐl. dɐ
-mɛʃmɐ foɾmɐ, ɐ ɐnomɐliɐ dɐ aɾɛɐ submɛɾsɐ e pɾovokɐdɐ poɾ um koɾpo ɐlɐɾɡɐdo, dɛ
-komplɛksɐ ʒɛomɛtʁiɐ, liɡɐdo ɐo duto mɐɡmatiko pɾinsipɐl sɛntɾɐlizɐdo kʷɛ e majʃ
-poʃsɐntɛ do kʷɛ ɐkʷɛlɛs dɐ ilɐ dɛ kɐbo fɾio, umɐ vɛz kʷɛ suɐ ɐnomɐliɐ mɐɡnetikɐ
-ɐpʁɛzɛntɐ majs do kʷɛ o dobʁo dɐ ɐmplitudɛ vɛɾifikɐdɐ pɐɾɐ ɐ ɐnomɐliɐ dɐ ilɐ dɛ
-kɐbo fɾio. sew modɛlo intɛɾpɾɛtɐtivo (fiɡʁɐs 6.9 ɛ 6.10) tɐmbem suʒɛɾɛ ɐ
-pɾɛzɛnsɐ dɛ komponɛntɛ dɛ pɐlɛomɐɡnɛtizɐsɐ̃w̃ kontɾibujndo pɐɾɐ ɐ mɐɡnɛtizɐsɐ̃w̃
-totɐl obsɛɾvɐdɐ. 7.1.4 kɐlɐs no ɛmbɐzɐmɛnto mɐɡnetiko foɾɐm intɛɾpɾɛtɐdɐs nɐ
-aɾɛɐ dɛʃtɐ pɛʃkʷizɐ duɐs ɛʃtɾutuɾɐs tɛktonikɐs do ɛmbɐzɐmɛnto ɾɐzo kʷɛ
-pɛɾmitiɾɐm ɐkumulo dɛ sɛdimɛntos tɛɾsiaɾios. ɐ majs impoɾtɐntɛ sɛ situɐ nɐ
-ʁɛʒiɐ̃w̃ pɾoksimɐl sw dɐ bɐziɐ dɛ kɐmpos ɛ e konɛzidɐ komo o ɡɾabɛn dɐ bɐʁɐ do
-sɐ̃w̃ ʒowɐ̃w̃ (moʁiɐk ɛ bɐʁos, 1990). ɐ sɛɡndɐ ɛʃtɾutuɾɐ, ajndɐ pɐʃsivɛl dɛ
-kontɾoveɾsiɐ, fowi intɛɾpɾɛtɐdɐ no owɛʃtɛ dɐ aɾɛɐ, nɐ ɾɛʒiɐ̃w̃ dɐ plɐtɐfoɾmɐ nɛ dɐ
-bɐziɐ dɛ sɐntos. komo ʒa fowi mɛnsionɐdo ɐntɛɾioɾmɛntɛ nɛʃtɛ tɛsto, os pɾimɛjɾoʃ
-ɐ infɛɾiɾɛm um poʃsivɛl ɡɾabɛn supɛɾimpoʃto a ɛʃtɐ aɾɛɐ dɐ plɐtɐfoɾmɐ foɾɐ̃
-zɐlan ɛ olivɛjɾɐ (2005) ɐ pɐɾtiɾ dos mɛʃmos dɐdos ɐɛɾomɐɡnetikos utilizɐdoʃ
-nɛʃtɐ pɛʃkʷizɐ. os pɛɾfis ɐɐ’ ɛ bb’(intɛɾpɾɛtɐdos no itɛm 6.1.1 ɛ plotɐdos no
-mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ do ɐnɛkso 1) koʁɛʃpondɛm ɐ sɛsõj̃s tɾɐnsvɛɾsajs ɐoʃ
-ɐlinɐmɛntos mɐɡnetikos kondizionɐntɛs dos flɐnkos sul ɛ noɾtɛ do ɾɛfɛɾido
-ɡɾabɛn. o ɐlinɐmɛnto do flɐnko sul dɛzɛnvolvɛ umɐ pɾowɛminɛntɛ ɐnomɐliɐ pozitivɐ
-kʷɛ fowi intɛɾpɾɛtɐdɐ komo umɐ fɐlɐ noɾmɐl (idɛntifikɐdɐ no mɐpɐ kom ɐs lɛtʁɐs ɐ
-ɛ b: bloko ɐlto ɛ bloko bajkso ɾɛʃpɛktivɐmɛntɛ). dɛ ɐkoɾdo kom moʁiɐk ɛ bɐʁoʃ
-(1990), ɛʃtɐ koʁɛʃpondɛ ɐ umɐ fɐlɐ ɐntitetikɐ do flɐnko sul dɐ ɛʃtɾutuɾɐ kõ
-pɾovavɛl kontinujdɐdɛ pɐɾɐ o kɐbo dɛ buzios ɛ ɾapidɐ diminujsɐ̃w̃ lɐtɛɾɐl dɛ
-ʁɛʒɛjto. ɛm konfoɾmidɐdɛ kom ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɛs awtoɾɛs (kʷɛ sɛ bɐzɛɐɾɐ̃
-ɛntɾɛ owutʁos no pɛɾfil siʃmiko l28-64 pozisionɐdo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃;
-fiɡʁɐ 6.1), ɐ mɐɡnɛtomɛtʁiɐ tɐmbem ɾɛvɛlɐ um dɛpozɛntɾo lokɐl dɐ bɐziɐ
-kondizionɐdo poɾ ɛʃtɐ fɐlɐ. ɛʃtɛ dɛpozɛntɾo, poɾ suɐ vɛz, sɛ dɛzɛnvolvɛ sobʁɛ ɐ
-foɾmɐ dɛ umɐ kɐlɐ kondizionɐdɐ, pɐɾɐlɛlɐ ɐo plɐno dɛ fɐlɐ, kuʒo ɐlinɐmɛnto
-ɛʃta ɾɛpʁɛzɛntɐdo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃. dɛ ɐkoɾdo kom ɐ intɛɾpɾɛtɐsɐ̃w̃
-mɐɡnetikɐ, tɐl fɐlɐ nɐ̃w̃ konstituj um tɾɐso kontinuo ɛm mɐpɐ, komo suʒɛɾɛ̃
-moʁiɐk ɛ bɐʁos (1990), ɛ sim ɛʃtɐɾiɐ dɛʃlokɐdɐ poɾ um ɐlinɐmɛnto tɾɐnsvɛɾsɐl
-nw-sɛ. ɛʃtɛ ɐlinɐmɛnto pɐɾɛzɛ tɛɾ ɐʃsoziɐsɐ̃w̃ kom ɐs fɐlɐs dɛ ɾɛʒɛjto
-diɾɛzionɐl kʷɛ foɾɐm ɾɛɐtivɐdɐs no kɾɛtazɛo supɛɾioɾ-tɛɾsiaɾio ɛ tivɛɾɐ̃
-impoɾtɐntɛ pɐpɛl nɐ̃w̃ sɔ no mɐɡmɐtiʃmo dɛ ɾɛɐtivɐsɐ̃w̃ kʷɛ ɐfɛtowu ɐ ɾɛʒiɐ̃w̃, komo
-tɐmbem tɛɾiɐm kontɾibuj́do nɐ modɛlɐʒɛm dɛ ɛʃtɾutuɾɐs tɛktonikɐs tɛɾsiaɾiɐs, komo
-suʒɛɾɛ ɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ pɐɾɐ o ɡɾɐben dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃. ʒa o flɐnko
-noɾtɛ do ɡɾabɛn e kondizionɐdo poɾ um ɐlinɐmɛnto mɐɡnetiko kontinuo dɛ diɾɛsɐ̃w̃
-nɛ-sw kʷɛ sɛ ɐʃsoziɐ ɐ umɐ fɐlɐ sintetikɐ dɛ ɐkoɾdo kom os ɾɛfɛɾidos awtoɾɛs.
-dɛ ɐkoɾdo kom ɐ ɛʃtimɐtivɐ do modɛlo dɛ invɛɾsɐ̃w̃, ɐ kɐlɐ ɐpʁɛzɛntɐ ũ
-pɾɛɛnkimɛnto sɛdimɛntɐɾ kom ɛʃpɛʃsuɾɐ ɛm toɾno dɛ 800 mɛtʁos (ʒa dɛʃkontɐdoʃ
-200 mɛtʁos kʷɛ inkluj 150 m dɛ ɐltuɾɐ dɛ voo majs 50 mɛtʁos pɐɾɐ ɐpʁoksimɐɾ ɐ
-laminɐ d’aɡɐ). ɐs ɛʃtimɐtivɐs dɛ pɾofundidɐdɛs tɐmbem ɛʃtɐ̃w̃ plotɐdɐs no mɐpɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃. ɐ intɛɾpɾɛtɐsɐ̃w̃ dos pɛɾfis mɐɡnetikos nɐ̃w̃ pɛɾmitɛ diʃkɾiminɐɾ bɛ̃
-ɐ ɛʃtɾutuɾɐ intɛɾnɐ do ɡɾabɛn dɛvido ɐ suɐ fɾɐkɐ ɾɛʃpoʃtɐ mɐɡnetikɐ, fikɐndo ɐ
-mɐjoɾ dɛfinisɐ̃w̃ pɾɔksimɐ ɐos flɐnkos fɐlɐdos. e poʃsivɛl, ɛntɾɛtɐnto, ɛʃbosɐɾ ũ
-ɐlinɐmɛnto ɐʃsoziɐdo ɐ ɐltos ɛʃtɾutuɾajs do ɛmbɐzɐmɛnto kʷɛ sɛ dɛzɛnvolvɛ nɐ
-pɐɾtɛ sɛntɾɐl do ɡɾabɛn nɐ diɾɛsɐ̃w̃ nɛ-sw (indikɐdo no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃).
-ɛʃtɐ fɛjsɐ̃w̃ e intɛɾpɾɛtɐdɐ ɐ pɐɾtiɾ dɛ tɾɛkos dos pɛɾfis ondɛ o pɐkotɛ
-sɛdimɛntɐɾ (ɛspɾɛʃso pɛlos kontɾɐʃtɛs nɛɡɐtivos dɛ suʃsɛptibilidɐdɛs mɐɡnetikɐs)
-sɛ toɾnɐ dɛʃkontinuo ɛ ɐdɛlɡɐsɐdo, komo suʒɛɾɛm os modɛlos dɛ invɛɾsɐ̃w̃ doʃ
-pɛɾfis ɐɐ’ ɛ bb’. nos mɐpɐs mɐɡnetikos, ɛʃtɛ ɐlto pɐɾɛzɛ ɛʃtɐɾ ɐʃsoziɐdo ɐ umɐ
-ʁɛʒiɐ̃w̃ sɛntɾɐl dɛ suɐvɛs bajksos mɐɡnetikos ɛ um sutil awmɛnto dɐs fɾɛkʷensiɐʃ
-foɾmɐndo ɐlɡns ɐlinɐmɛntos ɐo lonɡo dɐ poɾsɐ̃w̃ sɛntɾɐl do ɡɾabɛn. ɐ sɛɡndɐ
-ɛʃtɾutuɾɐ ɐʃsoziɐdɐ ɐ umɐ kɐlɐ kom pɾɛɛnkimɛnto sɛdimɛntɐɾ e intɛɾpɾɛtɐdɐ nɐ
-ʁɛʒiɐ̃w̃ dɐ plɐtɐfoɾmɐ kontinɛntɐl noɾdɛʃtɛ dɐ bɐziɐ dɛ sɐntos (poɾsɐ̃w̃ pɾoksimɐl nɛ
-dɛʃtɐ bɐziɐ situɐdɐ, ɐ owɛʃtɛ dɐ aɾɛɐ pɛʃkʷizɐdɐ). nɛʃtɐ ɾɛʒiɐ̃w̃ okoʁɛ o dominio
-mɐɡnetiko dɛ bajksɐ fɾɛkʷensiɐ idɛntifikɐdo komo ɾbl no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃
-(ɐʃsoziɐdo ɐo ɛmbɐzɐmɛnto do oɾɔʒɛno ɾibɛjɾɐ), kʷɛ fowi ɾɛkonɛzido poɾ zɐlan ɛ
-olivɛjɾɐ (2005) ɛ intɛɾpɾɛtɐdo komo um ɾiftɛ kʷɛ sɛ dɛzɛnvolvew sobʁɛ o
-ɛmbɐzɐmɛnto ɾɐzo, sɛ ɐlonɡɐndo poɾ ɡɾɐndɛ ɛstɛnsɐ̃w̃ nɐ diɾɛsɐ̃w̃ nɛ-sw. ɛʃtɛ ɾiftɛ
-dɛ ɾɛɐtivɐsɐ̃w̃ tɛɾsiaɾiɐ ɛʃta ɾɛpʁɛzɛntɐdo nɐ fiɡʁɐ 2.6 pɛlo numɛɾo 15. podɛ-sɛ
-obsɛɾvɐɾ nɛʃtɐ fiɡʁɐ kʷɛ o ɛstɾɛmo nɛ dɛʃtɛ poʃsivɛl ɾiftɛ (lokɐlizɐdo ɐo sul
-dɐ ilɐ ɡɾɐndɛ no mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃) koʁɛʃpondɛ ɐo ɐlvo intɛɾpɾɛtɐdo no
-itɛm 6.1.2 utilizɐndo os pɛɾfis kk’ ɛ dd’ (fiɡʁɐs 6.4 ɛ 6.5 ɾɛʃpɛktivɐmɛntɛ). ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɛʃtɛs dowis pɛɾfis ɾɛɐlmɛntɛ suʒɛɾɛ ɐ ɛksiʃtensiɐ dɐ ɛʃtɾutuɾɐ,
-powis dɛmonstɾɐ ɐ pɾɛzɛnsɐ dɛ koɾpos supɛɾfiziajs, dɛ kontɾɐʃtɛ nɛɡɐtivo dɛ
-suʃsɛptibilidɐdɛ, kuʒɐ ɾɛʃpoʃtɐ mɐɡnetikɐ ɛsplikɐ bɛm os dɐdos obsɛɾvɐdos. no
-mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ fowi pozisionɐdo um ɐlinɐmɛnto indikɐndo umɐ kɐlɐ kʷɛ
-unɛ, ɛm mɐpɐ, os dowis koɾpos dɛ kontɾɐʃtɛ nɛɡɐtivo intɛɾpɾɛtɐdos nos pɛɾfis.
-ɛʃtɐ kɐlɐ ɛʃta ɐlinɐdɐ nɐ diɾɛsɐ̃w̃ nɛ-sw, ɛm konkoɾdansiɐ kom o dominio dɛ
-bajksɐ fɾɛkʷensiɐ ɾɛfɛɾido ɐzimɐ, ɛ pɐɾɛzɛ ɐpʁɛzɛntɐɾ umɐ ɐʃsim��tʁiɐ, ɛm pɛɾfil,
-indikɐndo um sɛɾto ɛʃpɛʃsɐmɛnto do pɐkotɛ sɛdimɛntɐɾ no sew flɐnko nw (komo
-suʒɛɾɛm os modɛlos dɐs fiɡʁɐs 6.4 ɛ 6.5). foɾɐm ɛʃtimɐdɐs ɛʃpɛʃsuɾɐs pɐɾɐ o
-pɐkotɛ sɛdimɛntɐɾ ɛm toɾno dɛ 300 ɛ 200 mɛtʁos (ɛʃtimɐtivɐs plotɐdɐs no mɐpɐ). ɐ
-modɛlɐʒɛm suʒɛɾɛ, tɐmbem, um ɐpʁofundɐmɛnto dɛʃtɐ kɐlɐ no sɛntido do sudowɛʃtɛ.
-kompɐɾɐtivɐmɛntɛ ɐo konɛzido ɡɾabɛn dɛ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃, ɐs ɛʃpɛʃsuɾɐʃ
-ɛʃtimɐdɐs pɐɾɐ ɛʃtɛ poʃsivɛl ɾiftɛ dɐ plɐtɐfoɾmɐ dɐ bɐziɐ dɛ sɐntos sɐ̃w̃ bɛ̃
-infɛɾioɾɛs, suʒɛɾindo kʷɛ os fɐlɐmɛntos kʷɛ kondizionɐɾɐm ɐ ɛʃtɾutuɾɐ dɛ bɐʁɐ
-do sɐ̃w̃ ʒowɐ̃w̃ foɾɐm bɛm majs ɐtivos, pɾinsipɐlmɛntɛ no sew flɐnko sul ɐʃsoziɐdo a
-fɐlɐ dɛ buzios. sɛ ɾɛɐlmɛntɛ ɛksiʃtɛ o ɾiftɛ nɐ plɐtɐfoɾmɐ dɐ bɐziɐ dɛ sɐntos,
-ɛʃtɛ sɛɾiɐ powuko pɾowɛminɛntɛ ɛ powuko pɾofundo, ɐpɛzɐɾ dɛ suɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃
-(fiɡʁɐ 2.6). 7.2 poʃsibilidɐdɛ dɛ novɐs intɛɾpɾɛtɐsõj̃s ɛm aɾɛɐs ʒɛnɛɾɐlizɐdɐs ɐ
-ɛspɛɾiensiɐ ɐdkʷiɾidɐ nɐ ɾɛɐlizɐsɐ̃w̃ dɛʃtɛ tɾɐbɐlo dɛ intɛɾpɾɛtɐsɐ̃w̃ dɛ dɐdoʃ
-ɐɛɾomɐɡnetikos sobʁɛ ɐmbiɛntɛ dɛ bɐziɐs mɐɾʒinajs, pɛɾmitiw viʃlumbɾɐɾ suɐ
-potɛnsiɐlidɐdɛ dɛ ɛspɐnsɐ̃w̃ pɐɾɐ aɾɛɐs bɛm mɐjoɾɛs, iʃto e, inklujndo ɐs bɐziɐʃ
-intɛɡʁɐlmɛntɛ. o ɛmbɐzɐmɛnto pɾofundo dɐ bɐziɐ dɛ sɐntos, poɾ ɛksɛmplo, ɐpʁɛzɛntɐ
-um ɾɛkobʁimɛnto komplɛto dɛ dɐdos ɐɛɾomɐɡnetikos dɛ ɐltɐ kɐlidɐdɛ (itɛm 3.1) o
-kʷɛ poʃsibilitɐɾiɐ ɐ implɛmɛntɐsɐ̃w̃ dɛ novos pɾoʒɛtos kom viʃtɐs a dɛlinɛɐsɐ̃w̃ dɛ
-suɐ ʒɛomɛtʁiɐ no ambito ɾɛʒionɐl. ɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ, no ɛntɐnto, fikowu
-ʁɛʃtɾitɐ ɐ umɐ ɛʃtɾɛjtɐ fajksɐ nɐ ɾɛʒiɐ̃w̃ pɾoksimɐl dɐs bɐziɐs dɛ kɐmpos ɛ sɐntos,
-impɛdindo ɐ ɐnalizɛ pɐɾɐ ɐlem dɐ kɐɾnɛjɾɐ kɾɛtazɛɐ, ondɛ o ɛmbɐzɐmɛnto,
-ʁɛbɐtido ɛm pɾofundidɐdɛ, konstituju o ɐʃsowɐlo sobʁɛ o kɐl sɛ dɛpozitɐɾɐm oʃ
-sɛdimɛntos dɐ fɐzɛ ɾiftɛ no kɾɛtazɛo infɛɾioɾ. ɐpɛzɐɾ dɐ ɾɛʃtɾisɐ̃w̃, ɐ ɐnalizɛ
-ʁɛɐlizɐdɐ nɐ ɾɛʒiɐ̃w̃ dɛ plɐtɐfoɾmɐ dɛʃtɐs bɐziɐs sobʁɛ o ɛmbɐzɐmɛnto ɾɐzo
-dɛmonstɾowu ɾɛzultɐdos konsiʃtɛntɛs kʷɛ koʁoboɾɐm idejɐs ɾɛzɛntɛs sobʁɛ ɐ
-ʒɛoloʒiɐ dɛʃtɐ ɾɛʒiɐ̃w̃ ɛ dos ɛvɛntos tɛktonikos ɛ mɐɡmatikos kʷɛ ɐ ɐfɛtɐɾɐm. ɛʃtɛ
-sɛnaɾio ʒɛolɔʒiko intɛɾpɾɛtɐtivo, poɾ konsɛɡʷintɛ, podɛɾiɐ sɛɾ ɛstɾɐpolɐdo pɐɾɐ
-aɾɛɐs dɛ ɛmbɐzɐmɛnto pɾofundo, umɐ vɛz kʷɛ ɐs ɾɛʃpoʃtɐs mɐɡnetikɐs obsɛɾvɐdɐʃ
-pɾovem ɛʃsɛnsiɐlmɛntɛ do ɛmbɐzɐmɛnto kɾiʃtɐlino dɐs bɐziɐs ɛ dɐs intɾuzõj̃ʃ
-mɐɡmatikɐs ɛm sew pɐkotɛ sɛdimɛntɐɾ, konstitujndo, ɛntɐ̃w̃, fɛʁɐmɛntɐ impoɾtɐntɛ
-pɐɾɐ invɛʃtiɡɐsɐ̃w̃ dɛ suɐ ɛʃtɾutuɾɐ ɛ ɛʃtimɐtivɐ dɛ pɾofundidɐdɛs. podɛɾiɐ sɛɾ
-kolokɐdo, ɛntɾɛtɐnto, kʷɛ ɐ ɡɾɐndɛ diʃponibilidɐdɛ dɛ dɐdos siʃmikos 2d ɛ 3d
-nɛʃtɐs bɐziɐs, ɐlem dos pɾowɛminɛntɛs ɾɛkuɾsos dɛ pɾozɛʃsɐmɛnto ɛ intɛɾpɾɛtɐsɐ̃w̃
-dɛʃtɛs dɐdos, podɛɾiɐm inibiɾ ɐ utilizɐsɐ̃w̃ dos dɐdos ɐɛɾomɐɡnetikos. ɛ̃
-ʁɛɐlidɐdɛ dɛvɛ-sɛ konsidɛɾɐɾ kʷɛ os ɾɛzultɐdos dɛ umɐ intɛɾpɾɛtɐsɐ̃w̃ konsiʃtɛntɛ
-dɐ mɐɡnɛtomɛtʁiɐ sɛɾvɛ komo komplɛmɛnto no sɛntido do foɾtɐlɛzimɛnto do modɛlo
-ʒɛolɔʒiko ɾɛʒionɐl. komo ɛksɛmplo podɛ-sɛ sitɐɾ os ɾɛzɛntɛs tɾɐbɐlos dɛ oɾɛjɾo
-ɛt ɐl. (2008) ɛ fɛttɛɾ (2008), kʷɛ utilizɐm siʃmikɐ 3d ɛ inovɐdoɾɛs ɐtʁibutos dɛ
-pɾozɛʃsɐmɛnto pɐɾɐ suɐ intɛɾpɾɛtɐsɐ̃w̃, suʒɛɾindo ɐ impoɾtansiɐ dɐs zonɐs dɛ
-fɐlɐs dɛ tɾɐnsfɛɾensiɐ do ɾiftɛ, dɛ diɾɛsɐ̃w̃ nw-sɛ, kʷɛ foɾɐm ɾɛɐtivɐdɐs no
-kɾɛtazɛo supɛɾioɾ ɐo tɛɾsiaɾio ɛ influɛnsiɐɾɐm ɡɾɐndɛmɛntɛ nɐ sɛdimɛntɐsɐ̃w̃ ɛ
-mɐɡmɐtiʃmo nɐs bɐziɐs dɛ kɐmpos ɛ sɐntos nɛʃsɛ pɛɾiodo. ɐ intɛɾpɾɛtɐsɐ̃w̃
-mɐɡnɛtometʁikɐ, poɾ suɐ vɛz, koʁoboɾɐ ɐs idejɐs dɛʃsɛs awtoɾɛs dɛmonstɾɐndo ɐ
-ɛstɛnsɐ̃w̃ ɾɛʒionɐl dos ɐlinɐmɛntos mɐɡnetikos nw-sɛ ɐʃsoziɐdos ɐ fɐlɐs dɛ
-ʁɛʒɛjto diɾɛzionɐl (fiɡʁɐ 7.1). owutʁo impoɾtɐntɛ ɐʃpɛkto ɐ sɛɾ konsidɛɾɐdo
-sobʁɛ ɐ infoɾmɐsɐ̃w̃ mɐɡnɛtometʁikɐ sɛ ɾɛlɐzionɐ a vizɐ̃w̃ ɾɛʒionɐl ɛ kontinuɐ kʷɛ
-ɛʃtɐ pɾopoɾsionɐ sobʁɛ o ɛmbɐzɐmɛnto dɐs bɐziɐs dɛvido ɐo komplɛto ɾɛkobʁimɛnto
-dɛ dɐdos diʃponivɛjs, ɐo pɐʃso kʷɛ ɐ siʃmikɐ ajndɐ ɐpʁɛzɛntɐ lɐkunɐs dɛ
-infoɾmɐsɐ̃w̃. tɐl ɐʃpɛkto sɛ pɾɛʃtɐ, ɛntɐ̃w̃, pɐɾɐ ɐ modɛlɐʒɛm kontinuɐ dɐ ʒɛomɛtʁiɐ
-do ɛmbɐzɐmɛnto do ɾiftɛ komplɛmɛntɐndo, ɐʃsim, ɐ infoɾmɐsɐ̃w̃ siʃmikɐ. ajndɐ kõ
-ʁɛlɐsɐ̃w̃ a siʃmikɐ, um owutʁo fɐtoɾ ɾɛlɛvɐntɛ ɐ sɛɾ konsidɛɾɐdo diz ɾɛʃpɛjto ɐo
-sinɐl ɾɛflɛtido do ɛmbɐzɐmɛnto kɾiʃtɐlino, kʷɛ ɛm mujtos kɐzos, e pɛɾdido ɛ̃
-aɾɛɐs dɛ ɡɾɐndɛ pɾofundidɐdɛ, fikɐndo o ɾɛflɛtoɾ majs pɾofundo ɐʃsoziɐdo ɐo topo
-dɐ sɛk̈ensiɐ do ɾiftɛ. ɐ bɐziɐ dɛ sɐntos, poɾ ɛksɛmplo, tɛm sew ɛmbɐzɐmɛnto ajndɐ
-ɛm ɡɾɐndɛ pɐɾtɛ dɛʃkonɛzido dɛvido a suɐ pɾofundidɐdɛ ɛ difikuldɐdɛ dɛ obtɛnsɐ̃w̃
-dɛ dɐdos siʃmikos. ɐ sɛkʷensiɐ sɛdimɛntɐɾ dɐ fɐzɛ ɾiftɛ e ɛstɾɛmɐmɛntɛ
-kompɐktɐdɐ ɛ funsionɐ ʒɛɾɐlmɛntɛ komo foɾtɛ ɾɛflɛtoɾ dɛ ondɐs siʃmikɐs,
-impɛdindo ɐ invɛʃtiɡɐsɐ̃w̃ do ɛmbɐzɐmɛnto kɾiʃtɐlino ɐbajkso. owutʁɐ difikuldɐdɛ dɛ
-vizuɐlizɐsɐ̃w̃ siʃmikɐ do ɛmbɐzɐmɛnto sɛ dɛvɛ a pɾɛzɛnsɐ do ɛʃpɛʃso pɐkotɛ dɛ sɐl
-ɐptiɐno. tɐnto o sɐl komo ɐ sɛk̈ensiɐ do ɾiftɛ sɐ̃w̃ tɾɐnspɐɾɛntɛs ɐos dɐdoʃ
-mɐɡnetikos kuʒɐ ɾɛʃpoʃtɐ obsɛɾvɐdɐ pɾovem diɾɛtɐmɛntɛ do ɛmbɐzɐmɛnto. um ɛksɛmplo
-dɛʃtɐ ɾɛʃpoʃtɐ mɐɡnetikɐ ɛʃta ɾɛpʁɛzɛntɐdo nɐ fiɡʁɐ 8.1 kʷɛ moʃtɾɐ um dɛtɐlɛ
-do kɐmpo mɐɡnetiko totɐl sobʁɛ um pɛkʷɛno tɾɛko do ɛmbɐzɐmɛnto dɐ bɐziɐ dɛ
-sɐntos, ondɛ sɛ obsɛɾvɐ ɐ suɐ poɾsɐ̃w̃ ɾɐzɐ (ɐo noɾtɛ) kɐɾɐktɛɾizɐdɐ pɛlo konteẃdo
-dɛ ɐltɐ fɾɛk̈ensiɐ, kʷɛ e bɾuʃkɐmɛntɛ intɛʁompido pɛlɐs fɐlɐs dɐ kɐɾnɛjɾɐ
-kɾɛtazɛɐ kʷɛ o lɐnsɐm ɐ ɡɾɐndɛ pɾofundidɐdɛ ɐo sul. ɐ pɐʃsɐʒɛm ɛmbɐzɐmɛnto
-ʁɐzo/pɾofundo e nitidɐmɛntɛ vɛɾifikɐdɐ nɛʃtɛ mɐpɐ kʷɛ ɾɛvɛlɐ ɐ kontinuɐsɐ̃w̃
-ɐtɛnuɐdɐ dɐs ɛʃtɾutuɾɐs mɐɡnetikɐs ɾɐzɐs ɾumo a ɾɛʒiɐ̃w̃ pɾofundɐ do ɾiftɛ. mɐpɐ
-do kɐmpo mɐɡnetiko totɐl dɛ aɾɛɐ ɐ nɛ dɐ bɐziɐ dɛ sɐntos moʃtɾɐndo ɐ nitidɐ
-sɛpɐɾɐsɐ̃w̃ ɛntɾɛ ɐ ɾɛʒiɐ̃w̃ do ɾift ɐo sul (kɐɾɐktɛɾizɐdɐ pɛlɐ bajksɐ fɾɛk̈ensiɐ) do
-ɛmbɐzɐmɛnto ɾɐzo ɐo noɾtɛ, kɐɾɐktɛɾizɐdo poɾ ɐltɐs fɾɛkʷensiɐs. e notavɛl ɐ
-ʁɛʒiɐ̃w̃ dɐ kɐɾnɛjɾɐ kɾɛtazɛɐ kʷɛ sɛpɐɾɐ ɛʃtɐs duɐs aɾɛɐs. ɐs fajksɐs dɛ lɐtitudɛ
-w ɛ lonʒitudɛ s sɐ̃w̃ ɐpʁoksimɐdɐs ɛ os dɐdos ɐɛɾomɐɡnetikos foɾɐm obtidos pɛlɐ
-fuɡʁo ɛ koʁɛʃpondɛm ɐ pɐɾtɛ do mɛʃmo lɛvɐntɐmɛnto utilizɐdo nɛʃtɐ pɛʃkʷizɐ.
-inklinɐsɐ̃w̃ do kɐmpo = 36ºs ɛ dɛklinɐsɐ̃w̃ = 30ºw. . ɐ ɐnalizɛ kɐntitɐtivɐ
-ʁɛɐlizɐdɐ nɛʃtɛ ɛʃtudo dɛmonstɾowu, tɐmbem, ɐ poʃsibilidɐdɛ dɛ sɛ dɛlinɛɐɾ
-ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto (ɐ ɛksɛmplo dɐ kɐlɐ sul do ɡɾɐben dɐ bɐʁɐ do sɐ̃w̃
-ʒowɐ̃w̃) ɐ pɐɾtiɾ dɛ komplɛksos pɛɾfis do kɐmpo mɐɡnetiko ɐnomɐlo ʒɛɾɐdos poɾ
-multiplɐs fontɛs intɛɾfɛɾɛntɛs dɛ fɾɐkɐ ɾɛʃpoʃtɐ mɐɡnetikɐ (fiɡʁɐs 6.2 ɛ 6.3).
-ɐnɐloɡɐmɛntɛ, ɐs ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto do ɾiftɛ, ɐpɛzɐɾ dɛ suɐ fɾɐkɐ
-ʁɛʃpoʃtɐ dɛvido a pɾofundidɐdɛ ɛm kʷɛ sɛ ɛnkontɾɐm, podɛɾiɐm sɛɾ, dɐ mɛʃmɐ
-foɾmɐ, intɛɾpɾɛtɐdɐs kɐntitɐtivɐmɛntɛ ɛ tɛɾ suɐ ʒɛomɛtʁiɐ ɐpʁoksimɐdɐmɛntɛ
-dɛlinɛɐdɐ. ɐ fɐvoɾ dɛʃtɐs, dɛvɛ-sɛ ajndɐ konsidɛɾɐɾ ɐ suɐ ɡɾɐndɛ ɛstɛnsɐ̃w̃
-(kompɐɾɐtivɐmɛntɛ ɐo ɾɛfɛɾido ɡɾabɛn) kʷɛ lɛs konfɛɾɛ kontinujdɐdɛ lɐtɛɾɐl dɛ
-suɐ ɾɛʃpoʃtɐ mɐɡnetikɐ, kompɛnsɐndo, ɐʃsim, suɐs fɾɐkɐs ɐnomɐliɐs dɛvidɐs a
-pɾofundidɐdɛ. ɐ poɾsɐ̃w̃ sul dɐ fiɡʁɐ 8.1, dominɐdɐ pɛlo ɛmbɐzɐmɛnto pɾofundo,
-moʃtɾɐ ɐ pɾɛzɛnsɐ dɛʃtɐs ɛʃtɾutuɾɐs mɐɡnetikɐs ɐtɛnuɐdɐs kʷɛ podɛm sɛɾ
-intɛɾpɾɛtɐdɐs, ɛm pɐɾtɛ, komo ɾɛzultɐntɛs dɐ topoɡʁɐfiɐ do ɛmbɐzɐmɛnto
-kɾiʃtɐlino. e mujto impoɾtɐntɛ, ɛntɾɛtɐnto, konsidɛɾɐɾ o ɛfɛjto do mɐɡmɐtiʃmo nɐ
-bɐzɛ do ɾiftɛ kʷɛ podɛ ɛʃtɐɾ kontɾibujndo foɾtɛmɛntɛ pɐɾɐ ɛʃtɾutuɾɐ mɐɡnetikɐ
-obsɛɾvɐdɐ, dɛ foɾmɐ ɐnaloɡɐ ɐo ɛmbɐzɐmɛnto ɾɐzo ɛʃtudɐdo nɛʃtɐ pɛʃkʷizɐ. ũ
-owutʁo ɐʃpɛkto ɾɛlɛvɐntɛ, lɛvɐntɐdo nɐ ɐnalizɛ kɐntitɐtivɐ dɛzɛnvolvidɐ nɛʃtɐ
-pɛʃkʷizɐ, diz ɾɛʃpɛjto a kɐpɐzidɐdɛ dɛ infɛɾensiɐ sobʁɛ ɐ pɾɛzɛnsɐ dɛ
-mɐɡnɛtizɐsõj̃s ɾɛvɛɾsɐs (ɾɛmɐnɛʃsɛntɛs) pɾɛzɛntɛs nos koɾpos mɐɡmatikoʃ
-obsɛɾvɐdos nɐ ɾɛʒiɐ̃w̃ do ɛmbɐzɐmɛnto ɾɐzo. konsɛk̈ɛntɛmɛntɛ umɐ ɐnalizɛ ɡlobɐl
-dɐs bɐziɐs, ɛnvolvɛndo um ɛʃtudo siʃtɛmatiko sobʁɛ ɐ nɐtuɾɛzɐ dɐs mɐɡnɛtizɐsõj̃ʃ
-pɾɛzɛntɛs nɛʃtɛs koɾpos, podɛɾiɐ foɾnɛzɛɾ, ɛvɛntuɐlmɛntɛ, um zonɛɐmɛnto tɛmpoɾɐl
-dos ɛvɛntos mɐɡmatikos nɐ fɐzɛ ɾiftɛ, ɛ nɐs ɾɛɐtivɐsõj̃s subsɛk̈ɛntɛs, ɛm funsɐ̃w̃
-dos pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo ʒɛomɐɡnetiko. ɐ ɡɾɐndɛ impoɾtansiɐ dɐʃ
-ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto kɾiʃtɐlino (dɛzɛnvolvidɐs nɐ fɐzɛ ɾiftɛ ɛ ɾɛɐtivɐdɐʃ
-poʃtɛɾioɾmɛntɛ no kɾɛtazɛo supɛɾioɾ ɛ tɛɾsiaɾio) nɐ ɛvolusɐ̃w̃ dos pɾozɛʃsoʃ
-sɛdimɛntɐɾɛs ɛ mɐɡmatikos dɐs bɐziɐs dɛ sɐntos ɛ kɐmpos tɛm sido ɐpontɐdɐ ɛ̃
-ʁɛzɛntɛs tɾɐbɐlos komo fɛttɛɾ (2008) ɛ oɾɛjɾo ɛt ɐl. (2008). o ɛmbɐzɐmɛnto
-kɾiʃtɐlino, ɐ fontɛ pɾinsipɐl dɐs ɐnomɐliɐs mɐɡnetikɐs obsɛɾvɐdɐs, tɛm,
-poɾtɐnto, pɐpɛl fundɐmɛntɐl nɐ ɛvolusɐ̃w̃ dɛʃtɐs bɐziɐs mɐɾʒinajs. nɐ bɐziɐ dɛ
-kɐmpos, poɾ ɛksɛmplo, a ɛvidensiɐs do kontɾolɛ ɛʃtɾutuɾɐl do ɛmbɐzɐmɛnto
-pɾotɛɾozõj̃ko (ɛnvolvɛndo sew fɐbʁik ɛʃtɾutuɾɐl nɛ-sw ɛ nw-sɛ ɛ sews ɐltoʃ
-ɛʃtɾutuɾajs) sobʁɛ os dɛpozɛntɾos dɐ bɐziɐ, ɐfɛtɐndo diɾɛtɐmɛntɛ ɐ sɛdimɛntɐsɐ̃w̃
-dɐ fɐzɛ ɾiftɛ ɛ modɛlɐndo, poʃtɛɾioɾmɛntɛ, o fɾontɛ dɛ pɾoɡʁɐdɐsɐ̃w̃ sɛdimɛntɐɾ nɐ
-fɐzɛ dɛ mɐɾʒɛm divɛɾʒɛntɛ (fɛttɛɾ, 2008). a foɾtɛs ɛvidensiɐs, tɐmbem, do
-kondizionɐmɛnto dɐ tɛktonikɐ sɐlinɐ a ɾɛɐtivɐsɐ̃w̃ dɛ ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto
-duɾɐntɛ o kɾɛtazɛo ɛ tɛɾsiaɾio. ɛʃtɐs novɐs idejɐs, bɐzɛɐdɐs nɐ ɐnalizɛ dɛ
-siʃmikɐ 3d ɛ sews ɐtʁibutos, ɐpontɐm, poɾtɐnto, pɐɾɐ o pɐpɛl fundɐmɛntɐl kʷɛ
-dɛzɛmpɛnowu o ɛmbɐzɐmɛnto no dɛzɛnvolvimɛnto do siʃtɛmɐ pɛtʁolifɛɾo dɛʃtɐ bɐziɐ.
-o mɐɡmɐtiʃmo pɔs-ɐptiɐno do ɐlto dɛ kɐbo fɾio ɛ ɐdʒɐzensiɐs tɐmbem fowi
-kontɾolɐdo poɾ ɾɛɐtivɐsɐ̃w̃ dɛ ɛʃtɾutuɾɐs do ɛmbɐzɐmɛnto, ɐ ɛksɛmplo, dɐs zonɐs dɛ
-fɐlɐ dɛ tɾɐnsfɛɾensiɐ nw-sɛ oɾiʒinɐdɐs nɐ fɐzɛ ɾiftɛ (oɾɛjɾo ɛt ɐl.,2008). ɛʃtɛ
-mɐɡmɐtiʃmo tɐmbem ɛʃta bɛm ɛvidɛnsiɐdo pɛlɐs intɾuzõj̃s ɐlkɐlinɐs, kʷɛ ɐpʁɛzɛntɐ̃
-notavɛl ɾɛʃpoʃtɐ mɐɡnetikɐ, kuʒɐ okoʁensiɐ pɐɾsiɐl nɐ aɾɛɐ kontinɛntɐl e
-ɛzɛmplifikɐdɐ pɛlɐ suj́tɛ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo dɛ idɐdɛ ɛozenikɐ. mujto
-pɾovɐvɛlmɛntɛ, o kɐloɾ pɾoduzido pɛlɐs mɐnifɛʃtɐsõj̃s vulkanikɐs nɛʃtɛ pɛɾiodo
-tɛvɛ impoɾtɐntɛ pɐpɛl nɐ mɐtuɾɐsɐ̃w̃ ɛ miɡʁɐsɐ̃w̃ dɛ idʁokɐɾbonɛtos nɐs aɾɛɐs dɐʃ
-bɐziɐs majs intɛnsɐmɛntɛ ɐfɛtɐdɐs poɾ tɐl pɾozɛʃso. ɾɛzumindo ɐ diʃkuʃsɐ̃w̃ ɐzimɐ,
-fikɐ ɔbvio kʷɛ o ɛmbɐzɐmɛnto dɐs bɐziɐs ɛm foko ɛ ɐs ɛʃtɾutuɾɐs ɾɛzultɐntɛs doʃ
-pɾozɛʃsos mɐɡmatikos konstituɛm ɐs fontɛs dɛ todo o kɐmpo mɐɡnetiko ɐnomɐlo
-obsɛɾvɐdo. konsɛk̈ɛntɛmɛntɛ, ɐ ɐnalizɛ dɛzɛnvolvidɐ nɛʃtɛ ɛʃtudo dɛmonstɾowu ɐ
-poʃsibilidɐdɛ do ɛnʁikʷɛzimɛnto do modɛlo ʒɛolɔʒiko dɛʃtɐs bɐziɐs ɐtʁɐves do
-kɾitɛɾiozo ɛʃkɾutinio dos dɐdos mɐɡnetikos ɛ ɐplikɐsɐ̃w̃ dɛ novɐs mɛtodoloʒiɐs dɛ
-intɛɾpɾɛtɐsɐ̃w̃. nɛʃtɛ sɛntido, umɐ modɛlɐʒɛm ɡlobɐl do ɛmbɐzɐmɛnto ɛnvolvɛndo
-suɐs ɛʃtɾutuɾɐs mɐɡnetikɐs podɛ sɛɾ ɾɛɐlizɐdɐ kom viʃtɐs ɐ ɐkʁɛʃsɛntɐɾ ɐlɡmɐ
-kontɾibujsɐ̃w̃ ɐos konspikuos ɾɛzultɐdos kʷɛ vem sɛndo ɐkumulɐdos pɛlɐ
-invɛʃtiɡɐsɐ̃w̃ siʃmikɐ ɛ pɛɾfuɾɐsɐ̃w̃ dɛ posos poɾ dekɐdɐs dɛ ɛksawʃtivɐ ɐtividɐdɛ
-ɛsploɾɐtɔɾiɐ. komo sɛ ɛʃpɛɾɐ, ɐ ɐmpliɐsɐ̃w̃ do konɛzimɛnto sobʁɛ ɐs ɐkumulɐsõj̃ʃ
-dɛ pɛtʁɔlɛo nɛʃtɐs bɐziɐs e diɾɛtɐmɛntɛ pɾopoɾsionɐl ɐo ɐpʁimoɾɐmɛnto ɛ
-ʁɛfinɐmɛnto dɛ sew modɛlo ʒɛolɔʒiko ɐplikɐdo pɐɾɐ fins ɛsploɾɐtɔɾios. 8
-konkluzõj̃s o pɾɛzɛntɛ tɾɐbɐlo fowi noɾtɛɐdo poɾ duɐs vɛɾtɛntɛs bazikɐs kʷɛ
-koʁɛʃpondɛm, ɾɛʃpɛktivɐmɛntɛ, a implɛmɛntɐsɐ̃w̃ ɛ ɐnalizɛ dɛ mɛtodoloʒiɐ dɛ
-intɛɾpɾɛtɐsɐ̃w̃ kɐntitɐtivɐ ɛ ɐplikɐsɐ̃w̃ pɾatikɐ dɛʃtɐ mɛtodoloʒiɐ nɐ solusɐ̃w̃ dɛ
-pɾoblɛmɐs ʒɛolɔʒikos. vɛɾtɛntɛ mɛtodolɔʒikɐ ɐ ɐmplitudɛ do sinɐl ɐnɐlitiko
-ʁɛfinɐ ɐs solusõj̃s dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ kʷɛ poɾ suɐ vɛz oɾiɛntɐm ɐ kɾiɐsɐ̃w̃
-dos vinkulos intɾoduzidos nɐ invɛɾsɐ̃w̃ kompɐktɐ. dɛvɛ sɛɾ ɛnfɐtizɐdo kʷɛ o
-ɐʃpɛkto inovɐdoɾ pɾopoʃto nɛʃtɐ pɛʃkʷizɐ diz ɾɛʃpɛjto a utilizɐsɐ̃w̃ konʒuɡɐdɐ dɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ kom invɛɾsɐ̃w̃ kompɐktɐ ɛ ɐ intɾodusɐ̃w̃ dɛ infoɾmɐsɐ̃w̃
-ɐ-pɾioɾi sobʁɛ inklinɐsõj̃s dɐs mɐɡnɛtizɐsõj̃s (pɛɾmitindo tɛʃtɐɾ ipɔtɛzɛs sobʁɛ
-mɐɡnɛtizɐsõj̃s ɾɛmɐnɛʃsɛntɛs) kʷɛ e vinkulɐdɐ ɐtʁɐves do vɛtoɾ u, dɛʃkɾito no
-kɐpitulo 4. fowi dɛmonstɾɐdo (kɐpitulo 4) kʷɛ ɐ funsɐ̃w̃ ɐmplitudɛ do sinɐl
-ɐnɐlitiko, kɐlkulɐdɐ ɐ pɐɾtiɾ dɐ ɐnomɐliɐ mɐɡnetikɐ, oɾiɛntɐ o pozisionɐmɛnto
-idɛɐl dɐ ʒɐnɛlɐ dɛ dɐdos nɐ pozisɐ̃w̃ dos maksimos ɡɾɐdiɛntɛs pɛɾmitindo, ɐʃsim, ɐ
-ɛʃtimɐtivɐ ɔtimɐ do pɐɾamɛtʁo pozisɐ̃w̃ oɾizontɐl (ks0) dɐ fontɛ mɐɡnetikɐ pɛlɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ. ɛʃtɐ mɛtodoloʒiɐ konstituj, poɾtɐnto, umɐ foɾmɐ
-kɾitɛɾiozɐ uzɐdɐ nɐ awtomɐtizɐsɐ̃w̃ do metodo dɛ ewlɛɾ, ɛvitɐndo o pozisionɐmɛnto
-ɛmpiɾiko dɐ ʒɐnɛlɐ dɛ dɐdos utilizɐdo nɐ suɐ foɾmɐ tɾɐdizionɐl. - o metodo dɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, ɐpʁɛzɛntɐdo no itɛm 4.1.2.2, e ɐboɾdɐdo kom ɐ utilizɐsɐ̃w̃
-dɛ dowis kɾiteɾios diʃtintos pɐɾɐ ɐ ɛʃkolɐ dɐs mɛloɾɛs solusõj̃s, owu sɛʒɐ, o
-kɾiteɾio tɾɐdizionɐl, kʷɛ tomɐ o konʒunto dɛ solusõj̃s dɛ minimo dɛʃvio pɐdʁɐ̃w̃ (o
-kluʃtɛɾ majs dɛnso) ɛ o kɾiteɾio do minimo kowɛfiziɛntɛ dɛ koʁɛlɐsɐ̃w̃ kɾuzɐdɐ
-ɛntɾɛ ɐ ɐnomɐliɐ obsɛɾvɐdɐ ɛ o nivɛl dɛ bɐzɛ ɛʃtimɐdo. o ɛmpɾɛɡo dɛʃtɛs dowiʃ
-kɾiteɾios, utilizɐdos simultɐnɛɐmɛntɛ pɐɾɐ fins kompɐɾɐtivos, dɛmonstɾowu kʷɛ noʃ
-kɐzos ondɛ ɐs ɐnomɐliɐs pɾovem dɛ fontɛ unikɐ, owu sɐ̃w̃ fɾɐkɐmɛntɛ influɛnsiɐdɐʃ
-poɾ fontɛs ɐdʒɐzɛntɛs, ɐmbos konkoɾdɐm foɾnɛzɛndo ɐs mɛʃmɐs ɛʃtimɐtivɐs ɛ oʃ
-mɛʃmos indizɛs ɛʃtɾutuɾajs. ʒa nos kɐzos ondɛ ɐs ɐnomɐliɐs ɾɛzultɐm dɛ majs dɛ
-umɐ fontɛ intɛɾfɛɾɛntɛ a umɐ divɛɾʒensiɐ dos ɾɛzultɐdos kom indizɛs ɛʃtɾutuɾajʃ
-difɛɾɛntɛs pɐɾɐ ɐmbos os kɐzos. ɛʃtɛ kompoɾtɐmɛnto fowi utilizɐdo ɛmpiɾikɐmɛntɛ
-pɐɾɐ dɛtɛksɐ̃w̃ dɛ fontɛs multiplɐs pɾoduzindo umɐ unikɐ ɐnomɐliɐ. komo ʒa
-kolokɐdo nɐs konkluzõj̃s pɐɾsiajs do itɛm 4.1.2.2, nɐ̃w̃ fowi pɛʃkʷizɐdo, ɐte o
-momɛnto, o siɡnifikɐdo mɐtɛmatiko dɛ tɐl kompoɾtɐmɛnto, fikɐndo suɐ utilizɐsɐ̃w̃
-ajndɐ ɛm nivɛl ɛmpiɾiko. umɐ ɐboɾdɐʒɛm mɐtɛmatikɐ dɛʃtɛ tɛmɐ podɛ sɛɾ ɾɛɐlizɐdɐ
-ɛm pɛʃkʷizɐ futuɾɐ vizɐndo ɐ kɾiɐsɐ̃w̃ dɛ um kɾiteɾio pɐɾɐ awtomɐsɐ̃w̃ komplɛtɐ
-dɛʃtɐ mɛtodoloʒiɐ. - dɛvɛ-sɛ notɐɾ kʷɛ fowi utilizɐdo nɛʃtɛ ɛʃtudo o metodo dɐ
-dɛkonvolusɐ̃w̃ dɛ ewlɛɾ ɛm duɐs dimɛnsõj̃s. ɛʃtɐ ɐboɾdɐʒɛm fowi utilizɐdɐ somɛntɛ
-kom o intujto dɛ fɐzilitɐɾ ɐs dɛmonstɾɐsõj̃s mɐtɛmatikɐs do pɾoblɛmɐ dɛ diʃpɛɾsɐ̃w̃
-dɐs solusõj̃s ɛ ɐkoplɐmɛnto dos pɐɾamɛtʁos, ɐʃsim komo kompɐtibilizɐɾ oʃ
-ʁɛzultɐdos obtidos kom o metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ 2d, umɐ vɛz kʷɛ, ɛʃtɛʃ
-ʁɛzultɐdos foɾɐm utilizɐdos nɐ konstɾusɐ̃w̃ dos vinkulos owu ɛlɛmɛntos ʒɛometʁikoʃ
-nɐs sɛsõj̃s bidimɛnsionajs utilizɐdɐs komo modɛlo dɛ subsupɛɾfiziɛ nɐ invɛɾsɐ̃w̃
-kompɐktɐ. e totɐlmɛntɛ viavɛl, ɛntɾɛtɐnto, ɐ kɾiɐsɐ̃w̃ dɛ um pɾoɡʁɐmɐ 3d
-utilizɐndo ɐ mɛʃmɐ ɐnalizɛ pɾopoʃtɐ nɛʃtɛ ɛʃtudo pɐɾɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, ʒa
-kʷɛ a pɛɾfɛjtɐ ɐnɐloʒiɐ ɛntɾɛ ɐs ɐboɾdɐʒɛns 2d ɛ 3d. - o metodo dɛ invɛɾsɐ̃w̃
-kompɐktɐ ʒɛnɛɾɐlizɐdɐ, ɐdɐptɐdo pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ no pɾɛzɛntɛ ɛʃtudo,
-pɛɾmitɛ lidɐɾ kom situɐsõj̃s komplɛksɐs do kɐmpo mɐɡnetiko ɐnomɐlo obsɛɾvɐdo. poɾ
-sɛ tɾɐtɐɾ dɛ um pɾoblɛmɐ dɛ invɛɾsɐ̃w̃ subdɛtɛɾminɐdo, soluzionɐdo poɾ vinkulos owu
-ʁɛʃtɾisõj̃s no ɛʃpɐso dos pɐɾamɛtʁos, sɛ ɐʒuʃtɐ, kom fɾɛk̈ensiɐ, mujto bɛm aʃ
-obsɛɾvɐsõj̃s. poɾtɐnto, e dɛ fundɐmɛntɐl impoɾtansiɐ ɐ intɛɾɐtividɐdɛ do
-inteɾpɾɛtɛ kom ɛʃtɐ mɛtodoloʒiɐ kʷɛ dɛvɛ tɛʃtɐɾ divɛɾsos vinkulos ɐte obtɛɾ umɐ
-owu majs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs kondizɛntɛs kom o ɐmbiɛntɛ ʒɛolɔʒiko
-invɛʃtiɡɐdo. ɛʃtɛ kɾiteɾio podɛ ɾɛpʁɛzɛntɐɾ umɐ impoɾtɐntɛ fɛʁɐmɛntɐ dɛ ɐpowjo a
-intɛɾpɾɛtɐsɐ̃w̃, pɾinsipɐlmɛntɛ, ɛm ɐmbiɛntɛs kɐɾɛntɛs dɛ infoɾmɐsɐ̃w̃ ɐ pɾioɾi
-sobʁɛ ɐ ʒɛoloʒiɐ dɐ aɾɛɐ invɛʃtiɡɐdɐ. ɐpɛzɐɾ dɛ umɐ ɐboɾdɐʒɛm puɾɐmɛntɛ
-ɛmpiɾikɐ, os ɛnsɐjos tɛɔɾikos do itɛm 4.1.2.3 dɛmonstɾɐɾɐm ɐ viɐbilidɐdɛ dɐ
-utilizɐsɐ̃w̃ dɛʃtɛ metodo pɐɾɐ kɾiɐsɐ̃w̃ dos ɛlɛmɛntos ʒɛometʁikos dɐs fontɛʃ
-kompɐktɐs, pɛɾmitindo ɾɛkupɛɾɐɾ ɾɐzowɐvɛlmɛntɛ bɛm suɐ pozisɐ̃w̃ ɛ ʒɛomɛtʁiɐ. e
-mujto pɾovavɛl kʷɛ ɛksiʃtɐ umɐ ɾɛlɐsɐ̃w̃ mɐtɛmatikɐ ɛntɾɛ ɐ fontɛ kompɐktɐ ɛ ɐ
-ɛʃtimɐtivɐ dɐ dɛkonvolusɐ̃w̃ dɛ ewlɛɾ pɐɾɐ ɐ fontɛ pontuɐl. ɛʃtɐ ɾɛlɐsɐ̃w̃ nɐ̃w̃ fowi,
-ɛntɾɛtɐnto, invɛʃtiɡɐdɐ nɛʃtɛ tɾɐbɐlo, poɾem, konstituj um intɛɾɛʃsɐntɛ tɛmɐ
-pɐɾɐ um futuɾo ɛnsɐjo tɛɔɾiko kʷɛ podɛ ɛvɛntuɐlmɛntɛ foɾnɛzɛɾ um kɾiteɾio pɐɾɐ
-awtomɐsɐ̃w̃ dɛʃtɛ metodo. - os ɛnsɐjos tɛɔɾikos do itɛm 4.1.2.3 suʒɛɾɛm tɐmbem kʷɛ
-somɛntɛ ɛm kɐzos simplɛs, komo koɾpos intɾuzivos dɛ sɛsɐ̃w̃ ɐpʁoksimɐdɐmɛntɛ
-siɾkulɐɾ owu dikʷɛs vɛɾtikajs, e poʃsivɛl ɾɛkupɛɾɐɾ diɾɛtɐmɛntɛ suɐ ʒɛomɛtʁiɐ kõ
-pontos owu ɾɛtɐs izolɐdos komo ɛlɛmɛntos ʒɛometʁikos. ɛm kɐzos dɛ ʒɛomɛtʁiɐ majʃ
-komplɛksɐ sɛ fɐz nɛzɛʃsaɾiɐ infoɾmɐsɐ̃w̃ ɐ pɾioɾi ɐdizionɐl kʷɛ nɐ̃w̃ podɛ sɛɾ obtidɐ
-ɐ pɐɾtiɾ dɐs simplɛs ɛʃtimɐtivɐs dɛ ewlɛɾ. ɛntɾɛtɐnto, ɐo sɛ konstɾujɾ um modɛlo
-komplɛkso kʷɛ sɛ ɐʒuʃtɐ ɐos dɐdos, dɛvɛ-sɛ tɛɾ sɛmpɾɛ ɛm mɛntɛ ɐ bajksɐ ɾɛzolusɐ̃w̃
-ɛ ɐ ɐmbiɡ̈idɐdɛ nɐtuɾajs do metodo mɐɡnetiko. ɛm sumɐ, o bom sɛnso ɛ o
-konɛzimɛnto ɐ pɾioɾi dɐ ʒɛoloʒiɐ dɛvɛm sɛmpɾɛ noɾtɛɐɾ ɐs intɛɾpɾɛtɐsõj̃s. - ũ
-owutʁo ɐʃpɛkto ɐ sɛɾ konsidɛɾɐdo no pɾozɛʃso dɛ invɛɾsɐ̃w̃ kompɐktɐ diz ɾɛʃpɛjto a
-omoʒɛnɛjdɐdɛ dɐs fontɛs mɐɡnetikɐs intɛɾpɾɛtɐdɐs. ɐ pɾinsipio o pɾozɛʃso
-itɛɾɐtivo dɛvɛ sɛɾ intɛʁompido kɐndo o koɾpo intɛɾpɾɛtɐdo ɐtinʒiɾ um sɛɾto
-ɡɾaw dɛ omoʒɛnɛjdɐdɛ dɐ suʃsɛptibilidɐdɛ mɐɡnetikɐ ɛʃtimɐdɐ nɐ suɐ sɛsɐ̃w̃, owu
-sɛʒɐ, no kɐzo idɛɐl todos os pɾiʃmɐs kʷɛ intɛɡʁɐm ɐ sɛsɐ̃w̃ do koɾpo dɛvɛm ɐtinʒiɾ
-ɐ mɛʃmɐ suʃsɛptibilidɐdɛ limitɛ ɐʃsumidɐ. pɐɾɐ kontɾolɐɾ o ɡɾaw dɛ omoʒɛnɛjdɐdɛ
-dɐ solusɐ̃w̃ vizɐndo intɛʁompɛɾ o pɾozɛʃso itɛɾɐtivo, silvɐ ɛ bɐɾbozɐ (2006)
-pɾopõj̃m o kɾiteɾio impoʃto pɛlɐ ɛkɐsɐ̃w̃ 18 do itɛm 4.1.2.3 pɐɾɐ o kɐzo
-ɡɾɐvimetʁiko. no pɾɛzɛntɛ ɛʃtudo, ɛntɾɛtɐnto, o kɾiteɾio pɾopoʃto poɾ ɛʃtɛʃ
-awtoɾɛs sɛ dɛmonstɾowu inɛfiziɛntɛ nos kɐzos ɛnvolvɛndo ɐnomɐliɐs obsɛɾvɐdɐs (oʃ
-ɐlvos pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃) dɛvido a komplɛksidɐdɛ ɛ a ɛtɛɾoʒɛnɛjdɐdɛ kʷɛ ʒa sɛɾiɐ
-ɛʃpɛɾɐdɐ pɐɾɐ o ɐmbiɛntɛ nɐtuɾɐl. pɐɾɐ os modɛlos sintetikos, no ɛntɐnto, ɛʃtɛ
-kɾiteɾio funsionɐ. podɛ sɛ obsɛɾvɐɾ nos pɛɾfis dɛ modɛlos sintetikos do itɛ̃
-4.1.2.3 kʷɛ os koɾpos ɾɛkupɛɾɐdos pɛlɐ invɛɾsɐ̃w̃ kompɐktɐ ɐtinʒiɾɐm um bom ɡɾaw
-dɛ omoʒɛnɛjdɐdɛ intɛɾnɐ, ɐo pɐʃso, kʷɛ nos kɐzos pɾatikos ɾɛlɐtivos ɐos ɐlvoʃ
-intɛɾpɾɛtɐdos (kɐpitulo 6) sɛ obsɛɾvɐ mɛnos omoʒɛnɛjdɐdɛ nɐs solusõj̃s finajs.
-ɛm ɾɛɐlidɐdɛ, sɛ toɾnɐ poɾ vɛzɛs impoʃsivɛl ɐʃsumiɾ ɐ simplifikɐsɐ̃w̃ dɛ
-omoʒɛnɛjdɐdɛ do ɐmbiɛntɛ ʒɛolɔʒiko, intɾinsɛkɐmɛntɛ nɐ̃w̃-omoʒenɛo. - ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɐs ɐnomɐliɐs mɐɡnetikɐs ɐlvo do kɐpitulo 6, utilizɐndo invɛɾsɐ̃w̃
-kompɐktɐ konʒuɡɐdɐ a dɛkonvolusɐ̃w̃ dɛ ewlɛɾ, ʒɛɾowu ipɔtɛzɛs dɛfɛnsavɛjs do ponto
-dɛ viʃtɐ ʒɛolɔʒiko. poɾ konsɛɡʷintɛ, ɐ mɛtodoloʒiɐ pɾopoʃtɐ nɛʃtɛ ɛʃtudo sɛ
-ʁɛvɛlowu komo umɐ ɛfiziɛntɛ fɛʁɐmɛntɐ pɐɾɐ tɛʃtɐɾ ipɔtɛzɛs intɛɾpɾɛtɐtivɐʃ
-sobʁɛ pɛɾfis mɐɡnetikos komplɛksos foɾmɐdos poɾ multiplɐs ɐnomɐliɐs ɾɛzultɐntɛʃ
-dɛ multiplɐs fontɛs intɛɾfɛɾɛntɛs. ɐs intɛɾpɾɛtɐsõj̃s pudɛɾɐm sɛɾ ɾɛɐlizɐdɐs kõ
-ʁɛlɐtivɐ ɾɐpidɛz utilizɐndo os pɾoɡʁɐmɐs komputɐzionajs dɛzɛnvolvidos nɛʃtɐ
-pɛʃkʷizɐ, o kʷɛ poʃsibilitɐ ɐ intɛɾpɾɛtɐsɐ̃w̃ dɛ ɡɾɐndɛs volumɛs dɛ dɐdos.
-kompɐɾɐtivɐmɛntɛ a modɛlɐʒɛm diɾɛtɐ, ɛʃtɐ mɛtodoloʒiɐ lɛvɐ nitidɐ vɐntɐʒɛm ɛ̃
-tɛɾmos dɛ ɾɐpidɛz, poʃsibilitɐndo ɐ ʒɛɾɐsɐ̃w̃ dɛ multiplɐs ipɔtɛzɛʃ
-intɛɾpɾɛtɐtivɐs kʷɛ podɛm sɛɾ diʃkutidɐs ɛ kompɐɾɐdɐs dɛ foɾmɐ ɐ sɛ ɐpʁoksimɐɾ dɐ
-ʁɛɐlidɐdɛ ʒɛolɔʒikɐ. - ɐ mɛtodoloʒiɐ pɾopoʃtɐ, no ɛntɐnto, fowi konsɛbidɐ pɐɾɐ ɐ
-ɐnalizɛ bidimɛnsionɐl o kʷɛ podɛ ɐkɐʁɛtɐɾ ɐlɡm ɛʁo nɐs ɛʃtimɐtivɐs dɛ
-ɐnomɐliɐs lokɐlizɐdɐs (3d) komo os ɐlvos dɐ aɾɛɐ submɛɾsɐ ɛ ilɐ dɛ kɐbo fɾio
-ɐʃsoziɐdos as intɾuzõj̃s mɐɡmatikɐs. poɾ owutʁo lɐdo, ɐs ɛʃtɾutuɾɐs do ɾiftɛ sɐ̃w̃
-bɛm ɐpʁoksimɐdɐs pɛlɐ ɐnalizɛ 2d, umɐ vɛz kʷɛ pɾoduzɛm ɛstɛnsɐs ɐnomɐliɐʃ
-linɛɐɾɛs. umɐ pɾopoʃtɐ pɐɾɐ minimizɐɾ o ɛfɛjto dɛ boɾdɐ ɛ otimizɐɾ ɐʃ
-ɛʃtimɐtivɐs pɐɾɐ ɐs ɐnomɐliɐs 3d, sɛɾiɐ ɐdɐptɐɾ o ɐlɡoɾitmo komputɐzionɐl dɛ
-invɛɾsɐ̃w̃ kompɐktɐ pɐɾɐ ɐ foɾmɐ 2.5 d kʷɛ vɛm sɛndo mujto utilizɐdɐ. ɛʃtɐ
-konvɛɾsɐ̃w̃, poɾ suɐ vɛz, e dɛ fazil ɛksɛkusɐ̃w̃. ɐ invɛɾsɐ̃w̃ kompɐktɐ 3d tɐmbem e
-poʃsivɛl, poɾem, sɛ ɛnkontɾɐ ɐte o momɛnto ɛm um ambito majs tɛɔɾiko. o
-ɐlɡoɾitmo dɛ invɛɾsɐ̃w̃ kompɐktɐ 3d sɛɾiɐ, poɾtɐnto, bɐʃtɐntɛ komplɛkso ɛ dɛ
-difizil implɛmɛntɐsɐ̃w̃. - um owutʁo ɾɛkuɾso dɐ mɛtodoloʒiɐ tɛʃtɐdɐ nɛʃtɛ ɛʃtudo
-diz ɾɛʃpɛjto a suɐ ɐbilidɐdɛ dɛ lidɐɾ kom pɾoblɛmɐs ɛnvolvɛndo mɐɡnɛtizɐsɐ̃w̃ nɐ̃w̃
-induzidɐ, owu sɛʒɐ, pɾoblɛmɐs ɛnvolvɛndo pɐlɛomɐɡnɛtizɐsõj̃s. o ɛnsɐjo tɛɔɾiko
-ɐpʁɛzɛntɐdo nɐ fiɡʁɐ 4.10, poɾ ɛksɛmplo, moʃtɾɐ 2 koɾpos kom mɐɡnɛtizɐsõj̃ʃ
-opoʃtɐs kʷɛ intɛɾɐʒɛm pɐɾɐ foɾmɐɾ umɐ unikɐ ɐnomɐliɐ kompoʃtɐ. utilizɐndo ɛʃtɐ
-fɛʁɐmɛntɐ, foɾɐm pɾoduzidɐs suʒɛʃtiv��s ipɔtɛzɛs intɛɾpɾɛtɐtivɐs ɛm kɐzoʃ
-obsɛɾvɐdos nɐ aɾɛɐ ɛnvolvɛndo intɾuzõj̃s mɐɡmatikɐs kom mɐɡnɛtizɐsõj̃s totajs nɐ̃w̃
-induzidɐs intɛɡʁɐlmɛntɛ pɛlo kɐmpo ɐtuɐl (kɐpitulo 6). ɛʃtɐs intɛɾpɾɛtɐsõj̃ʃ
-suʒɛɾɛm ɐ pɾɛzɛnsɐ dɛ pɐlɛomɐɡnɛtizɐsõj̃s (komponɛntɛs dɐs mɐɡnɛtizɐsõj̃s totajʃ
-obsɛɾvɐdɐs) pɾovɐvɛlmɛntɛ ɐʃsoziɐdɐs ɐ pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo
-ʒɛomɐɡnetiko. mɛtodoloʒikɐmɛntɛ, ɐpɛnɐs ɐ ɐnalizɛ ɛm lɐboɾɐtɔɾio dɛ ɐmoʃtɾɐʃ
-oɾiɛntɐdɐs pɛɾmitɛ ɐ ɾɛkupɛɾɐsɐ̃w̃ dɛ diɾɛsõj̃s dɛ pɐlɛomɐɡnɛtizɐsõj̃s. ɛntɾɛtɐnto,
-mɛʃmo sɛndo impoʃsivɛl dɛtɛɾminɐɾ pɾɛzisɐmɛntɛ ɐ diɾɛsɐ̃w̃ ɐtʁɐves dɐ modɛlɐʒɛm owu
-invɛɾsɐ̃w̃, o metodo ɐplikɐdo nɛʃtɛ ɛʃtudo pɛɾmitɛ idɛntifikɐɾ ɐ pɾɛzɛnsɐ dɛʃtɐʃ
-mɐɡnɛtizɐsõj̃s ɛm koɾpos mɐɡmatikos ɛ fɐzɛɾ kowɛɾɛntɛs infɛɾensiɐs sobʁɛ suɐʃ
-diɾɛsõj̃s oɾiʒinajs. - podɛ-sɛ obsɛɾvɐɾ nos modɛlos intɛɾpɾɛtɐtivos do kɐpitulo
-6, ɾɛlɐtivo ɐos ɐlvos ɛʃkolidos pɐɾɐ intɛɾpɾɛtɐsɐ̃w̃, kʷɛ ɐlɡns sɐ̃w̃ ɐpʁɛzɛntɐdoʃ
-ɛm ɛʃkɐlɐs dɛ sinzɐs ɛ owutʁos ɛm ɛʃkɐlɐs dɛ koɾɛs ɾɛpʁɛzɛntɐndo ɐs vɐɾiɐsõj̃s dɛ
-suʃsɛptibilidɐdɛ mɐɡnetikɐ ɛʃtimɐdɐs pɛlo metodo dɛ invɛɾsɐ̃w̃ kompɐktɐ (itɛm 4.2,
-pɾoɡʁɐmɐs komputɐzionajs). ɐ foɾmɐ dɛ ɾɛpʁɛzɛntɐsɐ̃w̃ ɛm ɛʃkɐlɐ dɛ sinzɐs sɛɾiɐ
-majs fidɛdiɡnɐ ɐo modɛlo oɾiʒinɐl dɛ subsupɛɾfiziɛ, kompoʃto pɛlo ɛmpilɐmɛnto
-dɛ pɾiʃmɐs (fiɡʁɐ 4.5), ɐo pɐʃso kʷɛ ɐ ɾɛpʁɛzɛntɐsɐ̃w̃ ɛm ɛʃkɐlɐ dɛ koɾɛs sɛɾiɐ
-umɐ foɾmɐ suɐvizɐdɐ dɛ ɾɛpʁɛzɛntɐɾ os ɾɛzultɐdos. optowu-sɛ, no ɛntɐnto, poɾ
-ʁɛpʁɛzɛntɐɾ ɐlɡns dos modɛlos dɛ ʒɛomɛtʁiɐ komplɛksɐ, kɐɾɛntɛs dɛ omoʒɛnɛjdɐdɛ,
-pɛlɐ foɾmɐ suɐvizɐdɐ ɛm koɾɛs kʷɛ sɛ moʃtɾowu majs ɛspɾɛʃsivɐ pɐɾɐ ɛʃtɛs kɐzos. -
-ajndɐ no ambito dɐ vɛɾtɛntɛ mɛtodolɔʒikɐ sɛ ɛnkontɾɐ ɐ ɐnalizɛ dɛ mɐpɐs,
-insɛɾidɐ ɛm um nivɛl majs kɐlitɐtivo. foɾɐm utilizɐdos somɛntɛ dowis tɛmɐs nɛʃtɐ
-ɐnalizɛ, kʷɛ koʁɛʃpondɛm ɐo mɐpɐ do kɐmpo mɐɡnetiko totɐl ɐnomɐlo ɛ o mɐpɐ dɐ
-ɐmplitudɛ do sinɐl ɐnɐlitiko. ɐ ɐmplitudɛ do sinɐl ɐnɐlitiko sɛ insɛɾɛ nɐ klɐʃsɛ
-dɛ metodos kʷɛ lɛvɐ ɛm kontɐ somɛntɛ os ɡɾɐdiɛntɛs do kɐmpo mɐɡnetiko sɛndo,
-ɛʃtɐ klɐʃsɛ, pɾovɐvɛlmɛntɛ, majs ɐdɛkɐdɐ pɐɾɐ ɐnalizɛ nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ.
-um owutʁo metodo ɛkʷivɐlɛntɛ pɐɾɐ dɛzɛnvolvɛɾ sɛmɛlɐntɛ tɾɐbɐlo sɛɾiɐ ɐ ɾɛdusɐ̃w̃
-ɐo pɔlo mɐɡnetiko kʷɛ e lɐɾɡɐmɛntɛ utilizɐdɐ nɐs ɐltɐs lɐtitudɛs. ɛntɾɛtɐnto,
-pɐɾɐ ɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ pɐɾɛzɛ powuko ɐdɛkɐdo dɛvido a ɾɛlɐtivɐmɛntɛ bajksɐ
-lɐtitudɛ mɐɡnetikɐ ɛ pɾinsipɐlmɛntɛ a pɾɛzɛnsɐ dɛ mɐɡnɛtizɐsõj̃s ɾɛmɐnɛʃsɛntɛʃ
-kʷɛ ɛʃtɐɾiɐm lɐɾɡɐmɛntɛ difundidɐs nos koɾpos mɐɡmatikos pɾɛzɛntɛs ɛm todɐ aɾɛɐ
-invɛʃtiɡɐdɐ komo suʒɛɾɛ ɐ intɛɾpɾɛtɐsɐ̃w̃ ɾɛɐlizɐdɐ no pɾɛzɛntɛ tɾɐbɐlo. ɐ
-instɐbilidɐdɛ do filtɾo dɛ ɾɛdusɐ̃w̃ ɐo pɔlo ( ɛkɐsɐ̃w̃ 4 ) ɛm tajs kondisõj̃s e
-diʃkutidɐ no itɛm 4.1.1 . - poɾ umɐ kʷɛʃtɐ̃w̃ dɛ pɾinsipio , ɐ ɐmplitudɛ do sinɐl
-ɐnɐlitiko funsionɐ nɐtuɾɐlmɛntɛ komo um filtɾo dɛ bajksɐ fɾɛk̈ensiɐ , ɛnfɐtizɐndo
-, ɐʃsim , o konteẃdo dɛ ɐltɐs fɾɛk̈ensiɐs ɛksiʃtɛntɛ nos dɐdos . e ɛʃpɛziɐlmɛntɛ
-indikɐdɐ, poɾ konsɛɡʷintɛ, pɐɾɐ intɛɾpɾɛtɐsõj̃s ɛm ɐmbiɛntɛs kom pɾɛdominio dɛ
-fontɛs ɾɐzɐs komo no kɐzo dɐ pɾɛzɛntɛ pɛʃkʷizɐ. ɾɛzultɐdos dɐ ɐplikɐsɐ̃w̃
-mɛtodolɔʒikɐ dɛʃtɐ vɛɾtɛntɛ dɐ tɛzɛ ɾɛzultɐɾɐm ɐlɡmɐs konkluzõj̃s, liʃtɐdɐs ɐ
-sɛɡʷiɾ, sobʁɛ pɾoblɛmɐs ʒɛolɔʒikos ɛnvolvɛndo ɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ,
-intɛɾpɾɛtɐdos a luz dɐ mɛtodoloʒiɐ ɐplikɐdɐ nɛʃtɛ ɛʃtudo. - ɐ ɛʃtɾutuɾɐ do kɐmpo
-mɐɡnetiko ɐnomɐlo obsɛɾvɐdɐ nɐ aɾɛɐ sɛ dɛvɛ ɛm ɡɾɐndɛ pɐɾtɛ as intɾuzõj̃ʃ
-mɐɡmatikɐs kʷɛ okoʁɛm sob ɐ foɾmɐ dɛ dikʷɛs. o ɛvɛnto mɐɡmatiko tolɛj́tiko do
-kɾɛtazɛo infɛɾioɾ, ɐʃsoziɐdo a fɐzɛ ɾiftɛ, kʷɛ ɾɛzultowu no ɛnksɐmɛ dɛ dikʷɛs sɐ̃w̃
-pawlo-ɾio dɛ ʒɐnɛjɾo ɾɛʃpondɛ mɐzisɐmɛntɛ pɛlos ɐlinɐmɛntos mɐɡnetikos nɛ-sw
-pɾɛpondɛɾɐntɛs nɐ aɾɛɐ. ɛʃtɛs dikʷɛs sɐ̃w̃ ɾɛvɛlɐdos nɐ ɐnalizɛ kɐntitɐtivɐ
-ɛzɛmplifikɐdɐ nɐs fiɡʁɐs 6.11 ɐ 6.18, ɐpʁɛzɛntɐndo mɐɾkɐntɛs kontɾɐʃtɛs dɛ
-suʃsɛptibilidɐdɛs mɐɡnetikɐs, ɛm toɾno dɛ 0,01 (unidɐdɛs do siʃtɛmɐ kɡs), kʷɛ e
-tipikɐ dɛ ɡɐbʁos, bɐzɐltos ɛ diɐbazios. - os dikʷɛs kʷɛ mɐɾkɐm o ɛvɛnto dɛ
-dɛfoɾmɐsɐ̃w̃ tɛktonikɐ kɐɾɐktɛɾizɐdo poɾ ɛ��foɾsos dɛ diʃtɛnsɐ̃w̃ kɾuʃtɐl okoʁidoʃ
-nɐ fɐzɛ ɾiftɛ sɛ ɐpʁovɛjtɐɾɐm, poʃsivɛlmɛntɛ, do fɐbʁik ɛʃtɾutuɾɐl pɾotɛozõj̃ko,
-dos tɛʁɛnos ɾibɛjɾɐ ɛ kɐbo fɾio, dɛ diɾɛsɐ̃w̃ nɛ-sw kʷɛ sɛ ɛspɾɛʃsɐ klɐɾɐmɛntɛ no
-kɐmpo mɐɡnetiko ɐnomɐlo. ɛʃtɐs ɛʃtɾutuɾɐs sɛ ɐpʁɛzɛntɐm ɛm pozisɐ̃w̃ ʒɛoɡʁafikɐ
-konvɛniɛntɛ pɐɾɐ polɐɾizɐsɐ̃w̃ kʷɛ ɾɛzultowu nɐ indusɐ̃w̃ dɛ umɐ infinidɐdɛ dɛ
-ɐnomɐliɐs mɐɡnetikɐs pɾovokɐdɐs pɛlo kɐmpo ɐtuɐl kʷɛ poʃsuj diɾɛsɐ̃w̃
-ɐpʁoksimɐdɐmɛntɛ pɛɾpɛndikulɐɾ, iʃto e, suɐ dɛklinɐsɐ̃w̃ e dɛ ɐpʁoksimɐdɐmɛntɛ 30º
-w. ɛʃtɛ vɐloɾ dɐ dɛklinɐsɐ̃w̃ fowi utilizɐdo ɛm todos os modɛlos intɛɾpɾɛtɐtivos. -
-o ɛmbɐzɐmɛnto ɾɐzo dɐ poɾsɐ̃w̃ pɾoksimɐl sw dɐ bɐziɐ dɛ kɐmpos (insɛɾidɐ nɐ aɾɛɐ
-dɛʃtɐ pɛʃkʷizɐ) pɐɾɛzɛ ɛʃtɐɾ ɐmplɐmɛntɛ intɾudido poɾ koɾpos mɐɡmatikos dɛ
-diɾɛsɐ̃w̃ nɛ-sw, ɐʃsoziɐdos ɐos dikʷɛs bazikos do kɾɛtazɛo infɛɾioɾ. ɛʃtɛs dikʷɛʃ
-konstituɛm umɐ notavɛl fajksɐ, foɾtɛmɛntɛ ɐlinɐdɐ nɛʃtɐ diɾɛsɐ̃w̃, kuʒɐ
-mɐɡnɛtizɐsɐ̃w̃ totɐl ɐpʁɛzɛntɐ komponɛntɛ ɾɛvɛɾsɐ ɛm ɾɛlɐsɐ̃w̃ ɐo kɐmpo ɐtuɐl
-(modɛlos dɐs fiɡʁɐs 6.15 ɐ 6.18). kompɐɾɐtivɐmɛntɛ, ɐ fajksɐ dɛ dikʷɛs ɐ owɛʃtɛ,
-kʷɛ ɐtʁɐvɛʃsɐ ɐ ɾɛʒiɐ̃w̃ dɛ kɐbo fɾio ɛ buzios, pɐɾɛzɛ ɐʃsumiɾ mɐɡnɛtizɐsɐ̃w̃
-noɾmɐl, komo suʒɛɾɛm ɐs mɛloɾɛs ipɔtɛzɛs intɛɾpɾɛtɐtivɐs dɛʃtɛs modɛlos. tɐl
-obsɛɾvɐsɐ̃w̃, liɡɐdɐ ɐ pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo ʒɛomɐɡnetiko, suʒɛɾɛ kʷɛ oʃ
-ɛnksɐmɛs dɛ dikʷɛs diʃtɾibuj́dos ɛm fajksɐs nɛ-sw nɐ̃w̃ ɐpʁɛzɛntɐɾiɐm um sinkɾoniʃmo
-ʒɛnetiko, iʃto e, tɛɾiɐm sido ʒɛɾɐdos ɛm intɛɾvɐlos dɛ tɛmpo um powuko
-difɛɾɛntɛs, suʒɛɾindo, ɐʃsim, kʷɛ os ɛʃfoɾsos diʃtɛnsionajs, ɾɛʃponsavɛjs poɾ
-sew ɛmplɐzɛmɛnt, nɐ̃w̃ foɾɐm omoʒenɛos. - ɐ obsɛɾvɐsɐ̃w̃ ɛm kɐmpo dos dikʷɛs do
-kɾɛtazɛo infɛɾioɾ e fɐzilitɐdɐ dɛvido a suɐ lɐɾɡɐ okoʁensiɐ nɐ aɾɛɐ ɛmɛɾsɐ, o
-kʷɛ motivɐ futuɾos tɾɐbɐlos dɛ kɐmpo vizɐndo nɐ̃w̃ sɔ o ɛʃtudo siʃtɛmatiko dɛ
-suɐs pɾopʁiɛdɐdɛs mɐɡnetikɐs, komo diɾɛsõj̃s dɛ mɐɡnɛtizɐsõj̃s ɛ
-suʃsɛptibilidɐdɛs, komo tɐmbem ɐ kolɛtɐ dɛ dɐdos ɛʃtɾutuɾajs. tajs ɛʃtudoʃ
-podɛɾiɐm vɐlidɐɾ ɐs konkluzõj̃s ɐzimɐ, bɐzɛɐdɐs ɐte o momɛnto ɛm ipɔtɛzɛʃ
-intɛɾpɾɛtɐtivɐs, ɐlem dɛ viɐbilizɐɾ ɐ ɛvɛntuɐl kɾiɐsɐ̃w̃ dɛ um modɛlo sobʁɛ ɐ
-fɾɛk̈ensiɐ dɐs ɾɛvɛɾsõj̃s ɛ noɾmɐlizɐsõj̃s do kɐmpo mɐɡnetiko ɐʃsoziɐdɐs ɐoʃ
-pɛɾiodos dɛ ɛmplɐzɛmɛnt dɛʃtɐs ɾokɐs. - umɐ owutʁɐ impoɾtɐntɛ fontɛ do
-mɐɡmɐtiʃmo obsɛɾvɐdo nɐ aɾɛɐ sɛ ɾɛlɐzionɐ ɐos pɾozɛʃsos dɛ ɾɛɐtivɐsɐ̃w̃ tɛktonikɐ
-kʷɛ okoʁɛɾɐm ɛntɾɛ o finɐl do kɾɛtazɛo ɛ o ɛozɛno. nɐ aɾɛɐ invɛʃtiɡɐdɐ, ɛʃtɛ
-mɐɡmɐtiʃmo e ɾɛpʁɛzɛntɐdo pɛlɐs intɾuzõj̃s ɐlkɐlinɐs kʷɛ ɐpʁɛzɛntɐm notavɛl
-ʁɛʃpoʃtɐ mɐɡnetikɐ. ɐs duɐs okoʁensiɐs majs ɛvidɛntɛs ɛʃkolidɐs pɐɾɐ
-intɛɾpɾɛtɐsɐ̃w̃ nɛʃtɛ ɛʃtudo koʁɛʃpondɛm a ilɐ dɛ kɐbo fɾio (intɛɡʁɐntɛ dɐ
-konɛzidɐ pɾovinsiɐ ɐlkɐlinɐ dɛ ɐʁɐjɐl do kɐbo) ɛ ɐ ɐnomɐliɐ dɐ aɾɛɐ submɛɾsɐ
-ʁɛlɐzionɐdɐ, mujto pɾovɐvɛlmɛntɛ, ɐ intɾuzõj̃s ɐlkɐlinɐs nɐ plɐtɐfoɾmɐ ɾɐzɐ dɐ
-bɐziɐ dɛ sɐntos. ɐmbɐs ɛʃtɐ̃w̃ intɛɾpɾɛtɐdɐs, ɾɛʃpɛktivɐmɛntɛ, nos modɛlos dɐʃ
-fiɡʁɐs 6.8 ɛ 6.10. - os modɛlos dɐs fiɡʁɐs 6.8 ɛ 6.10 suʒɛɾɛm kʷɛ ɐs suj́tɛʃ
-ɐlkɐlinɐs difɛɾɛnsiɐdɐs sɐ̃w̃ konstituj́dɐs pɐɾsiɐlmɛntɛ poɾ koɾpos intɾuzivos sob
-ɐ foɾmɐ dɛ dikʷɛs, pluɡs ɛ ɐpɔfizɛs foɾmɐndo tɾɐmɐs dɛ komplɛksɐ ʒɛomɛtʁiɐ. ɐ
-kompozisɐ̃w̃ litolɔʒikɐ dɛʃsɛs koɾpos pɾovɐvɛlmɛntɛ ɛʃta ɾɛlɐzionɐdɐ ɐ tɛɾmoʃ
-mɛnos ɛvoluj́dos dɐ suj́tɛ kʷɛ tɛɾiɐm kompozisɐ̃w̃ majs bazikɐ ɛ konsɛk̈ɛntɛmɛntɛ
-mɐjoɾ konteẃdo dɛ minɛɾajs fɛʁimɐɡnetikos ɛ sɛɾiɐm os ɾɛʃponsavɛjs pɛlɐʃ
-ɐnomɐliɐs mɐɡnetikɐs obsɛɾvɐdɐs. e impoɾtɐntɛ notɐɾ, ɛntɾɛtɐnto, kʷɛ o mɐjoɾ
-volumɛ dɛ ɾokɐs dɐ suj́tɛ (ɐ ɛksɛmplo do nɛfɛlinɐ siɛnito nɐ ilɐ dɛ kɐbo fɾio)
-ɐpʁɛzɛntɐ fɾɐko kontɾɐʃtɛ dɛ suʃsɛptibilidɐdɛ mɐɡnetikɐ fikɐndo ɐ unikɐ
-kontɾibujsɐ̃w̃ mɐɡnetikɐ ɾɛpʁɛzɛntɐtivɐ konsɛntɾɐdɐ nɛʃtɛs koɾpos bazikos kʷɛ sɛ
-ʁɛlɐzionɐm, poʃsivɛlmɛntɛ, ɐos dutos ɛ owutʁɐs ɛʃtɾutuɾɐs vulkanikɐs kʷɛ intɛɡʁɐ̃
-ɐ suj́tɛ. - umɐ owutʁɐ kɐɾɐktɛɾiʃtikɐ notavɛl, ɾɛvɛlɐdɐ no pɾɛzɛntɛ ɛʃtudo, kõ
-ʁɛlɐsɐ̃w̃ ɐos koɾpos ɐlkɐlinos intɛɾpɾɛtɐdos diz ɾɛʃpɛjto as pɐlɛomɐɡnɛtizɐsõj̃s.
-ɐs ɐnomɐliɐs mɐɡnetikɐs obsɛɾvɐdɐs, ɾɛpʁɛzɛntɐdɐs nos pɛɾfis dɐs fiɡʁɐs 6.8 ɛ
-6.9, ɐpʁɛzɛntɐm kɐɾɐktɛɾiʃtikɐs difizilmɛntɛ ɛsplikavɛjs poɾ indusɐ̃w̃ pɾovokɐdɐ
-unikɐmɛntɛ pɛlo kɐmpo ɐtuɐl. os modɛlos suʒɛɾɛm, poɾtɐnto, ɐ pɾɛzɛnsɐ dɛ
-komponɛntɛs ɾɛvɛɾsɐs influɛnsiɐndo ɐs mɐɡnɛtizɐsõj̃s totajs obsɛɾvɐdɐs. ɛʃtɐʃ
-komponɛntɛs sɛɾiɐm, poɾ suɐ vɛz, pɾoduzidɐs ɛm pɛɾiodos dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo
-mɐɡnetiko duɾɐntɛ ɐ kɾiʃtɐlizɐsɐ̃w̃ dɛʃtɛs mɐɡmɐs. dɛ ɐkoɾdo kom ɐ ipɔtɛzɛ
-intɛɾpɾɛtɐtivɐ, ɐ ɐnomɐliɐ dɐ ilɐ dɛ kɐbo fɾio (fiɡʁɐ 6.8) sɛɾiɐ foɾmɐdɐ poɾ,
-pɛlo mɛnos, dowis pulsos mɐɡmatikos sɛpɐɾɐdos poɾ um sɛɾto intɛɾvɐlo dɛ tɛmpo kʷɛ
-pɛɾmitiw ɾɛʒiʃtɾɐɾ um pɛɾiodo noɾmɐl ɛ dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo ʒɛomɐɡnetiko. dɐ
-mɛʃmɐ foɾmɐ , ɐ ɐnomɐliɐ dɐ aɾɛɐ submɛɾsɐ ( fiɡʁɐ 6.9 ) pɐɾɛzɛ ɛʃtɐɾ ɐʃsoziɐdɐ
-ɐ um pulso mɐɡmatiko okoʁido ɛm um pɛɾiodo dɛ ɾɛvɛɾsɐ̃w̃ do kɐmpo ʒɛomɐɡnetiko -
-owutʁos pluɡs ɐlkɐlinos, kʷɛ okoʁɛm pɾovɐvɛlmɛntɛ nɐ aɾɛɐ dɛʃtɐ pɛʃkʷizɐ, ɛʃtɐ̃w̃
-intɾudidos no ɛmbɐzɐmɛnto ɾɐzo dɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio. sɐ̃w̃ infɛɾidos no
-mɐpɐ dɛ intɛɾpɾɛtɐsɐ̃w̃ (ɐnɛkso 1) nɐ koɾ vɛɾdɛ klɐɾɐ ɛ suɐs ɐnomɐliɐs lokɐlizɐdɐʃ
-nɐ̃w̃ sɐ̃w̃ tɐ̃w̃ ɛspɾɛʃsivɐs kɐnto ɐ obsɛɾvɐdɐ nɐ ɾɛʒiɐ̃w̃ dɐ plɐtɐfoɾmɐ dɐ bɐziɐ dɛ
-sɐntos (ɐnomɐliɐ dɐ aɾɛɐ submɛɾsɐ, fiɡʁɐ 6.9) o kʷɛ suʒɛɾɛ kʷɛ ɛʃtɛs koɾpos sɐ̃w̃
-bɛm mɛnoɾɛs. sɛɾiɐm, poʃsivɛlmɛntɛ, kompɐɾavɛjs ɛm dimɛnsõj̃s ɐos pluɡs dɛ
-ɐʁɐjɐl do kɐbo, pondɛɾɐndo-sɛ, ɛntɾɛtɐnto, ɐ mɐjoɾ pɾofundidɐdɛ ɐ kʷɛ sɛ
-ɛnkontɾɐm ɛ ɐ nɐtuɾɐl suɐvizɐsɐ̃w̃ dɐs ɐnomɐliɐs mɐɡnetikɐs poɾ ɛlɛs ʒɛɾɐdɐs.
-dɛvido ɐ ɛʃtɐs fɾɐkɐs ɛ ɐmbiɡɐs ɐnomɐliɐs, nɐ̃w̃ fowi fɛjtɐ ɐnalizɛ kɐntitɐtivɐ
-sobʁɛ ɛʃtɛs koɾpos fikɐndo ɛʃtɐs obsɛɾvɐsõj̃s ɛm um nivɛl dɛ infɛɾensiɐʃ
-kɐlitɐtivɐs. - ɐ ɛksiʃtensiɐ dɛʃtɛs koɾpos, no ɛntɐnto, intɾudidos no
-ɛmbɐzɐmɛnto ɐʃsoziɐdo ɐo ɐlto dɛ kɐbo fɾio e koʁoboɾɐdɐ poɾ divɛɾsos tɾɐbɐlos,
-utilizɐndo siʃmikɐ 2d ɛ 3d, sobʁɛ o vulkɐniʃmo kʷɛ ɐfɛtowu o pɐkotɛ sɛdimɛntɐɾ
-dɐs bɐziɐs ɐdʒɐzɛntɛs, pɾinsipɐlmɛntɛ no ɛozɛno. nɛʃtɛ pɛɾiodo, os koɾpoʃ
-mɐɡmatikos kʷɛ ɐfɛtɐɾɐm o pɐkotɛ sɛdimɛntɐɾ dɐ bɐziɐ dɛ kɐmpos nɐ ɾɛʒiɐ̃w̃ do ɐlto
-dɛ kɐbo fɾio sɛɾiɐm foɾmɐdos poɾ ɛdifizios vulkanikos ɐʃsoziɐdos ɐ dikʷɛʃ
-ɐlimɛntɐdoɾɛs subvɛɾtikajs dɛ ɐkoɾdo kom o tɾɐbɐlo dɛ oɾɛjɾo ɛt ɐl. (2008). -
-ajndɐ sɛɡndo oɾɛjɾo ɛt ɐl. (2008), o vulkɐniʃmo nɐ ɾɛʒiɐ̃w̃ do ɐlto dɛ kɐbo fɾio
-ɛʃtɐɾiɐ foɾtɛmɛntɛ kondizionɐdo ɐos ɐlinɐmɛntos nw-sɛ ɐʃsoziɐdos as ɐntiɡɐʃ
-zonɐs dɛ tɾɐnsfɛɾensiɐ do ɾiftɛ kʷɛ foɾɐm ɾɛɐtivɐdɐs no finɐl do kɾɛtazɛo ɐo
-pɐlɛɔʒɛno. ɐs intɛɾsɛsõj̃s dɛʃtɐs zonɐs dɛ fɐlɐ kom ɐs fɐlɐs noɾmajs nɛ-sw do
-ʁiftɛ sɛɾiɐm, sɛɡndo ɛʃtɛs awtoɾɛs, lokajs dɛ mɐjoɾ ɐkumulo dɛ mɐɡmɐ. ɐ
-intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ koʁoboɾɐ nɐ̃w̃ sɔ ɐ ɛksiʃtensiɐ dɐs ɛʃtɾutuɾɐs nw-sɛ ɛ o
-sew kontɾolɛ sobʁɛ o mɐɡmɐtiʃmo ɐlkɐlino no ɐlto dɛ kɐbo fɾio, komo tɐmbẽ
-suʒɛɾɛ sew kontɾolɛ sobʁɛ ɐs okoʁensiɐs dɛ koɾpos ɐlkɐlinos mɐɡnɛtizɐdos nɐ
-aɾɛɐ kontinɛntɐl ɛmɛɾsɐ ɛ nɐ plɐtɐfoɾmɐ kontinɛntɐl dɐ bɐziɐ dɛ sɐntos (fiɡʁɐ
-7.1). - os dikʷɛs subvɛɾtikajs, ɐlimɛntɐdoɾɛs dɛʃtɛ mɐɡmɐtiʃmo, intɛɾpɾɛtɐdoʃ
-poɾ oɾɛjɾo ɛt ɐl. (2008), intɾudindo o pɐkotɛ sɛdimɛntɐɾ nɐ ɾɛʒiɐ̃w̃ do ɐlto, nɐ̃w̃
-ɐpʁɛzɛntɐm, ɛntɾɛtɐnto, ɛspɾɛʃsɐ̃w̃ mɐɡnetikɐ notavɛl ɛm suɐ ɛstɛnsɐ̃w̃ pɐɾɐ o
-ɛmbɐzɐmɛnto ɾɐzo ɛ aɾɛɐ ɛmɛɾsɐ sɛɡʷindo o kontɾolɛ ɛʃtɾutuɾɐl dos ɐlinɐmɛntoʃ
-nw-sɛ. ɐ fɐltɐ dɛ ɛspɾɛʃsɐ̃w̃ mɐɡnetikɐ dɛʃtɛ mɐɡmɐtiʃmo podɛɾiɐ sɛɾ ɛsplikɐdɐ
-pɛlɐ pɾɔpʁiɐ diɾɛsɐ̃w̃ do kɐmpo mɐɡnetiko ɐtuɐl, subpɐɾɐlɛlɐ ɐos ɾɛfɛɾidoʃ
-ɐlinɐmɛntos ɾɛɐtivɐdos, ɛ/owu a pɾɛzɛnsɐ do ɛstɛnso mɐɡmɐtiʃmo tolɛj́tiko do
-kɾɛtazɛo infɛɾioɾ (koʁɛlɐto a bɐziɐ do pɐɾɐna) kʷɛ dominɐ ɐ ɛʃtɾutuɾɐ mɐɡnetikɐ
-dɐ aɾɛɐ ɐtʁɐves dos ɛnksɐmɛs dɛ dikʷɛ nɐ diɾɛsɐ̃w̃ nɛ-sw, mɐʃkɐɾɐndo, ɐʃsim, oʃ
-dikʷɛs do pɛɾiodo dɛ ɾɛɐtivɐsɐ̃w̃ kʷɛ sɛɾiɐm mujto mɛnos ɛspɾɛʃsivos. ɐ ɛspɾɛʃsɐ̃w̃
-dɛʃtɛ mɐɡmɐtiʃmo dɛ ɾɛɐtivɐsɐ̃w̃, no ɛntɐnto, ɛʃtɐɾiɐ bɛm ɾɛpʁɛzɛntɐdɐ no ɾɛʒiʃtɾo
-mɐɡnetiko pɛlos koɾpos ɐlkɐlinos kʷɛ ɾɛzultɐɾɐm do ɐkumulo lokɐl dɛ ɡɾɐndɛʃ
-volumɛs dɛ mɐɡmɐ. - nɐ poɾsɐ̃w̃ owɛʃtɛ dɐ aɾ��ɐ sɛ ɛnkontɾɐ ɐ ɛʃtɾutuɾɐ mɐɡnetikɐ
-foɾmɐdɐ poɾ ɐlinɐmɛntos kuɾvilinɛos kʷɛ pɐɾɛzɛ ɛʃtɐɾ ɐʃsoziɐdɐ a kɐɾnɛjɾɐ
-kɾɛtazɛɐ dɐ bɐziɐ dɛ sɐntos. ɛʃtɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ kuɾvilinɛɐ okoʁɛ
-boɾdɛʒɐndo ɐ linɐ dɛ kɐɾnɛjɾɐ dɛʃtɐ bɐziɐ ɐo lonɡo dɛ todo o sew pɛɾimɛtʁo. o
-ɡɾɐndɛ pɐɾɐlɛliʃmo obsɛɾvɐdo ɛntɾɛ ɐmbɐs, motivɐɾɐm zɐlan ɛ olivɛjɾɐ (2005) ɐ
-ɐʃsoziɐɾ ɛʃtɐ ɛʃtɾutuɾɐsɐ̃w̃ mɐɡnetikɐ a umɐ zonɐ dɛ dɛfoɾmɐsɐ̃w̃ (fɾɐtuɾɐmɛnto
-ɐpikɐl) dɛzɛnvolvidɐ no pɾozɛʃso flɛksuɾɐl kʷɛ oɾiʒinowu ɐ kɐɾnɛjɾɐ. ɐ intɛnsɐ
-ʁɛʃpoʃtɐ mɐɡnetikɐ obsɛɾvɐdɐ, foɾmɐdɐ poɾ ɛnksɐmɛs dɛ ɐnomɐliɐs linɛɐɾɛs dɛ ɐltɐ
-fɾɛk̈ensiɐ kʷɛ kompõj̃m um pɾowɛminɛntɛ ɐlto mɐɡnetiko ɛm kuɾvɐ, suʒɛɾɛm ɐ
-pɾɛzɛnsɐ dɛ mɐɡmɐtiʃmo baziko ɛnvolvido nɛʃtɛ pɾozɛʃso. o dikʷɛ dɐ mɐɾɐmbɐjɐ kʷɛ
-sɛ dɛzɛnvolvɛ ɐo noɾtɛ dɛʃtɐ ɛʃtɾutuɾɐ ɐpʁɛzɛntɐ um nitido pɐɾɐlɛliʃmo kom ɐ
-mɛʃmɐ, ɛ foɾmɐ, poɾ suɐ vɛz, umɐ tipikɐ ɐnomɐliɐ dɛ dikʷɛ baziko kʷɛ ɾɛzultowu
-numɐ konsiʃtɛntɛ intɛɾpɾɛtɐsɐ̃w̃ (fiɡʁɐ 6.11). ɛʃtɐs ɛʃtɾutuɾɐs mɐɡnetikɐʃ
-ɐpʁɛzɛntɐm diɾɛsõj̃s ɐnomɐlɐs ɛm ɾɛlɐsɐ̃w̃ a diɾɛsɐ̃w̃ tipikɐ nɛ-sw do ɛnksɐmɛ dɛ
-dikʷɛs sɐ̃w̃ pawlo-ɾio dɛ ʒɐnɛjɾo do kɾɛtazɛo infɛɾioɾ. poɾ konsɛɡʷintɛ, sɛ
-ɐpʁɛzɛntɐm ɾɛɐlmɛntɛ umɐ ɾɛlɐsɐ̃w̃ ʒɛnetikɐ kom ɐ kɐɾnɛjɾɐ, tɛɾiɐm umɐ idɐdɛ
-ɐlbiɐnɐ ʒa kʷɛ, sɛɡndo ɐʃsinɛ ɛt ɐl. (2008), ɐ kɐɾnɛjɾɐ komɛsɐ ɐ sɛ
-dɛzɛnvolvɛɾ ɐ pɐɾtiɾ do ɐlbiɐno. ɛntɾɛtɐnto, ɛʃtudos majs ɾɛzɛntɛs, ajndɐ nɐ̃w̃
-publikɐdos, indikɐm umɐ idɐdɛ nɛokomiɐnɐ (sin-ɾiftɛ) pɐɾɐ kɐɾnɛjɾɐ, dɛ ɐkoɾdo
-kom infoɾmɐsɐ̃w̃ vɛɾbɐl do ʒɛɔloɡo dɾ. pɛdʁo viktoɾ zɐlan dɐ pɛtʁobʁas. - dɐ mɛʃmɐ
-foɾmɐ ɐɾɡmɛntɐdɐ ɐntɛɾioɾmɛntɛ pɐɾɐ os dikʷɛs nɛ-sw do kɾɛtazɛo infɛɾioɾ, ɐ
-mɐnifɛʃtɐsɐ̃w̃ mɐɡmatikɐ ɐʃsoziɐdo a kɐɾnɛjɾɐ ɾɛfɛɾidɐ ɐzimɐ konstituj ɐlvo
-intɛɾɛʃsɐntɛ pɐɾɐ novɐ invɛʃtiɡɐsɐ̃w̃. infɛliʒmɛntɛ, no pɾɛzɛntɛ tɾɐbɐlo, nɐ̃w̃ fowi
-poʃsivɛl ɐ ɛlɐboɾɐsɐ̃w̃ dɛ modɛlos kɐntitɐtivos dɛ invɛɾsɐ̃w̃ kompɐktɐ sobʁɛ ɛʃtɐ
-aɾɛɐ, umɐ vɛz kʷɛ ɐ aɾɛɐ dɛ dɐdos diʃponivɛjs intɛʁompɛ ɐs ɐnomɐliɐs, tɾunkɐndo
-ɛ dɛbilitɐndo os pɛɾfis tɾɐnsvɛɾsajs as mɛʃmɐs. pɛɾfis dɛ invɛɾsɐ̃w̃ kompɐktɐ,
-sɛɾtɐmɛntɛ, konstitujɾiɐm ɛlɛmɛntos impoɾtɐntɛs pɐɾɐ foɾtɐlɛzɛɾ ɐ ipɔtɛzɛ sobʁɛ
-ɐ nɐtuɾɛzɐ mɐɡmatikɐ tolɛj́tikɐ ɐʃsoziɐdɐ a zonɐ dɛ dɛfoɾmɐsɐ̃w̃ dɐ kɐɾnɛjɾɐ. - ɐ
-intɛɾpɾɛtɐsɐ̃w̃ dɛzɛnvolvidɐ nɛʃtɛ ɛʃtudo ɐpontɐ pɐɾɐ ɐ ɡɾɐndɛ ɾɛpʁɛzɛntɐtividɐdɛ,
-no ɾɛʒiʃtɾo mɐɡnetiko, do mɐɡmɐtiʃmo kʷɛ ɐfɛtowu ɐ aɾɛɐ. no ɛntɐnto, owutʁɐʃ
-ɛʃtɾutuɾɐs mɐɡnetikɐs, nɐ̃w̃ ɐʃsoziɐdɐs ɐ koɾpos mɐɡmatikos ɛ dɛ suɐvɛ ɾɛʃpoʃtɐ
-mɐɡnetikɐ, pudɛɾɐm sɛɾ intɛɾpɾɛtɐdɐs kɐntitɐtivɐmɛntɛ ɐtʁɐves dɐ mɛtodoloʒiɐ
-pɾopoʃtɐ no pɾɛzɛntɛ tɾɐbɐlo. ɛʃtɐs ɛʃtɾutuɾɐs sɐ̃w̃ ɐʃsoziɐdɐs ɐ kɐlɐs kʷɛ sɛ
-dɛzɛnvolvɛɾɐm no ɛmbɐzɐmɛnto ɾɐzo owu ɾɛʒiɐ̃w̃ dɛ plɐtɐfoɾmɐ ɐdʒɐzɛntɛ as bɐziɐs dɛ
-sɐntos ɛ kɐmpos ɛ koʁɛʃpondɛm ɐo ʒa konɛzido ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ ɛ a
-kɐlɐ do owɛʃtɛ dɐ aɾɛɐ, ɐmbɐs ɾɛzultɐntɛs dos pɾozɛʃsos dɛ ɾɛɐtivɐsɐ̃w̃ tɛɾsiaɾiɐ.
-- o ɡɾabɛn dɐ bɐʁɐ do sɐ̃w̃ ʒowɐ̃w̃ ɐpʁɛzɛntɐ umɐ komplɛksɐ ɾɛʃpoʃtɐ mɐɡnetikɐ
-foɾmɐdɐ poɾ ɐnomɐliɐs dɛ pɛkʷɛnɐ ɐmplitudɛ kʷɛ ɛʃtɐ̃w̃ intɛɾpɾɛtɐdɐs nos pɛɾfiʃ
-dɐs fiɡʁɐs 6.2 ɛ 6.3. ɐ ɐnomɐliɐ majs pɾowɛminɛntɛ, no ɛntɐnto, sɛ ɛnkontɾɐ nɐ
-suɐ boɾdɐ sul ɛ koʁɛʃpondɛ ɐ umɐ fɐlɐ noɾmɐl ɐntitetikɐ (moʁiɐk ɛ bɐʁoʃ
-1990). fowi intɛɾpɾɛtɐdo um dɛpozɛntɾo kontɾolɐdo poɾ ɛʃtɐ fɐlɐ (kom sɛɾkɐ dɛ
-800m ɛʃtimɐdos dɛ ɛʃpɛʃsuɾɐ sɛdimɛntɐɾ) foɾmɐndo umɐ kɐlɐ mɐɡnetikɐ nɐ diɾɛsɐ̃w̃
-ɛnɛ-wsw kʷɛ ɐpʁɛzɛntɐ mujtɐ similɐɾidɐdɛ kom ɐ intɛɾpɾɛtɐsɐ̃w̃ siʃmikɐ ɐpʁɛzɛntɐdɐ
-poɾ ɛʃtɛs awtoɾɛs. dɛvɛ-sɛ notɐɾ, tɐmbem, kʷɛ ɐ intɛɾpɾɛtɐsɐ̃w̃ mɐɡnetikɐ suʒɛɾɛ
-kʷɛ ɐ fɐlɐ dɐ boɾdɐ sul, ɛ suɐ kɐlɐ kondizionɐdɐ, ɛʃtɐ̃w̃ dɛʃlokɐdɐs poɾ ũ
-ɐlinɐmɛnto dɛ diɾɛsɐ̃w̃ nw-sɛ poʃsivɛlmɛntɛ ɐʃsoziɐdo as fɐlɐs dɛ ɾɛʒɛjto
-diɾɛzionɐl (ɾɛɐtivɐdɐs no kɾɛtazɛo/tɛɾsiaɾio) mɛnsionɐdɐs ɐntɛɾioɾmɛntɛ. ɐ fɐlɐ
-dɐ boɾdɐ noɾtɛ do ɡɾabɛn, kʷɛ dɛzɛnvolvɛ umɐ ɐnomɐliɐ majs suɐvɛ do kʷɛ ɐ dɐ
-boɾdɐ sul, ɛʃta majs bɛm ɾɛpʁɛzɛntɐdɐ no pɛɾfil dɐ fiɡʁɐ 6.3. komo suʒɛɾɛ o
-mɐpɐ mɐɡnetiko, ɛʃtɐ fɐlɐ ɐpʁɛzɛntɐ umɐ ɾɛʃpoʃtɐ majs kontinuɐ ɛm plɐntɐ kʷɛ
-nɐ̃w̃ pɐɾɛzɛ ɛʃtɐɾ dɛʃlokɐdɐ poɾ ɐlinɐmɛntos tɾɐnsvɛɾsajs. - ɐ kɐlɐ mɐɡnetikɐ do
-owɛʃtɛ dɐ aɾɛɐ kʷɛ sɛ ɛʃtɛndɛ ɐo sul dɐ ilɐ ɡɾɐndɛ nɐ diɾɛsɐ̃w̃ nɛ-sw fowi
-intɛɾpɾɛtɐdɐ nos pɛɾfis dɐs fiɡʁɐs 6.4 ɛ 6.5. ɐ pɾɛzɛnsɐ dɛʃtɐ kɐlɐ no
-ɛmbɐzɐmɛnto ɾɐzo, kʷɛ pɾoduz umɐ fɾɐkɐ ɐnomɐliɐ pozitivɐ, ɐpɔjɐ ɐ idejɐ pɾopoʃtɐ
-poɾ zɐlan ɛ olivɛjɾɐ (2005) ɐzɛɾkɐ do siʃtɛmɐ mɐɾitimo dɛ ɾiftɛs kʷɛ sɛ
-dɛzɛnvolvew no tɛɾsiaɾio sobʁɛ ɐ plɐtɐfoɾmɐ kontinɛntɐl dɐ bɐziɐ dɛ sɐntos.
-sɛɡndo ɛʃtɛs awtoɾɛs um ɛstɛnso ɾiftɛ e intɛɾpɾɛtɐdo sɛ ɛʃtɛndɛndo poɾ sɛntɛnɐʃ
-dɛ kʷilomɛtʁos nɐ diɾɛsɐ̃w̃ nɛ-sw sobʁɛ ɛʃtɐ plɐtɐfoɾmɐ (ɛʃtɐ ɛʃtɾutuɾɐ ɛʃta
-ʁɛpʁɛzɛntɐdɐ pɛlo numɛɾo 15 nɐ fiɡʁɐ 2.6). podɛ-sɛ obsɛɾvɐɾ kʷɛ ɐ kɐlɐ
-mɐɡnetikɐ intɛɾpɾɛtɐdɐ nɛʃtɛ ɛʃtudo sɛ insɛɾɛ nɐ ɛstɾɛmidɐdɛ nɛ dɛʃtɛ ɾiftɛ,
-suʒɛɾindo umɐ ɾɛʒiɐ̃w̃ dɛ ɐkumulo dɛ sɛdimɛntos kom sɛɾkɐ dɛ 300 mɛtʁos dɛ
-ɛʃpɛʃsuɾɐ konfoɾmɛ ɛʃtimɐtivɐ ɐpʁɛzɛntɐdɐ nos modɛlos dɐs fiɡʁɐs 6.4 ɛ 6.5. -
-podɛ-sɛ konklujɾ kʷɛ os koɾpos mɐɡmatikos sɐ̃w̃ os ɾɛʃponsavɛjs pɛlos ɐlvoʃ
-mɐɡnetikos majs pɾowɛminɛntɛs obsɛɾvɐdos nɛʃtɛ ɛʃtudo ɛ ɐs ɛʃtɾutuɾɐs do
-ɛmbɐzɐmɛnto ɾɐzo,
+
+f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY p u b l̪ˠ i k a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY
+s i ʒ m i k ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u m i n̪ ɔ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i ʃ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+m u ʃ t̪ a ɾ d̪ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+ɐ ɾ k ɐ b o s u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ s u ɾ i ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e m ɔ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY k ũ t̪ o WORD_BOUNDARY k o m WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u s u ĩ d̪ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i m a ʒ ẽ ʃ WORD_BOUNDARY
+ɛ s ɛ ʁ ʁ t̪ e ɛ m WORD_BOUNDARY n̪ u v ẽ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e l̪ˠ ɔ t̪ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s o n̪ i k u WORD_BOUNDARY p a ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p o s u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ i t̪ ɔ ɾ i u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY i WORD_BOUNDARY ʒ i u m u ɾ f u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ʁ i t̪ ɔ ɾ i u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+k u m p i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+
+
+
+
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m u ɾ f u e ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY i m a ʒ ẽ z WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY i m a ʒ ẽ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY
+m u ɾ f u e ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY ʒ i u m u ɾ f u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v a l̪ˠ ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY ʃ k a ɾ p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e k u ɲ e s i m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY i WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ ɯ f ɯ ɾ ẽ s i ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ o WORD_BOUNDARY ɐ b s u l̪ˠ u t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ s i m u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY s p ʁ ĩ ɡ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY ʃ p ɐ s i a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p u t̪ ẽ s i ai ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+p ʁ u d̪ u z ẽ WORD_BOUNDARY d̪ i ʃ t̪ u ɾ s õi ʒ WORD_BOUNDARY l̪ˠ u k ai z WORD_BOUNDARY i WORD_BOUNDARY n̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ u ɾ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ ɡ ʁ u p a ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ z WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY k ũ t̪ a t̪ u ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɔ ɾ p u ʃ WORD_BOUNDARY s u b t̪ ɯ ʁ ɐ̃ n̪ i u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY v a ɾ i ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k o ɾ p u WORD_BOUNDARY ʁ u ʃ o z o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY m e ɾ ɡ u ʎ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY
+f a ʎ ɐ ʃ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɔ b ʁ ɐ z WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY
+
+
+
+au̜ s i l̪ˠ i o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u v ɔ k ɐ̃u̜ WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ f ɛ s i u n̪ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY u ɐ z i ʒ WORD_BOUNDARY m ũ t̪ a ʒ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY
+
+ɐ t̪ ɛ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɐ d̪ e n̪ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i z u v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v u ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʃ WORD_BOUNDARY
+s o n̪ i k u ʒ WORD_BOUNDARY ʁ ai u ʒ WORD_BOUNDARY ɡ ɐ̃ m ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ d̪ k i ɾ i d̪ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY b d̪ e p WORD_BOUNDARY
+ɐ d̪ m i n̪ i ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ ʒ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i ʒ ɡ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY ʒ i u ɡ ʁ ɐ f i k s l̪ˠ ɐ̃ d̪ m a ɾ k WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY
+ʒ i u ɡ ʁ ɐ f i k s l̪ˠ ɐ̃ d̪ m a ɾ k WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY
+s i ʒ m i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s o n̪ i k o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ v ɐ l̪ˠ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a v ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY
+f oi WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k o WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ v ɐ l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m u l̪ˠ ɐ WORD_BOUNDARY
+
+
+s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m u l̪ˠ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s e ɡ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ v ɯ ɾ t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u p l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY m i l̪ˠ i s ɯ ɡ ũ d̪ u z WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY f u ɾ n̪ ɯ s eu̜ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u ɾ n̪ a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u p l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u ʃ WORD_BOUNDARY p o s u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u p l̪ˠ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u p l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ WORD_BOUNDARY d̪ a ɡ o ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+s i ʒ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY p o s o WORD_BOUNDARY u m WORD_BOUNDARY b e p e ɛ s WORD_BOUNDARY z ɛ ɾ u z ɛ ɾ u z ɛ ɾ u s ɛ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ f i n̪ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u ʒ WORD_BOUNDARY m ɐ p i a d̪ u ʃ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+e u s e n̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY u WORD_BOUNDARY p o s o WORD_BOUNDARY u m WORD_BOUNDARY b e p e ɛ s WORD_BOUNDARY z ɛ ɾ u z ɛ ɾ u z ɛ ɾ u s ɛ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s i m ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s o i ɐ̃u̜ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+s i ʒ m i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY s ɐi ʒ v i z i õ WORD_BOUNDARY ʒ i u ɡ ʁ ɐ f i k s WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p e ɾ m i t̪ iu̜ WORD_BOUNDARY u WORD_BOUNDARY m ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY t̪ ʁ a s u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY t̪ ʁ a s u ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY
+au̜ ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p u b l̪ˠ i k ɐ s õi z WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY p ʁ ɔ f WORD_BOUNDARY d̪ o t̪ o ʁ WORD_BOUNDARY n̪ u ɾ b ɛ ɾ t̪ u WORD_BOUNDARY m u ɾ a l̪ˠ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u l̪ˠ ɛ t̪ ɐ ʁ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+ɐ t̪ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʃ k a l̪ˠ ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY i WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ k i WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ ʁ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY i m a ʒ ẽ ʒ WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY p u s u ĩ d̪ u WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY
+m ai z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY au̜ s i l̪ˠ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i n̪ ɐ m i z ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʒ e ɔ l̪ˠ u ɡ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u p u ɾ s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+m e ʒ m u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY t̪ e m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY b ɐ̃ k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ũ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+
+
+
+p ʁ u v ĩ s i ɐ WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY s ĩ t̪ u ɾ õi z WORD_BOUNDARY ɔ ɾ u ʒ e n̪ i k u ʒ WORD_BOUNDARY n̪ i u p ʁ u t̪ e ɾ u z ɔi k u ʃ WORD_BOUNDARY
+ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ʁ a t̪ ũ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ̃ s i ʃ k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY s ĩ t̪ u ɾ ɐ̃u̜ WORD_BOUNDARY
+
+
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ i ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY k u l̪ˠ i z i u n̪ a l̪ˠ WORD_BOUNDARY n̪ i u p ʁ u t̪ e ɾ u z ɔi k u WORD_BOUNDARY b ɐ ʃ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY e ɾ u d̪ i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ɐ ɾ ɐ s u ɐ i WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY s u b d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ l̪ˠ i u p l̪ˠ a k ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b d̪ u s ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ i d̪ iu̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY m i k ʁ u p l̪ˠ a k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+u WORD_BOUNDARY s e ɡ m ẽ t̪ u WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY p ʁ e z ɛ ɾ v ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɔ ɾ u ʒ e n̪ ɯ z ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY m e t̪ ɐ m ɔ ɾ f i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u b ɯ ɾ t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+m e t̪ ɐ s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY m e z u ɐ WORD_BOUNDARY n̪ i u p ʁ u t̪ e ɾ u z ɔi k ɐ ʒ WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s u l̪ˠ i d̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY e v ẽ t̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɐ m ɐ z o n̪ i k u WORD_BOUNDARY b o ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʃ WORD_BOUNDARY
+m e t̪ ɐ s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY n̪ i u p ʁ u t̪ e ɾ u z ɔi k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY
+p ɐ s i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u t̪ u n̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY
+
+
+
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY i ɡ n̪ i ɐ ʒ WORD_BOUNDARY m e t̪ ɐ m ɔ ɾ f i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY p ʁ ɛ p ɐ l̪ˠ i u z ɔi k ɐ ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY
+
+u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY d̪ õ WORD_BOUNDARY f e l̪ˠ i s i ɐ̃ n̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɾ ʒ ẽ ʃ WORD_BOUNDARY p ɐ s i v ɐ ʃ WORD_BOUNDARY
+n̪ i u p ʁ u t̪ e ɾ u z ɔi k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY e ʃ t̪ ẽ s u ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ k u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɛ ʃ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ ɾ k ɯ ɐ̃ n̪ u WORD_BOUNDARY p u s ui WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY k u l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɔ b l̪ˠ i k o ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY s u ɐ m e ɾ i k ɐ̃ n̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p u ɾ s õi ʃ WORD_BOUNDARY t̪ e ʁ i t̪ u ɾ i ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY m e ɾ i d̪ i u n̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ ɡ o ai WORD_BOUNDARY
+ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ ẽ t̪ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɾ u ɡ o ai WORD_BOUNDARY t̪ u t̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i ʎ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ u z WORD_BOUNDARY ɔ ɾ d̪ u v i s i u s i l̪ˠ u ɾ i ɐ̃ n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY
+i v ɐ i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY i v ɐ i WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi z WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY ɡ a ɾ s ɐ ʃ WORD_BOUNDARY
+k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u z WORD_BOUNDARY i ɐ p ɔ WORD_BOUNDARY d̪ i ɐ m i t̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY v i l̪ˠ ɐ WORD_BOUNDARY m ɐ ɾ i ɐ WORD_BOUNDARY
+f u ʎ e ʎ u z WORD_BOUNDARY i WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ ɐ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY d̪ ɯ v u n̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+f u ɾ n̪ ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY b ʁ ɐ̃ k u ɐ m ɐ ɾ ɯ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ i k u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+p õ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY s i u t̪ i k u ʃ WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e ɡ ʁ ɯ s i v u t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u WORD_BOUNDARY k ɐ ɾ b u n̪ i f ɯ ɾ u e u t̪ ʁ i a s i k ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY
+ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY i t̪ ɐ ɾ ɐ ɾ ɛ WORD_BOUNDARY ɡ o ɐ t̪ a WORD_BOUNDARY i WORD_BOUNDARY p a s ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY i t̪ ɐ ɾ ɐ ɾ ɛ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ k i d̪ au̜ ɐ̃ n̪ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ d̪ i ʒ i t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ ɛ s ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ ʃ WORD_BOUNDARY f i n̪ ɐ ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ ʒ WORD_BOUNDARY ɡ l̪ˠ a s i u m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai z WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY ɡ o ɐ t̪ a WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY b u n̪ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ ɛ ɾ m u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+e k i v a l̪ˠ ẽ WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ t̪ o i WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY p a s ɐ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+i ɾ ɐ t̪ i WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ e ɾ ɯ z i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ a ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k u ɾ ũ m b ɐ t̪ ɐ i WORD_BOUNDARY s ɯ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ e ɾ ɯ z i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ʁ a ʃ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ i ʒ i t̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY n̪ i u t̪ ʁ i a s i k ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY p u s ui d̪ o ɾ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY p i ɾ ɐ̃ m b ɔi ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ u z a ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɐ v ɯ ɾ m ɯ ʎ a d̪ u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY ʃ b ʁ ɐ̃ k i s a d̪ u ʒ WORD_BOUNDARY m ɛ d̪ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY
+ʒ u ɾ a s i k ɐ e u k ʁ ɯ t̪ a s i k ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+b u t̪ u k ɐ t̪ u WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY e ɔ l̪ˠ i k u z WORD_BOUNDARY i WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ ʁ ɐ̃ m ɯ ʒ WORD_BOUNDARY b ɐ z au̜ t̪ i k u z WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ĩ t̪ ʁ u z i v ɐ ʒ WORD_BOUNDARY n̪ i u k ʁ ɯ t̪ a s i k ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY b au̜ ɾ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY k ai o a WORD_BOUNDARY ɛ WORD_BOUNDARY
+b au̜ ɾ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai z WORD_BOUNDARY ɐ ɾ e n̪ u k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+s ɐi ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY o WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY s i u t̪ i k u ɐ ɾ ʒ i l̪ˠ ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i ʃ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ t̪ ʁ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ u m p i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u p ɛ ɾ k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ a s o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ o n̪ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʒ WORD_BOUNDARY ʁ e ʃ t̪ ʁ ĩ ʒ ɯ s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ o WORD_BOUNDARY a WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+
+e v ɐ p u ɾ i t̪ i k u WORD_BOUNDARY f u ɾ n̪ ɯ s eu̜ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY m u n̪ ɔ t̪ u n̪ o WORD_BOUNDARY i WORD_BOUNDARY p o k u WORD_BOUNDARY d̪ ɯ f u ɾ m a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+o t̪ ʁ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ĩ t̪ u ɾ ɐ̃u̜ WORD_BOUNDARY d̪ õ WORD_BOUNDARY f e l̪ˠ i s i ɐ̃ n̪ u WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɔ v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+v u k ɐ̃ n̪ u s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ f i ɾ m a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY p e ɾ m u t̪ ʁ i a s i k ɐ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY ɡ o ɐ t̪ a WORD_BOUNDARY i WORD_BOUNDARY p a s ɐ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+v u k ɐ n̪ u z ɯ d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY ʒ u ɾ u k ʁ e t̪ a s i ɐ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY b u t̪ u k ɐ t̪ u WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐ ɾ k ɐ b o s u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY k a ɾ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY
+p ɐ l̪ˠ i u z ɔi k ɐ m e z u z ɔi k ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY p e ɾ m u t̪ ʁ i a s i k ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY b u n̪ i t̪ u WORD_BOUNDARY p ɐ l̪ˠ ɛ ɾ m o WORD_BOUNDARY i WORD_BOUNDARY i ɾ ɐ t̪ i WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+p e ɛ ʁ ʁ ɛ ɐ ɡ u d̪ u ʁ i f t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY p ʁ ɛ ʁ i f t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ ɐ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ s ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ʃ t̪ ɯ n̪ u ʃ f ɛ ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u k ʁ ɯ t̪ a s i u WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY
+ʃ p e s u ʒ WORD_BOUNDARY d̪ ɯ ʁ ɐ̃ m ɯ ʒ WORD_BOUNDARY b ɐ z au̜ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i m b i t̪ u b ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY
+
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ai WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY b ɐ ʁ ɯ m i ɐ̃ n̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY
+
+k u m p o ʃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ s i n̪ u WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY p ʁ i ẽ ʃ e ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐi u ɡ ʁ a b ẽ ʒ WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k u ʃ WORD_BOUNDARY s e ɾ v ĩ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ l̪ˠ d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʒ WORD_BOUNDARY ɯ ɾ d̪ o WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɔ ɾ d̪ ɐ WORD_BOUNDARY f l̪ˠ e k s u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY f ɐ ʎ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+n̪ ɐ m i b i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY p e ɔ ɐ ɡ u d̪ u ɛ s ʁ i f t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY a WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u z WORD_BOUNDARY ɐ̃ d̪ ɯ z i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ k i ɐ̃ d̪ ɯ z i t̪ u ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɾ u m ĩ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY d̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY v i ɐ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY a ʁ a ʁ WORD_BOUNDARY i f ɯ t̪ u a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY
+
+d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY e v ɐ p u ɾ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ i ɾ i WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʒ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+s u f ʁ i ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ i ɐ m ẽ t̪ o WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY s u WORD_BOUNDARY ʒ a WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ a v ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY f l̪ˠ e k s u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɯ ɾ m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ʁ i f t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p o ɾ t̪ u WORD_BOUNDARY b ɛ l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ l̪ˠ i ɡ u s e n̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i d̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʁ e k ɔ b ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p o ɾ t̪ u WORD_BOUNDARY b ɛ l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ d̪ u s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY k l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY ʁ e ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ e ɔ ʒ ɯ n̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s i d̪ ʁ ɐi ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ a d̪ ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i m b ɛ WORD_BOUNDARY
+
+m ai z WORD_BOUNDARY ɐ̃ t̪ i ɡ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY t̪ ɐ f ʁ u ʒ e n̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u k ʁ ɯ t̪ a s i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY i WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+
+ɐ p l̪ˠ ai n̪ a d̪ u WORD_BOUNDARY k u ɾ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m e ɾ ɡ u ʎ ɐ̃u̜ WORD_BOUNDARY
+
+ʁ i f t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ɐi u ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY
+
+p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ s i p i ẽ t̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ u WORD_BOUNDARY
+
+k o a d̪ ʁ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY m u n̪ ɔ t̪ u n̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʒ WORD_BOUNDARY m u d̪ ɯ l̪ˠ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY i s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY l̪ˠ i m i t̪ ʁ u f ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʒ WORD_BOUNDARY ɡ ũ s a l̪ˠ v ɯ z WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+ʃ k u ʁ ɯ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ f ɯ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY ĩ k l̪ˠ i n̪ a d̪ ɐ ʃ WORD_BOUNDARY k l̪ˠ i n̪ u f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p u ʁ ɐ̃u̜ WORD_BOUNDARY i m b ʁ i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ̃ s o WORD_BOUNDARY o WORD_BOUNDARY d̪ u p l̪ˠ ɛ k s WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k u l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY f oi WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+f ʁ ɐ k e z ɐ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɐ m i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY
+
+ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ũ WORD_BOUNDARY p ɐ l̪ˠ i u a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s u t̪ ɯ ʁ a d̪ u WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY b a z i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY e s t̪ ʁ u z i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u z ɔi k ɐ z WORD_BOUNDARY ɛ s ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+b a z i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɯ s a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e ɾ f u ɾ ɐ s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY p e t̪ ʁ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e s ɯ b e ʁ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ o WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k ɐ ʃ WORD_BOUNDARY s i t̪ u a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m u n̪ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY f ɐ z ẽ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+z o n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ ɛ n̪ e ɔ ʒ ɯ n̪ o WORD_BOUNDARY o WORD_BOUNDARY n̪ e ɔ ʒ ɯ n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY s e p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e l̪ˠ ɔ t̪ ɐ ʒ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s WORD_BOUNDARY i n̪ i s i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ɐ l̪ˠ ɛ ɡ ʁ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p o ɾ t̪ o WORD_BOUNDARY ɐ l̪ˠ ɛ ɡ ʁ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+p u s ui WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY
+
+p u s ui WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i z ɐ ʎ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p o ɾ t̪ o WORD_BOUNDARY ɐ l̪ˠ ɛ ɡ ʁ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY b ɐ s ɛ t̪ o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ k o i WORD_BOUNDARY p o ɾ t̪ u WORD_BOUNDARY
+
+
+n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY k u m p ɔ ɾ t̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY
+s u b d̪ i v i z o ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY a ɾ k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY k ai m ẽ t̪ u WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m u v i m ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+d̪ i ɐ b a z i o WORD_BOUNDARY e u k ʁ e t̪ a s i u z WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY i t̪ ɐ ʒ ɐ i WORD_BOUNDARY
+s e ɡ ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY ʁ e l̪ˠ e v o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+
+
+
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY
+ɡ ʁ ɔ s ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY ɡ o ɐ p i a ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a s u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY p ɐ ɾ ɛ s ẽ WORD_BOUNDARY b ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʃ k e m a t̪ i k o WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+
+s ĩ k u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ i f t̪ i ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY i n̪ i s i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ i u ʒ u ɾ a s i k u WORD_BOUNDARY
+o WORD_BOUNDARY e u k ʁ ɯ t̪ a s i u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ u ʃ t̪ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u ɐ m e ɾ i k ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ f ʁ i k ɐ̃ n̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+ʁ i f t̪ WORD_BOUNDARY ĩ t̪ ʁ ɐ k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ o WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY k ʁ u ʃ t̪ ai z WORD_BOUNDARY i WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʃ WORD_BOUNDARY
+
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ a ʃ t̪ i k u ʃ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɔ s u ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi z WORD_BOUNDARY i m b i t̪ u b ɐ WORD_BOUNDARY i WORD_BOUNDARY k ɐ s i n̪ u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+
+ɛ s d̪ e ɛ ʁ ʁ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e f l̪ˠ ɯ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ p ɔ s t̪ u ʃ WORD_BOUNDARY k ũ v ɛ k s u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY s i m ɐ WORD_BOUNDARY ɐ k ũ ɲ a d̪ u ʒ WORD_BOUNDARY m e ɾ ɡ u ʎ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY m a ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ɛ s ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY b ɐ z au̜ t̪ i k ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ s ɯ WORD_BOUNDARY f ɐ ʎ a d̪ ɐ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY o v ɯ WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ p ɐ ɾ e s i m ẽ t̪ u WORD_BOUNDARY
+
+b ɐ z au̜ t̪ i k ɐ z WORD_BOUNDARY e v i d̪ e n̪ s i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ ʁ ɐ̃ m ɯ WORD_BOUNDARY s u b ɐ ɛ ɾ i o WORD_BOUNDARY o WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɐ̃ m i n̪ ɐ WORD_BOUNDARY d̪ a ɡ o ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ z WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ i f t̪ ɯ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY s u b ɐ ɛ ɾ i u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+
+
+s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ɐi ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY b a z i k ɐ ʃ WORD_BOUNDARY s u t̪ u p ɔ ʃ t̪ ɐ z WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ɯ m i ɡ ʁ a b ẽ ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY k u b ɛ ɾ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY
+
+s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i f i k o WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u z WORD_BOUNDARY e s t̪ ʁ u d̪ i d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY s u t̪ ɯ ʁ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY s o b WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY p ʁ i ʒ m ɐ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ v ɐ̃ s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ p ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ s u a ʎ u WORD_BOUNDARY
+
+a l̪ˠ b u ɐ p t̪ i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ʁ ɯ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY t̪ ɯ ɾ m a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɔ k ɐ z i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a v ɐ̃u̜ WORD_BOUNDARY p ʁ u ɡ ʁ ɯ s i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ t̪ i v ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY f ũ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY
+
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʃ WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY m i u s e n̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ɛ p u k ɐ WORD_BOUNDARY u z WORD_BOUNDARY ũ l̪ˠ a p ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u ʃ WORD_BOUNDARY t̪ u ɾ n̪ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u t̪ a d̪ u ʃ WORD_BOUNDARY
+d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u s e n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p l̪ˠ ɐi ʃ t̪ u s e n̪ o WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ ɐ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY k u n̪ ɯ k s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐ ɡ u n̪ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p a t̪ u ʃ WORD_BOUNDARY
+
+ʃ k e m ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e t̪ a p ɐ z WORD_BOUNDARY e v u l̪ˠ u t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+
+
+p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e ʃ p u ɾ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY f u ɾ m a t̪ u WORD_BOUNDARY ʃ ɐ p ɯ f i l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɛ n̪ ɛ s WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ a s u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ũ WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY ʒ i u m u ɾ f u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u z e t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ s ɛ WORD_BOUNDARY
+n̪ ɯ ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɯ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u s ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s õi z WORD_BOUNDARY e n�� ɯ WORD_BOUNDARY n̪ ɯ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY s u b ɾ ɯ p ɔ ʃ t̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ s i l̪ˠ i a ʁ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u z e t̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY f u l̪ˠ i ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ a t̪ u ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s u WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY k o m WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ z WORD_BOUNDARY ɐ b s u l̪ˠ u t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi z WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY s i t̪ a d̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY u WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY
+k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY m e z u z ɔi k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u z ɔi k ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY
+p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ u ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɡ o ɐ p i a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ õ WORD_BOUNDARY ʒ e ɾ o n̪ i m u k u ɾ i u v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i o n̪ ɐ s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+ɡ o ɐ p i a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ õ WORD_BOUNDARY ʒ e ɾ o n̪ i m u k u ɾ i u v ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+k ũ t̪ a t̪ u ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY s u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY
+s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY b u ɡ e ʁ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ u m i n̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY
+d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ ɛ s ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i k ɯ ʃ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɡ o ɐ p i a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ õ WORD_BOUNDARY ʒ e ɾ o n̪ i m u k u ɾ i u v ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY f ɐi ʃ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s e p ɐ ɾ ɐ̃ d̪ u WORD_BOUNDARY
+a l̪ˠ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY
+ɡ ʁ ɔ s ɐ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b ɐ z au̜ t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ʁ u z i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY u WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ �� s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+f ɐi ʃ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+
+a s i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+v ɐ ɾ i a d̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ s ɛ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY v ai WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i t̪ ɐ ʒ ɐ i WORD_BOUNDARY i WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+
+s e ɡ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY ɐ n̪ ɐ ʃ t̪ u m u z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u z WORD_BOUNDARY ʃ t̪ ʁ i a d̪ u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+ʁ e k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+ɐ n̪ ɐ ʃ t̪ u m u z a d̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f a ʎ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k u ɾ t̪ ɐ̃ d̪ u WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY b ʁ u ʃ k ɯ WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ɐ m i t̪ i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY i t̪ ɐ ɾ ɐ ɾ ɛ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ s k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY p o k ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+k o m WORD_BOUNDARY p o k ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ʁ ɐ t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f ɐ m i l̪ˠ i ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+
+
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY
+
+n̪ u ɾ m ai ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY
+t̪ i b ɐ ʒ i WORD_BOUNDARY i WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY o v WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʒ ɔ v ẽ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY b a z i k ɐ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY ɐ p ʁ u v ɐi t̪ o WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʃ WORD_BOUNDARY p ʁ ɛ e z i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p ʁ i ẽ ʃ ẽ d̪ u u z WORD_BOUNDARY ũ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ ɾ d̪ ẽ WORD_BOUNDARY k ʁ u n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY
+
+s i ʒ m i k ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY
+m ɐ ʒ u ɾ i t̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY o ɾ s t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ʁ e k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY f a �� ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ u z WORD_BOUNDARY ɐ n̪ ɛ k s u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m u ʃ t̪ ʁ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY a WORD_BOUNDARY
+k e b ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k ɔ ɾ t̪ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY i WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p o ɾ t̪ o WORD_BOUNDARY ɐ l̪ˠ ɛ ɡ ʁ ɯ WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY e v i d̪ e n̪ s i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY m ɐ p i a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s ĩ t̪ u ɾ ɐ̃u̜ WORD_BOUNDARY d̪ õ WORD_BOUNDARY f e l̪ˠ i s i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ s i n̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY ʒ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY k o n̪ ɯ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u ʃ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɾ u m ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m i u s e n̪ u WORD_BOUNDARY
+
+f a ʎ ɐ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY ʁ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY
+ʁ i ɐ t̪ i v a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+s u f ʁ ẽ d̪ o WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʃ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY
+au̜ WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ u p l̪ˠ a p WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u n̪ l̪ˠ a p WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k u ɾ u m i n̪ WORD_BOUNDARY ɐ ɾ i ɾ i WORD_BOUNDARY i WORD_BOUNDARY p o ɾ t̪ u WORD_BOUNDARY b ɛ l̪ˠ o WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ m ɐ̃ d̪ ɐ i WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i d̪ ɐ WORD_BOUNDARY i m b ɛ WORD_BOUNDARY t̪ ʁ ɐ m ɐ̃ d̪ ɐ i WORD_BOUNDARY i WORD_BOUNDARY s i d̪ ʁ ɐi ɾ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+l̪ˠ i ʃ t̪ ʁ i k ɐ z WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi z WORD_BOUNDARY i m b ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+f a ʎ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u m i n̪ ɔ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+
+f a ʎ ɐ z WORD_BOUNDARY ɐ s u s i ɐ̃u̜ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+u ɾ i z õ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi z WORD_BOUNDARY i m b ɛ WORD_BOUNDARY i WORD_BOUNDARY s i d̪ ʁ ɐi ɾ ɐ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e ɾ t̪ u ɾ b a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY l̪ˠ i ʃ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY n̪ i u t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY
+f a ʎ ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ i p WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k ũ ɲ ɐ ʃ WORD_BOUNDARY
+k l̪ˠ a ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ s a ɾ ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ ai z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ o p u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e v ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e ɾ u z ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY
+s i ʒ m i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ i p WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY e v ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a v ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k a ɾ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ĩ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY
+k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e t̪ ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY v e ɾ m e ʎ u WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ʁ ɔ z ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY p ʁ e t̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY s t̪ ʁ i k ɯ WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+a l̪ˠ b i ɐ̃ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY s ɔ f ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY e ɾ u z i v u WORD_BOUNDARY
+ɔ k u ʁ eu̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v ẽ t̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY n̪ u WORD_BOUNDARY k u n̪ i ɐ s i ɐ̃ n̪ u WORD_BOUNDARY
+
+
+m i l̪ˠ i s ɯ ɡ ũ d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY
+s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY f ɐ ʎ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY
+s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ z ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY m ɐ p i a d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e f l̪ˠ ɛ k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɐ l̪ˠ u d̪ ɯ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o n̪ ɯ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u z WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY k o m WORD_BOUNDARY
+m ɯ n̪ ɔ ʁ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʃ WORD_BOUNDARY
+
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p u z i s i u n̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e k u ɲ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ z WORD_BOUNDARY ĩ t�� ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+s i ʒ m i k ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ p i a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY
+m e ɾ ɡ u ʎ u WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ e k u ɲ ɯ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e l̪ˠ ɔ t̪ ɐ z WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY
+n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ z ui WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k o ɾ ɯ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p ʁ u ʒ ɯ s õi ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+n̪ i v ɐi z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY
+ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s u l̪ˠ i d̪ o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+p e ɾ m ɐ n̪ ɛ s ɯ WORD_BOUNDARY ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s u f ʁ eu̜ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ s i m ɛ t̪ ʁ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+
+k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e l̪ˠ e v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m a ʒ ẽ WORD_BOUNDARY ɛ s ɛ ʁ ʁ t̪ e ɛ m WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+k ũ s t̪ ɐ t̪ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+n̪ u ɾ m ai z WORD_BOUNDARY i WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY v i z u ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ f ɯ t̪ o WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY i z u l̪ˠ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ n̪ ɛ k s u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY v i z u ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɔ t̪ ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ d̪ e n̪ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i z u l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+p ʁ e z ẽ t̪ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ ʃ WORD_BOUNDARY
+ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY au̜ z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m a ʒ ẽ WORD_BOUNDARY ɛ s ɛ ʁ ʁ t̪ e ɛ m WORD_BOUNDARY f oi WORD_BOUNDARY
+d̪ i f i s i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o ʁ ɯ z WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ o ʁ ɯ ʃ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+
+t̪ ɔ p u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ ʁ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u ʒ WORD_BOUNDARY m e z u z ɔi k u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+f a t̪ o WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ ɯ ɾ u ɡ ʁ ɐ v i m ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ĩ k l̪ˠ i n̪ a l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i m a ʒ ẽ WORD_BOUNDARY ɛ s ɛ ʁ ʁ t̪ e ɛ m WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p ʁ u v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ i b ɐ ʒ i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY
+p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s ɯ s õi ʃ WORD_BOUNDARY s i ʒ m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY
+t̪ i b ɐ ʒ i WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY u ɾ i z õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɾ u m ĩ WORD_BOUNDARY o WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i n̪ i ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY b u e n̪ u WORD_BOUNDARY
+
+e u s e n̪ o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY f ɐ ʎ a d̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ i u t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY k u ɾ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ʒ ɯ ɾ o WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+n̪ u ɾ m ai z WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u m i n̪ ɔ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY u m WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+i d̪ ʁ ɐ ʃ f a l̪ˠ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ o WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY s u ɾ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY f o s �� WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+k e n̪ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY
+k e n̪ t̪ ɯ z WORD_BOUNDARY ɐ k ɐ ʁ ɯ t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɔ f ɯ ɾ ɯ s ẽ d̪ u WORD_BOUNDARY ʁ i ʃ k u z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+ɔ p ɯ ɾ a ɾ i u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ n̪ u z ɐi o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ɛ ɾ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u k u ɾ ɐ s ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+ɐ ʃ f au̜ t̪ i k o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u d̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ ɛ l̪ˠ ɐ z WORD_BOUNDARY ɔ f ɯ ɾ ɯ s ẽ d̪ u WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ z WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ t̪ u l̪ˠ u ʒ i ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+p e l̪ˠ u ʃ WORD_BOUNDARY p ɐ v i m ẽ t̪ u z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ n̪ u t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY v i z WORD_BOUNDARY a WORD_BOUNDARY
+k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY d̪ i ʃ p u z i t̪ i v u z WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY n̪ ɐ n̪ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY
+ɐ t̪ o m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ k ʁ u ʃ k ɔ p i k ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY ʃ k u ʎ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u ʃ WORD_BOUNDARY
+
+ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u m WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u n̪ u WORD_BOUNDARY
+
+
+p ʁ u d̪ u t̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f ɐ z ẽ d̪ o WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f u ɡ o ʁ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u l̪ˠ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ u t̪ i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY s ai b o l̪ˠ t̪ f u ɾ ɔ l̪ˠ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+
+s i m ẽ t̪ o WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+
+ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY m a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY d̪ i v i d̪ ẽ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY
+
+ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ i p u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k o a l̪ˠ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ ʒ WORD_BOUNDARY ɡ ɐ z u l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k e ɾ u z e n̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e f i n̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u d̪ u t̪ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ u WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY u ʃ WORD_BOUNDARY s i m ẽ t̪ u z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+t̪ e ɾ m u p l̪ˠ a ʃ t̪ i k u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u ɾ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY
+
+ẽ p ʁ e ɡ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY
+o t̪ ʁ u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u l̪ˠ ɯ s i m ẽ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ b e s ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k au̜ d̪ ɐ WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY
+o WORD_BOUNDARY i d̪ ʁ u f ɔ b i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b o ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʃ p u m ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY o WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u l̪ˠ i k i d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u ɡ a ʃ WORD_BOUNDARY
+i WORD_BOUNDARY s ɔ l̪ˠ i d̪ u l̪ˠ i k i d̪ u WORD_BOUNDARY p ʁ u m u v ẽ d̪ u WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY
+
+k l̪ˠ ɐ s i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+i o n̪ i k u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u z WORD_BOUNDARY ɐ n̪ i o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ f ɔ t̪ ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ i o n̪ i k u ʃ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+i u n̪ i z a v ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY p u z i t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ĩ f ɯ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k u ʒ m ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY m i k ʁ u b i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɐ n̪ i o n̪ i k u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY i u n̪ i z a v ɐi ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+m ai ʒ WORD_BOUNDARY d̪ i f ũ d̪ i d̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɐ b õi z WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s u f u n̪ a d̪ u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY
+o t̪ ʁ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɐ̃ f ɔ t̪ ɯ ɾ u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b u ʒ WORD_BOUNDARY ʁ ɐ d̪ i k ai z WORD_BOUNDARY a s i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+b a z i k u WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s WORD_BOUNDARY i u n̪ i z ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY ɛ t̪ ɯ ʁ WORD_BOUNDARY ɾ u ɾ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɾ ɔ ɐ ɡ a WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ ɐ WORD_BOUNDARY ɛ ʁ ʁ s e ɔ ɾ WORD_BOUNDARY o WORD_BOUNDARY
+m e ʒ m o WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY ɛ ʁ ʁ ɛ n̪ʲ ɐ ɡ a ɾ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p u l̪ˠ i k ũ d̪ e n̪ s ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e t̪ i l̪ˠ e n̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY l̪ˠ i p ɔ f i l̪ˠ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ o WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY m e k ɐ̃ n̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u ʒ WORD_BOUNDARY m u i ɲ u ʃ WORD_BOUNDARY k u l̪ˠ oi d̪ ai ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ʁ õ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a ʁ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɐi t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY a WORD_BOUNDARY
+
+k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+
+
+d̪ i v i d̪ i l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ v u l̪ˠ v e l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i m p ɯ d̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɐ k o ɔ z ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY p ʁ e m ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+
+k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY s u ɾ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɛ k u l̪ˠ u WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY
+
+p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY v e z WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY ɐ n̪ i o n̪ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY
+
+t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ẽ p ʁ ɯ ɡ ɐ̃ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+m ɛ t̪ u d̪ o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY f o s ɯ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY ʃ t̪ i v ɛ s ẽ WORD_BOUNDARY k e n̪ t̪ ɯ z WORD_BOUNDARY ɐ k ɐ ʁ ɯ t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɔ f ɯ ɾ ɯ s ẽ d̪ u WORD_BOUNDARY ʁ i ʃ k u z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɔ p ɯ ɾ a ɾ i u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ n̪ u z ɐi o WORD_BOUNDARY ɐ b e d̪ ɐ WORD_BOUNDARY
+
+s i m ẽ t̪ o WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e ɐ p e WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɔ l̪ˠ i u ẽ a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY
+p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɔ ɾ m ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY e k u n̪ u m i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY
+e k u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY s e ɡ u ɾ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s i t̪ a ʁ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY
+ɡ a z ɯ ʃ WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʁ i ʃ k u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s ẽ d̪ i o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY u z u WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY
+ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY ũ m i d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ ɐ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY b au̜ e ʁ WORD_BOUNDARY
+
+
+e m u s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY p ɛ ɾ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u l̪ˠ i d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+m i ʃ t̪ u ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u m u ʒ e n̪ ɐi z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ o WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u ʒ WORD_BOUNDARY ɡ l̪ˠ ɔ b u l̪ˠ u ʃ WORD_BOUNDARY
+e s t̪ ʁ ɯ m ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e k e n̪ u ʃ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɡ ɐ̃ m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m i k ʁ ɐ WORD_BOUNDARY o WORD_BOUNDARY
+
+a WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e m u s õi ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ʁ WORD_BOUNDARY f l̪ˠ ui d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ l̪ˠ ɔ b u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɐ̃ t̪ i d̪ u ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ɐ v i m ẽ t̪ o WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY
+d̪ ɯ z ẽ p e ɲ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY i m p ɯ ɾ m i ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY
+s e p ɐ ɾ a ʁ s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY n̪ e u t̪ ʁ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY k a ɾ ɡ ɐ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f ɐ z ẽ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k o ʁ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+p u l̪ˠ i ɐ m i n̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY k ũ f ɯ ɾ ĩ d̪ u ʎ ɯ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY a s i d̪ ɐ ʃ WORD_BOUNDARY p e WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ l̪ˠ ɔ b u l̪ˠ u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ e k s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY ʁ e k u m ẽ d̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ɛ ɾ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ k ɐ d̪ ɐ̃ m WORD_BOUNDARY i m p ɯ ɾ m i ɐ b i l̪ˠ i z ɐ s õi z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY n̪ ɔ ɾ m ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY
+b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ ʒ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ u m p e ʁ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ ɐ s ɯ WORD_BOUNDARY
+ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY o WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɯ k i l̪ˠ i b ʁ i u WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ u k i m i k u WORD_BOUNDARY p ʁ u v u k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s i d̪ e z WORD_BOUNDARY o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ ai WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ l̪ˠ ɔ b u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ ɐ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɛ ʁ ʁ ɛ ʁ ʁ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʒ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY
+d̪ ɯ z i ɡ n̪ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʁ ʁ ɛ m WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɛ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʁ ʁ ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+
+
+ɐ ʃ f au̜ t̪ i k o WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ o WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY
+
+f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY v i v ẽ s i ɐ WORD_BOUNDARY ɐ v ɐ̃ s u ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e z ɯ k u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɾ v i s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+s u ɾ ʒ i m ẽ t̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY s e ɾ v i s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY e z ɯ k u t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY p ɐ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e z ɯ k u t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY f o s ẽ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY s i t̪ u ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ a f ɯ ɡ u WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ t̪ ẽ s ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY f i k o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY m u d̪ i f i k a d̪ u WORD_BOUNDARY p u s ui WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u l̪ˠ ɯ s i m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ v i m ẽ t̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ u ɾ n̪ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY
+i n̪ i s i a l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY s e s a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ i s i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u v u k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ ʁ a f ɯ ɡ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɛ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i WORD_BOUNDARY a WORD_BOUNDARY f ɐ d̪ i ɡ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY b e t̪ u m i n̪ ɔ z ɐ z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+f l̪ˠ e k s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai z WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u l̪ˠ ɯ s i m ẽ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+p ʁ u p u ɾ s i o n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY m u d̪ i f i k a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY s u ʒ ɐi t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ s u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s u ɾ ʒ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f ɐi t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ v i m ẽ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i s u ɾ ɐ ʃ WORD_BOUNDARY
+t̪ ʁ ĩ k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ n̪ ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY e l̪ˠ a ʃ t̪ i k ɐ ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY m e ʎ ɔ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ ɯ z i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ʃ f ɔ ɾ s u ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɐ ʁ ɐ̃ k a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p i ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ s u s i a d̪ u ʒ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+u ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ a t̪ ɯ k s WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+i WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY k o p u l̪ˠ i m ɯ ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i ɾ e n̪ u b e b u t̪ ɐ d̪ i e n̪ o WORD_BOUNDARY ɛ s b e ɛ s WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY p oi z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ a f ɯ ɡ o WORD_BOUNDARY ĩ t̪ ẽ s u WORD_BOUNDARY k au̜ z ɐ̃ d̪ u WORD_BOUNDARY d̪ ɐ̃ n̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ v i m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+
+n̪ ɐ n̪ u ɯ ʃ t̪ ʁ u t̪ u ɾ a d̪ u z WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY
+k u m ɯ s o WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY e z ẽ p l̪ˠ u z WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m i k ʁ u u ɾ ɡ ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY n̪ ɐ n̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ ɐ n̪ u t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i ai z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+
+s ɐ̃u̜ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m i k ʁ u e ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ n̪ u m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY ɛ l̪ˠ ɐ z WORD_BOUNDARY ɔ ɾ d̪ ɯ n̪ a d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+d̪ ɯ z u ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ n̪ʲ ɛ m WORD_BOUNDARY
+ẽ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f ɛ ɾ ẽ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɯ WORD_BOUNDARY
+ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY b ɐ z au̜ t̪ i k u ʃ WORD_BOUNDARY s ɔ f ʁ ɯ WORD_BOUNDARY
+e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY ʎ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p u s ui WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY k ɐ t̪ i o n̪ i k ɐ WORD_BOUNDARY
+i WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY e ʃ p ɐ̃ d̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ ɡ ʁ i k u t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m i k ɐ WORD_BOUNDARY
+f u ɾ m a d̪ u WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+s u b m ɯ t̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY m i ʎ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɐ̃ m i n̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɔ ɾ m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY f ɐ z ẽ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY e s p l̪ˠ o d̪ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f ɔ ɾ m ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ ɔ k u ʃ WORD_BOUNDARY s ɐ̃ f u n̪ a d̪ u ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY f l̪ˠ ɔ k o WORD_BOUNDARY e ʃ p ɐ̃ d̪ i d̪ o WORD_BOUNDARY ɐ p ʁ i z i o n̪ ɐ WORD_BOUNDARY k ũ s i ɡ u WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY i n̪ ɛ ɾ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY e ʃ s ɯ p s i u n̪ a l̪ˠ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i z u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u d̪ u t̪ o WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i n̪ i f u ɡ o WORD_BOUNDARY i n̪ u d̪ ɔ ɾ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɛ l̪ˠ ɯ WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY p u m õi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+b ai ʃ ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i z u l̪ˠ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ɾ m i k o WORD_BOUNDARY i WORD_BOUNDARY ɐ b s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY ɐ k u ʃ t̪ i k u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ k u m p õi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ i ɔ ɾ ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ p u d̪ ʁ ɛ s ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ai WORD_BOUNDARY k u p ĩ ʒ WORD_BOUNDARY o WORD_BOUNDARY ĩ s ɛ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɐ k a d̪ u WORD_BOUNDARY
+p e l̪ˠ o WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY f l̪ˠ o u ɾ i d̪ ʁ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ v e ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY p e z o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ u b ʁ i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+f i l̪ˠ t̪ ʁ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY e ʃ p ɐ̃ d̪ i d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ a ʒ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ e d̪ ɯ z WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ k ʁ ɛ t̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u t̪ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i m p ɯ ɾ m i ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ a ʒ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY m i o l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v i z ɔ ɾ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ɔ ɾ t̪ ɐ ʃ WORD_BOUNDARY
+k ɔ ɾ t̪ ɐ f o ɡ u WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f o ɡ u WORD_BOUNDARY f o ʁ u WORD_BOUNDARY d̪ ɯ k u ɾ ɐ t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY ɐ k u ʃ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ v ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f o ɡ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i ai ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɛ s ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ WORD_BOUNDARY ĩ k l̪ˠ ui s ɯ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ k u ʎ e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p ɐ t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p ʁ u d̪ u z ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY v u l̪ˠ a t̪ i l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɐi ʃ a ʁ WORD_BOUNDARY ʁ e z i d̪ u u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ u WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k e ɾ u z e n̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY l̪ˠ i p u f i l̪ˠ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u ʃ WORD_BOUNDARY
+
+
+n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY b o ɐ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ v ɯ ɾ t̪ e l̪ˠ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ i s u l̪ˠ v e l̪ˠ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ d̪ i t̪ i v o WORD_BOUNDARY u z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k au̜ s i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY
+ʃ p e s i f i k ɐ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e m u s ɐ̃u̜ WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY
+
+m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY
+
+n̪ ɛ s ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY ʃ k u ʎ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY b ʁ u t̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY
+k ɐ t̪ i o n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY k ɐ t̪ i o n̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɛ l̪ˠʲ ɛ l̪ˠ WORD_BOUNDARY u m WORD_BOUNDARY
+
+
+ɛ s ɯ ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY
+m i n̪ u t̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ɛ z ɐ s ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY ɡ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k u l̪ˠ ɔ k ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ k a ʁ WORD_BOUNDARY s o b WORD_BOUNDARY u WORD_BOUNDARY s ɔ l̪ˠ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ o z ɯ WORD_BOUNDARY ɐ ɡ ɐ ɛ ʁ ʁ ɛ s WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY a s i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ b t̪ e ʁ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY p ɛ z ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY k ɐ t̪ i o n̪ i k ɐ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY f ɐ ʃ s ɯ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+p ʁ e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m i ʃ t̪ u ɾ a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+f a z ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ d̪ i s i o n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɐ k ɯ s e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+e m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY
+
+
+
+ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY a s i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ d̪ i t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɐ d̪ i t̪ i v u WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY d̪ i v i d̪ i l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ v u l̪ˠ v e l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i m p ɯ d̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY p ʁ e m ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi ʒ WORD_BOUNDARY m a s i k ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e z i d̪ u u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY ʒ ɐ̃ m ɯ ʃ WORD_BOUNDARY
+
+ɐ n̪ ɐ l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY o WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ z ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u t̪ i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u l̪ˠ ɯ s i m ẽ t̪ o WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+k u m p ʁ i ẽ d̪ e ɾ ɐ̃u̜ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ m ẽ t̪ u WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY s ai b o l̪ˠ t̪ WORD_BOUNDARY f u ɾ ɔ l̪ˠ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY i d̪ ʁ u ʒ ɯ n̪ i o n̪ i k u WORD_BOUNDARY
+
+
+k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY
+
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY v e ɾ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY e ʃ k u a ʁ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY s ai b o l̪ˠ t̪ f u ɾ ɔ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ẽ p i ɾ i k o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e s p ʁ ɯ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s ai b o l̪ˠ t̪ f u ɾ ɔ l̪ˠ WORD_BOUNDARY ɛ s ɛ s ɛ f WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY n̪ ɔ ɾ m ɐ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ʒ i t̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b ɛ k ɯ ʁ WORD_BOUNDARY d̪ ɯ v ẽ d̪ u WORD_BOUNDARY f i k a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY v i ʃ k u z i m ɯ t̪ ʁ u WORD_BOUNDARY v e ɾ i f i k ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɐ p ɐ ɾ e ʎ o WORD_BOUNDARY ẽ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ʁ e t̪ i ɾ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ i f i s i u WORD_BOUNDARY f u ɾ ɔ l̪ˠ WORD_BOUNDARY ɐ s i u n̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY u WORD_BOUNDARY k ʁ u n̪ o m ɯ t̪ ʁ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY k ũ t̪ i n̪ u u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+
+
+
+e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ ɾ m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+
+k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i WORD_BOUNDARY a WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ d̪ ɯ z i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k ɐ z WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ u d̪ u z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY v i z u a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY
+ʃ t̪ i m ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ̃ t̪ e v ɯ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY
+ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY v e ɾ i f i k ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ u k a ʒ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʃ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u v e t̪ ɐ WORD_BOUNDARY ʃ p e s i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z i d̪ u u z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY k ũ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+e m u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k ɯ s i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY b ʁ ɐ̃ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ p ĩ ɡ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ s ai u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m u m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY p ɐ ʃ t̪ ɔ z ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɔ ɾ m ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ʃ p e ʎ a d̪ ɐ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ e z i d̪ u WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY
+s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p e z a d̪ ɐ WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY s ĩ k u ʁ e z u t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY s ɐi z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z i d̪ u u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY
+
+ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʁ e t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ WORD_BOUNDARY a ʃ t̪ m WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u a ʒ ẽ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY ĩ d̪ i k ɐ s õi ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+ʁ e z i ʃ t̪ ẽ s i ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+o t̪ ʁ u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY
+
+
+
+
+ʃ p e s i f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u z a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY
+
+
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY
+o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z i d̪ u u z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ i b ui s ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY m a s ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ a s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ d̪ i t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ s p u ɾ t̪ ɐi ʃ ɐ̃ WORD_BOUNDARY ʁ e z i a ɾ ʃ WORD_BOUNDARY b u a ɾ d̪ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY p ʁ u p ɔ z i t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z i d̪ u WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+e m u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z i d̪ u WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+v e ɾ i f i k a ɾ ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ʃ t̪ a d̪ u z WORD_BOUNDARY u n̪ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ɐ i z ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+eu̜ ɾ ɔ p ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY l̪ˠ e v a d̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a ɾ i ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ʁ i u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ s ai u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY m u d̪ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY p u l̪ˠ i m ɛ ɾ i k ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+f u ɾ ɔ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY
+ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY f i k ɐ ɾ a WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ v ẽ d̪ u WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɐ t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ p e ɾ a v ɐ s ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY v i ɛ s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY m ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ WORD_BOUNDARY ɐ k ʁ ɯ d̪ i t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ i u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY i m p ɯ d̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ e d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY d̪ i m i n̪ u ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u m p ʁ u v a ʁ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY
+ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ v e WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ɐ ʁ ɯ d̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ v ɯ ɾ i ɡ o a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY
+
+e m u s õi ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p oi z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z i d̪ u u ʃ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u v e t̪ ɐ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e z i d̪ u u ʃ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u v e t̪ ɐ WORD_BOUNDARY ɐ k ʁ ɯ d̪ i t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY u WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m u ʒ e n̪ ɐi z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+
+ẽ s ai u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f i k o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʃ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY n̪ ɔ ɾ m ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY
+i f ɯ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY ʁ e z i d̪ u u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u v e t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ s i z ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY b ɐ z i a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ ai ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY t̪ e ɾ m u ʁ i ʒ i d̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ i a ʒ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i ai ʃ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+b ai ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ n̪ u m ɐ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k ɐ t̪ i o n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+ɐ ʃ f a l̪ˠ t̪ u WORD_BOUNDARY m u d̪ i f i k a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ v i m ẽ t̪ u WORD_BOUNDARY
+
+au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ʒ i d̪ e ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY s ɐi ʃ k ũ k l̪ˠ u z õi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʃ WORD_BOUNDARY
+
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k ɐ ʒ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ m i k u l̪ˠ i t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ i u ɾ a d̪ o WORD_BOUNDARY ɔ k ɐ z i u n̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s ɯ k o ẽ t̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k ɐ ʃ WORD_BOUNDARY
+
+n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ k ɐ b o s u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+
+ɐ ɾ k ɐ b o s u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY m ɐ̃ t̪ ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u z WORD_BOUNDARY e v ẽ t̪ u ʃ WORD_BOUNDARY
+t̪ ɛ t̪ o n̪ i k u z WORD_BOUNDARY e u k ʁ ɯ t̪ a s i u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k ũ ʒ ũ t̪ u WORD_BOUNDARY m e z u z ɔi k o WORD_BOUNDARY ɯ ʃ p õi WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ k u ɾ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v o WORD_BOUNDARY ɐ s i m ɛ t̪ ʁ i k u WORD_BOUNDARY ʃ p e s i f i k a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ẽ b ʁ u ʒ WORD_BOUNDARY b ɐ ɾ b a ʎ ɐ WORD_BOUNDARY
+k ʁ a t̪ o WORD_BOUNDARY i p u b i WORD_BOUNDARY i WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY
+l̪ˠ i t̪ u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ k u ɾ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ẽ b ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i v ɯ ɾ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ɔ p i n̪ i õi z WORD_BOUNDARY i WORD_BOUNDARY d̪ u v i d̪ ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY l̪ˠ i t̪ u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai z WORD_BOUNDARY ʃ t̪ u d̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY v i ɾ t̪ u d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ i ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ t̪ ẽ p u ɾ ɐ̃ n̪ i u z WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ p ʁ i m u ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY s e k o ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ f u k ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ʁ u f ɯ ʃ WORD_BOUNDARY
+
+u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɐ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ ɡ l̪ˠ ɔ b ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u n̪ i s i p i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u ɐ z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k ʁ a t̪ u WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ l̪ˠ ĩ d̪ ɐ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ i ɾ i WORD_BOUNDARY i WORD_BOUNDARY ʒ ɐ ɾ d̪ ĩ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u b ʁ ɐ d̪ i ɲ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p ʁ u s i m i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s e d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY m u n̪ i s i p i u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i n̪ ɐ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY
+m i n̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ a v ɯ ʒ WORD_BOUNDARY ɛ s WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ l̪ˠ ĩ d̪ ɐ WORD_BOUNDARY s e ɛ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ s ɛ s o WORD_BOUNDARY a WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY f ɐ ɾ i ɐ ʒ WORD_BOUNDARY b ʁ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ l̪ˠ ĩ d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ a t̪ u WORD_BOUNDARY s e ɛ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY
+
+s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY s i t̪ u ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ ɾ d̪ ĩ WORD_BOUNDARY s e ɛ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+p ʁ u s i m i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ k ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ p a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+ɐ p l̪ˠ i k a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k ũ s i ʃ t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY s i ẽ t̪ i f i k u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY
+p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s i t̪ ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ z WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɛ ɡ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY n̪ ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ i ɐ̃ WORD_BOUNDARY
+ʒ u ɾ n̪ a l̪ˠ WORD_BOUNDARY ɔ f WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY k ũ s i ʃ t̪ iu̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+s e ɾ ẽ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ̃ m p ɐ̃ ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY d̪ i ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+
+ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ t̪ ʁ i b u t̪ u ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY f i z i k u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY b i u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY s ĩ ɡ u l̪ˠ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m u m ẽ t̪ ɯ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v e ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY o WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ʒ ɯ n̪ ɛ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o i d̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY f ɔ s ɐi z WORD_BOUNDARY i WORD_BOUNDARY k o ʁ WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ z WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY
+ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s u b ɾ ɯ t̪ u d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f l̪ˠ u t̪ u ɐ s õi ʃ WORD_BOUNDARY s i k l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY ĩ d̪ i ʃ p ẽ s a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s ẽ d̪ o WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+d̪ ɯ n̪ u m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɔ d̪ i ɡ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY
+l̪ˠ e t̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m ai u ʃ k u l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ ʃ WORD_BOUNDARY
+s e k ũ d̪ a ɾ i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m i n̪ u ʃ k u l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY ʁ e f ɛ ɾ ẽ s ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ e ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f a s i ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY
+s e ɡ ũ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s e p m WORD_BOUNDARY s u s i e t̪ i WORD_BOUNDARY f o ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ i WORD_BOUNDARY
+
+
+
+ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s ɯ ɡ iu̜ WORD_BOUNDARY u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i o WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY
+
+k u k i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ d̪ m i t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ d̪ k i ɾ i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s t̪ i t̪ u i ɾ ẽ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY i f i k a z WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+p oi ʃ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u m u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u p ʁ i m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+s u b ɾ ɯ t̪ u d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ʁ u z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s t̪ i t̪ ui ɾ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY
+
+s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY v e t̪ u ɾ i a l̪ˠ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY ɛ f WORD_BOUNDARY s e WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e f l̪ˠ ɛ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY ʁ e f l̪ˠ ɛ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ f i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY i n̪ ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k l̪ˠ a s ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɡ ʁ au̜ ʃ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u m u WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s o m ɐ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ũ v ɯ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+i ʃ t̪ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY s i ɾ k u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ʁ u z e t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u k u m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f u t̪ u ɡ ʁ a f i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY k ũ k u m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ t̪ u WORD_BOUNDARY d̪ u k u m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ eu̜ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s u WORD_BOUNDARY p ai n̪ ɛi ʃ WORD_BOUNDARY f u t̪ u ɡ ʁ a f i k u ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY m ũ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY i m a ʒ ẽ z WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ z WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+l̪ˠ ɐ t̪ ɯ ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY v e ɾ t̪ i k ai ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s õi z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʃ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY
+s e l̪ˠ ɯ s i u n̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+k ʁ i t̪ ɛ ɾ i u z WORD_BOUNDARY e ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ s ɯ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY ʃ p ɐ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ i m ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+
+l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ u ɾ i ai ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k i z i s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY
+k u l̪ˠ u n̪ a ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ k ɐ n̪ i a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY
+
+i m a ʒ ẽ ʒ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ũ s i ʃ t̪ iu̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ʒ i t̪ a l̪ˠ WORD_BOUNDARY
+b i d̪ i m ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ ʒ WORD_BOUNDARY d̪ i ʒ i t̪ ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY s e ɡ i ɾ ɐ̃u̜ WORD_BOUNDARY
+ũ WORD_BOUNDARY l̪ˠ ɐi au̜ t̪ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ʁ ɛ d̪ ɯ f i n̪ i d̪ o WORD_BOUNDARY i WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY
+ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY i s o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u ʒ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ʁ u z e t̪ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+k ũ k u ɾ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʒ WORD_BOUNDARY ʒ ɯ n̪ ɛ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+
+k o ɐ̃ d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY ũ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY k u ʒ o WORD_BOUNDARY a p i s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ a t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY e v i d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i a t̪ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i a t̪ u WORD_BOUNDARY
+n̪ ɐ̃u̜ d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY
+l̪ˠ e v ɯ m ẽ t̪ WORD_BOUNDARY ĩ k l̪ˠ i n̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k l̪ˠ i n̪ u f ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u n̪ l̪ˠ a p WORD_BOUNDARY
+k o ɐ̃ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ũ k u ɾ d̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY
+
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e ʒ i m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+i z u l̪ˠ a d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ʁ i t̪ ɛ ɾ i u ʒ WORD_BOUNDARY d̪ i ɐ ɡ n̪ ɔ ʃ t̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e k u ɲ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY k ũ t̪ ẽ p u ɾ ɐ̃ n̪ i u z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u ʃ WORD_BOUNDARY
+
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY
+
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ʒ u ɐi ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY õ d̪ ɐ z WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ʃ t̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+ʁ e t̪ ʁ ɐ b ɐ ʎ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e d̪ ɯ p u z i t̪ a d̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s ẽ d̪ u WORD_BOUNDARY
+k o m u WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɯ WORD_BOUNDARY l̪ˠ a ɡ ʒ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v o WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʃ WORD_BOUNDARY f au̜ n̪ i ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e v ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ t̪ ĩ s ɐ̃u̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+au̜ s i l̪ˠ i a ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+d̪ ɯ t̪ ɐ ʎ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY ʃ a v ɯ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY
+p u l̪ˠ i ʒ ɯ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k u m p ʁ i ẽ d̪ ẽ d̪ u WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʒ u ɾ a s i k u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY u p e ʁ WORD_BOUNDARY ʒ u ɾ ɐ s i k WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ʁ e t̪ ɐ s i u WORD_BOUNDARY
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY l̪ˠ u e ʁ WORD_BOUNDARY k ʁ e t̪ ɐ s i u z WORD_BOUNDARY i n̪ i s i o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɛ ɾ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY
+
+n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY t̪ o d̪ ɐ ʒ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u v ĩ s i ɐ WORD_BOUNDARY b u ɾ b u ɾ e m ɐ WORD_BOUNDARY b ʁ i t̪ u WORD_BOUNDARY n̪ ɛ v ɯ ʃ WORD_BOUNDARY
+
+s i z ɐ ʎ ɐ m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p a t̪ u ʃ WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY k u ɾ v a d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ĩ v ɯ ɾ t̪ eu̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+ɔ ɾ i ʒ i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ʁ ɯ s i u n̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v o WORD_BOUNDARY p e k e n̪ u ʃ WORD_BOUNDARY
+s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ̃ d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i ɐ WORD_BOUNDARY e v u l̪ˠ u t̪ i v ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ʃ t̪ a ʒ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY d̪ e l̪ˠ ɯ z WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY p ʁ ɛ ʁ i f t̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY f i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʃ t̪ a ʒ i u WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY
+
+
+
+m u n̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ b ɐ z a d̪ ɐ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ s ɯ ɾ s õi ʃ WORD_BOUNDARY f ɐi t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ z WORD_BOUNDARY ɔ b ʁ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ĩ d̪ u WORD_BOUNDARY
+
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY k ũ s t̪ i t̪ ui s ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY p ʁ ɛ ʁ i f t̪ ɯ WORD_BOUNDARY
+s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u p ɛ ɾ s ɯ k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY s u b d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s e k o ẽ s i ɐ ʃ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY s e k o ẽ s i ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ a ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s e k o ẽ s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+b ɐ s i ɐ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+s e k o ẽ s i ɐ z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ e ʃ t̪ ɯ m ũ ɲ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY i z u l̪ˠ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+v a ɾ i ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY s i t̪ u a d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ n̪ ɐ̃ m b u k o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ i b ɐ WORD_BOUNDARY
+i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ ɐ t̪ u b a WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY n̪ e ɡ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ n̪ ɐ̃ m b u k o WORD_BOUNDARY ɐ s i n̪ ɯ WORD_BOUNDARY
+
+k ũ t̪ o ɾ n̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v a l̪ˠ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ i ɾ i WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ i ɾ i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ f l̪ˠ ɔ ɾ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐi ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i m ɐ t̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ɛ d̪ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃u̜ z WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i ai z WORD_BOUNDARY ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ k ɐ ɾ ɐ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ ɐ t̪ u b a WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u z ɔi k ɐ WORD_BOUNDARY
+
+f oi WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u WORD_BOUNDARY
+l̪ˠ i t̪ u ʃ f ɛ ɾ i k u WORD_BOUNDARY v i ʃ k u e l̪ˠ a ʃ t̪ i k u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY b ʁ ɛ ʒ u WORD_BOUNDARY s ɐ̃ t̪ o WORD_BOUNDARY i WORD_BOUNDARY m i s ɐ̃u̜ WORD_BOUNDARY
+
+p u ʁ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ m i t̪ u ʒ WORD_BOUNDARY v e ɾ m e ʎ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY t̪ i p i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ̃ d̪ a ʁ WORD_BOUNDARY d̪ õ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ z WORD_BOUNDARY e s k l̪ˠ u z i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u p i s i u z WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ WORD_BOUNDARY b e d̪ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+m i s ɐ̃u̜ WORD_BOUNDARY v ɛ ʎ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u b ɾ ɯ p õi WORD_BOUNDARY k ũ k u ɾ d̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ ɛ ʒ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY
+
+l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u ʃ WORD_BOUNDARY p u ɾ t̪ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ õ k u z WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ d̪ ɐi ɾ ɐ WORD_BOUNDARY s i l̪ˠ i s i f i k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ʁ e m ɛ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p l̪ˠ ɐ n̪ i s i ɯ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY ʁ a z u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+s i l̪ˠ t̪ i t̪ u ʒ WORD_BOUNDARY v e ɾ m e ʎ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ s i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɔ z u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY
+
+ɛ ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ a ɡ u ʒ WORD_BOUNDARY ʁ a z u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+
+n̪ i u ɐ p t̪ i ɐ̃ n̪ ɐ e u a l̪ˠ b i ɐ̃ n̪ ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY f l̪ˠ e k s u ɾ a l̪ˠ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY i WORD_BOUNDARY s u b d̪ i v i d̪ ɯ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o ɯ s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY s u t̪ u p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s ẽ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY t̪ ʁ a t̪ ɐ s ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY p ʁ ɛ ɐ l̪ˠ ɐ ɡ o ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ ɐ k u n̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY
+
+ɐ l̪ˠ ɐ ɡ o ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY b ɐ ɾ b a ʎ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ɐ l̪ˠ i u m ɯ ɾ ɡ u ʎ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ ũi d̪ u s ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɡ ʁ ɔ s u z WORD_BOUNDARY ɐ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY
+ʃ k u ɾ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY b e t̪ u m i n̪ ɔ z u z WORD_BOUNDARY u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY b e t̪ u m i n̪ o z o WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ p i ɾ a s i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u s i l̪ˠ i f ɯ ɾ u WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ʁ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY k ũ ʃ u ʃ t̪ ʁ a s i u z WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i n̪ u m o ɾ f u ʒ WORD_BOUNDARY d̪ ɐ t̪ a d̪ u ʃ WORD_BOUNDARY
+
+
+
+t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY s u p ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ p a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɐ ɾ a WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ u WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ ɯ v o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s u b d̪ i v i z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+k ũ t̪ i u d̪ u WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ẽ b ʁ u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u ʃ WORD_BOUNDARY
+
+
+l̪ˠ ɐ m i n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ o WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ i ʒ i t̪ a d̪ u ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY
+f u ʎ e ʎ u ʒ WORD_BOUNDARY v e ɾ d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i u ʒ WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ʎ e ʎ u z WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY
+
+m ẽ b ʁ u WORD_BOUNDARY k ʁ a t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʒ i p s i t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ʃ v e ɾ d̪ i a d̪ u ʃ WORD_BOUNDARY
+
+m ẽ b ʁ u WORD_BOUNDARY k ʁ a t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f ɔ k u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ɔ p i k u WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ ɾ ɐ ɾ i p i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɯ ɾ ɡ i m ẽ t̪ u WORD_BOUNDARY
+e p i ɾ u ʒ e n̪ i k u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ o WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ i f ɛ ɾ ɯ s ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY ʒ ɯ ɾ o WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɔ s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ t̪ u n̪ i ʒ m u WORD_BOUNDARY s ĩ d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʒ ɔ v ẽ ʒ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY ʁ e k u b ʁ ĩ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o i d̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b e u ɾ l̪ˠ ẽ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY m ẽ b ʁ u ʃ WORD_BOUNDARY s u t̪ u p ɔ s t̪ u z WORD_BOUNDARY i p u b i WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY k ʁ a t̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY
+s u b s ɯ k o ẽ t̪ ɯ z WORD_BOUNDARY ɐ d̪ u t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s u b d̪ i v i z ɐ̃u̜ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʒ ɐ WORD_BOUNDARY
+d̪ i v ɯ ɾ ʒ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s ɛ ɾ n̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY d̪ i v i z ɐ̃u̜ WORD_BOUNDARY n̪ u m ẽ k l̪ˠ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e s ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY
+
+ɐ d̪ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ ɯ ɡ u ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɛ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+v i ɾ t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY v a ʃ t̪ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ ɐ s i u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ i v ɛ ɾ ʒ ẽ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ ɡ ʁ ɯ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY
+ẽ k o ɐ̃ t̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ f i ɾ m ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY
+
+
+d̪ i ʃ t̪ u WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ f i ɾ m ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY
+
+
+k ɯ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v ẽ d̪ o WORD_BOUNDARY e k o i n̪ ɔi d̪ ɯ ʃ WORD_BOUNDARY f au̜ ʒ ɐ z i ɐ WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ẽ s i z WORD_BOUNDARY i WORD_BOUNDARY p i ɡ u ɾ u ʃ WORD_BOUNDARY t̪ i n̪ u k oi WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s ɯ m e ʎ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʃ WORD_BOUNDARY k ʁ e t̪ a s i ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɛ ɾ i k ɐ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY
+s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ʁ e f ɛ ɾ ɯ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɾ ɡ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY
+
+
+l̪ˠ ɐ ɡ u n̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY p e ɾ i ɔ d̪ i k ɐ z WORD_BOUNDARY ĩ ɡ ʁ ɯ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY
+ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɔ b s ɯ ɾ v a ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u ʃ WORD_BOUNDARY k a l̪ˠ s i f ɯ ɾ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k o ʁ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY k l̪ˠ a ɾ u ɐ m ɐ ɾ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY p ʁ u n̪ ũ s i a d̪ ɐ WORD_BOUNDARY
+k ũ t̪ ẽ d̪ u WORD_BOUNDARY f i n̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY v e ɾ d̪ ɯ ʃ k u ɾ u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ o z u WORD_BOUNDARY k o m WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY f au̜ n̪ i ʃ t̪ i k ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+t̪ u ʁ i t̪ ɛ l̪ˠ ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k o WORD_BOUNDARY i WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ t̪ ɯ b ʁ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY v e ɾ t̪ ɯ b ʁ a d̪ u ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u ʃ WORD_BOUNDARY p ʁ e z ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ p a s ɐ ʃ WORD_BOUNDARY
+
+m ɐ ɾ i ɲ o WORD_BOUNDARY o WORD_BOUNDARY l̪ˠ ɐ ɡ u n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ f i ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ u WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u ʃ WORD_BOUNDARY
+m i k s u ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY l̪ˠ ɐ ɡ u n̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s ẽ b l̪ˠ ɛi ɐ WORD_BOUNDARY f ɔ s i l̪ˠ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ l̪ˠ ẽ WORD_BOUNDARY ʃ p ɔ ɾ u ʒ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ ɐ m i n̪ i f ɯ ɾ u ʃ WORD_BOUNDARY
+ʁ u t̪ ɐ l̪ˠ i d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY m u l̪ˠ u ʃ k u ʃ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY m ɐ̃ t̪ e v ɯ s ɯ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ĩ k ɯ ʃ t̪ i u n̪ a v ɛ l̪ˠ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ e n̪ ɯ ɾ u WORD_BOUNDARY s p i n̪ i f ɯ ɾ i t̪ ɯ ʃ WORD_BOUNDARY
+m ɐ̃ t̪ ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s u b t̪ i l̪ˠ i ʃ f ɐ e ɾ ɐ WORD_BOUNDARY ʒ ɐ i n̪ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+p e ɾ t̪ i n̪ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ ɡ ʁ ɯ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ d̪ a ʁ WORD_BOUNDARY ɐ l̪ˠ ɐ ɡ o ɐ z WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u s u i ʁ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY f ɔ s i l̪ˠ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+p u ʃ t̪ u l̪ˠ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ ɐ ɡ u n̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY p e ɾ i ɔ d̪ i k ɐ z WORD_BOUNDARY ĩ ɡ ʁ ɯ s õi ʃ WORD_BOUNDARY
+m ɐ ɾ i ɲ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+k u m p ʁ u v a d̪ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY s u b s i d̪ i u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY
+p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY k ũ k u m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f au̜ n̪ ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ɾ ɐ m i n̪ i f ɯ ɾ u z WORD_BOUNDARY ɐ t̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ ɐ ɡ u n̪ a ʁ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ k u ɾ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s u s ɯ s i v u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e v ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY e p i z ɔ d̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ o WORD_BOUNDARY u WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ u ʃ k u ʒ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʃ WORD_BOUNDARY
+f u ɾ ɐ m i n̪ i f ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY e k o i n̪ ɔi d̪ ɯ z WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ʃ t̪ a d̪ ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi z WORD_BOUNDARY au̜ t̪ ɔ t̪ u n̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʁ e z i d̪ u u ʃ WORD_BOUNDARY
+
+k u k i n̪ ɐ ʃ WORD_BOUNDARY s i t̪ u a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY l̪ˠ a ɡ ʃ WORD_BOUNDARY
+ʁ e z i d̪ u ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+õ d̪ ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u k i n̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY ʁ e s ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ f ɔ k ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ u WORD_BOUNDARY b ɐ z i a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e l̪ˠ a t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u ʃ WORD_BOUNDARY k õ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s u s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY
+u m WORD_BOUNDARY s ẽ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ n̪ u k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɔ v ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+
+s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ l̪ˠ ĩ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ i ɾ i WORD_BOUNDARY s e ɛ WORD_BOUNDARY i WORD_BOUNDARY p u s ui WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ai z WORD_BOUNDARY ʃ t̪ a ɾ ẽ WORD_BOUNDARY d̪ i ʃ p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i t̪ i o WORD_BOUNDARY u m o n̪ i m u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ʁ ɯ d̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ a t̪ u WORD_BOUNDARY s e ɛ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY p ʁ ɔ s i m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u ɾ t̪ ɐi ɾ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+t̪ u ɾ n̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɯ ʃ p o ʁ WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f u ʎ e ʎ u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY
+k o m WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ t̪ ɯ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ t̪ ɯ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i n̪ ɐ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY
+
+k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY k l̪ˠ a ɾ u WORD_BOUNDARY k o m WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i ɐ ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ ʃ WORD_BOUNDARY
+f u ɾ t̪ ɯ m ẽ t̪ WORD_BOUNDARY ĩ t̪ ẽ p e ɾ i z a d̪ u WORD_BOUNDARY l̪ˠ e ʒ ẽ d̪ ɐ WORD_BOUNDARY v e ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e t̪ e WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY
+k ʁ e m ɯ ɐ m ɐ ʁ ũ z a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ s u ʃ t̪ ẽ t̪ a d̪ u ʒ WORD_BOUNDARY m a l̪ˠ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ʁ ɯ d̪ ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɛ d̪ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɔ s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k ɐ̃ t̪ a d̪ ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY f u ɾ ɯ z ɛ t̪ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY
+
+s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ n̪ u l̪ˠ u z WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z o WORD_BOUNDARY i WORD_BOUNDARY f e l̪ˠ d̪ s p a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ʁ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ ɔ z ɐ WORD_BOUNDARY s u b ɐ ʁ e d̪ ũ d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u ʒ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ a d̪ u ʃ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i p s i t̪ ɐ WORD_BOUNDARY s u b ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ʒ e t̪ e WORD_BOUNDARY u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY d̪ i ʃ p ɔ s t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ m a l̪ˠ ɡ ɐ m a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ a s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+d̪ ɯ s i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY i ʁ ɯ ɡ u l̪ˠ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ɐ b ʁ u p t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s u t̪ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ĩ d̪ i k ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY
+k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u ʒ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY l̪ˠ ẽ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY e ɾ u z i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY
+ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY k o ɐ ɾ t̪ ɔ z u ʃ WORD_BOUNDARY k ʁ e m ɯ ʃ b ʁ ɐ̃ k i s a d̪ u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ õ z WORD_BOUNDARY m ɐ ʁ õ ɐ l̪ˠ ɐ ɾ ɐ̃ ʒ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ʃ v e ɾ d̪ i a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ʃ k u ɾ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+m ɐ t̪ ʁ i z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s i l̪ˠ t̪ u ɐ ɾ ʒ i l̪ˠ ɔ z ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY
+s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ z WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɐ ʁ e d̪ ũ d̪ a d̪ u ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɔ ɾ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ i n̪ ai ʃ WORD_BOUNDARY k ũ f ɯ ɾ ĩ d̪ u WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ s ĩ t̪ ɔ t̪ i k ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i l̪ˠ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY
+d̪ u z WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ʁ u z a d̪ u z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɔ ɾ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ i n̪ ai ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY ĩ t̪ ʁ ɐ k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ i ʃ p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY u z WORD_BOUNDARY ĩ t̪ ʁ ɐ k l̪ˠ a ʃ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ ʁ ɯ d̪ ũ d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u ʒ WORD_BOUNDARY m i l̪ˠ i m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+f ʁ ɐ s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f i n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ɐ p ɐ ɾ ɯ s e ɾ ẽ WORD_BOUNDARY d̪ ʁ a p ɯ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɛ ʃ t̪ u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ i f i k a d̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐi t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɐ ʁ i a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ʁ a ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ u l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʃ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s a l̪ˠ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ʁ a p ɯ z WORD_BOUNDARY ɔ ɾ i ʒ i n̪ ɐ s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+f i n̪ u ʃ WORD_BOUNDARY k ʁ e m ɯ ɐ s ĩ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ õ ʃ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ʃ k u ɾ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʃ WORD_BOUNDARY s u b ɐ ʁ e d̪ ũ d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY
+b o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ẽ t̪ i m ɯ t̪ ʁ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+
+
+i WORD_BOUNDARY s u ʃ p ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY s u b ɐ k o ɔ z ɐ ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u z WORD_BOUNDARY u n̪ i d̪ i ɾ ɯ s i u n̪ ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ ɐ WORD_BOUNDARY
+
+s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ s ɡ e WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃u̜ z WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u ʃ WORD_BOUNDARY
+m u d̪ ɯ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ WORD_BOUNDARY s i ɡ m u i d̪ WORD_BOUNDARY k ʁ o s WORD_BOUNDARY
+s t̪ ʁ ɐ t̪ i f i k ɐi ʃ ɐ̃ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ i ɐ ɡ n̪ ɔ ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ s ɡ e WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY
+u ʃ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʒ ɛ z i m o WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY u ɾ i z ũ t̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+b a ʁ ɐ z WORD_BOUNDARY ɐ m a l̪ˠ ɡ ɐ m a d̪ ɐ ʒ WORD_BOUNDARY ʒ u ʃ t̪ ɐ p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ a s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p u WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ ʒ ẽ s i ai z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY p ʁ e t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ m a l̪ˠ ɡ ɐ m a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY
+l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ ʃ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY
+ɐ m a l̪ˠ ɡ ɐ m a d̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɾ ɛ ʃ WORD_BOUNDARY
+k o ɐ̃ d̪ u WORD_BOUNDARY k ɐ n̪ ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ z WORD_BOUNDARY ʃ t̪ ɐ ɡ n̪ a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ s ɯ l̪ˠ e ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ ʃ WORD_BOUNDARY
+au̜ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ i v u z WORD_BOUNDARY e l̪ˠ ɛ v ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY
+ɐ m a l̪ˠ ɡ ɐ m a d̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY f u ɾ m a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY
+s i ɡ m ɔi d̪ ɯ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s ɯ l̪ˠ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ s ɡ e WORD_BOUNDARY
+s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p u d̪ e ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u n̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k õ k ɐ v ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ u p s ɛ t̪ WORD_BOUNDARY f u ɾ ɯ z ɛ t̪ WORD_BOUNDARY i WORD_BOUNDARY b u t̪ u m s ɛ t̪ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ u n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e ʒ i m �� WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u n̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e ɾ u d̪ i d̪ ɐ WORD_BOUNDARY p i k a ɾ d̪ WORD_BOUNDARY e WORD_BOUNDARY h ai WORD_BOUNDARY ʒ ɔ t̪ ɐ ɛ ʁ ʁ WORD_BOUNDARY
+
+m ɐ ʁ õ ɐ ʁ ɔ ʃ i a d̪ u WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʃ WORD_BOUNDARY
+m ɛ d̪ i u ʒ WORD_BOUNDARY m u d̪ ɯ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f e l̪ˠ d̪ s p a t̪ u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʃ WORD_BOUNDARY
+s u b ɐ̃ ɡ u l̪ˠ ɔ z u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɐ ʁ e d̪ ũ d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ u WORD_BOUNDARY s i l̪ˠ t̪ u ɐ ɾ ʒ i l̪ˠ o z u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY
+t̪ u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ z WORD_BOUNDARY ʃ k u ɾ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY
+b i u t̪ u ɾ b ɐ s õi z WORD_BOUNDARY ĩ t̪ ẽ s ɐ ʒ WORD_BOUNDARY d̪ i p l̪ˠ u k l̪ˠ ɐ t̪ ɯ ɾ i õ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ũ d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ ɐ̃ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p o k o WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY p o k o WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY
+k o m u WORD_BOUNDARY f l̪ˠ ui d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ʁ u i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v e ʃ t̪ i ʒ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+n̪ u ɾ m a l̪ˠ m ẽ t̪ WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY ĩ t̪ ɯ ɾ m ɐ ɾ ɛ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i ʒ m u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s u b m ɯ t̪ i d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+
+f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY o a v i WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ĩ s ẽ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k i WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ s u s i a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ e n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u ʃ WORD_BOUNDARY f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY o a v i WORD_BOUNDARY
+ũ d̪ u l̪ˠ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ĩ s ẽ WORD_BOUNDARY l̪ˠ ẽ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ ɐ m i t̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ m i t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ m i t̪ u ʃ WORD_BOUNDARY s ĩ z ɐ ʃ k u ɾ u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY
+s i l̪ˠ t̪ ɔ z ɐ WORD_BOUNDARY ʃ b ʁ ɐ̃ k i s a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s ĩ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s õi ʒ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY
+
+f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɛ ʃ t̪ u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ i f i k a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k ʁ e m ɯ ʃ b ʁ ɐ̃ k i s a d̪ u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY p ʁ e t̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ p ɔ s t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ o WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ o WORD_BOUNDARY o WORD_BOUNDARY
+u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ĩ s i p i ẽ t̪ ɯ z WORD_BOUNDARY u z WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ i f ɛ ɾ ẽ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u ʃ WORD_BOUNDARY f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ̃ m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k õ k ɐ v ɐ z WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY a WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u WORD_BOUNDARY o a v i WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ĩ s ẽ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u p u ɾ s õi z WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ WORD_BOUNDARY i ɡ o ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ɐi ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u WORD_BOUNDARY l̪ˠ ĩ s ẽ WORD_BOUNDARY l̪ˠ ẽ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i m i n̪ u t̪ u WORD_BOUNDARY s u p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ɐi ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u ʒ WORD_BOUNDARY o a v i WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ĩ s ẽ WORD_BOUNDARY p i k a ɾ d̪ WORD_BOUNDARY e WORD_BOUNDARY
+
+k o m o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY b i u ʒ e n̪ i k ɐ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+i k n̪ u f ɔ s ɐi ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f i n̪ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i k n̪ u f ɔ s ɐi z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɐ k ɐ m ɐ m ẽ t̪ u WORD_BOUNDARY f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY ʁ ɯ k ɛ ʁ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p au̜ z ɐ ʃ WORD_BOUNDARY p e ɾ i ɔ d̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+s ĩ z ɐ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ e t̪ u ʃ WORD_BOUNDARY p i ɾ u b e t̪ u m i n̪ ɔ z u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ õ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ a ɾ o WORD_BOUNDARY a WORD_BOUNDARY
+ʃ k u ɾ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k a l̪ˠ s i f ɯ ɾ u ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ʃ k u ɾ u z WORD_BOUNDARY i WORD_BOUNDARY p ʁ e t̪ u ʒ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m a d̪ u ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ẽ t̪ o ɾ n̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ k ʁ ɯ s õi z WORD_BOUNDARY a WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY ɐ t̪ ĩ ʒ ĩ d̪ u WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u m ũ z WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u i t̪ i u f au̜ n̪ ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ k ɐ̃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY s u b ɐ k o ɔ z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k a ɾ i u ʃ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k o ɾ ɯ ʃ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+b ʁ ɐ̃ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ u WORD_BOUNDARY k a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɔ p o WORD_BOUNDARY ɛ WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i u ʒ WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+l̪ˠ ɐ m i n̪ a ʁ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY f i n̪ o WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY
+s ẽ t̪ i m ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i u z WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY v e ɾ i f i k a d̪ u ʒ WORD_BOUNDARY n̪ ɔ d̪ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ e s i p i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY o WORD_BOUNDARY
+p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY s u b ɐ k o o z o WORD_BOUNDARY ẽ WORD_BOUNDARY p e ɾ i u d̪ u ʃ WORD_BOUNDARY k l̪ˠ i m a t̪ i k u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+a ɾ i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ v u ɾ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɐ l̪ˠ ɔ t̪ u n̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ĩ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY p au̜ t̪ o s ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m e z u WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY k ɐ ɾ ɯ s ẽ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY k u k i n̪ ɐ ʃ WORD_BOUNDARY s e k e WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY b i u k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s i l̪ˠ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY b i u ʒ e n̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ u ʁ i t̪ ɯ l̪ˠ i d̪ i u ʃ WORD_BOUNDARY
+e k o i n̪ ɔi d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɡ ɐ ʃ t̪ ʁ ɔ p u d̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u k i n̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɔ s ɐi ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY p ʁ e z ɯ ɾ v a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ õ ʒ WORD_BOUNDARY ɐ m ɐ ɾ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ ʃ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY
+s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k õ ʃ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ʃ p ẽ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ ɾ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+f ʁ ɐ ɡ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k õ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i v a l̪ˠ v ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY d̪ i ʃ p ɔ ʃ t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+
+l̪ˠ i t̪ u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY l̪ˠ i m i t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY ʃ a v WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY
+u m WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY l̪ˠ z d̪ i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i WORD_BOUNDARY i z ɔ k ʁ u n̪ ɐ WORD_BOUNDARY d̪ e s WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɯ ʎ ɔ ʁ WORD_BOUNDARY m a ɾ k u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ t̪ ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY
+i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f i n̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY e ɾ u z i u n̪ a l̪ˠ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY s u s ɯ d̪ i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m i n̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u ʒ WORD_BOUNDARY ʁ a z u ʃ WORD_BOUNDARY
+t̪ ai ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u s ɯ d̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY
+ʁ e ɡ ʁ ɯ s i v o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY d̪ ɐ t̪ ũ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY l̪ˠ i m i t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ z d̪ i WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ẽ b ʁ u ʃ WORD_BOUNDARY k ʁ a t̪ o WORD_BOUNDARY i WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɡ ʁ ɐ d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ a t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY
+e ɾ u z i v o WORD_BOUNDARY i ʁ ɯ ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY i WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e t̪ e WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ʒ i p s i t̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e i p e WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+k ɐ m a d̪ ɐ z WORD_BOUNDARY i p u b i WORD_BOUNDARY t̪ ai z WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY
+d̪ i ʃ p ɔ s t̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k a ɾ i u WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+d̪ ɯ p ɔ z i t̪ u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɯ WORD_BOUNDARY l̪ˠ a ɡ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ a t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i t̪ u a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɐ ɾ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ ʃ WORD_BOUNDARY s u b ɾ ɯ p ɔ s t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ ʃ WORD_BOUNDARY f i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY k ʁ a t̪ u WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY e ɾ u z i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+l̪ˠ i m i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i f i s i l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ u ʃ WORD_BOUNDARY
+
+e v i d̪ ẽ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY s u ʃ t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k o WORD_BOUNDARY u WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ o s u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ s t̪ e WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY e ɾ u z i v u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i n̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY k o m u WORD_BOUNDARY v e ɾ i f i k a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ o WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ o WORD_BOUNDARY u WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY s u t̪ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY m ɐ ɾ k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ɔ ʒ ʁ i f t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ u WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY
+i WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u k i n̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e k e WORD_BOUNDARY
+ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY p ʁ e t̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY ɛ WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u z WORD_BOUNDARY a WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY ɐ p oi o s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY ʁ ɐ ʃ t̪ ʁ i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u k i n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ʃ v e ɾ d̪ i a d̪ u ʃ WORD_BOUNDARY p u ɾ t̪ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ o WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY
+d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+
+m ɐ ɾ i ɲ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ k ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ f i ɾ m a ɾ ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY p ɐi ʃ ɯ z WORD_BOUNDARY ɔ ʃ t̪ ɯ i t̪ ɯ ʃ WORD_BOUNDARY
+
+
+ɐ d̪ m i t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY k o m WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ f u ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY k ũ t̪ u d̪ o WORD_BOUNDARY ɐ s i n̪ ɯ WORD_BOUNDARY
+
+k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ v i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u v u k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i ʃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+au̜ t̪ o ʁ WORD_BOUNDARY ɐ f i ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ a ʁ WORD_BOUNDARY
+k ũ d̪ i s õi ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ d̪ u t̪ i v ɐi ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ɡ ʁ u s ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ m ɐ ɾ i ɲ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ s ɛ ʁ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ʃ t̪ u d̪ u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY
+k ũ s t̪ i t̪ ui WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY k o m WORD_BOUNDARY
+k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ĩ t̪ ẽ s u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ i d̪ e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ d̪ u ɾ o WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+p u ʁ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY e z i b ĩ d̪ o WORD_BOUNDARY ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY s WORD_BOUNDARY i n̪ i s i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY l̪ˠ z d̪ i WORD_BOUNDARY
+k ɯ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY p ɐ s a ʒ ẽ WORD_BOUNDARY ɐ b ʁ u p t̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k a l̪ˠ s i f ɯ ɾ u z WORD_BOUNDARY ʃ v e ɾ d̪ i a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e t̪ e WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY s u ʃ t̪ ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+ɡ ʁ ɔ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+t̪ u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ v ɯ ɾ m ɯ ʎ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃ n̪ u l̪ˠ u z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u z WORD_BOUNDARY o WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ʒ e t̪ e WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY ɐ m a l̪ˠ ɡ ɐ m a d̪ u z WORD_BOUNDARY e ɾ u d̪ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s u b s t̪ ʁ a t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ s i ɐ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k a d̪ u ʃ WORD_BOUNDARY
+m ɛ d̪ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɔ s u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY u WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ s õi ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s u s ɯ s ɐ̃u̜ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ s a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY
+m ẽ b ʁ u WORD_BOUNDARY k ʁ a t̪ o WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k u WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY i p u b i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɐ n̪ ai ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY ʁ e f u ɾ s a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY m a ɾ k ɐ z WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ʃ k ɐ ʎ ɔ z ɐ ʃ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY i WORD_BOUNDARY v ɐ ɾ i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ e ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+u n̪ i m u d̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ l̪ˠ i u f l̪ˠ u k s u WORD_BOUNDARY ʁ u m o WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e ʒ u v e n̪ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY v a l̪ˠ ɯ z WORD_BOUNDARY ĩ s i z u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ i d̪ e ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+s u t̪ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY i p u b i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+e v i d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY u WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɐi ɐ ʃ WORD_BOUNDARY f i n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY
+s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY
+k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY k o m WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u ʃ WORD_BOUNDARY f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY o a v i WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ ĩ s ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY m ɐ ɾ k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u WORD_BOUNDARY s u t̪ u p o ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ i t̪ m i k ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+i n̪ i s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k a l̪ˠ k a ɾ i u ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY f i l̪ˠ m ɯ z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ e v ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ũ d̪ u l̪ˠ a d̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s õi ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ ɔ d̪ u l̪ˠ u ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ a t̪ i k u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+s u s ɯ d̪ i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY p ʁ e t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY ʁ i k u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY ɛ ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY f ɔ ɾ t̪ ɯ z WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY p e k u l̪ˠ i a ʁ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ɐ ɾ i p ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u k i n̪ a ʒ m WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY s u s ɛ d̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY
+k a l̪ˠ k a ɾ i ɐ ʃ WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ i v ɐi z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ �� WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+m u l̪ˠ u ʃ k u z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ z WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u k i n̪ ɐ WORD_BOUNDARY p ɔ d̪ WORD_BOUNDARY ĩ d̪ i k a ʁ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ʃ t̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ a ʁ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ u ʃ k u z WORD_BOUNDARY i WORD_BOUNDARY e k o i n̪ ɔi d̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ ai ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY
+ɐ b ai ʃ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u k i n̪ ɐ ʃ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ʁ ɐ ʃ t̪ ʁ ɯ a v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ o WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+ɛ s i ɛ m WORD_BOUNDARY i WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY u WORD_BOUNDARY t̪ z m WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY ẽ ɡ ʁ u s ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p au̜ l̪ˠ ɐ t̪ i n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ ʃ u ʃ t̪ ʁ a s i u z WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY
+
+n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY
+s u s ɛ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u s ɯ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ẽ ɡ ʁ u s ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ a d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+s i ɡ m ɔi d̪ ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY u z WORD_BOUNDARY u l̪ˠ t̪ i m u ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY s i ɡ m ɔi d̪ ɯ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ s ɡ e WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ s ɛ ʁ ʁ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY ʁ ɛ ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ i z a d̪ u z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ z WORD_BOUNDARY ĩ t̪ ẽ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY b i u t̪ u ɾ b a d̪ ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY
+f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ẽ s ɛ ʁ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ o WORD_BOUNDARY au̜ z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY i WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e v i d̪ WORD_BOUNDARY a WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY
+ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ u WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a ʁ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY b i m u d̪ a l̪ˠ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY i ʃ t̪ u ɡ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e k o ẽ s i ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m u n̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY
+ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+p u b l̪ˠ i k a d̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ ʒ ẽ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY
+b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY
+
+
+e v i d̪ e n̪ s i a ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɛ m WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɔ z ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e f l̪ˠ ɛ t̪ ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY k l̪ˠ i m a t̪ i k ɐ z WORD_BOUNDARY ũ m i d̪ ɐ ʃ WORD_BOUNDARY
+f ɐ v u ɾ a v ɐi z WORD_BOUNDARY au̜ WORD_BOUNDARY s u p ʁ i m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʃ f ɐ v u ɾ a v ɐi z WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY
+
+s e k o ẽ s i ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ̃ d̪ u WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY s u b d̪ i v i d̪ ĩ d̪ u ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY
+a l̪ˠ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+v e z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ m WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐ ɾ ɛ ʃ WORD_BOUNDARY
+
+s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY t̪ e ɛ s ɛ m b e WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i v i z ɐ̃u̜ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ɐ d̪ u t̪ o s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY i WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a d̪ o WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s u b d̪ i v i d̪ i l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɛ s ɛ m b e WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY m u n̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ i f ɛ ɾ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY l̪ˠ i m i t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ z d̪ i WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɡ ʁ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ a t̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɛ s ɛ ʁ ʁ ɛ f WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY e v ɐ p u ɾ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY e ɾ u z i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɾ t̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ i ɐ ʃ t̪ e m i k u WORD_BOUNDARY
+
+d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY i p u b i WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+
+f ɐi s õi ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k a ɾ s t̪ i k ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e v ɐ p u ɾ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i ʃ ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ p u z i s õi ʃ WORD_BOUNDARY s u b ɐ ɛ ɾ i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+au̜ t̪ o ʁ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m ũ z WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ũi t̪ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY
+b ɐ z a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e t̪ e WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY s u ʃ t̪ ẽ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ u ʃ WORD_BOUNDARY
+ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʃ WORD_BOUNDARY k u m p u z i s õi ʃ WORD_BOUNDARY k o a ɾ t̪ z o WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f e l̪ˠ d̪ s p a t̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai ʃ WORD_BOUNDARY f l̪ˠ u v i ai z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY t̪ ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ẽ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ ʃ t̪ ʁ ɔ p u d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY b i v a l̪ˠ v ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+
+e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY b ɐ z i a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY t̪ ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s ẽ b l̪ˠ ɛi ɐ WORD_BOUNDARY
+f ɔ s i l̪ˠ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY f u ɾ ɐ m i n̪ i f ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY m u l̪ˠ u ʃ k u ʃ WORD_BOUNDARY t̪ i p i k u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u ʒ WORD_BOUNDARY m i k s u ɐ l̪ˠ i n̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ɔ k u ʁ i d̪ o WORD_BOUNDARY e v ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ɾ t̪ ɐ̃ d̪ a d̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ m ɔ ʃ t̪ ʁ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ m ɯ ɾ u ʒ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʃ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY ʒ e n̪ ɯ ɾ u ʃ WORD_BOUNDARY s p i n̪ i f ɯ ɾ i t̪ ɯ z WORD_BOUNDARY ĩ k ũ t̪ e ʃ t̪ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ o WORD_BOUNDARY i WORD_BOUNDARY s u b t̪ i l̪ˠ i ʃ f ɐ e ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u e k u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ f i ɾ m ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY m ɐ̃ t̪ ẽ s ɯ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY b ɐ z ɐi ɐ s ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY b i ɔ t̪ i k u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v ẽ d̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+f a z ɯ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u e k u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY m a ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m a ʁ WORD_BOUNDARY i p ɔ k s i k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY
+n̪ u ɾ m a l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY m i k s u ɐ l̪ˠ i n̪ o WORD_BOUNDARY i WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ z m WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k ũ k ʁ ɯ s õi ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ɾ ɐ k u l̪ˠ ɯ p i ʒ WORD_BOUNDARY l̪ˠ e p t̪ u l̪ˠ ɯ p i z WORD_BOUNDARY ɐ ʃ p i d̪ u ɾ i n̪ ʃ i d̪ a ɯ WORD_BOUNDARY e l̪ˠ u p i d̪ a ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i ʃ t̪ i u d̪ ɯ t̪ i d̪ a ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ u ʃ k u ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u ʃ WORD_BOUNDARY t̪ u ʁ i t̪ ɯ l̪ˠ i d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k o i n̪ ɔi d̪ ɯ ʃ WORD_BOUNDARY
+k ũ f i ɾ m ɐ WORD_BOUNDARY ĩ k ɯ ʃ t̪ i u n̪ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+e k o i n̪ ɔi d̪ ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʒ e n̪ ɯ ɾ u z WORD_BOUNDARY ɐ n̪ u m i ɐ WORD_BOUNDARY b ʁ ɐ ʃ i d̪ õ t̪ ɯ ʃ WORD_BOUNDARY t̪ u ʁ i t̪ ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+ẽ p i ʎ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e f u ɾ s a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY f u s i l̪ˠ i f ɯ ɾ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ɾ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ s ẽ b l̪ˠ ɛi ɐ WORD_BOUNDARY p u l̪ˠ i n̪ i k ɐ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ ʃ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY m i k ʁ u f ɔ s ɐi ʃ WORD_BOUNDARY
+k a l̪ˠ k a ɾ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY b ʁ u ʃ k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʃ WORD_BOUNDARY
+
+ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɔ ɾ t̪ ɯ z WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ʁ ɐ z i ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s u n̪ ɐ̃ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u ʃ WORD_BOUNDARY
+l̪ˠ ɐ m i n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ ʃ u ʃ t̪ ʁ a s i u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY m ɐ ɾ i ɲ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY
+p ɐ s ɐ̃ d̪ u WORD_BOUNDARY ɡ ʁ ɐ d̪ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u WORD_BOUNDARY k o m WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ n̪ i s i ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY u WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ z m ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ s i n̪ ɯ WORD_BOUNDARY
+
+s e k o ẽ s i ɐ WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ u s e n̪ u m ɐ n̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ ɐ̃ d̪ u u WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY
+
+s ɐ̃ t̪ ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ u WORD_BOUNDARY k ũ s t̪ ɐ t̪ ɐ̃ d̪ u WORD_BOUNDARY f a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+k ũ ʒ ɛ t̪ u ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY ɔ p s õi z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p u s i v ɐi ʃ WORD_BOUNDARY k u m b i n̪ ɐ s õi ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+
+
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e f u ɾ s a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+
+f l̪ˠ u v i ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ u m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ u m u a l̪ˠ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ z WORD_BOUNDARY ĩ ɡ ʁ ɯ s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e v i d̪ e n̪ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u f l̪ˠ u k s u WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ k ɔ ɾ d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY b ɐ ɾ b a ʎ ɐ WORD_BOUNDARY
+
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY b i m u d̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY
+ɐ l̪ˠ i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b ʁ ɐ d̪ i ɲ o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY ɐ v i ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʁ e f ɔ ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+i f ɯ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ z WORD_BOUNDARY e ɾ u z i v ɐ ʒ WORD_BOUNDARY l̪ˠ z d̪ i WORD_BOUNDARY i WORD_BOUNDARY ɛ l̪ˠʲ ɛ s d̪ e WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v u ʁ e ɡ ʁ ɯ s i v u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f k a d̪ ɐ WORD_BOUNDARY e z i b ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʃ WORD_BOUNDARY
+s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɛ s i ɛ m WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ e t̪ ʁ u ɡ ʁ ɐ d̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p o WORD_BOUNDARY ɔ WORD_BOUNDARY
+i n̪ i s iu̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY e s p ʁ ɯ s i v u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u f l̪ˠ u k s u ʃ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ũ k l̪ˠ o iu̜ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ʃ t̪ ɐ v ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɡ ʁ ɯ s i v ɐ WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY ʁ e f l̪ˠ ɛ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b i d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY õ d̪ ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ n̪ ai ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+s u s ɯ d̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY k u ʃ t̪ ɐi ɾ u WORD_BOUNDARY s o b WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY p ɐ ɾ a l̪ˠ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ v u ɾ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a l̪ˠ k a ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY
+k u ʃ t̪ ɐi ɾ u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ k ɐ m ɐ m ẽ t̪ u WORD_BOUNDARY o a v i WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ ɐ z ɛ ʁ WORD_BOUNDARY f ɐi ʃ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ ɛ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i n̪ u f l̪ˠ ɐ ʒ ɯ l̪ˠ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k u k i n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e k o i n̪ ɔi d̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɛ s t̪ e WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k u m i n̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY
+p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY
+
+t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m u t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY a WORD_BOUNDARY
+s e ɾ ẽ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ t̪ ʁ i b ui s õi ʃ WORD_BOUNDARY p ʁ e t̪ ẽ d̪ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u n̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+au̜ t̪ u s u f i s i ẽ s i ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɐ i z ɯ ʒ WORD_BOUNDARY b u ʃ k ɐ̃u̜ WORD_BOUNDARY ʁ e z u l̪ˠ v e ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY
+ĩ s ẽ t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b ui WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ʁ ɐ̃ m u WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ k ũ t̪ ɛ s ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY b u ʃ k ɐ̃u̜ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY
+m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ u k ʁ u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ ĩ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ʁ i ʁ WORD_BOUNDARY d̪ ɯ f i s i ẽ s i ɐ ʃ WORD_BOUNDARY
+e z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY k u ʁ i ʒ i l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+k o ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ẽ p ʁ e z ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u m ĩ d̪ u WORD_BOUNDARY
+a l̪ˠ t̪ u ʒ WORD_BOUNDARY ʁ i ʃ k u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɾ a WORD_BOUNDARY s e ɡ u ɾ ɐ̃ s ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY p ʁ a z o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e z ẽ p l̪ˠ u ʃ WORD_BOUNDARY k l̪ˠ a s i k u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v ẽ s õi ʃ WORD_BOUNDARY p u z i t̪ i v ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʁ e k u ɾ s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i n̪ ɯ v i t̪ a v ɐi z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ u ɾ n̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p o k o WORD_BOUNDARY i f i s i ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+p ʁ u p u ɾ s i u n̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ʁ i a d̪ u ʒ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ s u l̪ˠ i d̪ a ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ ɯ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY o WORD_BOUNDARY ɐ v ɐ̃ s a d̪ u ʒ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY e l̪ˠ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ɐ v ɐ̃ s a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+k i m i k ɐ ʃ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐi u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+f ɐ t̪ o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ũ t̪ u d̪ o WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY t̪ ɛ ɾ m i k o WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY m u t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ̃ m p u ʃ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY �� ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɐ ɾ a WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY i WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ĩ d̪ i k a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY o WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɐ i z ɯ ʃ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY f i z i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY
+p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o ai z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o ai z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY p u t̪ i ɡ o a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ s i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY s ẽ s i v ɐi ʃ WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʒ WORD_BOUNDARY m ũi t̪ ɐ ʃ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʃ p ɯ ɾ d̪ i s i o WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ d̪ u ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɯ ʃ p ɛ t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ d̪ u ɾ u WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY
+k ũ t̪ ʁ i b u i ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ k ɐ d̪ ɯ m i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e ɾ v ĩ d̪ u WORD_BOUNDARY
+k o m u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ i d̪ a t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ ẽ d̪ i z a ʒ ẽ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+u n̪ i v e ɾ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY
+ʃ p e s i f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY e v i t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ɾ i d̪ a d̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s i m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+k ɐ p i t̪ u l̪ˠ u z WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i ʒ m o WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY ʃ k l̪ˠ ɐ ɾ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ i ʃ k u s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ ũi d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ d̪ i k a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY f i n̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʁ i u n̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u s u i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY ʁ e f i n̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY s u s ɛ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʁ u ʃ ɔ z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ i m ɐi ɾ u WORD_BOUNDARY p a s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ ɯ s i z ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p ʁ ɯ s õi ʒ WORD_BOUNDARY v ɐ z õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ʒ e ɔ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ɐ ɔ WORD_BOUNDARY i WORD_BOUNDARY b ɐ z i k WORD_BOUNDARY
+s ɯ d̪ m ẽ t̪ ʒ WORD_BOUNDARY ɐ̃ d̪ WORD_BOUNDARY o ɐ t̪ e ʁ WORD_BOUNDARY b e ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+k o m o WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ d̪ u ɾ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ɐ s a ʁ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY m ai z WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ẽ WORD_BOUNDARY au̜ s i l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ v e ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ɔ ɛ s WORD_BOUNDARY
+m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+e s t̪ ʁ ɐ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY d̪ ɯ s i d̪ i ʁ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i o WORD_BOUNDARY o WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k au̜ k u l̪ˠ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ WORD_BOUNDARY p ʁ e v i ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+k u m p ɐ ɾ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f o s ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY a l̪ˠ k ɐ̃ s ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY k ũ t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY s u ɾ ʒ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+e s t̪ ʁ ɐ i d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+p ɔ s u ʒ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i f i k u t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+k ũ t̪ u ɾ n̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i d̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY
+k o m o WORD_BOUNDARY e l̪ˠ ɯ v ɐ s õi z WORD_BOUNDARY ɐ ɾ t̪ i f i s i ai z WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY a WORD_BOUNDARY
+v ɐ z ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ e ɾ ẽ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m e k ɐ̃ n̪ i k u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+f i n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ p u ʁ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY ɔ k u p ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k u p a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ʃ p e s i ai z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+ʃ p e s i ai z WORD_BOUNDARY o WORD_BOUNDARY ɐ v ɐ̃ s a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐi u ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m e k ɐ̃ n̪ i k u ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY o WORD_BOUNDARY t̪ ɛ ɾ m i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY s u s ɯ d̪ i d̪ u z WORD_BOUNDARY o WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY m i k ʁ u ʃ k ɔ p i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f o ɾ s ɐ ʃ WORD_BOUNDARY k ɐ p i l̪ˠ a ɾ ɯ z WORD_BOUNDARY o WORD_BOUNDARY t̪ ẽ s õi ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɐ s i ai ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY i WORD_BOUNDARY m i s i v ɐi z WORD_BOUNDARY o WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY d̪ ɯ k ʁ ɛ s i m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY t̪ ɛ ɾ m i k u z WORD_BOUNDARY i WORD_BOUNDARY m i s i v ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p e ɔ ɛ ʁ ʁ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɯ ʃ k i z ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ a t̪ ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p o k ɐ ʃ WORD_BOUNDARY p u b l̪ˠ i k ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʃ WORD_BOUNDARY
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY p u b l̪ˠ i k ɐ s õi z WORD_BOUNDARY u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e ʃ t̪ ʁ ĩ ʒ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+
+
+
+
+
+
+e ʃ p ɯ ɾ i ẽ s i ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY b u ʃ k a v ɐ̃u̜ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY f i n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+f l̪ˠ ui d̪ u WORD_BOUNDARY ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ k u p ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɐi ʃ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY
+b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+k ũ v ẽ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ʃ p e s i ai z WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+b ɐ z i a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ẽ s i v ɐi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+
+b ɐ z i a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʒ o l̪ˠ ɯ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z i ʃ t̪ i v o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ z ɯ k i l̪ˠ i b ʁ i o WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ d̪ o WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi u WORD_BOUNDARY
+
+k ũ t̪ ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY v i ʃ k o z o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɯ s a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u l̪ˠ ɔ k ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ d̪ u t̪ o ɾ ɯ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY p u t̪ ẽ s i ai ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k u l̪ˠ u k a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ʁ ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o ai ʃ k ɛ ʁ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY
+
+p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY b u b i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ k ɛ s ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐi u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+k ũ d̪ u t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b u b i n̪ ɐ z WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ k ɐ z i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ s i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+s ẽ s i v ɐi z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʃ WORD_BOUNDARY s u f ʁ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+d̪ i ɯ l̪ˠ ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i p u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY i d̪ i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ d̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ s i z ɐ̃u̜ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ s o ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ t̪ u WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɐ k ɯ s i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+
+
+k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ d̪ ɯ k o ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ i m i t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY u m WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY
+ɔ f ɯ ɾ ɯ s i d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m u v i m ẽ t̪ u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY
+f ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+f o ɾ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ z WORD_BOUNDARY ʃ p e s i f i k ɐ z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ũ ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY l̪ˠ u b ʁ i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY i WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɐ b s u l̪ˠ u t̪ ɐ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY s ĩ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY s i n̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY s a b ɯ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ẽ p e ɲ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k a ɾ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ m u l̪ˠ ɯ k u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY p ʁ u v u k a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f o ɾ s ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ t̪ i v ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY t̪ e WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ũ s t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY s i n̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY z e WORD_BOUNDARY
+
+f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ɛ ɛ m WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ɛ ɛ m WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s u ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY k au̜ z ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ p a s u ʒ WORD_BOUNDARY b l̪ˠ u k ɯ a d̪ u ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p o s u WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY b l̪ˠ u k ɯ a d̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY t̪ o d̪ u ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p o s o WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY v ai WORD_BOUNDARY
+p e ɾ d̪ ẽ d̪ u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY s WORD_BOUNDARY i n̪ i s i ɯ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʃ WORD_BOUNDARY
+k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p ʁ e v ẽ t̪ i v u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+
+m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY b ʁ u n̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i ʒ m o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY v e t̪ u ɾ i ai z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p a s o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+e z i ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY v i z i ɲ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k a ɾ ɡ ɐ z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY e s p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u p a ɡ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ t̪ ɯ ʁ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY m u d̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ ũ WORD_BOUNDARY i WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ t̪ ɯ ʁ WORD_BOUNDARY k ũ t̪ u d̪ o WORD_BOUNDARY u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ s o ɛ l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY f e n̪ o m ɯ n̪ u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɔ p t̪ i k u ʃ WORD_BOUNDARY
+
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ɐ k ʁ u ʃ k ɔ p i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z u l̪ˠ v e ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ s o ɛ l̪ˠ WORD_BOUNDARY
+s u ʒ ɐi t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ s o ɛ l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY e k o ɐ s õi z WORD_BOUNDARY ʃ k ʁ i t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i ʒ m o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY ɐ k i WORD_BOUNDARY p oi z WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY f i n̪ i t̪ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY m ɐ n̪ i p u l̪ˠ a ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e k o ɐ s õi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ au̜ s WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ʁ ɯ ʃ p �� t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f ɯ ʃ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u t̪ i v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ k ʁ u ʃ k ɔ p i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ s o ɛ l̪ˠ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+d̪ ɛ ʒ WORD_BOUNDARY i WORD_BOUNDARY õ z ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p e ɾ m i s i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY v a k u u WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+v a k u u WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ ɐ ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY p u l̪ˠ ɐ ɾ i z a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k u m s ɔ l̪ˠ WORD_BOUNDARY
+
+e l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY
+k o m o WORD_BOUNDARY u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ ʃ WORD_BOUNDARY
+s i ɾ k ũ s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY f u ɾ m u l̪ˠ a ʁ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY ʃ k ɐ l̪ˠ a ʁ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY i ɡ o a l̪ˠ d̪ a d̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ au̜ s WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ ɾ ɐ d̪ ai WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u t̪ i v ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u m p l̪ˠ i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY a WORD_BOUNDARY
+
+m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY p e ɾ t̪ ẽ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ̃u̜ l̪ˠ i n̪ i ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+ĩ k l̪ˠ ui WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i ʃ t̪ ɯ ɾ ɛ z ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY e s p ʁ ɯ s ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐi ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i ʒ m o WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ p e s i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY f i z i k u ʃ WORD_BOUNDARY
+õ d̪ ɯ WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a ɾ ɡ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i ɯ l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY p e ɾ f ɐi t̪ u WORD_BOUNDARY v ẽ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i ẽ s i ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY p e ɾ f ɐi t̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY
+
+k ũ t̪ ʁ a ɾ i o WORD_BOUNDARY i ɾ i ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ WORD_BOUNDARY ĩ f i n̪ i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+t̪ e ɾ s ɐi ɾ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u t̪ i v u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i ɯ l̪ˠ ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY p e ɾ f ɐi t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s i m p l̪ˠ i f i k a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ i ɯ l̪ˠ ɛ t̪ ʁ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k a z u WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+t̪ ẽ p o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY
+f i z i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY s ẽ WORD_BOUNDARY p e ɾ d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+m e t̪ a l̪ˠ i k u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+s u m b ʁ i a d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY k ɐ ʁ ɛ ɡ ɐ WORD_BOUNDARY p e ɾ f ɐi t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY e k i l̪ˠ i b ʁ a d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai z WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+b u b i n̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m p l̪ˠ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s õi z WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʒ e ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f l̪ˠ u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k ũ d̪ u t̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k a b u ʃ WORD_BOUNDARY
+f iu̜ ʒ WORD_BOUNDARY b u b i n̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s u l̪ˠ ɯ n̪ ɔi d̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b u b i n̪ ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+m u d̪ ɯ l̪ˠ a ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ d̪ u z i ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ e n̪ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k o m u WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+k ũ f i ɾ m a d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY o i t̪ ɯ p ɐ p e ɾ ʒ WORD_BOUNDARY ɐ ɾ t̪ i ɡ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i b i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ t̪ i ɡ u ʃ WORD_BOUNDARY s i ẽ t̪ i f i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ u k u m ẽ t̪ u ʃ WORD_BOUNDARY
+ɔ f i s i ai ʒ WORD_BOUNDARY ɡ ʁ ɐ t̪ ui t̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i b i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ ʃ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ z WORD_BOUNDARY ʃ p e s i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY f i n̪ i t̪ u ʒ WORD_BOUNDARY ʁ e z ɔ l̪ˠ v ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY
+
+s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s ɔ l̪ˠ u WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ u ɡ a d̪ u z WORD_BOUNDARY ɐ ɾ t̪ i ɡ u ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+m ɐ d̪ u ɾ u z WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY
+
+p a ɾ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k o ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ĩ d̪ u z i d̪ o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY u ɛ m WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʃ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY au̜ t̪ u ɾ i ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+t̪ e ʃ t̪ a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY ɛ s ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY
+ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ i m i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY f u t̪ u ɾ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i n̪ ɯ ʃ p ɯ ɾ i ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY au̜ WORD_BOUNDARY p u b l̪ˠ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s i m p l̪ˠ i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY b ɐ z i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k u m p u t̪ ɐ d̪ o ʁ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY f i n̪ i t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ s o ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ũ s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY u WORD_BOUNDARY ẽ ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ĩ d̪ u z i d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+v ɐ ɾ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k ɛ s ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY au̜ t̪ u ɾ i ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɔ ɾ i ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e z i ʃ t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ĩ d̪ u t̪ i v u WORD_BOUNDARY f ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ u t̪ u WORD_BOUNDARY s u b i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY f l̪ˠ ui WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY t̪ ɛ ɾ m i k u WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d�� ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ɔ ɾ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ĩ d̪ u z i d̪ u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY au̜ t̪ u ɾ i ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+ĩ d̪ u t̪ i v o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ɯ s ɯ d̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b u b i n̪ ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY ʁ ɯ k ɛ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ t̪ i v u WORD_BOUNDARY
+ɐ ʁ ɯ f e s i m ẽ t̪ o WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e z u l̪ˠ v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b u b i n̪ ɐ WORD_BOUNDARY k ũ d̪ u t̪ o ɾ ɯ z WORD_BOUNDARY o k u z WORD_BOUNDARY ũ WORD_BOUNDARY
+f l̪ˠ ui d̪ u WORD_BOUNDARY ʁ e f ʁ i ʒ ɯ ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s i ɾ k u l̪ˠ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ a ʃ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY m u d̪ ɛ ʃ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY ʁ e f ʁ i ʒ ɯ ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ u ɾ b u l̪ˠ ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY ɐ k e s ɐ WORD_BOUNDARY
+d̪ ɯ m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+ɔ s i l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY e ʃ s i t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ f ɛ ʁ ʁ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ĩ d̪ u t̪ i v u WORD_BOUNDARY k e WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY d̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p o WORD_BOUNDARY t̪ o WORD_BOUNDARY t̪ e WORD_BOUNDARY
+ɔ k s WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+ĩ d̪ u t̪ i v o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b u b i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ʁ ɯ f ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY t̪ u ɾ b u l̪ˠ ẽ t̪ u WORD_BOUNDARY n̪ ũ WORD_BOUNDARY k ɐ̃ n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ɯ f e s i m ẽ t̪ u WORD_BOUNDARY
+i n̪ t̪ ɛ ɾ n̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i f i k a z WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY k ũ v ɛ t̪ i v ɐ WORD_BOUNDARY o t̪ ɔ f p l̪ˠ ɐ̃ n̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi z a d̪ ɐ ʃ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ u t̪ a d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY
+m ɛ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e p ɯ t̪ i ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ k ɯ s ɯ d̪ o ɾ ɯ z WORD_BOUNDARY ĩ d̪ u t̪ i v u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ u ʃ WORD_BOUNDARY
+ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY o WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+
+
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ɔ l̪ˠ i u d̪ u t̪ u z WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s i m p l̪ˠ i f i k a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ o WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+
+
+
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY au̜ t̪ u ɾ i ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY d̪ ɯ f i n̪ iu̜ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY
+ĩ d̪ u z i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u b i n̪ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɐ ɾ ɐ d̪ ai WORD_BOUNDARY e ʃ s i t̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ o WORD_BOUNDARY ɐ k ɯ s ẽ d̪ u ɔ WORD_BOUNDARY
+o t̪ ʁ ɐ WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ s i l̪ˠ ɐ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p ʁ ɯ s ĩ d̪ i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+p u s u ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+v ɐ ɾ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ĩ d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY v i ʃ t̪ o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY f i z i k u k i m i k u z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m p l̪ˠ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY ʁ e s ɯ b e ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ o m ɯ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p o ɾ ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ k i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʃ p ɛ ɾ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ k e s ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k ũ t̪ ʁ i b ui ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p o s u WORD_BOUNDARY
+n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY ʁ e s ɯ b e ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ o m ɯ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p o ɾ ẽ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ k i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ b ʁ ɯ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY b u b i n̪ ɐ WORD_BOUNDARY m ɐ s iu̜ WORD_BOUNDARY e l̪ˠ i k oi d̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p u s ui WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e ʃ f ʁ i a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ k ɐ b a ʁ WORD_BOUNDARY ɐ k ɯ s ẽ d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY s ɛ d̪ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+p ʁ e z ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY ʁ e s ɯ b e ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ o m ɯ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p o ɾ ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ k i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY a s o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ʃ t̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY u n̪ i f ɔ ɾ m ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ k ɯ s e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+ĩ d̪ u t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY e s p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a ʁ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ d̪ u t̪ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p u s u ɐ WORD_BOUNDARY u ɾ a ɾ i u ʃ WORD_BOUNDARY p ʁ e d̪ ɯ f i n̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m u l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ u ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY
+
+ʃ t̪ u d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v o WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+s ɯ ɾ a WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ k ʁ ɛ s i m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ m ɛ t̪ ʁ i k u WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s i m u l̪ˠ ɐ s õi z WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɐ k i WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʃ p ɛ ɾ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY v e ɲ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ i ʁ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+ɐ k i WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY
+e s p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ ɾ ɐ d̪ ai WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m u d̪ e l̪ˠ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+k u ɾ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ ɛ ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k u ɾ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u t̪ ʁ ɐ p a s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ũ d̪ u t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ p e s i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f ɐ b ʁ i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ m e ʎ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i s u l̪ˠ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+
+ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɡ ʁ a f i k o WORD_BOUNDARY u m WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p o s u WORD_BOUNDARY p ɛ ɾ d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY
+ʁ e ʃ f ʁ i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ p ɯ ɾ d̪ i s i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+
+k ũ s i d̪ ɯ ɾ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY k i ɲ ẽ t̪ u ʃ WORD_BOUNDARY
+
+ũ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY
+
+k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v u WORD_BOUNDARY
+ɛ s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ d̪ u t̪ o ʁ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s e ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+n̪ ɔ v ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ �� z ẽ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+
+
+
+
+v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY p ʁ u v u k o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY p ʁ e v i ʃ t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY a s u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY ɐ k ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+ɐ p e n̪ ɐ z WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY i p u t̪ ɛ t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY ʁ ɯ s ẽ WORD_BOUNDARY
+d̪ ɯ ʃ k u b ɛ ɾ t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ p ɛ ɾ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY a ʒ ɐ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY ẽ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɲ ɐ̃u̜ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+
+n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY i f ɯ t̪ u a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+ĩ d̪ u t̪ i v u WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY k i ɲ ẽ t̪ u ʃ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɡ ʁ a f i k o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ ɯ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ʁ ɛ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY p e ɾ s ɛ b ɯ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ʒ ɐi ɾ ɐ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY
+
+p u s i v ɛ l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s ɛ ɾ t̪ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ i ʒ ɐi ɾ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ k ʁ ɯ d̪ i t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY u WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY
+
+p o d̪ e ɾ a WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s i ɾ k u l̪ˠ ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY e s p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ v e ʁ WORD_BOUNDARY
+
+m i l̪ˠ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY p e ɾ s ɛ b ɯ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY
+ʁ e ʃ p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a p i d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY u m WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY
+t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY
+f u ɾ n̪ ɯ s i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+
+d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY
+k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s e ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY a l̪ˠ k ɐ̃ s o WORD_BOUNDARY
+
+a WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ ɯ ɡ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY u m WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ʁ e v ɐ l̪ˠ ɛ s ɯ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY d̪ i f i k u t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a v ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ẽ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ b ai ʃ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY
+
+ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY
+
+u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+ɛ s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY
+ɐ ĩ d̪ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ õ ʒ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+
+
+u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+
+
+b u b i n̪ ɐ WORD_BOUNDARY ẽ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m e t̪ a l̪ˠ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ɾ v i ʁ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p ɯ ɾ a ʁ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f u ɾ m ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY s e k ũ d̪ a ɾ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY
+ʃ k ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY p e WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY f i n̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v i ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY ɐ v ɐ̃ s a d̪ u z WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɐ v ɐ̃ s a d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ WORD_BOUNDARY
+ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+ɐ v ɐ̃ s a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY e ʃ p o ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ĩ d̪ u t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ ɾ ɐ d̪ ai WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+i f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s o i ɐ̃u̜ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ĩ d̪ u z i d̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ĩ d̪ u z i d̪ u WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY ɐ k ɯ s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY k ũ t̪ i d̪ u WORD_BOUNDARY n̪ e l̪ˠ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f u t̪ u ɾ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ s i m u k ĩ t̪ o WORD_BOUNDARY ɐ p e i WORD_BOUNDARY i WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY
+v e z ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ ʁ ɐ p ɯ z a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ a v o WORD_BOUNDARY ɐ p e i WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ u d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ ɾ t̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ d̪ ɛ ɾ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɛ ɾ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u v ɔ k ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+t̪ ẽ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k ũ t̪ ɔ ɾ n̪ ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ʃ k a ʎ u ʒ WORD_BOUNDARY ʒ e ɾ a d̪ u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ɐ t̪ u ɐ s õi z WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+k l̪ˠ ɐ s i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ ɯ s õi ʃ WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v ẽ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k u z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i t̪ u ɐ s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e v ɛ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u z WORD_BOUNDARY e k u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e ɡ u ɾ u ʃ WORD_BOUNDARY
+
+f l̪ˠ ui d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a v ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ o WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY e �� s ɯ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ u b ʁ i s i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+t̪ u k s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY b i u d̪ ɯ ɡ ʁ ɐ d̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY l̪ˠ ɐi ʃ WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ ai ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY t̪ u ɾ n̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ o WORD_BOUNDARY a WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY ʃ p e s i ai ʃ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o s ẽ WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ɐ ɡ ʁ ɯ s i v u z WORD_BOUNDARY au̜ WORD_BOUNDARY m ɐi u WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ i WORD_BOUNDARY s u ɾ ʒ iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ u b ʁ i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p o k u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ s ũ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b u ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ɯ ʎ ɔ ʁ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u m u v e ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ u d̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY p u l̪ˠ i m ɛ ɾ i k u z WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ i ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ɐ t̪ ẽ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s õ d̪ ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ p e s i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e ɡ u ɾ ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+
+
+
+
+
+k u m p ɐ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY f ũ s õi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY l̪ˠ i m p a ʁ WORD_BOUNDARY u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+e z ɯ ɾ s e ʁ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ʁ u ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ĩ f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ ui d̪ u z WORD_BOUNDARY ĩ d̪ ɯ z ɯ ʒ a v ɐi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k i k WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY
+
+s i ʃ t̪ e m ɐ WORD_BOUNDARY f ɯ ʃ a d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b u m b i a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ s ɐ̃ d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e t̪ u ɾ n̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p o s o WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e l̪ˠ i m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u z WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s WORD_BOUNDARY ĩ k u ɾ p ɔ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ o WORD_BOUNDARY e k i p ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ WORD_BOUNDARY v i b ʁ ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ɡ ʁ u s ɐi ɾ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k ɐ ʃ k a ʎ u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ o WORD_BOUNDARY i d̪ ʁ u s i k l̪ˠ o n̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ z ɐ ɾ ɐi ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ e t̪ i ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ d̪ i t̪ i v u z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+s õ d̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ẽ t̪ ʁ i f u ɡ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e t̪ i ɾ ɐ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY t̪ e ɲ ɐ̃u̜ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY i d̪ ʁ u s i k l̪ˠ o n̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ ɐ̃ k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY t̪ i v ɛ ʁ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɡ ɐ t̪ e ɛ m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY ɔ k o ʁ ɐ̃u̜ WORD_BOUNDARY
+d̪ i v ɯ ɾ ʒ ẽ s i ɐ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+k ũ t̪ i n̪ u ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i o WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY
+a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY a WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY i WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ f i n̪ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+f l̪ˠ ui d̪ o WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY
+k i m i k u z WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+b a z i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY p ʁ u v ɔ k ɐ WORD_BOUNDARY s ẽ s i v ɐi ʒ WORD_BOUNDARY m u d̪ i f i k ɐ s õi ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k i m i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+f ɐ t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+k ũ t̪ i n̪ u ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ o s ɯ WORD_BOUNDARY d̪ u ɾ ɐ WORD_BOUNDARY o WORD_BOUNDARY s a l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ i d̪ a d̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY
+s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+s ɯ ʁ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY o WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s a l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k u l̪ˠ oi d̪ ai z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ s ɐ ʒ WORD_BOUNDARY ʒ ɛi z WORD_BOUNDARY i WORD_BOUNDARY f i l̪ˠ t̪ ʁ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k ũ f ɯ ɾ i ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY p e ɾ f u ɾ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+b o ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u ʃ WORD_BOUNDARY
+m ai z WORD_BOUNDARY ʃ p e s i f i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ̃ t̪ i k u ʁ u z i v u ʃ WORD_BOUNDARY t̪ ʁ ɐ s ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ɐ̃ t̪ i e ʃ p u m ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ i n̪ i b i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ẽ p ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY ʁ u ʃ ɔ z ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai ʃ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ k ũ s u l̪ˠ i d̪ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ s i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ s ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+i n̪ ɛ ɾ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY k i m i k u WORD_BOUNDARY d̪ i ʃ p ẽ s a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ĩ t̪ ẽ s o WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY i n̪ i b i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p e ɾ f u ɾ a ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i t̪ ɐ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ a ʒ ɯ WORD_BOUNDARY k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+p l̪ˠ a ʃ t̪ i k ɐ WORD_BOUNDARY e ʃ p ɐ̃ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY i n̪ i b i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ ɐ ɾ d̪ a ʁ WORD_BOUNDARY o WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY i f ɐi t̪ u z WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY
+k o m o WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY f i z i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY i WORD_BOUNDARY i m p ɛ d̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ i ɾ ɛ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ WORD_BOUNDARY k a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u t̪ a s i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY k ũ f ɛ ɾ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY
+k i m i k ɐ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ʁ e d̪ u z ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY
+a l̪ˠ t̪ ɯ ɾ ɐ̃ d̪ u ʎ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+m ɐi u WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+b ai ʃ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY
+ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY u z WORD_BOUNDARY e m u s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k o ʁ ɐ̃u̜ WORD_BOUNDARY
+p e ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u z WORD_BOUNDARY o WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY b e WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY
+p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u z WORD_BOUNDARY o WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ u ɐ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+
+
+ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY s i t̪ u ɐ s õi ʒ WORD_BOUNDARY ʁ e k u m ẽ d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY
+t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ẽ WORD_BOUNDARY z o n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p e ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY s e v ɛ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY o WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ̃ n̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+m ũi t̪ u WORD_BOUNDARY d̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY b ɐ z a l̪ˠ t̪ o WORD_BOUNDARY o WORD_BOUNDARY d̪ i ɐ b a z i o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ k ɐ s e ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY
+ʁ e ʒ i õi ʒ WORD_BOUNDARY ɡ l̪ˠ ɐ s i ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ʃ p e s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a ʁ WORD_BOUNDARY p u ɾ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY
+ɐ p e n̪ ɐ z WORD_BOUNDARY a ʁ WORD_BOUNDARY k u m p ʁ i m i d̪ o WORD_BOUNDARY o WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY k ũ t̪ e ɲ ɐ̃u̜ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ u ɾ ɐ z WORD_BOUNDARY ʃ t̪ a v ɐi z WORD_BOUNDARY o WORD_BOUNDARY
+
+
+k o m WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k ɐ ʃ k a ʎ u z WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY i m ɯ d̪ i ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɯ s t̪ ʁ ai WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e ʃ t̪ ɐ ɾ a WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ ʃ k a ʎ o WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ʃ k a ʎ o WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p i ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ʃ k a ʎ o WORD_BOUNDARY u WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY e ʃ p o ʃ t̪ u WORD_BOUNDARY k u m p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p e k u l̪ˠ i ɐ ɾ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ʃ k a ʎ u WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p e ɾ f u ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+
+l̪ˠ ɐ̃ m ɐ z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s e v ɛ ɾ ɐ ʒ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i s õi z WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY
+m ũi t̪ ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p ɐ t̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY b õ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY t̪ ɔ k s i k u z WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY
+
+
+
+
+v i v ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY f i k s u z WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ ʁ ɐ p u z i s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p e l̪ˠ a ʒ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i v ẽ WORD_BOUNDARY
+l̪ˠ i v ʁ ɯ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY b ẽ t̪ u z WORD_BOUNDARY o WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY b ẽ t̪ o n̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY
+ɐ n̪ i m ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i v ẽ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY s ɔ l̪ˠ u WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ɾ ai ʃ WORD_BOUNDARY
+
+p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɔ z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY u z WORD_BOUNDARY i f ɐi t̪ u z WORD_BOUNDARY ĩ d̪ ɯ z ɯ ʒ a v ɐi ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY
+k u m p ʁ i ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ p a s u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ʁ ɔ k ɐ ʒ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY b l̪ˠ u k ɐi u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɐ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+b ʁ ɔ k ɐ ʒ WORD_BOUNDARY d̪ i m i n̪ u ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m a l̪ˠ WORD_BOUNDARY ẽ t̪ ẽ d̪ i d̪ o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ẽ p i ɾ i k ɐ WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY t̪ ẽ t̪ a d̪ o WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY
+u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+i n̪ i b ɐ̃u̜ WORD_BOUNDARY m i n̪ i m i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY m ɐ k s i m i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ ʁ i k o n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY p e d̪ e s e WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY
+oi t̪ o WORD_BOUNDARY ɔ ɾ i f i s i u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s a ẽ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY ɐ õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ẽ d̪ u WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m e ʒ m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+s e ɡ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m ũ t̪ m u ɾ i l̪ˠ u n̪ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ s i ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY t̪ e ʁ o z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ d̪ k i ɾ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u m ɯ d̪ ɯ s i d̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY
+ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY p e t̪ ʁ u ɡ ʁ a f i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ʃ t̪ u ɾ ɐ WORD_BOUNDARY t̪ e ʁ ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ai ʃ ɐ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ẽ d̪ ɯ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ ɯ f u ɾ m a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY ʁ e ʃ t̪ ɐ b e l̪ˠ ɯ s i d̪ ɐ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ z WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i l̪ˠ i s i o WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ s i a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY
+
+u n̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ẽ p ɯ ɾ i ʒ m u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+i d̪ ʁ u t̪ ɯ ɾ m a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY m ɐ ɾ i ɲ u ʒ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ ʃ WORD_BOUNDARY
+
+
+ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY
+i d̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY
+k au̜ s i u WORD_BOUNDARY p u t̪ a s i u WORD_BOUNDARY l̪ˠ i t̪ i o WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY m u a ʒ ẽ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ʃ t̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY o WORD_BOUNDARY
+
+ʃ t̪ u d̪ u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ ai ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɔ l̪ˠ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e n̪ ɯ z ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v a ɾ i ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s ɔ l̪ˠ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ p e s i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ s i n̪ ɐ l̪ˠ a d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY i WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY
+k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ o WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY t̪ e ʁ o z u WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ɛ WORD_BOUNDARY
+m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY s u l̪ˠ u v ɐi z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY
+p i ɾ i t̪ ɐ WORD_BOUNDARY m i k ɐ WORD_BOUNDARY k a l̪ˠ s i t̪ ɐ WORD_BOUNDARY d̪ u l̪ˠ u m i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY ʁ e z i d̪ u ai z WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u z WORD_BOUNDARY o WORD_BOUNDARY ɐ m o ɾ f u z WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ f ɐ t̪ i z a d̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ z WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ WORD_BOUNDARY a WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e ɾ ɐ̃ m i k ɐ WORD_BOUNDARY o WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ ʃ k u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k u b i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY ɐ ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+
+ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY k u l̪ˠ oi d̪ ai z WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ z WORD_BOUNDARY ɐ p ʁ ɯ s i a v ɐi ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY t̪ ʁ u k a v ɐi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ʃ p e s i f i k ɐ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u s i n̪ ɛ t̪ i k u WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ʃ p ẽ s õi ʃ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+o t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY
+p e k e n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY
+
+n̪ ɐ̃u̜ ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY
+
+
+
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɯ l̪ˠ i ʒ m u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY s i l̪ˠ i s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ u WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i ɡ o ai z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+n̪ u m ẽ k l̪ˠ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ̃ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+e s t̪ ʁ ɐ i d̪ ɐ z WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ o m ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ i z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m ũ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+o WORD_BOUNDARY k au̜ l̪ˠ ĩ ʒ WORD_BOUNDARY ĩ ɡ l̪ˠ e z ɯ s WORD_BOUNDARY n̪ o m ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɾ s ɛ t̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ v ũ ʃ i ɾ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p u ɾ ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY
+m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+k ɛ ʁ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɛ ʁ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ a v ɐi z WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+k i m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p u ɾ u z WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u n̪ i v u k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+ɛ WORD_BOUNDARY ʁ e k u m ẽ d̪ a v ɛ l̪ˠ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY
+
+d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u z WORD_BOUNDARY o WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY o WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+
+
+d̪ ɯ WORD_BOUNDARY s i l̪ˠ i k ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ o WORD_BOUNDARY u WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY e k o i d̪ i ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+ɔ k s i ʒ e n̪ i u z WORD_BOUNDARY o WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ɾ ẽ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+ɐ ʁ ɐ̃ ʒ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i u ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k u ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʁ ɐ̃ ʒ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY e z ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e p ɛ t̪ WORD_BOUNDARY ĩ d̪ ɯ f i n̪ i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+ɐ ʁ ɐ̃ ʒ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p õ t̪ ɐ z WORD_BOUNDARY ɐ p õ t̪ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b a z ɯ z WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY
+
+
+l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY f o ʎ ɐ ʒ WORD_BOUNDARY e z ɐ ɡ u n̪ ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ u ʒ WORD_BOUNDARY e z ɐ ɡ u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ z WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY
+ɛ s ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ʃ k e m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ ɡ ɐ t̪ e ɛ m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ i ɐ ʒ u ʃ t̪ a ʁ WORD_BOUNDARY o WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ẽ k ai ʃ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY o WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f o ʎ ɐ ʒ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY
+v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʒ WORD_BOUNDARY d̪ ɐ̃u̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY a WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ ai ʃ WORD_BOUNDARY
+d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k o ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY ʁ i ɐ ʁ ɐ̃ ʒ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v a ɾ i ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ o m i k ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY i ũ z WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY f ɔ ɾ t̪ ɯ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY i o n̪ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u v ɐ l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ʁ a k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ẽ p i ʎ a d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɛ ɾ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e k o ẽ s i ɐ ʒ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY e z i ʃ t̪ i ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY f ʁ a k ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k l̪ˠ i v a ʒ ẽ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ɾ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY s e WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY b ɐ z ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY o WORD_BOUNDARY a b i t̪ u WORD_BOUNDARY
+
+ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+f o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i k a t̪ u WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY u n̪ i d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+s i WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY k u m ũ ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ p i ʎ a d̪ ɐ ʃ WORD_BOUNDARY
+u m ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ k a z o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY t̪ i p u z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+p ɔ d̪ ẽ WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY s u b s t̪ i t̪ ui s õi z WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ ʃ WORD_BOUNDARY p ũ d̪ ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p u z i s õi z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i o WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY i z u l̪ˠ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+o WORD_BOUNDARY ẽ WORD_BOUNDARY k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p u z i s õi z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY t̪ e ɾ s u ʒ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p u p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p u z i s õi ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɯ k i l̪ˠ i b ʁ a d̪ ɐ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ f i s i ẽ s i ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e k i l̪ˠ i b ʁ a d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY n̪ e u t̪ ʁ ɐ l̪ˠ i z ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY f i k s a d̪ u ʃ WORD_BOUNDARY
+i ʁ ɯ v e ɾ s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ u k a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s u s ɯ s i v ɐ ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ ʃ WORD_BOUNDARY f ʁ u ʃ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY i WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY ʃ e ɡ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ a l̪ˠ ɐ ʃ WORD_BOUNDARY
+t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ u ɐ ʒ WORD_BOUNDARY l̪ˠ i v ʁ ɯ ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p l̪ˠ ɐ n̪ a ɾ ɯ ʃ WORD_BOUNDARY f i k ɐ̃u̜ WORD_BOUNDARY
+s u p ɛ ɾ i o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɐ ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY ɐ n̪ i d̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ũ m i d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY t̪ ʁ u k a v ɐi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY i d̪ ʁ a t̪ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p ɐ s ɐ m ẽ t̪ u WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY n̪ ɛ s ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ ɐ m ɯ l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u s ɯ t̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e ɾ ẽ WORD_BOUNDARY t̪ ʁ u k a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ʃ t̪ e k i u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ l̪ˠ ɐ m ɯ l̪ˠ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY
+s ẽ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e f l̪ˠ ɯ k s õi ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY ɐ ɡ ɐ k a p ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p l̪ˠ ɐ n̪ a ʁ WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ l̪ˠ ɐ m ɯ l̪ˠ a ʁ WORD_BOUNDARY m ɐ z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u WORD_BOUNDARY m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai ʃ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY d̪ i f ɛ ɾ ẽ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s õi z WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e t̪ i k u l̪ˠ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY
+t̪ ʁ u k a v ɐi z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY f ʁ o ʃ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ i v a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ʃ m ɛ t̪ i t̪ i k ɐ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+
+ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ k o o z u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY i ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m u n̪ u k ɐ m a d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z m i s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY f a t̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY e s t̪ ʁ ɯ m ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+f i n̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY m ɯ d̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ũ t̪ m u ɾ i l̪ˠ u n̪ i t̪ ɐ WORD_BOUNDARY s ɔ d̪ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ʁ u v ɔ k ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY
+
+d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i b s i t̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k u m ũ WORD_BOUNDARY d̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m u l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ eu̜ t̪ ʁ ɐ WORD_BOUNDARY u z WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ k u p ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ e ɾ s u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p u z i s õi z WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ i u t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+n̪ e u t̪ ʁ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k a ɾ ɡ ɐ ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i l̪ˠ i k a t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY
+
+ũ WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY u n̪ i t̪ a ɾ i ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ i v a ʒ ẽ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k l̪ˠ i v a ʒ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY
+i d̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i ũ z WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY i m ɯ d̪ i ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s õi z WORD_BOUNDARY i o n̪ i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY s u s ɯ s i v ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ a l̪ˠ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY u WORD_BOUNDARY i WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ ɯ z WORD_BOUNDARY ɔ p ɔ s t̪ u z WORD_BOUNDARY ũ ʒ WORD_BOUNDARY au̜ z WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY m i k ʁ u ɡ ʁ ɐ f i ɐ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY
+b ẽ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ ɐ m ɛ l̪ˠ ɐ z WORD_BOUNDARY o WORD_BOUNDARY p l̪ˠ a k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY e z ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʁ e f l̪ˠ ɛ t̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY p s eu̜ d̪ u e z ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ ʁ ɐ̃ ʒ u WORD_BOUNDARY
+e z ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i k a t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+n̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY l̪ˠ ɯ v o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY k l̪ˠ a ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY ʁ i ʒ i d̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ l̪ˠ i k i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY b ʁ u ʃ k ɐ WORD_BOUNDARY o WORD_BOUNDARY ɡ ʁ ɐ d̪ u a l̪ˠ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʁ i ʒ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ i ũ ʒ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+f ɐ t̪ o ɾ ɯ z WORD_BOUNDARY ʃ p e s i f i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ f l̪ˠ u ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃u̜ WORD_BOUNDARY s ɛ ɾ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i k s u t̪ ʁ u p i ɐ WORD_BOUNDARY u WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY
+m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ o WORD_BOUNDARY ũ m i d̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY
+t̪ ẽ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ u k a ʁ WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY f i k s a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k ɐ m a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ u k a d̪ u ʃ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY i s u WORD_BOUNDARY
+v e ɲ ɐ WORD_BOUNDARY t̪ ʁ ɐ z e ʁ WORD_BOUNDARY k o ai ʃ k ɛ ʁ WORD_BOUNDARY m u d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u z WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY p e ɾ m u t̪ a v ɐi z WORD_BOUNDARY ĩ f l̪ˠ u ẽ WORD_BOUNDARY p u d̪ ɯ ɾ u z ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ s ɯ WORD_BOUNDARY m u d̪ i f i k a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY p l̪ˠ a ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p e ɾ m u t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY i ũ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY
+
+
+
+
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ɯ k i l̪ˠ i b ʁ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY k e b ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+ɐ ɾ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u z WORD_BOUNDARY u z WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY t̪ ʁ u k a v ɐi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+m ɐ̃ t̪ i d̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ũ t̪ m u ɾ i l̪ˠ u n̪ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+e l̪ˠ ɯ t̪ ʁ u ʃ t̪ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s ɯ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+d̪ ɯ ʒ b ɐ l̪ˠ ɐ̃ s i ɐ m ẽ t̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY s u b s t̪ i t̪ ui s õi z WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY
+k i m i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ʁ i ʒ i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f i k s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e v i d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɐ m a d̪ ɐ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e v i d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY k e b ʁ a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a t̪ i ũ z WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ u ɾ i t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY b o ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+u ʃ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ d̪ i ʁ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ i ũ z WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s i ʃ t̪ e m ɐ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ k ʁ u m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+n̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f l̪ˠ e k s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʃ WORD_BOUNDARY p u l̪ˠ i m ɛ ɾ i k ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+m ũi t̪ u ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ i f ũ s i u n̪ ai z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+f ũ s i u n̪ ai z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ d̪ s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m u n̪ u f ũ s i u n̪ ai ʃ WORD_BOUNDARY
+
+ẽ t̪ ʁ u p i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k u m u d̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY m ɐ k ʁ u m u l̪ˠ ɛ k u ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ t̪ ʁ u p i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+m ai z WORD_BOUNDARY u z u a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ d̪ s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ũ WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u l̪ˠ u t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY s i t̪ i u ʃ WORD_BOUNDARY
+
+p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ d̪ s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u ɾ o z u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+d̪ u m i n̪ i u z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ʁ ɐ k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY
+f i z i k ɐ m ẽ t̪ WORD_BOUNDARY i m p u s i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY l̪ˠ õ ɡ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p u l̪ˠ i e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ u ʃ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY f ũ s i u n̪ ai ʃ WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u ʒ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p u s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ʁ ɐ m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ʁ e p u s ɐ̃u̜ WORD_BOUNDARY m ɐ̃ t̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY ʃ t̪ ẽ d̪ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e p u s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ v WORD_BOUNDARY a WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k ũ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY e n̪ u v ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ĩ d̪ u WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p u l̪ˠ i ɐ̃ n̪ i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e p u s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+
+
+
+m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+e k i p ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ɐ d̪ i t̪ i v u WORD_BOUNDARY k o m WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p ʁ u m u v e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a k i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY u n̪ i v ɯ ɾ s a l̪ˠ WORD_BOUNDARY
+
+f oi WORD_BOUNDARY ɐ k u p l̪ˠ a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ s ɯ s ɔ ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY s o b WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u z WORD_BOUNDARY u z o s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY
+
+u WORD_BOUNDARY ɐ s ɯ s ɔ ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ k u p l̪ˠ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY m a k i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY u n̪ i v ɯ ɾ s a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+k u b ɐ WORD_BOUNDARY s i l̪ˠ ĩ d̪ ʁ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY ẽ b u l̪ˠ o WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY k ũ f ɛ s i u n̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY a s o WORD_BOUNDARY i n̪ o k s WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY a WORD_BOUNDARY
+m a k i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY u n̪ i v ɯ ɾ s a l̪ˠ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e s i p i ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɐ l̪ˠ i v i a ʁ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʃ p ẽ s o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ĩ s t̪ ʁ u m ẽ t̪ u WORD_BOUNDARY m ɛ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f o ɾ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e s i p i ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m a k i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY u n̪ i v ɯ ɾ s a l̪ˠ WORD_BOUNDARY ɯ m i k WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k u p l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p u t̪ ɐ d̪ o ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k o a l̪ˠ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+s k ʁ i p t̪ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɯ m i k WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s k ʁ i p t̪ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY m i n̪ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY
+u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ i t̪ i v u z ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY
+p i k u WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+p i k u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY u m ɐ ʃ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u z WORD_BOUNDARY e z i ʒ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɯ m i k WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɯ ɡ iu̜ s ɯ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY
+
+ɐ p ɔ ʃ WORD_BOUNDARY t̪ e ɾ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY m u i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY m u i ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɔ ɾ ɐ ʃ WORD_BOUNDARY f i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p e n̪ ɐi ɾ a d̪ ɐ z WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ WORD_BOUNDARY n̪ ũ m e ɾ u WORD_BOUNDARY
+t̪ ʁ ĩ t̪ ɐ a b n̪ t̪ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɡ o ɐ ɾ d̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY p ʁ u t̪ ɯ ʒ i d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+u m i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ a ɡ o ɐ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s eu̜ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY e z a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a s ɯ WORD_BOUNDARY
+p l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɯ m i k WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ o WORD_BOUNDARY u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY
+m ai z WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY
+ɐ s i m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+
+p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+k u m p ɐ ɾ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY
+
+
+
+
+
+ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k a ɾ l̪ˠ u z WORD_BOUNDARY e d̪ u a ɾ d̪ u WORD_BOUNDARY k ɐ ɾ v ɐ ʎ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s o z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ l̪ˠ ũ m b i WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k l̪ˠ ɐi s ũ WORD_BOUNDARY k a ʃ t̪ ʁ u WORD_BOUNDARY k u ʁ e ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+
+
+
+
+ĩ s i d̪ iu̜ WORD_BOUNDARY u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY ʃ i ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u z WORD_BOUNDARY ɔ k s i d̪ u ʃ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY t̪ i t̪ ɐ̃ n̪ i u WORD_BOUNDARY f ɔ ʃ f u ɾ u WORD_BOUNDARY
+p u t̪ a s i u WORD_BOUNDARY m ɐ̃ ɡ ɐ̃ n̪ e ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY i WORD_BOUNDARY f ɔ ʃ f u ɾ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɛ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+ʃ i ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ʁ ɐ t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u v ɯ ɾ i z a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ẽ s a d̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɐ ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ i v ɛ s ẽ WORD_BOUNDARY i z ẽ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u ʃ p ẽ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY s u b m ɯ t̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ t̪ ʁ i f u ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ z WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ f ʁ e ɡ a s u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY
+
+
+ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY
+
+t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b ɐ z ɐi ɐ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ u WORD_BOUNDARY
+
+m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY i ʁ ɯ v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY
+
+
+
+
+ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i z ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY
+
+v i z i v ɛ l̪ˠ WORD_BOUNDARY s p ɛ t̪ ʁ u f u t̪ u m ɯ t̪ e ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p u l̪ˠ i m ɯ ɾ u ʒ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u z a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u t̪ a s i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m o n̪ u WORD_BOUNDARY
+
+
+d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p e z o WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY l̪ˠ ɔ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k a ɾ l̪ˠ u z WORD_BOUNDARY e d̪ u a ɾ d̪ u WORD_BOUNDARY k ɐ ɾ v ɐ ʎ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s o z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʃ t̪ ʁ a d̪ u WORD_BOUNDARY
+
+ʃ p ɛ t̪ ʁ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s o z ɐ WORD_BOUNDARY
+
+p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s ĩ ɡ m ɐ a l̪ˠ d̪ ʁ i ʃ WORD_BOUNDARY k u m p ɐ̃ n̪ i WORD_BOUNDARY ɛ u a WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+f ɐ b ʁ i k ɐ̃ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k l̪ˠ ɐi s ũ WORD_BOUNDARY k a ʃ t̪ ʁ u WORD_BOUNDARY k u ʁ e ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u k l̪ˠ i a ʁ WORD_BOUNDARY i WORD_BOUNDARY ʃ p ɛ t̪ ʁ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+
+k i m i k ɐ WORD_BOUNDARY ʃ p e ɾ a d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+l̪ˠ ɔ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʒ ɔ ɾ ʒ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ m ɐi d̪ ɐ WORD_BOUNDARY ʁ u d̪ ʁ i ɡ ɯ ʒ WORD_BOUNDARY ʒ u n̪ i o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m u n̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY
+
+
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e ɾ m ɯ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY f ɯ ʃ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY
+
+au̜ WORD_BOUNDARY t̪ ɛ ɾ m i n̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ f ʁ i a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ b ɛ ɾ t̪ ɐ ʃ WORD_BOUNDARY s eu̜ WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY
+
+
+
+f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+
+
+m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ a k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ t̪ ʁ i WORD_BOUNDARY i WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+i WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+k i m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ s e s ɯ d̪ i ʎ ɐ ɔ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b u l̪ˠ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s o WORD_BOUNDARY i n̪ o k s WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY n̪ i k ɯ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ʁ o m u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY
+
+
+f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY u WORD_BOUNDARY a s u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+n̪ i t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ u ɾ i d̪ ʁ i k o WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+f oi WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY b ɐ l̪ˠ ɐ̃u̜ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ f ɯ ɾ i d̪ o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY m ɐ̃i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY m ɐ̃i WORD_BOUNDARY
+
+
+
+
+p ɐ d̪ ʁ õi ʃ WORD_BOUNDARY t̪ i ɲ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ o m i k ɐ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ p ɐ ɾ e ʎ o WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p ɯ ɾ k i n̪ WORD_BOUNDARY
+
+
+s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u z WORD_BOUNDARY ɔ k s i d̪ u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ e k i u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ o WORD_BOUNDARY i WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY t̪ ʁ u k a v ɐi ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+f ɔ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ o WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɔ b t̪ e v ɯ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ o WORD_BOUNDARY u z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ o m ɯ t̪ ʁ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY f e ʃ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY b ʁ ɐ̃ k u WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ i l̪ˠ e n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ i ɲ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY p ɐ s a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i l̪ˠ ui s õi ʒ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k au̜ k u l̪ˠ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i ɡ l̪ˠ ɐ z WORD_BOUNDARY u z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɔ b e ɛ s WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+
+
+u z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪�� ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ e s ɯ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+
+s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ z WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY f ɔ t̪ u ʃ WORD_BOUNDARY
+
+
+d̪ e ɐ ɛ s WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ɐ ɔ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY i d̪ ʁ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY a s o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY
+
+
+d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY
+au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+
+s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+
+
+d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY
+au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+
+
+s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+
+
+ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY
+ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʃ WORD_BOUNDARY
+d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ f o ɾ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+
+
+
+s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+
+
+d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɐ z WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY
+au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY
+
+ẽ b u l̪ˠ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY
+i n̪ o k s WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY n̪ i k ɯ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ʁ o m o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ z WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ i ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+m ɯ t̪ ai z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY v e WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ʃ k u s õi ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ʃ k u s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+
+p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i t̪ ɐ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY e s p ʁ ɯ s ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u ʒ m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+
+
+k i m i k ɐ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f o ʎ ɐ z WORD_BOUNDARY ɐ t̪ ɐ ɛ d̪ ʁ i k ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY v e ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+ɛ s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+
+
+ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+k ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY
+
+
+
+s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+
+ɐ t̪ ʁ i b u i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+ɐ t̪ ʁ i b u i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u t̪ a s i o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY
+
+
+
+
+ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY i l̪ˠ i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɐ ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY p u t̪ a s i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ m a d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ a ʁ WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+
+
+ɛ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ m a d̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY
+
+
+ʁ e ʃ p ɯ k i t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY t̪ i t̪ ɐ n̪ iu̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY t̪ i d̪ o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+
+
+
+s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY p u s ui WORD_BOUNDARY
+
+ɐ t̪ ʁ i b u i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+s ɔ d̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ k ɐ m a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY
+
+a WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+
+
+i WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+
+
+
+
+
+
+
+ʒ u ʃ t̪ i f i k ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɯ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ɐ k i WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY i s o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u �� WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY
+
+
+
+
+
+s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ l̪ˠ i n̪ i t̪ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY u m WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ ʒ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY
+
+b ẽ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY u z u a l̪ˠ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+d̪ ɯ ʃ t̪ i l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i o WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY v i ʃ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY b ẽ WORD_BOUNDARY s i m p l̪ˠ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY b ɛ ʃ ɯ ʁ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ a d̪ ɐ WORD_BOUNDARY
+k u l̪ˠ u k o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY p e d̪ a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʁ a p i d̪ o WORD_BOUNDARY ĩ ʃ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY p o k u ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ k o o z u WORD_BOUNDARY
+e v i d̪ e n̪ s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p l̪ˠ ɐ n̪ a ɾ ɯ ʒ WORD_BOUNDARY b ɐ z ai z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʃ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ f u ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+ʁ e s i p i ẽ t̪ ɯ WORD_BOUNDARY ʃ ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+
+
+k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ f o ʎ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i o WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+u WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY
+k ɐ t̪ i o n̪ i k u WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s o z ɐ WORD_BOUNDARY
+
+ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai ʒ WORD_BOUNDARY n̪ u t̪ o s ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ʃ k a ʎ u z WORD_BOUNDARY i n̪ i b i d̪ u z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u z WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY õ z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ s ai u WORD_BOUNDARY k u m p ɐ ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ u s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i u WORD_BOUNDARY k o m o WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY
+
+
+ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY t̪ e ɛ m k e WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY
+
+ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY t̪ e ɛ m k e WORD_BOUNDARY i n̪ i b iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ o WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʁ e k u p ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+i f i s i ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ WORD_BOUNDARY v e WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+i f i s i ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ o WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+ʃ t̪ i ɐ ɾ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY e t̪ i l̪ˠ e n̪ i k u WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ i WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY v e WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u t̪ a s i o WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY k u m p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY u z o s ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ ɔ k s i d̪ u WORD_BOUNDARY
+
+n̪ ɐ̃u̜ WORD_BOUNDARY p u s ui WORD_BOUNDARY n̪ i ɲ u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u ʎ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p ʁ ai ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+k o m WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY b e WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY n̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s ui WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY
+ɛ s ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY f oi WORD_BOUNDARY n̪ u l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ ɛ s ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY
+
+
+
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY p u d̪ e m u ʃ WORD_BOUNDARY k ũ f i ɾ m a ʁ WORD_BOUNDARY i s u WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ b ʁ ɯ v i ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY v e WORD_BOUNDARY u m WORD_BOUNDARY ɔ WORD_BOUNDARY
+e ʁ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY v ɐ ɾ i o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i oi t̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY f i k o WORD_BOUNDARY
+ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v e WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY e ʁ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ɐi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY
+m ũi t̪ o WORD_BOUNDARY i ʁ ɯ ɡ u l̪ˠ a ɾ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY p ʁ e z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ WORD_BOUNDARY ĩ k u ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k u m p ʁ u v ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+i ʁ ɯ p ʁ u d̪ u t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ i ɐ s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ i ɐ s ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ WORD_BOUNDARY p ʁ e z ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY
+s o b WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY i ʁ ɯ p ʁ u d̪ u t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ d̪ ɯ ɾ i d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ o s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+i s u WORD_BOUNDARY p ɐ ɾ ɯ s i ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY l̪ˠ ɔ ʒ i k u WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+i d̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY f ʁ o ʃ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY i z u m ɔ ɾ f i k ɐ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ i v a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ ai z WORD_BOUNDARY ʃ m ɛ t̪ i t̪ i k ɐ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ k o o z u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY i ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY a WORD_BOUNDARY m u n̪ u k ɐ m a d̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY s i m p l̪ˠ ɯ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a s u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ u m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+
+i l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+
+
+
+
+ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ m ɛ t̪ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a t̪ i ũ z WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY m o t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY m ũi t̪ ɐ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s i u n̪ o s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+u z o s ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k o a d̪ ʁ u WORD_BOUNDARY v e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY v e WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY v e WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY v e WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY v e WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY v e WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY v e WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u l̪ˠ u s õi ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ d̪ ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+f o ɾ s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ b u l̪ˠ u WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY i s o WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY i n̪ i b ĩ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ s WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY
+
+
+u z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɐ l̪ˠ i l̪ˠ d̪ i m e t̪ i l̪ˠ ɐ m o n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ n̪ t̪ ʁ i m ɯ t̪ i l̪ˠ k i t̪ u z ɐ̃ n̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ ɯ ɾ i ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY v i WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY i WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY
+
+i f i s i ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ s ɯ ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɔ k ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY u WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ d̪ i k a d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY b i u d̪ ɯ ɡ ʁ ɐ d̪ a v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɔ k s i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+b ɐ t̪ ɯ ɾ i s i d̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ ʒ WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ s i ɐ ʒ WORD_BOUNDARY b i b l̪ˠ i u ɡ a f i k ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ĩ t̪ ʁ ɐ k ʁ ɐ t̪ o n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY f ɐ n̪ e ɾ u z ɔi k u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ a t̪ ũ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ̃ s i ʃ k o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɔ b ʒ ɛ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+ʃ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY e u k ʁ ɯ t̪ a s i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i v i d̪ ɯ s ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+
+
+
+n̪ i ɲ ũ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY s ẽ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ l̪ˠ i u ʒ i u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ ɾ a WORD_BOUNDARY ʁ e k ũ s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ẽ b ɐ z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY
+ɔ k u ʁ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+k u m p ʁ i ẽ d̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY b ɐ ʁ ɯ m i ɐ̃ n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ɾ d̪ ẽ n̪ ɯ WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY p u ɾ t̪ ɐ d̪ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+ʒ e ɾ ɐ d̪ o ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ z WORD_BOUNDARY u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k ũ s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY k ũ t̪ ʁ i b ui ɾ a WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ u ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ʁ ɯ d̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i u WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY
+p i ɲ ɐi ɾ u WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʃ WORD_BOUNDARY p a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k a ɾ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k a ɾ t̪ ɐ ʃ WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i u WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ i p s i l̪ˠ ɔ ŋ b e i WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a l̪ˠ m ɐ ʃ WORD_BOUNDARY
+f o ʎ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ i p s i l̪ˠ ɔ ŋ b e d̪ oi ʃ WORD_BOUNDARY k a ɾ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ i p s i l̪ˠ ɔ ŋ b e k o a t̪ ʁ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s o n̪ u WORD_BOUNDARY
+f o ʎ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ v e d̪ e v e WORD_BOUNDARY i WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY f o ʎ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ v e d̪ e d̪ oi ʒ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ɐ s ɛ s u z WORD_BOUNDARY a WORD_BOUNDARY
+
+k ũ t̪ u d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ s ɛ s o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY
+v i s i n̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY b i o m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY s e ʁ a d̪ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ i m ɐ WORD_BOUNDARY
+
+
+
+
+l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ z WORD_BOUNDARY u t̪ e ɛ m WORD_BOUNDARY d̪ ɐ t̪ ũ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ʒ e ɛ s WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ʁ e t̪ i ɾ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p e ɛ ʁ ʁ ɛ m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ k o p o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k ũ s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY b e WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s õi z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʃ WORD_BOUNDARY s e WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ l̪ˠ i u m ɯ ɾ ɡ u ʎ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+a ɾ i ɐ ʃ f õ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʒ WORD_BOUNDARY d̪ e WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY k ũ t̪ ɯ ʃ t̪ u ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ĩ t̪ ʁ ɐ k ʁ ɐ t̪ o n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY f ɐ n̪ e ɾ u z ɔi k ɐ WORD_BOUNDARY
+
+
+b ɐ i ɐ WORD_BOUNDARY t̪ u k ɐ̃ t̪ ĩ ʒ WORD_BOUNDARY i WORD_BOUNDARY ɡ oi a ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ̃ s i ʃ k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p a ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+
+s e t̪ ẽ t̪ ʁ i u n̪ a l̪ˠ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃u̜ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɔ ɾ d̪ ɐ z WORD_BOUNDARY ɔ s i d̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+
+
+s e p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ k ɐ t̪ u WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY ɐ s ẽ t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY
+ẽ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY e ɾ u z i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u p ʁ u t̪ ɯ ɾ u z ɔi k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY n̪ i u p ʁ u t̪ ɯ ɾ u z ɔi k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY b ɐ̃ m b o i WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY m e z u p ʁ u t̪ ɯ ɾ u z ɔi k ɐ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY n̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ n̪ ɐ i b ɐ WORD_BOUNDARY z ɡ ɐ ɾ b i WORD_BOUNDARY
+
+
+ɐ ɾ i a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u k ʁ ɯ t̪ a s i u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY m a t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i u k ʁ ɯ t̪ a s i u WORD_BOUNDARY k o a ɾ t̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+u ɾ u k ui ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i u k ʁ ɯ t̪ a s i o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+
+
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɯ v a d̪ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s ẽ s o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+ɡ ʁ u p u WORD_BOUNDARY d̪ eu̜ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k l̪ˠ i m ɐ WORD_BOUNDARY d̪ ɯ z ɛ ɾ t̪ i k u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k i ɾ i k ɔ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ s ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ u s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ u ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ m i t̪ u ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+d̪ i v i d̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ẽ b ʁ u ʃ WORD_BOUNDARY k a ɾ m o WORD_BOUNDARY i WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY k a ɾ m u WORD_BOUNDARY
+
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ s u ʃ t̪ ẽ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY l̪ˠ ɛ k ɯ z WORD_BOUNDARY ɐ l̪ˠ u v i ai z WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u k s u z WORD_BOUNDARY ɐ k o ɔ z u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ e ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY o ɐ d̪ i WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ẽ b ʁ u WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY k o m WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY u m o n̪ i m ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u s u ʃ t̪ ẽ t̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY s i l̪ˠ t̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ i t̪ u ʃ WORD_BOUNDARY
+
+
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u z WORD_BOUNDARY i z u l̪ˠ a d̪ u ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ u WORD_BOUNDARY l̪ˠ a ɡ u ʃ WORD_BOUNDARY s ɐ z u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e l̪ˠ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+
+f a s i ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY s i m u t̪ ɐ̃ n̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʃ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k u z WORD_BOUNDARY i WORD_BOUNDARY e ɔ l̪ˠ i k u ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+d̪ ɯ f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ t̪ ɛ t̪ o n̪ i k ɐ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY
+s i ʒ m i t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ u t̪ ɐi z WORD_BOUNDARY i WORD_BOUNDARY ʁ u p t̪ ɐi ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b a l̪ˠ u ʃ WORD_BOUNDARY s i ʒ m i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+
+ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY d̪ u m i n̪ a v ɐ WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ẽ s i u n̪ ai ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɐ̃ t̪ i ɡ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ɾ d̪ ẽ n̪ ɯ WORD_BOUNDARY
+
+p e l̪ˠ ɐ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY a WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY f ʁ ɐ ɡ o z u WORD_BOUNDARY
+
+s ɯ WORD_BOUNDARY l̪ˠ i m i t̪ a v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY o ɾ s t̪ ɡ ʁ a b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɐ d̪ k i ɾ iu̜ WORD_BOUNDARY ẽ f ɐ z ɯ WORD_BOUNDARY
+i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ u ʃ p ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ m ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY t̪ u d̪ ɐ v i ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY k ɯ ʃ t̪ õi z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ b ɛ ɾ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY o v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ĩ ɡ ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY ɐ t̪ ɯ ʃ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɐ d̪ i u l̪ˠ ɐ ɾ i t̪ u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ʃ t̪ u d̪ u WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY i WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k ʁ u n̪ u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+ɐ ɾ i a d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ ɐ t̪ ɐ s õi z WORD_BOUNDARY ɐ b s u l̪ˠ u t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY d̪ ɐ t̪ ɐ s õi ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY
+m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k a p ɐ a ʁ WORD_BOUNDARY i WORD_BOUNDARY u p e b e WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY m a t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ɾ d̪ ɐ WORD_BOUNDARY s u b ɾ ɯ p o ʃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ̃ t̪ i ɡ u WORD_BOUNDARY k ɯ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY m ɐ WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+s u f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+b i u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ĩ s t̪ ʁ u m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+ɐ ɾ i a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p ɐi ʃ ɯ ʃ WORD_BOUNDARY t̪ ʁ õ k u ʃ WORD_BOUNDARY p ɔ l̪ˠ ẽ ʒ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɐ d̪ i u l̪ˠ a ɾ i u ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p e ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i n̪ u s au̜ ɾ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY
+
+
+p ɐi ʃ ɯ ʃ WORD_BOUNDARY t̪ e l̪ˠ ɯ ɔ ʃ t̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY d̪ ɐ ʃ t̪ i l̪ˠ b ɯ WORD_BOUNDARY m u ɾ ɐ ẽ s ɯ ʒ WORD_BOUNDARY n̪ o v WORD_BOUNDARY e ʃ p WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɛ ʃ t̪ u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai z WORD_BOUNDARY ĩ d̪ ɯ t̪ e ɾ m i n̪ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f ɔ s ɐi z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY p ʁ e t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɐi ʃ ɯ ʃ WORD_BOUNDARY
+p e ɾ m i t̪ iu̜ WORD_BOUNDARY p u z i s i u n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+b u ʃ k a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ t̪ ʁ i b o iu̜ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY
+
+
+k ũ f ɯ ɾ i ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ̃ t̪ i ɡ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ i u ʒ u ɾ a s i k ɐ e u k ʁ ɯ t̪ a s i ɐ WORD_BOUNDARY i WORD_BOUNDARY b e ʁ i ɐ z i ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY
+
+u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i n̪ u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i n̪ u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY k ũ v ɛ ɾ ʒ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY i WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY p i ɲ ɐi ɾ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s o n̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ o d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ʃ t̪ ʁ ɐ k ɔ d̪ ɯ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ ʁ ɯ m i ɐ̃ n̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɾ ʒ ẽ t̪ i n̪ ɐ WORD_BOUNDARY
+o u l̪ˠ b u ɾ ʒ i u p s i ʃ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY o u l̪ˠ b u ɾ ʒ i u p s i ʃ WORD_BOUNDARY ʃ i n̪ ɐ m u ɯ ɾ t̪ ẽ s i ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ũ k l̪ˠ u i ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɯ m i ɐ̃ n̪ ɐ WORD_BOUNDARY
+k u ʁ u b u ɾ ɐ̃ d̪ u WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY b i u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY k ũ v ɛ ɾ ʒ ẽ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY b ɐ ʁ ɯ m i ɐ̃ n̪ ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ i v ɯ ɾ ʒ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ ɐ ʃ WORD_BOUNDARY
+a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+d̪ ɯ p u z i t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY p u z i s i u n̪ a d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY
+k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p u l̪ˠ e m i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b i u e ʃ t̪ ʁ ɐ t̪ i ɡ ʁ ɐ f i ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u e k u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+au̜ t̪ o ɾ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v eu̜ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ ɯ k s i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ d̪ i u l̪ˠ a ɾ i u ʃ WORD_BOUNDARY
+ʃ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ i v ɐi z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY e ɔ l̪ˠ i k ɐ WORD_BOUNDARY
+
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY f u ɾ ɐ m i n̪ i f ɯ ɾ u ʒ WORD_BOUNDARY b i v a l̪ˠ v ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʃ p i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p õ ʒ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+
+p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY n̪ e ɾ i t̪ i k u WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʁ ɐ d̪ i u l̪ˠ a ɾ i u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ t̪ ʁ ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ l̪ˠ i ũ t̪ u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY
+ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ e ɾ ẽ WORD_BOUNDARY t̪ ẽ t̪ a d̪ o WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ ɐ d̪ i u l̪ˠ a ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+i n̪ i s i o WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ ɾ t̪ i ɡ u ʃ WORD_BOUNDARY t̪ ɛ z ɯ s WORD_BOUNDARY i WORD_BOUNDARY d̪ i s ɯ ɾ t̪ ɐ s õi ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+i WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY ẽ f u k ɐ̃ d̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY
+p e ɾ t̪ i n̪ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s u t̪ a d̪ ɐ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+ɐ ɾ t̪ i ɡ u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i v ʁ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+ɔ ɾ ɡ ɐ n̪ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY m ɐ n̪ u z ɐi u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ u ɐ ʃ WORD_BOUNDARY k ɐ̃ m p ɐ̃ ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k u l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m u n̪ i s i p i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i u WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY
+p i ɲ ɐi ɾ u WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʃ WORD_BOUNDARY p a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k a ɾ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY p ʁ e s ɯ d̪ ẽ d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY o v ɯ WORD_BOUNDARY e t̪ a p ɐ ʃ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ t̪ ɔ ɾ i ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY k ũ s i ʃ t̪ iu̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p l̪ˠ ɐ n̪ e ʒ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ u ʒ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p ʁ ɛ s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY t̪ o d̪ u ʃ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ ʃ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ d̪ u t̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY m u d̪ ɛ l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY u z u ai z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɔ d̪ i ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ ɡ iu̜ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɔ d̪ i ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ʁ u p o ʃ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i a l̪ˠ WORD_BOUNDARY
+
+n̪ e s ɯ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+
+k u m p ʁ i ẽ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY
+l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u k u m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+f u t̪ u ɡ ʁ a f i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b u s u l̪ˠ ɐ WORD_BOUNDARY b ʁ ũ t̪ õ WORD_BOUNDARY b u ʃ k o s ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v ĩ t̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ũ m ɯ ɾ o WORD_BOUNDARY u z u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s i ɡ n̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ɐ t̪ i ʃ t̪ i k ɐ WORD_BOUNDARY
+ʒ a WORD_BOUNDARY k ũ s u l̪ˠ i d̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY ʁ ɔ k WORD_BOUNDARY o o ɾ k ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ u ʃ WORD_BOUNDARY
+
+i z u f ʁ ɯ k o ẽ s i ɐ WORD_BOUNDARY ʁ u z e t̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY ɛ f s e WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY s u b ɾ ɯ p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY b ɐ̃ m b o i WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e ɾ u z i v u WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY ɐ s ẽ t̪ ɐ s ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+ɡ l̪ˠ ɐ s i u ʒ e n̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY f ɛ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ WORD_BOUNDARY b ʁ a v ɐ WORD_BOUNDARY m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY p i ɲ ɐi ɾ o WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+ɔ k ɔ ʁ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i o WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u ʃ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʃ p e s u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v a l̪ˠ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY
+
+m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ e ɾ ɐ̃u̜ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY
+ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY u m o n̪ i m ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY
+t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ eu̜ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ s ẽ t̪ ɐ s ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY f i l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+s u b d̪ i v i d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m a l̪ˠ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k u n̪ ɐi f ɔ ɾ m ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ n̪ i z ɐ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY ɡ ʁ ɐ n̪ u d̪ ɯ k ʁ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ ɔ z u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s i k l̪ˠ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY b o ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY b i m u d̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ɐ b ʁ u p t̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɔ b ʁ ɐ ʃ WORD_BOUNDARY k ũ v u l̪ˠ u t̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ s i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s i d̪ o WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY
+ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY i WORD_BOUNDARY ɐ f l̪ˠ ɔ ɾ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY p o k u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ s u ʃ t̪ ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+o WORD_BOUNDARY k l̪ˠ a ʃ t̪ u s u ʃ t̪ ẽ t̪ a d̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p o k u WORD_BOUNDARY ʃ p e s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY
+p i ɲ ɐi ɾ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY
+k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u WORD_BOUNDARY k l̪ˠ a ʃ t̪ u s u ʃ t̪ ẽ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ m ai ʒ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u s u ʃ t̪ ẽ t̪ a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɡ e WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY m i l̪ˠ i m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+ɐ t̪ ɛ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ b u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ s i m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY k u n̪ ɐi f ɔ ɾ m ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s WORD_BOUNDARY i m b ʁ i k a d̪ u ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+ɐ k ɐ m ɐ m ẽ t̪ o WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɐ p ɐ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ s i s u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɡ e WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+
+n̪ ɐ WORD_BOUNDARY d̪ i m ẽ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u WORD_BOUNDARY k l̪ˠ a ʃ t̪ u s u ʃ t̪ ẽ t̪ a t̪ u WORD_BOUNDARY ɡ e WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u ĩ WORD_BOUNDARY
+m ɐ s i s u ʒ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɯ s i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY
+ɛ s t̪ e WORD_BOUNDARY o WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ s u ʃ t̪ ẽ t̪ a d̪ u WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ʒ e ɛ m ɛ m WORD_BOUNDARY t̪ ʁ a t̪ ɐ s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY m i l̪ˠ i m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɐ̃ ɡ u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s ɯ z WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY e l̪ˠ ɯ z WORD_BOUNDARY e z i b ẽ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY
+m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u ĩ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ɡ ʁ o s o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY s i l̪ˠ t̪ ɔ z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u d̪ ẽ d̪ u WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ n̪ u l̪ˠ u ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u z WORD_BOUNDARY o WORD_BOUNDARY n̪ u WORD_BOUNDARY f u ɾ ɯ z ɛ t̪ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY f i ɡ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY f i ɡ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i o WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY i WORD_BOUNDARY ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY
+
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY i WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ o s u WORD_BOUNDARY b ẽ WORD_BOUNDARY
+s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃u̜ z WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY p i n̪ WORD_BOUNDARY s t̪ ʁ i p ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+b i m u d̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ z WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ɐ m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ ɯ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k ũ v u l̪ˠ u t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ɔ b l̪ˠ i t̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɡ e WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ v i ɐ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY
+t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY f i ɡ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɔ k u ʁ ẽ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɡ e WORD_BOUNDARY b ẽ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY
+ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+l̪ˠ u k ɐ l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ s u ʃ t̪ ẽ t̪ a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+
+
+d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ k ɯ z WORD_BOUNDARY ɐ l̪ˠ u v i ai ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ ʃ WORD_BOUNDARY s i n̪ o ɔ z ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY u n̪ i d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY
+
+i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e t̪ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ z WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+b i m u d̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY p o k u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʃ t̪ u d̪ a ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY ʁ e k u ɲ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ k ɯ WORD_BOUNDARY ɐ l̪ˠ u v i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u b ɾ ɯ p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s �� ɾ v a d̪ u WORD_BOUNDARY
+
+t̪ u d̪ ɐ v i ɐ WORD_BOUNDARY k ũ f ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p o k ɐ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʒ WORD_BOUNDARY m a s i m o WORD_BOUNDARY u m WORD_BOUNDARY ɛ m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɡ e WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY
+
+
+
+d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+s i d̪ u WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ u z WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ɐ b ʁ a v ɐ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+n̪ ɔ t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ s ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ k i WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ p ʁ i ẽ d̪ ɯ s ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u f l̪ˠ u k s u WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY
+
+p u ɾ s õi ʃ WORD_BOUNDARY s ẽ t̪ ʁ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e t̪ ẽ t̪ ʁ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p o k ɐ z WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ ɯ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k ɐ s e ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY
+ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ɡ ʁ u p a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ẽ d̪ u WORD_BOUNDARY
+s ĩ k o ẽ t̪ ɐ i oi t̪ u WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u n̪ i m u d̪ a l̪ˠ WORD_BOUNDARY
+
+f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY n̪ u t̪ o s ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY b i m u d̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+p e l̪ˠ u f l̪ˠ u k s u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY
+n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʁ e f l̪ˠ ɛ k s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e f l̪ˠ ɛ k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u d̪ u n̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p s ɐ m i t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʒ WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɯ s õi ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ f l̪ˠ ɔ ɾ ɐ̃u̜ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY a WORD_BOUNDARY
+s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u k ʁ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ a d̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+f i n̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ̃u̜ s ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY s u b ɾ ɯ p õ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY
+
+ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ k i WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ t̪ a t̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s u t̪ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ʁ u z ɐi ɾ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+
+f oi WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ k u t̪ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY
+u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY
+d̪ e ʃ k ʁ ɯ v ẽ d̪ u s ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ ɯ s ɯ k ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY p s ɐ m i t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY p a s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY b e ʃ i ɡ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY
+p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i o WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY
+ɐ p e n̪ ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY l̪ˠ e ʒ ẽ d̪ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY ẽ s ɛ ʁ ɐ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY u n̪ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY p ʁ e t̪ u ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY s i m ẽ t̪ u WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k o WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ u WORD_BOUNDARY
+n̪ u t̪ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+m u n̪ ɔ t̪ u n̪ ɐ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+
+u ʃ WORD_BOUNDARY f ɔ s ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐi ʃ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY d̪ ɐ ʃ t̪ i l̪ˠ b ɯ WORD_BOUNDARY m u ɾ ɐ ẽ s ɯ ʒ WORD_BOUNDARY n̪ o v WORD_BOUNDARY e ʃ p WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃u̜ WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY p ʁ e t̪ u WORD_BOUNDARY m ɐ ɾ ɡ o z o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY s u s ɯ d̪ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY s e k o ẽ s i ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ n̪ u k ʁ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ a d̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY
+m i l̪ˠ i m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i t̪ ɐ WORD_BOUNDARY f i b ʁ ɔ z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u s ɛ d̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u WORD_BOUNDARY m ɐ ɾ ɡ o z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s ɯ m e ʎ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY
+f oi WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ʃ p e s u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f oi WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ e m ɯ WORD_BOUNDARY ʃ v e ɾ d̪ i a d̪ ɐ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY s ẽ t̪ i m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f a s i ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY m i l̪ˠ i m ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY
+
+ɐ ɾ ɯ n̪ o z u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY ʁ i p l̪ˠ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p ʁ i ẽ d̪ e ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+k i ɾ i k ɔ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+l̪ˠ ɐ m i t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY ɛ f ɛ l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s u b u ɾ d̪ i n̪ a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p o k o WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɐ s i s u ʒ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY
+d̪ ɯ s i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY
+f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɔ b ʁ ɐ ʃ WORD_BOUNDARY k ũ v u l̪ˠ u t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY n̪ u t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY
+k o m u WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʃ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ u z ɐi ɾ o WORD_BOUNDARY o WORD_BOUNDARY
+k o m u WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ p o WORD_BOUNDARY ũ d̪ u l̪ˠ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b e ʃ i ɡ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ɯ s a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɡ ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ s ɯ k ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ e t̪ ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i ʃ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY s ẽ t̪ i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ ɯ k s i t̪ u WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY b e ʃ i ɡ ɐ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY s i m ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ k ɐ̃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY f u ʎ e ʎ o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY
+au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p s ɐ m i t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+
+
+f u s i l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY s u s ɯ d̪ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i t̪ u t̪ i p u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY p s ɐ m i t̪ i k ɐ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY
+ʁ ɐ z i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u l̪ˠ a ɡ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɐ ɡ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY m ɐ ɾ ɡ ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+i f e m ɯ ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m a s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ k ɐ̃u̜ WORD_BOUNDARY p e ɾ i u d̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ i p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY
+a ɾ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY s ɯ m i a ɾ i d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ õ ɡ u ʃ WORD_BOUNDARY p e ɾ i u d̪ u ʃ WORD_BOUNDARY s e k u z WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ u v ɐ ʃ WORD_BOUNDARY
+t̪ u ʁ ẽ s i ai z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ a ɡ u z WORD_BOUNDARY i f e m ɯ ɾ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY
+i WORD_BOUNDARY l̪ˠ a ɡ u ʃ WORD_BOUNDARY p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i t̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY b ʁ i e ɾ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ʁ ɯ s ɯ k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ m u ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY e ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY ɐ ɛ ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p e ɾ i u d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɛ k ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ a ɡ u WORD_BOUNDARY n̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ s ɯ k ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY
+p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY e ʃ p u z i s õi ʃ WORD_BOUNDARY s u b ɐ ɛ ɾ i ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY l̪ˠ a ɡ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY p o k u WORD_BOUNDARY
+e s p ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k ɐ ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ l̪ˠ ɡ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i ʃ ɯ WORD_BOUNDARY i WORD_BOUNDARY k a l̪ˠ s i t̪ ɐ WORD_BOUNDARY f i b ʁ ɔ z ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY t̪ e ɾ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k u z WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ v i ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY e v ɐ p u ɾ i t̪ i k ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ɾ d̪ ẽ n̪ ɯ WORD_BOUNDARY
+
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d�� i v ɛ ɾ s u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ k ɔ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+a ɾ i d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ z ɛ ɾ t̪ i k u WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ ɯ ɡ a ɾ i o WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+
+ɛ m WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY
+
+s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ ɯ k s i t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s i l̪ˠ ɯ k s i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b i ɔ t̪ ɐ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ ɯ k s i t̪ u ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY e n̪ i ɡ m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY k ũ t̪ i n̪ u u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY
+ʁ u m ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY ɛ m WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ̃u̜ s ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɔ s ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY s i m ẽ t̪ u WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY
+o WORD_BOUNDARY s ẽ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ p ɐ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+s i m ẽ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u k ʁ ɯ s ẽ t̪ ɯ WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɐ s i s u ʃ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY p l̪ˠ a ʃ t̪ i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY
+n̪ ɐ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ɾ ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i n̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY ɛ m WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY o WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+f a s i ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ẽ s ɯ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɔ b ʁ ɐ ʃ WORD_BOUNDARY k ũ v u l̪ˠ u t̪ ɐ ʃ WORD_BOUNDARY
+s ĩ s ɯ d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʃ WORD_BOUNDARY p ɐ s ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ɾ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY
+i WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ t̪ ʁ i ʒ WORD_BOUNDARY l̪ˠ ɐ m ɔ z ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u ĩ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+s u b ɾ ɯ p ɔ ʃ t̪ ɐ z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY b a z ɯ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e ɾ u z ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY n̪ ɔ t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY k ũ ɲ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ v ɛ ɾ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+p i n̪ WORD_BOUNDARY s t̪ ʁ i p ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ d̪ i o WORD_BOUNDARY a WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY k ɐ v a l̪ˠ ɡ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ɛ s ɛ ʁ ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ ũ k ɐ̃ d̪ u WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+n̪ ɔ d̪ u l̪ˠ u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k a l̪ˠ k ʁ ɛ t̪ ɯ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY s i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY s u b u ɾ d̪ i n̪ a d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY ɛ s ɐ �� a WORD_BOUNDARY i WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+e z ẽ p l̪ˠ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+
+ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ s t̪ e WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ s i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY
+ɡ ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ s ɯ k ɐ m ẽ t̪ o WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY p u d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY n̪ u t̪ a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY i m a ʒ ẽ z WORD_BOUNDARY l̪ˠ ɐ̃ d̪ s a t̪ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ uː ɡ ɐ l̪ˠ WORD_BOUNDARY
+
+d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY p ʁ i u ɾ i t̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY b i m u d̪ ai ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ k ɐ m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s e t̪ ʃ WORD_BOUNDARY t̪ ɐ b u l̪ˠ a ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY
+ɐ k ɐ n̪ ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p i n̪ WORD_BOUNDARY s t̪ ʁ i p ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u k ʁ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY
+ɛ s t̪ e WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ s i m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY m ɐ s i s u ʒ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY b ẽ WORD_BOUNDARY
+s e l̪ˠ ɯ s i u n̪ a d̪ u ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY i WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m a d̪ u ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɔ b ʁ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ s i m ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ɐ m ɛ t̪ ʁ i k u WORD_BOUNDARY k o m WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m a d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ ʃ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ k a p ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ʃ k u ʁ ɯ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ a t̪ u ʃ WORD_BOUNDARY
+z l̪ˠ ũ m p WORD_BOUNDARY o WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ l̪ˠ i u ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a s i ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ k ɐ̃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ i t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ u ɾ b i d̪ e ʃ WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY i WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY u n̪ i d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY s o b WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k o WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY
+l̪ˠ a k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ ʃ WORD_BOUNDARY
+s u b ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k ũ v u l̪ˠ u t̪ ɐ ʃ WORD_BOUNDARY s ĩ s ɯ d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ e k a l̪ˠ k ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY k au̜ z a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY
+l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ s u l̪ˠ i d̪ a d̪ u WORD_BOUNDARY l̪ˠ u t̪ u s i n̪ ɛ z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e l̪ˠ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY p a s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p o WORD_BOUNDARY ĩ f ɛ ɾ ɯ s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k u z WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u v i ai ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+ɐ v i ɐ̃u̜ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ɾ d̪ ẽ n̪ ɯ WORD_BOUNDARY
+
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY s u b u ɾ d̪ i n̪ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɐ m i t̪ u z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY
+
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY p i n̪ WORD_BOUNDARY s t̪ ʁ i p ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k ʁ u z a d̪ ɐ ʃ WORD_BOUNDARY
+
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY i WORD_BOUNDARY ɛ s ɐ ɡ a WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY
+au̜ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY t̪ ʁ a t̪ ɐ s ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY t̪ i p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY e ɔ l̪ˠ i k o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+t̪ ʁ ũ k ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY e ɔ l̪ˠ i k ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʃ WORD_BOUNDARY
+ɔ k ɔ ʁ ẽ WORD_BOUNDARY s u b ɾ ɯ p õ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k o WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s u b ɾ ɯ p õ d̪ u WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY
+i n̪ t̪ ɛ ɾ n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɛ s ɛ m WORD_BOUNDARY i WORD_BOUNDARY ɛ s d̪ e WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY
+k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY p i n̪ WORD_BOUNDARY s t̪ ʁ i p ɯ WORD_BOUNDARY l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ v ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY f ʁ e a t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k u z WORD_BOUNDARY ũ m i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+l̪ˠ ẽ s ɔ l̪ˠ WORD_BOUNDARY f ʁ e a t̪ i k o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ɯ ɾ v a ʁ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+p u ɾ s õi ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ẽ s ɔ l̪ˠ WORD_BOUNDARY f ʁ e a t̪ i k o WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+
+
+n̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k u ʃ WORD_BOUNDARY s e k u z WORD_BOUNDARY u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY f ʁ e a t̪ i k o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u d̪ e ɾ ẽ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY s e k ɐ ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ p e ɾ a d̪ ɐ WORD_BOUNDARY p ʁ e z ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY s e k u ʃ WORD_BOUNDARY
+
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY
+m ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ẽ k ũ t̪ ʁ a v ɐ̃u̜ s ɯ WORD_BOUNDARY f l̪ˠ ui d̪ i f i k a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ WORD_BOUNDARY
+ũ m i d̪ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k e WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k o WORD_BOUNDARY ɔ k ɔ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ i ʒ i t̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a b k ɐ ʃ WORD_BOUNDARY
+s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ i t̪ u z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʁ a ɾ u z WORD_BOUNDARY i WORD_BOUNDARY p o k u WORD_BOUNDARY ʃ p e s u z WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ k ʁ ɛ s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ v e ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+e ɔ l̪ˠ i k o WORD_BOUNDARY ũ m i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY s e k u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+
+n̪ u ʃ WORD_BOUNDARY f u ɾ ɯ z e t̪ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY ɛ s t̪ e WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i z u f ʁ ɯ k o ẽ s i ɐ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ ɡ ʁ u p a d̪ ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+p ɐ l̪ˠ i u v ẽ t̪ u ʃ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY u n̪ i m u d̪ a l̪ˠ WORD_BOUNDARY
+s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY b i m u d̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u z e t̪ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z i m u t̪ ɯ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY ɛ f s e WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i u m WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY n̪ u v ẽ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY ʁ u z e t̪ ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s õi ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY
+d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ẽ t̪ u ʃ WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k u ɯ z i ʃ t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+
+
+
+ɛ f ɛ m WORD_BOUNDARY k i ɾ i k ɔ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ m WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ĩ k u WORD_BOUNDARY
+ɛ m WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ WORD_BOUNDARY
+k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY
+k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY k ɔ ʁ ɯ ɡ u WORD_BOUNDARY
+t̪ i ɾ i ɾ i k ɐ WORD_BOUNDARY ʃ ɐ p ɐ d̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ĩ d̪ i k a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʃ u ʃ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ u n̪ a ʁ WORD_BOUNDARY
+k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY e u k ʁ ɯ t̪ a s i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s ɐ̃ f ʁ ɐ̃ s i ʃ k ɐ̃ n̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ ɛ k ɯ ʃ WORD_BOUNDARY
+ɐ l̪ˠ u v i ai z WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p s ɐ m i t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY p s e f i t̪ i k u ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ iu̜ z WORD_BOUNDARY ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u ʃ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɔ k u ʁ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+l̪ˠ ɛ k ɯ z WORD_BOUNDARY ɐ l̪ˠ u v i ai z WORD_BOUNDARY i WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY f oi WORD_BOUNDARY m ai ʒ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY f u ɾ m a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ l̪ˠ i u ʁ ɯ l̪ˠ ɛ v u z WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY p ʁ e d̪ u m i n̪ a v ɐ̃u̜ WORD_BOUNDARY ʁ iu̜ ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ l̪ˠ ɐ s a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY
+
+k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+e u k ʁ ɯ t̪ a s i u WORD_BOUNDARY t̪ i ɲ ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY u WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ i b ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY m o ɾ f u ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i u d̪ ʁ ɯ n̪ a ʒ ẽ z WORD_BOUNDARY d̪ u n̪ ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ k ɐ m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY s u p ɛ ɾ p õi m WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ u v i ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʒ WORD_BOUNDARY u m WORD_BOUNDARY u n̪ i m u d̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY b i m u d̪ a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʁ e f l̪ˠ ɛ k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ o WORD_BOUNDARY ĩ s u f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p e l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ ɔ z ɐ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e f l̪ˠ ɛ k s u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY
+ɐ k o ɔ z u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɐ l̪ˠ u v i ai z WORD_BOUNDARY i WORD_BOUNDARY e ɔ l̪ˠ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ a ɡ u WORD_BOUNDARY p e ɾ e n̪ ɯ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ a ɡ o ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i f i k a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ a ɡ o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ u f ũ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+f oi WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ u WORD_BOUNDARY f ʁ ɐ ɡ o z o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e f l̪ˠ ɛ k s u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ l̪ˠ e n̪ ɐ WORD_BOUNDARY
+ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ ɾ ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɔ k u ʁ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ a ɡ u ʒ WORD_BOUNDARY ʁ a z u z WORD_BOUNDARY i WORD_BOUNDARY i f e m ɯ ɾ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY
+p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p e l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p e ɾ i u d̪ u ʃ WORD_BOUNDARY
+m ai z WORD_BOUNDARY ũ m i d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ a ɡ u z WORD_BOUNDARY i f e m ɯ ɾ u z WORD_BOUNDARY e ʃ p ɐ̃ d̪ i ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ʁ e k u b ʁ i ɐ̃u̜ WORD_BOUNDARY
+d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY n̪ u t̪ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+p ʁ u s ɛ s u z WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY e ɔ l̪ˠ i k u z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ ɾ ɐi ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ k o o z u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k ɐ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ u v i u d̪ ɯ l̪ˠ t̪ ai k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ʁ u z ɐi ɾ u WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ z WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p l̪ˠ ɐi ɐ WORD_BOUNDARY l̪ˠ a k ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ s u ɾ i a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e l̪ˠ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u n̪ ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʃ WORD_BOUNDARY
+p ɐ s ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ a ɾ ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY f l̪ˠ u v i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY e ɔ l̪ˠ i k o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ u WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY
+f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k u ʁ i ɐ̃u̜ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY m ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ɐ m ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f l̪ˠ ui d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i k ɯ f ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p e l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a l̪ˠ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ z WORD_BOUNDARY ũ m i d̪ ɐ ʃ WORD_BOUNDARY
+u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s eu̜ WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+ɐ ɾ i d̪ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ɯ ɾ d̪ u n̪ ɐ ʃ WORD_BOUNDARY
+s e k ɐ ʃ WORD_BOUNDARY p o k u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ̃u̜ s ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY e ɔ l̪ˠ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ f l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY f ʁ e a t̪ i k o WORD_BOUNDARY o WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+
+e ɔ l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ʁ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY p ɯ l̪ˠ i u v ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY u WORD_BOUNDARY ʁ u m u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ẽ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ k ʁ ɛ s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY
+
+s e d̪ i m ẽ t̪ u z WORD_BOUNDARY e ɔ l̪ˠ i k u ʃ WORD_BOUNDARY s u b ɾ ɯ p ɔ s t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+e ɔ l̪ˠ i k o WORD_BOUNDARY e ʃ s ɯ d̪ eu̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+v ɐ ɾ i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i z u f ʁ ɯ k o ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e f l̪ˠ ɛ k s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u d̪ u n̪ ɐ WORD_BOUNDARY
+
+ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɯ ɾ o WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY n̪ i ʃ o l̪ˠ ʃ WORD_BOUNDARY
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ u z e t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY e ɔ l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ o WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY u n̪ i m u d̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s õi ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY ɛ f s e WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i u m WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY n̪ u v ẽ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY b ɐ ɾ k ɐ n̪ ɔi d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s ai ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+t̪ i p u WORD_BOUNDARY b ɐ ɾ k ɐ n̪ ɔi d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+ʁ u z e t̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY b i m u d̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɾ i ɐ f õ t̪ ɯ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u m ɯ ɾ ɡ u ʎ u WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ l̪ˠ i u v ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ɾ t̪ u ɡ u n̪ ai z WORD_BOUNDARY a WORD_BOUNDARY p ɐ l̪ˠ i u d̪ ʁ ɯ n̪ a ʒ ẽ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u ʃ WORD_BOUNDARY
+au̜ WORD_BOUNDARY s t̪ ʁ i k ɯ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY p ɐ l̪ˠ i u ʒ i u ɡ ʁ a f i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ ʁ u p o WORD_BOUNDARY ɐ ɾ i a d̪ o WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ f ɛ s i u n̪ a d̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɐ l̪ˠ i u k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ s u s i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ p u z i s i u n̪ ai z WORD_BOUNDARY ɐ t̪ u ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ z WORD_BOUNDARY e ɔ l̪ˠ i k u z WORD_BOUNDARY ũ m i d̪ o WORD_BOUNDARY i WORD_BOUNDARY s e k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b b ɐ s i ɐ WORD_BOUNDARY ɐ b ɐ ɯ t̪ ɛ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY s ɯ s õi ʃ k u l̪ˠ u n̪ a ɾ ɯ ʃ WORD_BOUNDARY
+l̪ˠ e v ɐ̃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY ʁ u m ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY s i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɐ ʒ ɯ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k au̜ s i o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k o WORD_BOUNDARY ũ m i d̪ o WORD_BOUNDARY o v ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY
+d̪ i ɐ ʒ ɯ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e ɔ l̪ˠ i k u WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY s e k u WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY i WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY f i n̪ ai ʃ WORD_BOUNDARY
+
+d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY i WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+s i v i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ ɔ p ʁ i u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+s u ʃ t̪ ẽ t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s e n̪ a ɾ i o WORD_BOUNDARY i ʁ i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY v e WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ẽ s i f i k a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY
+
+i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɛ d̪ i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ɛ ʁ ɐ WORD_BOUNDARY k au̜ z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ ɐ m a d̪ o WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY
+k l̪ˠ i m a t̪ i k ɐ ʒ WORD_BOUNDARY ɡ l̪ˠ u b ai z WORD_BOUNDARY ɐ z WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ĩ t̪ ẽ s i v ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ĩ d̪ i s ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u ɡ ɐ WORD_BOUNDARY
+
+
+a l̪ˠ t̪ u WORD_BOUNDARY s u m ɐ̃ d̪ u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k o WORD_BOUNDARY e m i t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY
+l̪ˠ ɔ ɡ o WORD_BOUNDARY ɛ WORD_BOUNDARY e s t̪ ʁ ɐ m ẽ t̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY m i t̪ i ɡ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e m i t̪ i d̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a ʁ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʁ u ʃ ɔ z ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ l̪ˠ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+p e ɾ m ɐ n̪ e s ɯ ɾ a WORD_BOUNDARY ĩ d̪ ɯ f i n̪ i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY au̜ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY i WORD_BOUNDARY m i t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɔ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i f i k a z ɯ z WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e k o ɛ ʃ t̪ ʁ u WORD_BOUNDARY
+
+ũ WORD_BOUNDARY p o s u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY
+i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY e ɲ ɐ̃ s e d̪ WORD_BOUNDARY u i l̪ˠ WORD_BOUNDARY ʁ e k u v e ɾ i WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY
+b e n̪ ɯ f i s i u z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY m i n̪ i m i z ɐ̃ d̪ o WORD_BOUNDARY u z WORD_BOUNDARY i m p a t̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʒ e ɛ ɛ WORD_BOUNDARY i WORD_BOUNDARY b e n̪ ɯ f i s i u z WORD_BOUNDARY e k u n̪ o m i k u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY u WORD_BOUNDARY s e s e ɛ s WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+s e ɾ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY k u m ɯ ɾ s i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m e ɾ k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY o WORD_BOUNDARY m ɐ̃ t̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+ẽ p ʁ e z ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY v i t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+m ɐ p i a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e d̪ u s õi ʃ WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY v ɐ l̪ˠ i d̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʃ t̪ u d̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY
+
+k u m p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b ɐ t̪ i m ẽ t̪ u WORD_BOUNDARY ʁ i a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s õi ʃ WORD_BOUNDARY
+s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ u k ʁ u ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a ʁ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʃ WORD_BOUNDARY
+
+s e ɛ s ɛ n̪ WORD_BOUNDARY i WORD_BOUNDARY s e ɛ s a WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+n̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY d̪ i m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+i WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY �� i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi z WORD_BOUNDARY e v i t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ k o p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY
+ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY f oi WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɐ l̪ˠ i ɲ a ʁ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY s i m p l̪ˠ i f i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+e t̪ a p ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ m i t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY e z ɐ t̪ i d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ũ s ɐi t̪ u z WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e v i z ɐ̃u̜ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a ʁ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY
+p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY e m i s o ɾ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+i WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f ĩ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ i m ẽ s i u n̪ a ʁ WORD_BOUNDARY
+
+d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+
+
+
+m a s i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+o t̪ ʁ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e t̪ a p ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY
+ɐ d̪ ɐ p t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ d̪ i s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i t̪ i ɡ a ʁ WORD_BOUNDARY
+
+d̪ ɯ t̪ ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+d̪ ɯ ʃ k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u ʃ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p ɐ s i v ɛ l̪ˠ WORD_BOUNDARY
+
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY s e ɡ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+l̪ˠ u k a l̪ˠ WORD_BOUNDARY p ʁ u p i s i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY s e ɡ u ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY
+p e ɾ m ɐ n̪ e s ɐ WORD_BOUNDARY p ʁ e z u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ĩ d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+k ũ s ẽ t̪ ʁ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY
+
+s u b s ɔ l̪ˠ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p l̪ˠ i k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p u ɾ i f i k a ʁ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai z WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ m ɐ z ɯ n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ s i u n̪ a ɾ i ɐ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY
+t̪ e ɾ m u ɯ l̪ˠ ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʒ WORD_BOUNDARY ʁ e f i n̪ ɐ ɾ i ɐ ʃ WORD_BOUNDARY s i m ẽ t̪ ɐi ɾ ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY
+p l̪ˠ ɐ̃ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY f e ɾ t̪ i l̪ˠ i z ɐ̃ t̪ ɯ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ʁ ɔ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+k ɐ p t̪ u ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ d̪ u t̪ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ʁ ɔ t̪ ɐ ʃ WORD_BOUNDARY p u s i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ʁ i m a ɾ i u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY a ʁ WORD_BOUNDARY
+n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m ai ɔ ʁ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY
+p oi z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i d̪ i ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+e z au̜ ʃ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY p ɔ ʃ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ e ɾ m ɯ l̪ˠ ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u z i n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY
+p u ɾ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+
+k u m p ʁ ɯ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ ɛ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɛ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY v a ɾ i ɐ ʃ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s õi z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɛ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u s ɛ s ɐ WORD_BOUNDARY u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ʁ i m a ɾ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY i WORD_BOUNDARY a ʁ WORD_BOUNDARY o WORD_BOUNDARY
+ɔ k s i ʒ e n̪ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ĩ d̪ u WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY s e ɔ WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+
+d̪ ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY
+
+
+
+i WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ z ɐi f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+s i k l̪ˠ u WORD_BOUNDARY k u m b i n̪ a d̪ o WORD_BOUNDARY i ɡ k WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ ʃ i f u ɛ l̪ˠ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY
+
+
+ɡ a z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e z i ʒ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɡ a z ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ d̪ e n̪ s a ɾ ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ʁ ɯ k ɛ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY e m i t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ v i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY
+ĩ s ẽ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ẽ p ʁ ɛ ɡ ɐ WORD_BOUNDARY n̪ e s ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɛ WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY p ʁ ɛ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY b ʁ ɛ v ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ʃ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i v i d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY
+k i m i k u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ o WORD_BOUNDARY ɐ b s u ɾ v ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ʃ k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY ʁ e s ɯ b e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ ɛ t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY p ɐ �� t̪ i k u l̪ˠ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+i m p u ɾ e z ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ʁ e ʃ f ʁ i a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ ɔ ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ẽ t̪ ʁ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+s e p ɐ ɾ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ ɛ ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ o ʁ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+
+
+
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k u m ũ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ t̪ o WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY k i m i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+
+a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY f i z i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k u m p ẽ s ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ ĩ s i p ai ʃ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY i WORD_BOUNDARY f i z i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+ɐ d̪ s u ɾ v ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY ɐ t̪ i v a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY m u l��ˠ ɯ k u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY k ʁ i t̪ i k ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY f o ɾ s ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+i WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY s i k l̪ˠ i k u WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɐ d̪ s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u WORD_BOUNDARY
+
+s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f ɐ b ʁ i k a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ʃ p e s i f i k u ʃ WORD_BOUNDARY
+p e ɾ m ɐi ẽ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e l̪ˠ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+ĩ t̪ i m ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v u k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʁ e k u m ẽ d̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY
+s e ʒ ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY e z au̜ ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s u b ɡ ʁ u p u ʃ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY p u l̪ˠ i m ɛ ɾ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY i n̪ u ɾ ɡ ɐ̃ n̪ i k ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+s e ɾ ɐ̃ m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+
+k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ i u ʒ e n̪ i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɡ a z ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ f ʁ i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ p u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ũ d̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY s e p a ɾ ɐ̃u̜ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p u s ui WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ p u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY
+
+d̪ u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY ʁ e t̪ i ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+
+
+d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY
+ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɐ l̪ˠ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY s i t̪ u ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+
+f i z i k u ʒ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY s u p ɛ ɾ k ʁ i t̪ i k u WORD_BOUNDARY
+
+
+
+
+
+
+d̪ oi ʃ WORD_BOUNDARY k i ɲ ẽ t̪ u ʃ WORD_BOUNDARY k i l̪ˠ u m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ ɐ̃ d̪ u WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɛ u a WORD_BOUNDARY u WORD_BOUNDARY k u ɾ t̪ e ʃ WORD_BOUNDARY p i p ɯ l̪ˠ i n̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+n̪ e s ɯ s i t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s o ɾ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u ʃ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u u ʃ t̪ e ʁ WORD_BOUNDARY s t̪ ɐi ʃ ɐ̃ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u ʁ u i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s e k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+
+ɐ v ɯ ɾ a WORD_BOUNDARY ʁ i ʃ k u ʃ WORD_BOUNDARY p u t̪ ẽ s i ai z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ u d̪ ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+k u ʁ u z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ̃ n̪ o WORD_BOUNDARY o WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ z WORD_BOUNDARY o WORD_BOUNDARY ʒ ũ s õi z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m ũ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ l̪ˠ a ʃ k ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k u m m õ z WORD_BOUNDARY o i k i m ɯ d̪ i ɐ WORD_BOUNDARY ɔ ʁ ɡ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɐ v iu̜ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+f i z i k u k i m i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+n̪ ɐ v iu̜ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY k u m p ʁ i m i d̪ o WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+
+
+k u l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY m ɛ d̪ i ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+k ɐ p i t̪ ai ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY n̪ ɐ v iu̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɛ k n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+
+d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ s ɯ k u ɾ i t̪ i WORD_BOUNDARY ɔ ʁ ɡ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a ʁ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY i d̪ ɛi ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ p l̪ˠ ɛ t̪ a d̪ u z WORD_BOUNDARY ɐ k o i f ɯ ɾ u ʃ WORD_BOUNDARY s ɐ l̪ˠ i n̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k ui d̪ ɐ d̪ u z ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY
+
+
+
+f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY k u m b i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ ɾ m ɐ d̪ i ʎ ɐ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʒ i u k i m i k ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʃ WORD_BOUNDARY
+
+
+ɐ b s u ɾ v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i k ʁ u p ɔ ɾ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY
+
+ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e l̪ˠ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɐ ɾ m ɐ d̪ i ʎ ɐ z WORD_BOUNDARY o WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+f ɯ ʃ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b ɐ ʁ ɐi ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m i n̪ i m ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɔ k u p a d̪ ɐ ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s a l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY ɐ ɾ m ɐ d̪ i ʎ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u b ʁ a d̪ ɐ ʃ WORD_BOUNDARY
+o WORD_BOUNDARY f ʁ ɐ t̪ u ɾ a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ ɾ m ɐ d̪ i ʎ ɐ z WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ i ɡ ʁ a f i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY k au̜ z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u l̪ˠ i d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY o v ɯ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY
+
+t̪ ʁ ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY f i z i k o WORD_BOUNDARY i d̪ ʁ u d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ p i ɐ m ẽ t̪ o WORD_BOUNDARY i d̪ ʁ u d̪ i n̪ ɐ̃ m i k u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ z WORD_BOUNDARY ɐ k o i f ɯ ɾ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ɾ m ɐ d̪ i ʎ ɐ ʃ WORD_BOUNDARY f ɯ ʃ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY m i ɡ ʁ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɐ t̪ ĩ ʒ ẽ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+
+
+d̪ i s u l̪ˠ v i d̪ u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY s ẽ t̪ e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY
+ʒ i u k i m i k o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u k i m i k u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+
+d̪ ɯ p l̪ˠ ɛ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ p l̪ˠ ɛ t̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+n̪ ɐ t̪ u ɾ ai ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY f i z i k u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e ɡ u ɾ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a ɾ ẽ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ v e ʁ WORD_BOUNDARY p u s i v ɐi ʒ WORD_BOUNDARY m u v i m ẽ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ p l̪ˠ ɛ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u f ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY
+
+s u ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+e ʃ s ɯ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ n̪ i f i k a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s e l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ɐ p e WORD_BOUNDARY e ɲ ɐ̃ s e d̪ WORD_BOUNDARY u i l̪ˠ WORD_BOUNDARY ʁ e k u v e ɾ i WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ ɡ l̪ˠ e z WORD_BOUNDARY ɔ f ɯ ɾ ɛ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ɡ ɐ̃ ɲ o WORD_BOUNDARY e k u n̪ o m i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+ʁ e k u p ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʒ WORD_BOUNDARY ʁ i m a ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ ɐ z u a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+o t̪ ʁ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k u m p ɐ ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+
+s u p ɛ ɾ k ʁ i t̪ i k u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY e n̪ ɔ ɾ m ɯ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY z o n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+p ʁ e v i ɐ m ẽ t̪ WORD_BOUNDARY ĩ v ɐ d̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ e z u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+e s t̪ ʁ ɐ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ĩ ʃ a s o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY i m i s i v ɐi z WORD_BOUNDARY o WORD_BOUNDARY m i s i v ɐi z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u z WORD_BOUNDARY i m i s i v ɐi z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+ĩ ʃ a s u WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY m e ʎ u ɾ ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY m u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+d̪ u ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY m ɐ̃ t̪ ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY m e k ɐ n̪ i ʒ m o WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m i s i v ɐi z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY m e k ɐ n̪ i ʒ m o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+s u p ɛ ɾ k ʁ i t̪ i k u WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p u ɾ ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ m ɯ a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ e v ɯ ɾ a WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY p u ɾ u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY
+
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY i WORD_BOUNDARY p ʁ u m u v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ʁ ɯ s u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY i s o WORD_BOUNDARY e s t̪ ʁ ɐ i ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+s ɐ t̪ u ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY s a l̪ˠ m o ɾ ɐ z WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY
+f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e n̪ ɔ ɾ m ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+ɐ k o i f ɯ ɾ u ʃ WORD_BOUNDARY s ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e n̪ ɔ ɾ m ɯ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+
+
+
+ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i s ɔ l̪ˠ v ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐi o WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ʁ i a ʒ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ s ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u z WORD_BOUNDARY ʃ t̪ a v ɐi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ o WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ ɐ̃ d̪ u WORD_BOUNDARY p e ɾ m ɐ n̪ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY
+k ɐ ɾ b u n̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY
+ɔ p s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+b e n̪ ɯ f i s i u z WORD_BOUNDARY e k u n̪ o m i k u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v e ʁ WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ e ɡ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k u b i k u ʃ WORD_BOUNDARY
+
+
+
+ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m i k ʁ u p ɔ ɾ u ʒ WORD_BOUNDARY l̪ˠ i b ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+
+ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʒ ɔ v ẽ WORD_BOUNDARY l̪ˠ i ɡ n̪ i t̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+p e ɾ m ɐ n̪ e s ɐ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY a ʁ d̪ o ɛ ʁ WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ p ɐ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p e ɾ m i t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ʒ ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p a s o WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f e n̪ o m ɯ n̪ u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY n̪ e l̪ˠ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY u WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e ɾ m i t̪ i ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ʃ p ɐ s i ai z WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY m ɐ n̪ i p u l̪ˠ a ʁ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ɡ ʁ a f i k u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY i WORD_BOUNDARY k ũ s u t̪ ɐ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY b a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY k ũ s i ʃ t̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ɡ ʁ u p a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY t̪ e m a t̪ i k ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ ɐ z WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY ʒ i u ɡ ʁ a f i k u WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u s ɯ WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʁ a p i d̪ o WORD_BOUNDARY i WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY k ũ s ɯ d̪ ẽ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY u z o a ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i u n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ u p u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ b ʒ ɛ t̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+m a p ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY f ũ s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ z WORD_BOUNDARY u t̪ ɐi z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY ɐ b u ɾ d̪ ɐ ɾ a WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY
+e l̪ˠ ɐ b u ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ e l̪ˠ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+
+p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ p ẽ d̪ e ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s u b p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY e k u n̪ o m i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY i m p ʁ ɯ s ĩ d̪ i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ k u ʎ e s ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY e m i s o ɾ ɐ ʃ WORD_BOUNDARY
+
+ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai ʒ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY v ɐ̃ t̪ ɐ ʒ o z u WORD_BOUNDARY k ɐ p t̪ u ɾ a ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ a ʁ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+
+p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+u z i n̪ ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY v a ɾ ɡ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY s e ɛ s ɛ n̪ WORD_BOUNDARY
+
+k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k u WORD_BOUNDARY s e ɛ s a WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ai ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m u n̪ i s i p i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k u WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY
+d̪ u ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY o WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u b l̪ˠ i k u ʃ WORD_BOUNDARY
+d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY o WORD_BOUNDARY ĩ v ẽ t̪ a ɾ i u ʃ WORD_BOUNDARY k u ɾ p u ɾ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+k ɐ p t̪ u ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ u WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+s ɯ ɡ i ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ z WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k o WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY p ʁ i m u ɾ d̪ i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e n̪ ɔ ɾ m ɯ WORD_BOUNDARY
+ɡ ɐ̃ m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY u WORD_BOUNDARY a s o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɛ ʁ u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k a l̪ˠ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY a s o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY d̪ u t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ ʒ ɡ a ʃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY i m p a t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k u ʁ u z ɐ̃u̜ WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY a s u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY a WORD_BOUNDARY
+
+ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ĩ v ẽ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ k ũ t̪ ʁ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+s i l̪ˠ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ ɾ b o n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY s o b WORD_BOUNDARY
+d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i ɐ WORD_BOUNDARY u z ɐ s ɯ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY
+e z ɛ ɾ s ɯ WORD_BOUNDARY d̪ u p l̪ˠ u WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY k o m u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e d̪ u t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ s u s i ɐ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m i n̪ ɛ ɾ i u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ u WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i ɡ a ʁ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY ʃ ɐ̃ m ɐ s ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k o a t̪ ʁ o WORD_BOUNDARY e t̪ a p ɐ ʃ WORD_BOUNDARY
+p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY ʁ e f i n̪ o WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e ɾ ẽ WORD_BOUNDARY l̪ˠ e v a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY u WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p ʁ e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m e ʎ u ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ ẽ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY e k u n̪ u m i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY f i n̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY k a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY f i n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u d̪ u t̪ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u k ɐi f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+ɔ b t̪ e ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s u b p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ k ɐ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i m ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY a ʁ WORD_BOUNDARY ɐ k ɯ s i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+
+ʁ i ɐ ʒ i ɾ a WORD_BOUNDARY k o m WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s e ɔ WORD_BOUNDARY u WORD_BOUNDARY s e ɔ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ʁ e d̪ u t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY i ɾ a WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY
+
+ʁ e d̪ u z i d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ i k ɯ f a ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u ɡ u z ɐ WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u ɡ u z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɛ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k ɔ ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ ɾ i ũ d̪ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+
+d̪ ɯ ʁ ɯ t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY f o ɾ n̪ o WORD_BOUNDARY i WORD_BOUNDARY s e ɡ ʁ ɯ ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY m e t̪ a l̪ˠ i k o WORD_BOUNDARY a WORD_BOUNDARY
+ʃ k ɔ ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ẽ t̪ u WORD_BOUNDARY ʁ e f i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY
+s e ɡ ĩ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ e f i n̪ o WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u ɡ u z ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ e v a d̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s i ɐ ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f o ɾ n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY o WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a s u WORD_BOUNDARY m e d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ e z ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ i s õi z WORD_BOUNDARY ɐ s i ɐ ɾ i ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a ʁ WORD_BOUNDARY u WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY
+ɡ u z ɐ WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY o WORD_BOUNDARY s ɔ l̪ˠ i d̪ o WORD_BOUNDARY o WORD_BOUNDARY ɐ WORD_BOUNDARY s u k a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ o WORD_BOUNDARY i WORD_BOUNDARY a s o WORD_BOUNDARY ẽ WORD_BOUNDARY a s u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ũ t̪ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ u z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY i m p u ɾ e z ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s u l̪ˠ i d̪ i f i k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ĩ ɡ u t̪ ɐ m ẽ t̪ u WORD_BOUNDARY k ũ t̪ i n̪ u u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY s ɯ m i ɐ k ɐ b a d̪ u ʒ WORD_BOUNDARY l̪ˠ ĩ ɡ ɔ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY b l̪ˠ ɔ k u ʒ WORD_BOUNDARY b l̪ˠ u ɡ s p o t̪ WORD_BOUNDARY u WORD_BOUNDARY a s o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u l̪ˠ i d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ m i ɐ k ɐ b a d̪ u ʒ WORD_BOUNDARY l̪ˠ ĩ ɡ ɔ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY b l̪ˠ ɔ k u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f u ɾ m a d̪ u WORD_BOUNDARY m e k ɐ n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+l̪ˠ ɐ m i n̪ ɐ d̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ a p ɐ ʒ WORD_BOUNDARY ɡ ʁ ɔ s ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i n̪ ɐ ʒ WORD_BOUNDARY b u b i n̪ ɐ ʒ WORD_BOUNDARY v e ɾ ɡ ɐ ʎ õi z WORD_BOUNDARY ɐ ɾ ɐ̃ m ɯ ʃ WORD_BOUNDARY
+p e ɾ f i l̪ˠ a d̪ u ʒ WORD_BOUNDARY b a ʁ ɐ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ t̪ e t̪ e p e WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+u z i n̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY u z i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY ĩ t̪ ɐi ɾ u WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ̃u̜ s ɯ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+
+
+
+d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY ɡ u z ɐ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY ʃ p õ ʒ ɐ WORD_BOUNDARY o WORD_BOUNDARY s u k a t̪ ɐ WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ WORD_BOUNDARY ɐ d̪ k i ɾ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f u ɾ m a l̪ˠ u z WORD_BOUNDARY ẽ WORD_BOUNDARY a s o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ s i ɐ ɾ i ɐ z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʃ WORD_BOUNDARY
+
+
+
+ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ s o m ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY
+
+
+
+
+
+
+m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k o WORD_BOUNDARY e m i t̪ i d̪ u ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ĩ t̪ ẽ s i v ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+e m i t̪ ẽ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY k u k ɯ ɾ i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ u t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY s ĩ t̪ ɯ ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s i ɐ ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+k a z u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɾ m u ɯ l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY e m i s o ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ u WORD_BOUNDARY
+
+
+
+
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+e z au̜ ʃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b a ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY u z i n̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ p ʁ u v ɐi t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ɯ l̪ˠ ɛ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY i f ɯ t̪ u a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+
+ɐ b s u ɾ v ẽ t̪ ɯ ʃ WORD_BOUNDARY k i m i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ s u f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY m e t̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ l̪ˠ o ʁ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u k ɐi f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+s ĩ t̪ ɯ ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s e p ɐ ɾ a d̪ o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY i WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k u m b i n̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ̃ d̪ o WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ɔ p s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ ʃ i f u ɛ l̪ˠ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY p u ɾ o WORD_BOUNDARY au̜ WORD_BOUNDARY ĩ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY
+s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY e z au̜ ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+
+
+a l̪ˠ t̪ u f o ɾ n̪ u WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+s e l̪ˠ ɯ t̪ i v ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ e ʒ e ɛ ʁ ʁ b e ɛ f WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY ʃ e ɡ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY k i l̪ˠ u ɡ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɛ s ɛ n̪ WORD_BOUNDARY i WORD_BOUNDARY s e ɛ s a WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ʒ e ɛ ʁ ʁ b e ɛ f WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY s e ɛ s ɛ n̪ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+s e ɛ s ɛ n̪ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY
+p ʁ e z i d̪ ẽ t̪ ɯ WORD_BOUNDARY v a ɾ ɡ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e d̪ õ d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY e ʃ p ɐ̃ s õi ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɯ v o WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY
+
+
+m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ z WORD_BOUNDARY ɐ n̪ u ai z WORD_BOUNDARY i WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ m i n̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ̃ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m i n̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY k a l̪ˠ k a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY
+t̪ ẽ d̪ u WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY m i n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɡ o ɲ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a ɾ k u z WORD_BOUNDARY ɐ̃ m b ɐ ʃ WORD_BOUNDARY s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d�� u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m i n̪ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i d̪ ɯ ɾ ɔ p u l̪ˠ i ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY
+k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY a s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɛ s ɛ n̪ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY k o ai z WORD_BOUNDARY au̜ t̪ u m u t̪ i v u WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY ẽ b ɐ l̪ˠ a ʒ ẽ z WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ ɛ ɛ m WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY
+
+
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ ɾ b õ WORD_BOUNDARY d̪ i ʃ k l̪ˠ u z u ɾ ɯ WORD_BOUNDARY p ʁ o ʒ ɛ t̪ WORD_BOUNDARY
+s e d̪ e p e WORD_BOUNDARY u WORD_BOUNDARY s e d̪ e p e WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY s ẽ WORD_BOUNDARY f ĩ z WORD_BOUNDARY l̪ˠ u k ʁ ɐ t̪ i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ʁ u v i d̪ e n̪ s i a l̪ˠ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY m e d̪ i ɾ ẽ WORD_BOUNDARY d̪ i v u ɡ a ɾ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʒ e ɾ ẽ s i a ɾ ẽ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+
+
+ĩ v ẽ t̪ a ɾ i u WORD_BOUNDARY k u ɾ p u ɾ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ai t̪ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e d̪ e p e WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY
+
+a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+
+p l̪ˠ a k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ʃ t̪ ʁ i t̪ o WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ʁ u ʒ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ i ẽ d̪ i m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY f ʁ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ s ɯ ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɐ l̪ˠ ɯ m ɐ̃u̜ WORD_BOUNDARY
+
+t̪ ẽ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɐ b ʁ i k a ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY e ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY f u k ɐ̃ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɐ b ɐ ʃ t̪ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY au̜ t̪ u m u t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u d̪ u m ɛ ʃ t̪ i k u ʃ WORD_BOUNDARY
+
+ʃ k ɐ v ɐ d̪ ɐi ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY ɛ m d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ p o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ʁ u d̪ u t̪ i v u WORD_BOUNDARY
+ɐ WORD_BOUNDARY k u k ɯ ɾ i ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b ɐ t̪ ɯ ɾ i ɐ z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɐ b ʁ i k a ʁ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɔ k ɯ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY a WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY a l̪ˠ t̪ u ʃ f o ɾ n̪ u ʃ WORD_BOUNDARY s ai WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k ɔ ɾ i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s u b p ʁ u d̪ u t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u l̪ˠ i ɡ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ p ʁ u v ɐi t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v u t̪ u ɾ ɐ̃ t̪ ĩ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY
+
+e m i s õi ʃ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɛ s a WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s e d̪ e p e WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e p u ɾ t̪ a d̪ u WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY
+
+s e ʒ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u z i n̪ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ ɐ n̪ e t̪ ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ʁ i a d̪ u ʃ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY e v i d̪ e n̪ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY u z i n̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i s o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ̃u̜ WORD_BOUNDARY
+e n̪ ɔ ɾ m ɯ ʒ WORD_BOUNDARY ɡ a ʃ t̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY f i n̪ ɐ̃ s ɐi ɾ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY a l̪ˠ m ɯ ʒ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+
+u z i n̪ ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɯ s i k l̪ˠ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u f o ɾ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+
+p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i m ẽ s i u n̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+s o b WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ s i ɐ̃ n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+k ɐ ɾ b o n̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ ɐ v iu̜ ʃ WORD_BOUNDARY t̪ ɐ̃ k ɯ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ u t̪ u ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʁ e k u m p ʁ ɯ s o ɾ ɯ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY
+
+
+
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY i m p ʁ ɯ s ĩ d̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY e m i s o ɾ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ ʒ ɛ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɛ t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ t̪ i m i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY i s o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u ʒ WORD_BOUNDARY v ai WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɔ b ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ ɛ ʃ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY m a t̪ ɐ ʃ WORD_BOUNDARY t̪ e ʁ ɐ p l̪ˠ ɐ n̪ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY ɔ b ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ẽ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+k a z o WORD_BOUNDARY u v ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ o v u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u WORD_BOUNDARY s o b WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+ʁ e z i d̪ e n̪ s i ai ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z i d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY s o b WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɛ t̪ ʁ u WORD_BOUNDARY d̪ ɯ v ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY l̪ˠ i v ʁ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY b ɐ ʁ ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY i m p ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ e ʁ e n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY s o b WORD_BOUNDARY
+u ʒ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY ẽ t̪ ɯ ʁ a d̪ u ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY l̪ˠ i v ʁ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY ɔ k u p ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+u v ɛ ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ s i d̪ ẽ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ʁ e p a ɾ u WORD_BOUNDARY p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ɐ s i d̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai ʃ WORD_BOUNDARY
+
+t̪ ʁ ɐ s a d̪ u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY e k i v a l̪ˠ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+
+k ɐ ɾ b u d̪ u t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u ʒ WORD_BOUNDARY m ɐ n̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY
+p ɐ s a ʁ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p u ɾ t̪ a l̪ˠ WORD_BOUNDARY m ɐ ɾ i n̪ ɛ t̪ ʁ ɐ f i k WORD_BOUNDARY k o m WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY s ai t̪ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɐ v iu̜ z WORD_BOUNDARY i WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k u l̪ˠ ɔ k ɐ l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY f i k o WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+s e ɛ s a WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ĩ d̪ i v i d̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+s i d̪ ɯ ɾ u ɾ ʒ i k ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY p ʁ u s ɯ ɡ i ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY k ɐ b i u n̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ k ɐ ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f u ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY u t̪ i m u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f u ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY p ʁ u s ɯ ɡ i ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY
+
+
+
+
+
+
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʃ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɛ t̪ ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ ɐ ʒ ɛ t̪ u ʃ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY p e ɛ n̪ʲ a WORD_BOUNDARY u m WORD_BOUNDARY b e WORD_BOUNDARY f u ɾ a d̪ u WORD_BOUNDARY p e ɛ n̪ʲ a WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY p e ɛ n̪ʲ a WORD_BOUNDARY u m WORD_BOUNDARY
+
+
+
+
+
+
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ĩ d̪ u ʃ t̪ ʁ i ai z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY b ɐ z i a d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɛ t̪ ʁ u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY
+e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i n̪ ɛ t̪ ʁ ɐ f i k WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+
+ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY b u u ʃ t̪ e ʁ WORD_BOUNDARY s t̪ ɐi ʃ ɐ̃ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɛ ɾ v ɯ WORD_BOUNDARY
+
+v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY
+
+
+
+ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f i n̪ ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ʃ i ɐ ʒ WORD_BOUNDARY ʁ ɯ d̪ u k WORD_BOUNDARY i WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ b i u n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u n̪ i s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ k ɐ ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY f l̪ˠ u m i n̪ ẽ s ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ b i u n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ ɛ ʒ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k au̜ z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɯ d̪ u k WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ b i u n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʒ a WORD_BOUNDARY d̪ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u z WORD_BOUNDARY ɔ ɾ i ũ d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p a s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY
+
+
+
+ʃ ɯ ɡ o WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY k o a d̪ ʁ o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY
+
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɔ f t̪ o ɛ ʁ WORD_BOUNDARY a WORD_BOUNDARY
+e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ ʒ ɛ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɯ ʃ p e z ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ b d̪ u d̪ u t̪ u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY
+
+
+
+k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ e l̪ˠ ɯ z WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY i ɛ a WORD_BOUNDARY
+
+
+
+
+d̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʁ ɯ d̪ ũ d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ĩ t̪ ɐi ɾ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY
+
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ũ t̪ a ʒ ẽ WORD_BOUNDARY m ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ b ʁ ɐ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ k i n̪ a ɾ i o WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY s e ɡ u ɾ u ʃ WORD_BOUNDARY
+t̪ a ʃ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY k u m p ẽ s ɐ t̪ ɔ ɾ i ɐ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ʃ p e s i ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ e n̪ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p u v u a d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u t̪ ɯ ʒ i d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ a ɡ o ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY k au̜ z a ʁ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY õi ʃ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY
+
+d̪ ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY
+t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s u b m ɛ ɾ s u z WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY
+f i n̪ ɐ̃ s ɐi ɾ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY
+s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY f oi WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m a s i m u z WORD_BOUNDARY i WORD_BOUNDARY m i n̪ i m u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+b ɐ z i a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY ʁ e p u ɾ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ ɯ d̪ ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY
+
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ĩ d̪ i v i d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʃ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+s u m a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY p u l̪ˠ ɯ ɡ a d̪ ɐ ʃ WORD_BOUNDARY
+s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ v ɯ ɾ t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u l̪ˠ ɯ ɡ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ ʁ e ʃ u ʒ WORD_BOUNDARY m u t̪ i p l̪ˠ i k ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u z WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY p u l̪ˠ ɯ ɡ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u t̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɛ t̪ ʁ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e k u n̪ u m i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f i k o WORD_BOUNDARY
+
+k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f WORD_BOUNDARY f ʃ ɔ ɾ ɯ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY d̪ e v i d̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY b u u ʃ t̪ e ʁ WORD_BOUNDARY s t̪ ɐi ʃ ɐ̃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ɛ d̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY p ũ t̪ i ʎ a d̪ ɐ ʒ WORD_BOUNDARY v a l̪ˠ ɯ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY e v ẽ t̪ u ai ʃ WORD_BOUNDARY
+
+
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ĩ d̪ i v i d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʃ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY s u m a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY
+
+ɐ̃ n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY p u s ui WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+k ɐ ɾ b u d̪ u t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f i n̪ ɐ l̪ˠ i z a �� WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u ʃ t̪ o WORD_BOUNDARY e k i v ɐ l̪ˠ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i a l̪ˠ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+p ʁ u s ɛ s o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e t̪ ɔ ɾ n̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY ɐ s ɯ ɡ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ ɛ d̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+k ɐ p t̪ u ɾ a d̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ a WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY ʁ e ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k o ɐ d̪ ʁ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY i m ɯ d̪ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i t̪ ɔ ɾ i ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY
+m ũ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʃ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s WORD_BOUNDARY ĩ ʒ ɯ t̪ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+s ɯ WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ ʒ WORD_BOUNDARY e k u n̪ o m i k ɐ ʒ WORD_BOUNDARY l̪ˠ u ʒ i ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY
+p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+e s p l̪ˠ u ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m ẽ s ɐ WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY m ũ t̪ a d̪ ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY m ɐ n̪ i f o l̪ˠ d̪ ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+f ɐ s i l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY o WORD_BOUNDARY p e ɾ f u ɾ a ʁ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY
+o t̪ ʁ o WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY p ʁ i m u ɾ d̪ i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+ɛ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s WORD_BOUNDARY ĩ ʒ ɯ t̪ a ʁ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY
+
+
+k ɐ p t̪ u ɾ a d̪ o WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ɾ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ t̪ i v u WORD_BOUNDARY
+f i n̪ ɐ̃ s ɐi ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY
+o t̪ ʁ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u l̪ˠ ɛ t̪ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY s e m i s u b m ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY
+
+
+
+
+
+l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u ɐ d̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u WORD_BOUNDARY ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p l̪ˠ ẽ z WORD_BOUNDARY p i p ɯ l̪ˠ i n̪ ɯ WORD_BOUNDARY e n̪ d̪ WORD_BOUNDARY m ɐ n̪ i f o l̪ˠ d̪ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY
+
+
+
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY f p s o z WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ k u a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ v iu̜ z WORD_BOUNDARY ɐ l̪ˠ i v i ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+
+d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+t̪ u ɾ b i d̪ i t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ p ɯ b u ʃ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY p ɐ l̪ˠ ɯ ɔ ʒ ɯ n̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY
+
+ɐ k u m u l̪ˠ ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ k ɐ b u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY l̪ˠ ɐ ɡ o ɐ WORD_BOUNDARY f ɐi ɐ WORD_BOUNDARY
+d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ o b u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY
+k u ɐ l̪ˠ ɯ s ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ k ũ f i n̪ a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v a ʃ t̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ ɾ ɯ n̪ o z u WORD_BOUNDARY m ɐ s i s o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ u z i d�� a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+k o m u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ʃ t̪ i m ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ʁ ɯ s u ɾ i z ɐ k ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ s ɯ l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p e ɾ m u p u ɾ ɔ z ɐ ʃ WORD_BOUNDARY
+
+
+
+s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k o a d̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY v i z i v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY f p s o WORD_BOUNDARY
+
+l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ĩ ɡ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+
+k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ĩ ɡ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɐ v iu̜ z WORD_BOUNDARY ɐ l̪ˠ i v i ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY
+p ʁ u d̪ u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY t̪ u ɾ b i d̪ i t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ɐ ɾ ɐ p ɯ b u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i ɡ u m i u s e n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u s e n̪ i k ɐ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u b s ɐ t̪ u ɾ a d̪ u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ k ɐ b u WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY
+k u m p ɐ ɾ t̪ i ʎ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ĩ ɡ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY
+ʃ t̪ i m ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ʁ ɯ s u ɾ i z ɐ k ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+p ʁ ɯ s õi z WORD_BOUNDARY ɔ ɾ i ʒ i n̪ ai z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɐ b ʁ i ɡ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY i n̪ WORD_BOUNDARY p l̪ˠ a s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY b i ʎ õi ʃ WORD_BOUNDARY
+
+ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k o a d̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ t̪ u ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e ɡ ʁ ɯ ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ĩ f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY m ɐ̃ t̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+m e k ɐ n̪ i ʒ m u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY
+p u ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY m p ɐ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ b s u l̪ˠ u t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ i v i d̪ i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u ʃ WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY
+k o ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e ɾ m i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ b t̪ e v ɯ s ɯ WORD_BOUNDARY
+
+e k o ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY
+
+
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY ẽ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+
+m ũi t̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY m p ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY b ʁ u n̪ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+
+
+
+
+s ɯ ɾ a WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ʁ e ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i f ɐi t̪ u ʃ WORD_BOUNDARY
+
+
+
+
+k ɐ̃ m p u ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ i v i d̪ i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY
+
+i n̪ i s i a l̪ˠ WORD_BOUNDARY m ɐ s ɐ t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY
+
+
+p u s i v ɛ l̪ˠ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY d̪ i a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+
+
+
+
+
+
+
+n̪ e s ɯ s a ɾ i u ʒ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p o s o WORD_BOUNDARY ẽ WORD_BOUNDARY
+b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY
+
+
+
+
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɐ t̪ u ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+d̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY s e ɡ u ɾ ɐ̃ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+ɡ ɐ ɾ ɐ̃ t̪ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY a ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a ʁ WORD_BOUNDARY
+d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ũ v ɯ ɾ t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+i n̪ WORD_BOUNDARY p l̪ˠ a s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k u b i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ ʁ u WORD_BOUNDARY k u b i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY u WORD_BOUNDARY u u i p WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i n̪ WORD_BOUNDARY p l̪ˠ a s ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ d̪ i s õi ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY v u i l̪ˠ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY
+
+
+f ɐ t̪ o ʁ WORD_BOUNDARY v u l̪ˠ u m ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i u m WORD_BOUNDARY ʁ u t̪ l̪ˠ e d̪ ʒ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+s e ɡ ĩ t̪ ɯ WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+
+
+
+
+t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z ɯ k u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u ʃ WORD_BOUNDARY p ʁ u m ɔ v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʎ u ɾ i ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY
+v i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k ai m ẽ t̪ u WORD_BOUNDARY
+
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɯ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ɐ̃ ɲ o WORD_BOUNDARY e s p ʁ ɯ s i v o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY n̪ i v ɐi z WORD_BOUNDARY ɐ t̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʁ ʁ ɐ p e WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY
+v ɐ ɾ i ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY
+i m i s i v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i n̪ WORD_BOUNDARY p l̪ˠ a s ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY
+ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+s ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY v i ʃ k o z o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ a WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY s e k o ɯ ʃ t̪ ʁ a d̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p ʁ ɯ s i z u WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+
+
+p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u u i p WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s ɯ ɾ v ɐ t̪ i v ɐ WORD_BOUNDARY ẽ d̪ ʁ i k ʒ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+ɔ k u ʁ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY i m i s i v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a �� ẽ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʃ t̪ u d̪ u z WORD_BOUNDARY i WORD_BOUNDARY s i m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY p ʁ u b ɐ b i l̪ˠ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+
+
+
+m a s i m ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɛ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY i m i s i v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY
+ɐ p e i WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+i m i s i v ɐi z WORD_BOUNDARY i WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m i s i v ɐi ʃ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i ɛ a WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ a ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ u WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY t̪ u m ɐ̃ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY b a z ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ a ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+e s t̪ ʁ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ i WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY t̪ u n̪ ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY b ɐ ʁ i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɔ s u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY ʃ k u ʎ e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+ĩ ʒ ɯ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY p e ɾ f u ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z ɐ s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ̃ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+b d̪ e p WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ʒ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ɔ WORD_BOUNDARY
+b d̪ e p WORD_BOUNDARY p u s ui WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ s i ɡ e WORD_BOUNDARY u WORD_BOUNDARY b d̪ e p WORD_BOUNDARY
+o e b WORD_BOUNDARY m a p ʒ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY u WORD_BOUNDARY d̪ a o n̪ l̪ˠ o u d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ɾ k i v u WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+ʃ k u ʎ i d̪ u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY ʃ k u ʎ i d̪ u ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY
+ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY
+
+
+
+d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ d̪ u t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY
+m ɛ t̪ ʁ u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p ʁ ɯ v e WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ z WORD_BOUNDARY e s t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʁ ʁ ɐ p e WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY ɐ v ɯ ɾ a WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m i s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ o d̪ ɐ ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY s u ʒ ɐi t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ ʒ ɛ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+ẽ v i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ ʃ WORD_BOUNDARY
+
+
+u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i n̪ ɛ t̪ ʁ ɐ f i k WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ p e s i f i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ p s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ɐ k o i f ɯ ɾ u WORD_BOUNDARY s ɐ l̪ˠ i n̪ u WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ĩ s t̪ ɐ l̪ˠ a ʁ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s u b ɐ k o a t̪ i k ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s i u n̪ ai ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY
+ĩ s t̪ ɐ l̪ˠ ɐ s õi z WORD_BOUNDARY ɐ d̪ i s i u n̪ ai ʃ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u z WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ eu̜ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ũ t̪ ʁ i b u ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai z WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ̃u̜ d̪ ɯ ɔ b ʁ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɛ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k o WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY e s t̪ ʁ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e p u ɾ t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e k ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY
+l̪ˠ ɯ ɡ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p ɐ i z WORD_BOUNDARY o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f e d̪ ɯ ɾ ɐ t̪ i v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY p ʁ a z u WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+ɐ d̪ i s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m ɯ d̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ b ʁ i ɡ ɐ s õi ʒ WORD_BOUNDARY l̪ˠ ɯ ɡ ai ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY f i n̪ ɐ̃ s ɐi ɾ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u m WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ i ɐ p ʁ u v ɐi t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ ɯ d̪ u ʃ WORD_BOUNDARY
+d̪ ʁ ɐ ʃ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s u b ɐ k o a t̪ i k ɐ z WORD_BOUNDARY u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ ʃ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u b ɐ k o a t̪ i k u ʃ WORD_BOUNDARY k u n̪ ɯ k s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+v au̜ v u l̪ˠ ɐ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i u m WORD_BOUNDARY n̪ u WORD_BOUNDARY
+t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s o WORD_BOUNDARY ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ u d̪ u t̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY
+
+
+b ʁ u t̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ i v ɛ ɾ ẽ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY p o s u WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ʒ ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY ɐ n̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ n̪ u ai ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k ũ s u m i v ɐi ʃ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY k ũ s u m i v ɐi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u b ɐ k o a t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY
+ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s u b ɐ k o a t̪ i k ɐ ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p ẽ d̪ e ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY s o m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+k u ʃ t̪ u z WORD_BOUNDARY ĩ d̪ i v i d̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p o s u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY
+
+s u b ɐ k o a t̪ i k u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p o s o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+f oi WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY e k i v a l̪ˠ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɛ d̪ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ɛ WORD_BOUNDARY k ʁ u s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʒ e ɾ ẽ s i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ʃ k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY
+ʁ u t̪ i n̪ ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY p ʁ e v i ʃ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY ɐ m u ʃ t̪ ʁ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɔ l̪ˠ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+p ɔ s u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ t̪ i m a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p ʁ ɯ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY au̜ s i l̪ˠ i a ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ i m a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY
+
+
+o WORD_BOUNDARY k l̪ˠ i ɐ̃ WORD_BOUNDARY d̪ ɯ v ɯ l̪ˠ u p m ẽ t̪ WORD_BOUNDARY m ɛ ʃ ɐ̃ n̪ i ʒ m WORD_BOUNDARY s e d̪ e ɛ m WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ ɡ l̪ˠ e ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+p ɐ i ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY k u m p ʁ u m i s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY p ɐ i ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ k i ɾ i ʁ WORD_BOUNDARY
+ʁ e d̪ u s õi ʃ WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+p ɐ i z ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY p ɐ i z ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ ɐ n̪ ɛ k s o WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ m p ʁ i ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u ɐ z WORD_BOUNDARY ɔ b ʁ i ɡ ɐ s õi ʃ WORD_BOUNDARY k o ɐ̃ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ m b i t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɛi ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY ʒ ɛ ɾ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY b e n̪ ɯ f i s i o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY ʁ e d̪ u s õi ʃ WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY i m p l̪ˠ i k a ʁ WORD_BOUNDARY
+ʁ e d̪ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ d̪ i s i u n̪ ai z WORD_BOUNDARY ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m i t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k l̪ˠ i m ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɾ t̪ i ɡ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɔ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ s i ʃ t̪ i ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ ɐ n̪ ɛ k s o WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b u ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY i m p ɛ s ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY
+
+s u ʃ t̪ ẽ t̪ a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɐ n̪ ɛ k s o WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ m p ʁ ɐ̃u̜ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ɔ b ʁ i ɡ ɐ s õi ʃ WORD_BOUNDARY k o ɐ̃ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʁ e d̪ u s õi ʃ WORD_BOUNDARY
+
+p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY s u s ɛ s o WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i s i ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY b e n̪ ɯ f i s i u ʒ WORD_BOUNDARY ʁ i ai ʒ WORD_BOUNDARY m ẽ s u ɾ a v ɐi z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY p ʁ a z o WORD_BOUNDARY i WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+
+m e ɾ k a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ i m u l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY p ʁ i v a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY
+ɐ ʒ i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY f l̪ˠ e k s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY u WORD_BOUNDARY ẽ ɡ ɐ ʒ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY k ʁ u s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i f ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ s ɐi t̪ u ʃ WORD_BOUNDARY
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY
+
+
+i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ i v ɐi z WORD_BOUNDARY ĩ f ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+ɐ d̪ i s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY m i t̪ i ɡ a d̪ ɐ z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʁ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ o WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ k o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ̃ t̪ ʁ ɔ p i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ɡ a z ɯ z WORD_BOUNDARY e m i t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ̃ t̪ ʁ ɔ p i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY
+
+t̪ ẽ p u WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY m ẽ s u ɾ a v ɐi z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ʁ i b u i v ɐi z WORD_BOUNDARY a WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɡ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ d̪ u z i d̪ ɐ WORD_BOUNDARY
+
+
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʃ WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s u b t̪ ʁ ɐ ĩ d̪ u WORD_BOUNDARY p u s i v ɐi ʃ WORD_BOUNDARY
+
+
+
+
+
+d̪ u k u m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ɯ p s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ u k u m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ɯ p s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ e s e p e WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ u k u m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ i u n̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY
+
+i WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i z ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ d̪ i s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+v ɐ l̪ˠ i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ l̪ˠ i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY i f ɯ t̪ u a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ẽ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ z i ɡ n̪ a d̪ ɐ WORD_BOUNDARY ɛ ɔ d̪ e WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ɐ l̪ˠ i d̪ a ʁ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ɔ d̪ e WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+ɐ ʒ WORD_BOUNDARY n̪ ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u z WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɔ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+
+p e l̪ˠ ɐ WORD_BOUNDARY au̜ t̪ u ɾ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ ɐ WORD_BOUNDARY ɐ ɛ n̪ d̪ e WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ u v ɐ ɾ a WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u WORD_BOUNDARY
+
+ɐ p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p a s u WORD_BOUNDARY
+k ũ d̪ i s i u n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY p ɐ s a ʁ WORD_BOUNDARY a WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ t̪ ɐ WORD_BOUNDARY
+k ũ f i ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY ʁ ɐ t̪ i f i k o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u t̪ u k ɔ l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY s u ʃ t̪ ẽ t̪ a v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ i ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ s ɐi t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a l̪ˠ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ũ s e ʎ o WORD_BOUNDARY e z ɯ k u t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY v ɐ l̪ˠ i d̪ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+
+
+s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY
+u WORD_BOUNDARY ʁ e k u ʎ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɔ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e m i t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+ɛ ʁ ʁ s e ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ z WORD_BOUNDARY a WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi z WORD_BOUNDARY o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e m u s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɲ ɐ̃u̜ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+d̪ ɯ v i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY v e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s e ɾ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ɔ d̪ e WORD_BOUNDARY v e ɾ i f i k ɐ ɾ a WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ ɐ z WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+v e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY ʃ k ʁ i t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɛ ɔ d̪ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY d̪ ɯ k l̪ˠ ɐ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ t̪ ĩ ʒ iu̜ WORD_BOUNDARY
+
+n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ũ s e ʎ o WORD_BOUNDARY e z ɯ k u t̪ i v u WORD_BOUNDARY k ũ f i ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY o WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY p ʁ a z o WORD_BOUNDARY ɐ t̪ ẽ d̪ i d̪ u z WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY ʁ e k i z i t̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ũ s e ʎ o WORD_BOUNDARY e z ɯ k u t̪ i v u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e m i t̪ i ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɛ ʁ ʁ s e ɛ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ʁ e d̪ i t̪ a d̪ ɐ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ ʒ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i t̪ i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+
+
+k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ i s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ õ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʁ ʁ ɐ p e WORD_BOUNDARY
+ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ n̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY k a z u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u v ɛ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e f i n̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k u m p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ʁ WORD_BOUNDARY p ʁ e z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY
+
+e z i ʒ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY s u b m ɯ t̪ i d̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ i ɡ u ɾ o z u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ b ɐ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u m p ʁ u v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY m i t̪ i ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ e v i ʃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ d̪ i s i u n̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY i ɾ a WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY a p t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+p ʁ ɯ s i z u WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʃ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ z WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+i ɾ a WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+
+
+p e l̪ˠ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY
+
+u WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY i ɾ a WORD_BOUNDARY k ũ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY
+
+l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY b e ɛ WORD_BOUNDARY e k i v a l̪ˠ ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY
+k a z u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u v ɛ s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ʃ k o p u WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɛ s ɛ n̪ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɛ s a WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ɯ ɾ a WORD_BOUNDARY au̜ WORD_BOUNDARY s u m ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+
+
+e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p e ɛ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ i k ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʒ e ɛ ɛ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s e k o ɛ ʃ t̪ ʁ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a d̪ u WORD_BOUNDARY v a l̪ˠ ɯ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ a ʁ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p ʁ ɯ s i z u WORD_BOUNDARY k o ɐ̃ t̪ i f i k a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY ɐ d̪ i s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ʁ i m ẽ t̪ u WORD_BOUNDARY
+
+
+e m i s õi ʒ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ẽ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ a ʃ t̪ o WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e z ɯ ɾ s i d̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+
+e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ t̪ o WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e f i n̪ ɐ ɾ i ɐ ʃ WORD_BOUNDARY
+k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ t̪ o WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY k ũ s u m i d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s i d̪ ɯ ɾ u ɾ ʒ i k ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY
+
+
+
+p e l̪ˠ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY
+
+
+k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY s e ɔ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k u m p ʁ i m i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ɔ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ɐ b i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY b u u ʃ t̪ e ʁ WORD_BOUNDARY s t̪ ɐ t̪ i õ z WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɯ d̪ u k WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ b i u n̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+
+
+ĩ ʒ ɯ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɡ a ʃ t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+n̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY
+o WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s u m i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u ɾ b i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ o WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u ɾ b i n̪ ɐ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+
+
+
+
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e m i t̪ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v ẽ t̪ u ai ʃ WORD_BOUNDARY f u ɡ ɐ z WORD_BOUNDARY o WORD_BOUNDARY v ɐ z ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k a z o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+i WORD_BOUNDARY ẽ WORD_BOUNDARY e v ẽ t̪ u ai ʃ WORD_BOUNDARY p e ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+
+
+e m i s õi ʒ WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʁ e d̪ u s õi z WORD_BOUNDARY i f ɯ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY s ẽ WORD_BOUNDARY k ũ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+
+
+p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+f u ʒ i t̪ i v ɐ ʃ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY ĩ d̪ i ɾ e t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+e m i s õi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY i WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY i ɡ o ai z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY s ɔ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY p ʁ ɯ s i z u WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ z WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɔ WORD_BOUNDARY
+s u m ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʃ WORD_BOUNDARY f u ʒ i t̪ i v ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi z WORD_BOUNDARY i f ɯ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+s e ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z iu̜ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY au̜ m ẽ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY
+
+k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ ʃ WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u v ɛ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u m WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+k o a d̪ ʁ o WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+s t̪ ɐi ʃ ɐ̃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY
+ɐ b ai ʃ o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i v i d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a d̪ ʁ o WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e k ũ d̪ i s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k o a d̪ ʁ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY e k u n̪ o m i k u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p ʁ ɯ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ o WORD_BOUNDARY au̜ s i l̪ˠ i a ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+oi t̪ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ n̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY e z ɯ ɾ s i d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k o a d̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY
+
+k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɐ ʒ WORD_BOUNDARY v i d̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY oi t̪ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+
+m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY ɐ s t̪ e ɾ i s k o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u z WORD_BOUNDARY au̜ s i l̪ˠ i a ɾ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɐ ʒ WORD_BOUNDARY v i d̪ ɯ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ɔ ɾ i ũ d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY s ẽ WORD_BOUNDARY d̪ ɔ l̪ˠ ɐ ɾ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ ʁ i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY u p s t̪ ʁ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a d̪ ʁ o WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ p ɯ ɾ a ʁ WORD_BOUNDARY i WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+
+
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʃ WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v ẽ d̪ i d̪ ɐ ʃ WORD_BOUNDARY
+ʒ e ɾ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY k ʁ ɛ d̪ i t̪ u ʃ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY i ɾ a WORD_BOUNDARY p u s u i ʁ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY
+f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY f o s ẽ WORD_BOUNDARY v ẽ d̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ o WORD_BOUNDARY eu̜ ɾ u p eu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m ɛ ɾ s i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m i s õi z WORD_BOUNDARY u WORD_BOUNDARY ɛ u WORD_BOUNDARY ɛ t̪ e ɛ s WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ e s u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ ʒ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ e v i ʃ t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ ʃ p e z ɐ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ n̪ u ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY a WORD_BOUNDARY
+n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ ɯ s i k l̪ˠ ɐ d̪ o ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ʒ e ɛ ʁ ʁ b e ɛ f WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u d̪ u t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ai ʃ u ʃ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY e z i ʒ ɯ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p o k ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a ʁ WORD_BOUNDARY n̪ ɔ v ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY m ɔ d̪ u l̪ˠ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ i ɐ p ʁ u v ɐi t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ĩ ʒ ɯ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY m i n̪ i m i z a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+p ʁ u p u ɾ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY
+e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʒ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p o k ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+v e ɾ i f i k a ʁ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u WORD_BOUNDARY
+e v i d̪ e n̪ s i ɐ̃ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ u v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b ɐ t̪ i m ẽ t̪ u WORD_BOUNDARY ʁ i a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi z WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s õi ʃ WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f i k o WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ ẽ t̪ a v ɛ l̪ˠ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+a l̪ˠ t̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY au̜ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY
+ʁ e s ɐi t̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɔ l̪ˠ ɐ ɾ ɯ z WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY i n̪ i s i ai ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+p o k u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɔ l̪ˠ ɐ ɾ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ u k ʁ u z WORD_BOUNDARY ɐ n̪ u ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɔ l̪ˠ ɐ ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY i n̪ i s i ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ẽ s a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+
+ɔ ɾ i ũ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u k ʁ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+f i k ɐ̃u̜ WORD_BOUNDARY s u ʒ ɐi t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ ʁ i l̪ˠ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ k ai ɐ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ u k ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m i n̪ i m i z a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ɐ ʁ ɐ k u d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY a ʒ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ ʁ i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ e s u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY e l̪ˠ ɛ v ẽ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ f ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY o WORD_BOUNDARY
+
+ɐ b u ɾ d̪ a ʒ ẽ ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+ʃ k u ʎ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e s e ʒ e ɛ s WORD_BOUNDARY k a z u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ v ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ v ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ WORD_BOUNDARY
+
+
+p u d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY p ɐ s a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɔ ʃ s a l̪ˠ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY v i ɐ b i l̪ˠ i z a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY f p s o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ u t̪ u ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY e s k l̪ˠ u z i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY f p s o WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ ʁ ɐ WORD_BOUNDARY
+
+
+ɐ z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY f p s o WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ o WORD_BOUNDARY ɔ p ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+u n̪ i d̪ a d̪ WORD_BOUNDARY i t̪ i n̪ ɯ ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ õ ɡ ɐ WORD_BOUNDARY d̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY a ɡ o ɐ z WORD_BOUNDARY u t̪ ʁ ɐ p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a s i u ʃ WORD_BOUNDARY
+ʃ p e s u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY ɡ a z ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ʒ e p e WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+k ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ u v ɐi ɐ WORD_BOUNDARY
+
+e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY
+v e ɾ d̪ ɐ d̪ ɐi ɾ u WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ b ɛ ɡ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi z WORD_BOUNDARY e z i ʒ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f p s o z WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY e s k l̪ˠ u z i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY ʒ e ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ o WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY
+e l̪ˠ ɯ v o WORD_BOUNDARY u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪�� i u WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY
+ɐ p ũ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY oi t̪ u WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ɡ a ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u p i WORD_BOUNDARY k o m WORD_BOUNDARY i s u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p e ɾ f u ɾ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY
+i a ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i z WORD_BOUNDARY i WORD_BOUNDARY b ɐ l̪ˠ ɐi ɐ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+
+ɔ f i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ o v u WORD_BOUNDARY s e n̪ a ɾ i o WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p u ɾ s õi ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ WORD_BOUNDARY
+
+
+
+ʃ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY
+
+ɐ s i d̪ e z WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY s ai t̪ ʃ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY
+ɐ t̪ ɛ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+p e t̪ ʁ u l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+p ɛ ɾ d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʒ ɐ z i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ i s i a ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+
+n̪ u WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY p ʁ u s ɯ s ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY p ɔ ʃ s a l̪ˠ WORD_BOUNDARY
+d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i b p WORD_BOUNDARY ɔ ʁ ɡ WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY m a ɾ k u WORD_BOUNDARY d̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ɾ l̪ˠ u z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY ʒ ɐ z i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY
+p ɔ ʃ s a l̪ˠ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY f oi WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p ɐ s o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e s ɯ b e ʁ WORD_BOUNDARY n̪ ɔ v u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m e ʃ i ʎ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɯ ʃ p ɛ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʃ e ɡ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ n̪ ũ s i a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u p i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ t̪ i WORD_BOUNDARY k ɐ ɾ i ɔ k ɐ WORD_BOUNDARY k ɐ ɾ ɐ̃ m b ɐ WORD_BOUNDARY
+ʒ u p i t̪ e ʁ WORD_BOUNDARY ɡ o ɐ ɾ a WORD_BOUNDARY b ẽ t̪ ɯ v i WORD_BOUNDARY i WORD_BOUNDARY i a ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ʁ ɯ p s ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ u ɡ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i v i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY b l̪ˠ ɔ k u z WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k ũ s ɯ d̪ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ ʒ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+b i u k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ɐ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY k ũ s ɔ ɾ s i u ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ p ʁ e z ɐ ʃ WORD_BOUNDARY
+p ʁ i v a d̪ ɐ ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ɯ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s i t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+b e ɛ m ɛ s WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY ʃ ɛ l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ u ɡ a l̪ˠ WORD_BOUNDARY
+k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɡ e WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ ɯ p s ɔ l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɡ e WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY
+p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ t̪ ɛ k s WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY õ z ɯ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɡ e WORD_BOUNDARY
+v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ u ɡ a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY
+f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʒ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ u ɡ a l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY
+f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ s u WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ m ɯ ɾ a d̪ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʒ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY
+k ũ s u ɾ s iu̜ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʒ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ u ɡ a l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY
+p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɡ e WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ ɯ p s ɔ l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY b e ɛ m ɛ s WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY k ũ s ɔ ɾ s i u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY b e ɡ e WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY
+p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY u m WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z u m u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY
+
+k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ a ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+ɔ k u ʁ e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ʁ i z i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u b u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY k u l̪ˠ a p s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY ʁ e v ɯ ʃ t̪ i m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s u f ʁ e ʁ WORD_BOUNDARY d̪ ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i WORD_BOUNDARY m u v i m ẽ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY l̪ˠ ɯ v a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY f ɯ ʃ ɐ m ẽ t̪ u WORD_BOUNDARY
+o WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY e z i ʒ ẽ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ s õi z WORD_BOUNDARY ĩ t̪ ɯ l̪ˠ i ʒ ẽ t̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ t̪ i m i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ v ẽ s õi ʃ WORD_BOUNDARY k u ʁ ɯ t̪ i v ɐ ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ s o ɾ ɯ ʃ WORD_BOUNDARY
+i WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY m u n̪ i t̪ ɔ ɾ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY ʁ i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p ʁ i m u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ ɾ a WORD_BOUNDARY
+
+
+
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY s u p ɛ ɾ o WORD_BOUNDARY ẽ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY
+
+
+
+p ɐ ɾ s ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʃ WORD_BOUNDARY p ɐ ɾ s ɐi ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ i a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY a l̪ˠ k ɐ̃ s ɐ̃ d̪ u WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p o s o WORD_BOUNDARY ẽ WORD_BOUNDARY k u ɾ t̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+ʁ ɯ k ɔ ɾ d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY b e p e d̪ e WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s ui WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY k u m p ɐ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY
+oi t̪ u WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɯ z WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY
+m ũ d̪ i ai ʒ WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k u WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY a l̪ˠ k ɐ̃ s a s ẽ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY p e ɾ s ɛ b ɯ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ t̪ ĩ ʒ iu̜ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+
+
+ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʒ WORD_BOUNDARY ʁ ɐ z õi ʒ WORD_BOUNDARY ɡ a z ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY
+
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+
+ɐ̃ n̪ u ʃ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY m i n̪ i m o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY k ũ s i ʃ t̪ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+p ɔ s u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i n̪ ai z WORD_BOUNDARY ɐ t̪ ĩ ʒ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m WORD_BOUNDARY i t̪ ɐ ʒ ɐ i ɐ s u WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u m p ʁ u m i s u WORD_BOUNDARY
+s i d̪ u WORD_BOUNDARY ʁ e n̪ ɯ ɡ u s i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s u WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i t̪ ɐ ʒ ɐ i ɐ s u WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ u WORD_BOUNDARY b l̪ˠ ɔ k o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p e ɾ f u ɾ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k u ʃ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ f i l̪ˠ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY ɐ m u ʃ t̪ ʁ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY u WORD_BOUNDARY p o s u WORD_BOUNDARY p i u n̪ ɐi ɾ u WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u k a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s õ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i b ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f l̪ˠ ɛ ʃ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ ɐ ʒ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ ɐ̃ d̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY k ũ t̪ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY i n̪ i s i ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+
+
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY v e z WORD_BOUNDARY ɐ t̪ ĩ ʒ ĩ d̪ u WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+
+ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ɛ s WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+n̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ũ k ɐ WORD_BOUNDARY ẽ f ʁ ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ e p e WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ e v i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+i a ɾ ɐ WORD_BOUNDARY o ɾ s t̪ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY t̪ u p i WORD_BOUNDARY i a ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɐ ɾ k ɐ ɾ a WORD_BOUNDARY ẽ t̪ o ɾ n̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY i a ɾ ɐ WORD_BOUNDARY f ʁ ɐ̃ k u WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+f l̪ˠ u ɾ ĩ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ e v i ʃ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ t̪ ɯ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ m ai ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+ʁ e l̪ˠ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY v ɐ l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɾ ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u p i WORD_BOUNDARY i a ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ̃ k o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e s e a WORD_BOUNDARY e z ɐ m i n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+au̜ d̪ i t̪ o WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY ɛ ɡ ʁ a v i WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY
+v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ o WORD_BOUNDARY ẽ ɡ l̪ˠ ɔ b ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e z u m i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e s e a WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p o s u WORD_BOUNDARY p u s o i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f p s o WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY
+k i l̪ˠ o m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɔ t̪ i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+p ɐ ɾ t̪ ĩ d̪ u s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY ɔ p ɛ ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e m i s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ĩ d̪ i k a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɯ t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY b o p d̪ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ ʃ WORD_BOUNDARY f p s o z WORD_BOUNDARY k ũ t̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ɡ o ɐ ɾ a WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY a WORD_BOUNDARY f p s o WORD_BOUNDARY ɡ o ɐ ɾ a WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY b o p d̪ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ ĩ WORD_BOUNDARY a WORD_BOUNDARY i a ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY
+b o p d̪ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ʁ e l̪ˠ a t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e s e a WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+ɔ l̪ˠ i o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY i n̪ WORD_BOUNDARY s i t̪ u WORD_BOUNDARY u u i p WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY ʃ t̪ i m ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY b e b e b e ɛ l̪ˠ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY b e b e b e ɛ l̪ˠ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+ɡ ɐ ʃ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p l̪ˠ ɐ n̪ ɯ ʒ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+e ʃ p ɯ ɾ i ẽ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY
+
+e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɔ k u ʁ ɯ ɾ i ɐ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY d̪ i v u ɡ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+v i z ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ u d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ i v i d̪ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+a ɾ i ɐ ʃ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f p s o z WORD_BOUNDARY i WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ v i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY t̪ ʁ i f a z i k u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+
+s e p ɐ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p o s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY
+
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v WORD_BOUNDARY a WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+p ʁ u s ɯ s a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɛ m ɛ ɡ e WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i ɾ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u b m ɯ t̪ i d̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ ɾ i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+b l̪ˠ u k ɐi u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY u p ɡ n̪ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z u m o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+ʁ ɯ k ɛ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+s e ɡ ũ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai ʃ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ k u p a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p e z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ u p s i d̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+f ɔ ɾ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ u s ɯ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ i m i n̪ u ĩ d̪ u WORD_BOUNDARY
+u WORD_BOUNDARY k ɐ p ɛ k s WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY n̪ ɔ v u ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʃ WORD_BOUNDARY
+ʃ t̪ i m ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY k u m p ẽ s a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY p e z u WORD_BOUNDARY l̪ˠ i b ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY s u b s t̪ i t̪ u i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY m u d̪ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f p s o WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY u p ɡ n̪ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY ɡ ɐ z ɔ z u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY u WORD_BOUNDARY e t̪ ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ u p ɐ̃ n̪ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɛ ɾ i ɐ z WORD_BOUNDARY ɐ n̪ ɐ ɯ ɾ ɔ b i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY v ɐ ɾ i ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ s i z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ u WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+s e p ɐ ɾ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ ɐ s u s i a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY k u m ɯ ɾ s i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY o WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+f i ɡ u ɾ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+d̪ e n̪ s i d̪ a d̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY a ʁ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ ʃ WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY e t̪ ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ u p ɐ̃ n̪ u WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ z i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY
+ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k ũ t̪ ɛ s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k u ɾ s u z WORD_BOUNDARY u n̪ i z ɐ̃ t̪ ɐ WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY
+
+
+
+
+
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY m e z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ʁ e z i d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ e s ɯ ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+p õ t̪ u WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY
+
+
+
+
+
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ ɡ u t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e k u ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY ʁ e m ɔ t̪ u ʃ WORD_BOUNDARY p ɐ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ẽ p ɯ ɲ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v i t̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY
+ʃ t̪ ɐ̃ d̪ u WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u z WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY
+ẽ ɡ l̪ˠ u b ɐ̃ d̪ o WORD_BOUNDARY ɐ̃ ɡ ɔ l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ u m ɛ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i m l̪ˠ u z u f u n̪ i ɐ WORD_BOUNDARY ɔ ʁ ɡ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+u n̪ i d̪ u ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY
+t̪ e v ɯ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s u ɾ ʒ i ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY
+b ɐ ʁ ɐi ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɯ ʃ t̪ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+ĩ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ a t̪ u WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e v ɛ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY u WORD_BOUNDARY i m p a t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY f u t̪ u ɾ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ k o ʎ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY n̪ i ɲ u m ɐ WORD_BOUNDARY ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ s i z ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai z WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY
+
+
+d̪ ɯ ʃ t̪ a k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ s t̪ ɐ l̪ˠ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s u ɾ ʒ i ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɔ p s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY ʁ e m ɔ t̪ u ʃ WORD_BOUNDARY
+ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ u ɾ n̪ a ʁ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ʁ a ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ẽ d̪ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ s õi ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ɐ̃ t̪ ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi z WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY
+i WORD_BOUNDARY au̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ n̪ i p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ v a ʎ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+ɐ k u m u l̪ˠ ɐ̃ d̪ o WORD_BOUNDARY i WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʁ ɯ s i k l̪ˠ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY i m p a t̪ ɐ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ u ɾ n̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɐ t̪ i ʃ f a s ɐ̃u̜ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ ɾ v a ʎ u WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+
+k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+u t̪ ʁ ɐ p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY i m p u s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+
+
+d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u v i d̪ ɐ z WORD_BOUNDARY i n̪ i s i ai ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɾ s i a ɾ i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɐ̃ d̪ u WORD_BOUNDARY k ũ d̪ i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʃ WORD_BOUNDARY
+
+ĩ v ɯ ʃ t̪ i s ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY s i t̪ u a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+d̪ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY i n̪ ɯ s p l̪ˠ u ɾ a d̪ u z WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY
+
+m ɛ ʃ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɯ v ʁ õ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ i t̪ i WORD_BOUNDARY k o a t̪ ʁ u s ẽ t̪ u ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+k o a t̪ ʁ u s ẽ t̪ u ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ ɾ l̪ˠ i ɐ̃ ʒ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY u t̪ u b ʁ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY ʃ ɛ l̪ˠ WORD_BOUNDARY p ɐ s o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+p e ɾ t̪ ẽ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ s i ɐ̃ n̪ o WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k u WORD_BOUNDARY k u ʒ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ ɐi n̪ u WORD_BOUNDARY
+u n̪ i d̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY i ʎ ɐ z WORD_BOUNDARY ɔ ɾ k a d̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ʁ ɐ̃ s ɐ WORD_BOUNDARY b ɛu̜ ʒ i k ɐ WORD_BOUNDARY u l̪ˠ ɐ̃ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ l̪ˠ ɯ m ɐ̃ ɲ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i n̪ ɐ m a ɾ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY i ʎ ɐ ʃ WORD_BOUNDARY ʃ ɯ t̪ l̪ˠ ɐ̃ d̪ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʁ ʁ ʒ e ɔ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ ʒ e ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u ʃ t̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+
+p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ k a b ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɯ m ɐ z i ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+p ʁ i m a ɾ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+ɐ s u s i a d̪ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ e z ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY t̪ ʁ i f a z i k ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u f ʁ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi z WORD_BOUNDARY u n̪ i t̪ a ɾ i ɐ ʒ WORD_BOUNDARY d̪ a s ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ o m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY
+
+f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+p ʁ i m a ɾ i u ʃ WORD_BOUNDARY p ʁ u m ɔ v ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ ɡ l̪ˠ u b ɐ̃ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ i m a ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ s õi z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ t̪ i v u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ i m a ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ o WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+e t̪ a p ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+b i f a z i k u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s e p a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ i f a z i k u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY a ɡ o ɐ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ t̪ ẽ d̪ e ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY b ɐ z i k WORD_BOUNDARY s e d̪ i m ẽ t̪ ʒ WORD_BOUNDARY ɐ̃ d̪ WORD_BOUNDARY o ɐ t̪ e ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ eu̜ z o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a ʁ WORD_BOUNDARY o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɡ ɐ ʃ p ʁ u s e s ĩ ɡ n̪ e o ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY
+ɔ k ɔ ʁ ɯ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY e t̪ a p ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ z i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY f ɐ v u ɾ ɛ s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ ʃ t̪ ɐ b i l̪ˠ i z ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ʁ WORD_BOUNDARY
+u z WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ t̪ ẽ d̪ e ʁ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+ʃ p e s i f i k u ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY k u m ũ z WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+
+s ɐ l̪ˠ i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e v ɐ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɐ̃ k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u k a ʒ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+u l̪ˠ t̪ i m ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʒ WORD_BOUNDARY b i f a z i k u z WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ ai z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k u ʃ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+b ɐ t̪ ɯ ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u s i k l̪ˠ o n̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u t̪ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɛ WORD_BOUNDARY ẽ k o ɐ d̪ ʁ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+
+s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s e k ũ d̪ a ɾ i ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY p ʁ u d̪ u t̪ o ʁ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi z WORD_BOUNDARY u n̪ i t̪ a ɾ i ɐ ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ d̪ o ʁ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+ʁ ɯ k ɛ ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ u s ɯ s a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY t̪ i ɔ ɾ ɯ z WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɔ ɾ m ɐ z WORD_BOUNDARY o WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY
+
+
+k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY l̪ˠ i f t̪ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY e ʃ s ɯ d̪ ẽ t̪ ɯ WORD_BOUNDARY e ʃ p u ɾ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u z WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ v iu̜ z WORD_BOUNDARY ɐ l̪ˠ i v i ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s u m i d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɡ a ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ b u WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+t̪ u ɾ b u WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ ɯ s u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f l̪ˠ u t̪ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɯ t̪ i l̪ˠ ɯ n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY t̪ e ɛ ɡ e WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ʁ i m ɐi ɾ ɐ z WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɐ l̪ˠ i f ɔ ɾ n̪ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɛ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s i ʃ t̪ e m ɐ z WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ ʃ t̪ ɐ k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ai z WORD_BOUNDARY e ʃ t̪ ẽ s u WORD_BOUNDARY k ai z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ l̪ˠ i f ɔ ɾ n̪ i ɐ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u m ɯ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ʁ WORD_BOUNDARY
+ẽ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v e n̪ ɯ z u ɛ l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k ũ s t̪ ʁ u i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a s u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ a ɡ u WORD_BOUNDARY m ɐ ɾ ɐ k ai b o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+
+ɐ ĩ d̪ ɐ WORD_BOUNDARY d̪ ɯ z ẽ p ɯ ɲ a ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p oi o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f i ʃ ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ �� WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+
+
+ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e ʁ u ɡ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ u k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+k o ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f p s o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ u b e n̪ ɯ f i s i u WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY
+f i ʃ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k a ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɔ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ʃ t̪ ʁ ɐ t̪ ɛ ʒ i ɐ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ʁ i ɯ t̪ i l̪ˠ e n̪ u WORD_BOUNDARY ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY t̪ e ɛ ɡ e WORD_BOUNDARY i WORD_BOUNDARY e ʃ p u ɾ t̪ a l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY
+
+
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+d̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY b e ɛ s s e ɛ f d̪ e WORD_BOUNDARY b i l̪ˠ i õ WORD_BOUNDARY s t̪ ɐ̃ d̪ a ɾ d̪ WORD_BOUNDARY k u b i k WORD_BOUNDARY f i ɛ t̪ WORD_BOUNDARY p e ʁ WORD_BOUNDARY d̪ ai WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY m i ʎ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY b e ɛ s s e ɛ f d̪ e WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ u t̪ ɐ WORD_BOUNDARY
+
+
+ĩ f ʁ ɐ e ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY
+p ʁ ɔ s i m u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ ɔ v u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY t̪ u ɾ n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+b e ɛ s s e ɛ f d̪ e WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e ʃ p u ɾ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ai z WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ k o a d̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɐ̃u̜ WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ u ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ u WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ s WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ʁ i ɯ t̪ i l̪ˠ e n̪ u WORD_BOUNDARY ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ʁ ɛ ɡ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ai ʃ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ p ɯ ɾ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ẽ s ɐ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY p ɐ ɾ e d̪ ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+
+b ʁ ɐ z i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+
+
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY
+
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY
+
+
+
+
+p e ɾ i u d̪ u WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɛ ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ʃ t̪ e v ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ɔ p ɯ ɾ ɐ d̪ o ɾ ɐ z WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY
+
+p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u t̪ ʁ ɐ p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ k u p ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɔ p ɯ ɾ ɐ d̪ o ɾ ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY f l̪ˠ u t̪ u ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY
+
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ u WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY m u v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ i f a z i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ u d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ʁ i f a z i k u ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY k u m p ʁ �� s o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k u l̪ˠ u n̪ ɐ ʃ WORD_BOUNDARY
+ɐ b s u ɾ v ɯ d̪ o ɾ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY e k u n̪ o m i k u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY a WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY t̪ ʁ i f a z i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s o b WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɡ a z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY p ʁ u m u v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u z ĩ d̪ u WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e d̪ u z ẽ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY e v i t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY s u p ɛ ɾ d̪ i m ẽ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u m b ɐi o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY
+i WORD_BOUNDARY d̪ ɐ̃ n̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ e f i n̪ ɐ ɾ i ɐ ʃ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY
+ɔ s i o z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ k a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ k ʁ u ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɔ l̪ˠ i u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ p u ɾ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ i m a ɾ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p oi u WORD_BOUNDARY k o m u WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i v i u WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY a ʁ WORD_BOUNDARY k u m p ʁ i m i d̪ u WORD_BOUNDARY
+
+f u t̪ u ɾ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY ẽ WORD_BOUNDARY b ʁ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k o a z WORD_BOUNDARY ĩ v i z i v ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY b ʁ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʁ a ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY t̪ ʁ ɐ z e ʁ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ ɐ ʃ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ e z ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+ẽ p ʁ e z ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ u ɯ ɡ e z ɐ WORD_BOUNDARY s t̪ ɐ t̪ u i l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY t̪ ʁ ɐ b a ʎ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY
+s u b s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY s ɔ WORD_BOUNDARY n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e k u ɲ ɯ s e ʁ WORD_BOUNDARY i WORD_BOUNDARY p ʁ i u ɾ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s t̪ ɐ t̪ u i l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+s e ɡ ũ d̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɔ p ɯ ɾ ɐ d̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u z WORD_BOUNDARY ɐ t̪ ʁ a z WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY
+
+k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɾ k u l̪ˠ u WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY a ɾ t̪ i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY v i a v ɐi z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+v ɐ̃ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ t̪ u ɐ̃ d̪ u WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ ai ʒ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i ɡ o WORD_BOUNDARY i m ɯ d̪ i a t̪ o WORD_BOUNDARY a WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u m ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u d̪ e ʁ WORD_BOUNDARY k ũ t̪ u ɾ n̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ʒ ɯ l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ɛ ɾ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ ʒ ɯ l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY u z WORD_BOUNDARY ʃ p e s i ɐ l̪ˠ i ʃ t̪ ɐ z WORD_BOUNDARY ɐ k ʁ ɯ d̪ i t̪ ɐ̃u̜ WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u ɾ s u ʃ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ ɛ t̪ i k u z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s e v ɛ ɾ ɐ ʃ WORD_BOUNDARY
+k ũ d̪ i s õi z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ v ẽ s õi ʒ WORD_BOUNDARY u m ɐ̃ n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k a ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY n̪ e s ɯ ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ ʒ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY
+
+b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ t̪ i v u z WORD_BOUNDARY o WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY a WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY s ĩ k o WORD_BOUNDARY a WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY oi t̪ o WORD_BOUNDARY a WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ f s i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY
+s u b m ɐ ɾ i n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ̃ ɲ i ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY o ʒ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ɐ t̪ i v u z WORD_BOUNDARY o WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY i n̪ i s i ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY
+n̪ ɔ v ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY i WORD_BOUNDARY s ɐi z WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u ɾ u ɯ ɡ e z ɐ WORD_BOUNDARY s t̪ ɐ t̪ u i l̪ˠ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY l̪ˠ u ɡ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY
+s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ f s i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s ɯ d̪ o ɾ ɐ ʃ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+ɛ f ɛ m s e WORD_BOUNDARY k o m WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY f ʁ ɐ̃ m u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɛ f ɛ m s e WORD_BOUNDARY
+t̪ ʁ e z WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ k e ʁ WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ m u k õ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ f s i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY o WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+p ɔ ʃ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɡ o l̪ˠ f u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ʃ i k o WORD_BOUNDARY i WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY
+p ɐ i z ɯ ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY oi t̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY l̪ˠ i d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ f s i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p e t̪ ʁ ɔ b ʁ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ɾ s ɯ ɾ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ f ɛ m s e WORD_BOUNDARY k u m ɯ s o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ p ɯ ɾ a ʁ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY
+
+
+
+k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY b ɐ ʁ i ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY
+n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u l̪ˠ ɐ̃ d̪ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY ɛ f ɛ m s e WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY
+õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s i f i s i d̪ a d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+b ʁ ɐ z i l̪ˠ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ ɛ ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY m ɐ d̪ u ɾ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɡ o ɐ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u t̪ ɔ t̪ i p o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ o WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ e n̪ ɯ ɾ o WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ʁ e ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u a ɾ t̪ ɯ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+
+s u ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u z WORD_BOUNDARY a t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+u z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ i m a ɾ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u ɛ p e WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k a ɾ ɡ ɐ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ o l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+
+
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ p ɛ ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ d̪ i z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ o l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐ̃ m i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z ɐ ʒ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+l̪ˠ ɐi t̪ u WORD_BOUNDARY m ɐ ɾ i ɲ o WORD_BOUNDARY i m p u s i u n̪ ɐ d̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k i ɲ ẽ t̪ u ʃ WORD_BOUNDARY k ɐ p ɐ ɡ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u t̪ ɔ t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ d̪ i ʃ WORD_BOUNDARY
+
+e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY u WORD_BOUNDARY b ɛ k WORD_BOUNDARY p ʁ ɯ s u ɾ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY i WORD_BOUNDARY b u m b ɯ a l̪ˠ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ d̪ i ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY
+
+
+
+v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɯ ʃ ʃ õ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY b e p e WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY v ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ u s ɯ s a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+b o m b ɐ ʒ WORD_BOUNDARY i b ʁ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f p s o WORD_BOUNDARY m ɐ n̪ i f o l̪ˠ d̪ WORD_BOUNDARY s i ʃ t�� e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ t̪ ʁ o l̪ˠ ɯ z WORD_BOUNDARY ũ m b i l̪ˠ i k ai z WORD_BOUNDARY i WORD_BOUNDARY ʁ i z e ɾ ʃ WORD_BOUNDARY f l̪ˠ e k s i v ɐi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY f p s o WORD_BOUNDARY
+
+
+e l̪ˠ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY s u b m ɛ ɾ s o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ʃ f l̪ˠ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ u ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ u ɾ d̪ i z WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ i f a z i k o WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY v i ʃ k o z o WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ʃ f l̪ˠ o ʁ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s o WORD_BOUNDARY u ʃ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ u ɾ d̪ i ʃ WORD_BOUNDARY
+
+k ũ s i d̪ ɯ ɾ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY m ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY m e ʎ u ɾ i ɐ ʃ WORD_BOUNDARY
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u z WORD_BOUNDARY i WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY p ɯ ʃ k i z ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i z a i n̪ WORD_BOUNDARY
+m e k ɐ̃ n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i d̪ ʁ au̜ l̪ˠ i k o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ f i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY m u t̪ i f a z i k u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ʃ t̪ ɐ v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u k a p WORD_BOUNDARY
+
+p e t̪ ʁ ɔ b ʁ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e z ɯ k u t̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ t̪ ɐ ʃ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY s ẽ t̪ ʁ i f u ɡ u WORD_BOUNDARY s u b m ɛ ɾ s u WORD_BOUNDARY b e s e ɛ s WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k u m p l̪ˠ ɛ t̪ ɐ s õi ʒ WORD_BOUNDARY m u ʎ a d̪ ɐ ʃ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ a ʒ l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ ɐi t̪ u WORD_BOUNDARY m ɐ ɾ i ɲ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+u WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY m u t̪ i f a z i k u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɛ p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY k ũ d̪ u z i d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY s u b m ɯ ɾ s i v ɐi ʃ WORD_BOUNDARY
+
+s i d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i m p u s i u n̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i ʃ p õi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e l̪ˠ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u t̪ ɯ s ɐ̃u̜ WORD_BOUNDARY
+u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY o WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɔ l̪ˠ u WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ ʃ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s õi z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b o ʎ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ ĩ s i p iu̜ WORD_BOUNDARY p e ɾ m i t̪ i ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY n̪ i ɲ u m ɐ WORD_BOUNDARY o WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+i d̪ ʁ au̜ l̪ˠ i k u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY p ɐ s a s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u l̪ˠ ɯ ɾ a ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐi t̪ u WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY m u ɾ ai ʃ WORD_BOUNDARY
+
+
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u l̪ˠ a ʁ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY i n̪ u v ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ ɐ d̪ i k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY b u m b i ɐ m ẽ t̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY f u ɾ m a t̪ u WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY i n̪ ɛ d̪ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ ĩ s i p i u ʃ WORD_BOUNDARY f i z i k u z WORD_BOUNDARY i WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ʃ p e s i f i k u ʃ WORD_BOUNDARY
+
+m u t̪ i f a z i k u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ v ɯ ɾ a WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY
+m u n̪ u f a z i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY b e s e ɛ s WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ p e WORD_BOUNDARY
+i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɯ ɾ ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY a WORD_BOUNDARY
+n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY au̜ s i l̪ˠ i a ʁ WORD_BOUNDARY u WORD_BOUNDARY v a ʃ p ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s i k l̪ˠ o n̪ i k u WORD_BOUNDARY
+
+
+
+s i ʃ t̪ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY m u t̪ i f a z i k ɐ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʃ WORD_BOUNDARY
+d̪ i ʃ t̪ ɐ̃ s i ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+e s t̪ ʁ ɐ i d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ u l̪ˠ ɯ ɾ ɐ̃ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY
+
+v i ʃ k ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ĩ d̪ ɐ WORD_BOUNDARY i n̪ u v ɐ d̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɐ̃u̜ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p ʁ ɯ s o ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i WORD_BOUNDARY a WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY m u t̪ i f a z i k ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ u WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY p ʁ ɛ k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+f ɐ t̪ o ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ɔ s u z WORD_BOUNDARY i WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY m u ɾ ai ʃ WORD_BOUNDARY
+
+ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY b u m b i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʃ WORD_BOUNDARY
+d̪ i ʃ t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ f ʁ ɐ ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY t̪ o WORD_BOUNDARY ʃ ɔ ɾ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY
+s ɔ l̪ˠ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY v i a v ɐi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ o v u WORD_BOUNDARY
+s e n̪ a ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ s ɐi t̪ a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY
+n̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m u t̪ o ɾ ɯ z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ i ẽ s ɐ̃u̜ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+m u t̪ i f a z i k o WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s ɯ d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u ɾ u ɯ ɡ e z ɯ s WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+
+
+
+
+
+ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY l̪ˠ i f t̪ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+s u b s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s a l̪ˠ t̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ʃ f ɔ ɾ s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m e ʎ u ɾ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u l̪ˠ ũ ɡ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɯ z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY ẽ v ɯ ʎ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p o s u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+ʁ e f o ɾ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɯ v a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ u l̪ˠ f a k ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ ɯ v e WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɾ o ɐ ʃ WORD_BOUNDARY
+
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ʃ p ɛ ɾ ɐ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s t̪ ɐ t̪ u i l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ t̪ a v ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ʒ a WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ o l̪ˠ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY
+
+s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ a v ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ l̪ˠ ĩ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+m ɐ ɾ k a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ n̪ i f o l̪ˠ d̪ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY l̪ˠ i f t̪ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɐ m i n̪ ɐ WORD_BOUNDARY d̪ a ɡ o ɐ WORD_BOUNDARY
+
+
+
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ k o i f ɯ ɾ u ʃ WORD_BOUNDARY s ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY e z au̜ ɾ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ u k a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ v ɛ ɾ n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+u WORD_BOUNDARY d̪ i ɾ ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e t̪ ʁ ɔ b ʁ ɐ ʒ WORD_BOUNDARY ʒ u z ɛ WORD_BOUNDARY f u ɾ m i ɡ l̪ˠ i WORD_BOUNDARY f i ʎ o WORD_BOUNDARY ɐ n̪ ũ s i o WORD_BOUNDARY a WORD_BOUNDARY
+
+n̪ u t̪ u ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY p ʁ i u k u p ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY
+
+
+s u b s i ɐ WORD_BOUNDARY t̪ o WORD_BOUNDARY ʃ ɔ ɾ ɯ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY f u t̪ u ɾ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+k ũ k ʁ ɯ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u t̪ ɯ s ɐ̃u̜ WORD_BOUNDARY k õ t̪ ʁ ɐ WORD_BOUNDARY
+k u ʁ u z ɐ̃u̜ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY m u t̪ i f a z i k o WORD_BOUNDARY i WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+
+
+k i l̪ˠ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ u ɾ u ɛ ɡ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i ʃ ɐ z WORD_BOUNDARY o WORD_BOUNDARY f l̪ˠ u t̪ u ɐ̃ t̪ ɯ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY t̪ ʁ ɐ z e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+f ɐi t̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY l̪ˠ i k ɯ f ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f i k ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k l̪ˠ ẽ p WORD_BOUNDARY
+s t̪ ɐ t̪ u i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u s ɯ s a d̪ ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ẽ s i f i k a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ɯ l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ t̪ i k ũ ʒ ɯ l̪ˠ ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY
+
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY m u t̪ i f a z i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY s i m p l̪ˠ i f i k a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z n̪ u v i t̪ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+m u ʃ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p o s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐ v u ɾ a v ɐi z WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY k u ɯ z i ʃ t̪ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY t�� ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY ʒ e l̪ˠ u WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ p ʁ i z i u n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʃ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ a v ɐi ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z l̪ˠ u ɐ̃ WORD_BOUNDARY
+
+
+
+d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ i z i u n̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʁ e t̪ i k u l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+ɐ ɡ ʁ u p ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ ɯ d̪ ɔ ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+i s o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY u ʃ p ɯ d̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY o ʃ t̪ WORD_BOUNDARY
+
+
+m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY e t̪ ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ẽ t̪ ɐ̃ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɔ s u z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k u m ũ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m o WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ ɾ i ũ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY k u m ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ u t̪ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY e z ɯ ɾ s i d̪ ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ u ɐ m ẽ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u p ɔ ɾ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ʁ ɐ ʃ t̪ a d̪ u WORD_BOUNDARY k au̜ z ɐ̃ d̪ u WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY p e ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ s ɛ ɡ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ ʁ ɐ ʃ t̪ a l̪ˠ ɐ WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ̃ m p ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u WORD_BOUNDARY p l̪ˠ u ɡ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY
+
+p ʁ a t̪ i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+u z u WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY
+k i m i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ z ẽ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ʃ t̪ e ʒ ɐ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u z WORD_BOUNDARY o WORD_BOUNDARY a l̪ˠ t̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY s u ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s i t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ i v i d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ t̪ ɯ ɡ u ɾ i ɐ ʃ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k u ʃ WORD_BOUNDARY s i n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ t̪ i ɐ ɡ l̪ˠ u m ɯ ɾ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+
+t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u t�� u ʃ WORD_BOUNDARY k i m i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ũ s i o n̪ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY k i m i k u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z ɛ ɾ s ẽ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY e z ɛ ɾ s ẽ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY f ũ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ d̪ e n̪ s ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY u z WORD_BOUNDARY au̜ k u oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e ʃ s ɯ l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY p ʁ u m u v ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ v ɯ l̪ˠ ɔ p ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p e ɾ m ɐ n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b ʁ ɯ ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ĩ k ũ v e n̪ i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e s i p i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY
+i n̪ u ɾ ɡ ɐ̃ n̪ i k u z WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY ĩ k u m p ɐ t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+
+
+u z WORD_BOUNDARY a l̪ˠ k u ɔi ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ l̪ˠ i k ɔi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY d̪ i ɯ t̪ i l̪ˠ ɯ n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY d̪ e ɛ ɡ e WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ i ɯ t̪ i l̪ˠ ɯ n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY t̪ e ɛ ɡ e WORD_BOUNDARY v e ɐ z e WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+
+d̪ e l̪ˠ ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i n̪ i b ẽ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY
+
+
+
+
+ĩ k u m p ɐ t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ k ʁ u ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ɛ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s u b m ɯ t̪ i d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY f ɐ v u ɾ a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ĩ ʒ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY k e b ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s ẽ d̪ u WORD_BOUNDARY k u m p ɯ t̪ i s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY
+
+o t̪ ʁ u z WORD_BOUNDARY a l̪ˠ k u ɔi z WORD_BOUNDARY i WORD_BOUNDARY ɡ l̪ˠ i k ɔi ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s o WORD_BOUNDARY u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY
+p u s ui WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ l̪ˠ i k ɔi z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY a l̪ˠ k u ɔi z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+v ɯ ɾ s u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ d̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY k o m o WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY
+ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k a ɾ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ e ʃ p ʁ ɯ z i v ɛ l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b e n̪ ɯ f i s i u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+p e ɾ i k u l̪ˠ u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v u l̪ˠ ɐ t̪ i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ z i v ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+i n̪ i b i d̪ o ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY u z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ u WORD_BOUNDARY
+
+u WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u WORD_BOUNDARY l̪ˠ u l̪ˠ ɐ m e ʃ i ʎ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʃ i ʎ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k u b i k u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY
+
+
+
+d̪ u WORD_BOUNDARY p e z u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ z WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s ĩ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u k a ʒ ẽ WORD_BOUNDARY
+
+
+p ʁ e v ɯ n̪ ĩ d̪ u WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u k l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʃ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY
+u WORD_BOUNDARY s eu̜ WORD_BOUNDARY i f ɐi t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ɐ z u d̪ u t̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ õ ɡ o WORD_BOUNDARY u WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ e z u t̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY b l̪ˠ u k ɐi u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɔ WORD_BOUNDARY
+s u b ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m u t̪ ʁ i ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY s u b ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+e k i l̪ˠ i b ʁ i u WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e f ɛ ɾ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k o ai z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ u k l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ a d̪ ɐ z WORD_BOUNDARY u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+p ɔ d̪ ẽ WORD_BOUNDARY k au̜ z a ʁ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY ʁ e t̪ ɐ ɾ d̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ u k l̪ˠ i u ʃ WORD_BOUNDARY s i n̪ ɛ t̪ i k u WORD_BOUNDARY
+i n̪ i b i d̪ o ʁ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʒ WORD_BOUNDARY m u d̪ i f i k ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʃ WORD_BOUNDARY
+e v i t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ l̪ˠ u m e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ a l̪ˠ WORD_BOUNDARY m u d̪ i f i k ɐ d̪ o ʁ WORD_BOUNDARY
+
+k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e s i m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY ɐ WORD_BOUNDARY m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY i d̪ ʁ a t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+i s u WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p u l̪ˠ i m ɯ ɾ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ a ʒ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ i t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY b ai ʃ ɐ ʒ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY
+
+
+u ʃ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY e z ẽ p l̪ˠ u z WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY ɛ n̪ v i n̪ i l̪ˠ p i ʁ u l̪ˠ i d̪ o n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p u l̪ˠ i WORD_BOUNDARY
+
+s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k o WORD_BOUNDARY i WORD_BOUNDARY s i n̪ ɛ t̪ i k u WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i m p ɛ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY i m p ɛ d̪ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ ɡ l̪ˠ u m ɛ ɾ ẽ WORD_BOUNDARY i WORD_BOUNDARY b l̪ˠ u k ɐi ẽ WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ̃ t̪ i ɐ ɡ l̪ˠ u m ɯ ɾ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d�� ɔ z ɯ ʒ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY
+
+s u f u n̪ a t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ k i l̪ˠ o WORD_BOUNDARY o WORD_BOUNDARY e t̪ u k s i l̪ˠ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ k i l̪ˠ f ɯ n̪ ɔ l̪ˠ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+t̪ i p u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ z WORD_BOUNDARY ɐ̃ t̪ i ɐ ɡ l̪ˠ u m ɯ ɾ ɐ̃ t̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY s u l̪ˠ u v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY p o k u WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY s u l̪ˠ u v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʃ ɐ̃ d̪ ʁ ɐ ɡ u p t̪ ɐ̃ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+i d̪ ʁ a t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʁ ɐ ʃ t̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+k ũ t̪ i n̪ u ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+k o ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ v u ɾ ɯ s i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ z WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY v ɐ z õi ʒ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY f ɐ v u ɾ ɛ s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɡ l̪ˠ u m e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʃ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY l̪ˠ ɯ v a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ẽ t̪ u p i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɛ s ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ i m ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY au̜ s i l̪ˠ i ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY e z ẽ p l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u z u ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i n̪ ɔ v ɯ WORD_BOUNDARY
+
+m u n̪ u m e t̪ i l̪ˠ p u l̪ˠ i e t̪ i l̪ˠ e n̪ o WORD_BOUNDARY i WORD_BOUNDARY k u p u l̪ˠ i m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e t̪ i l̪ˠ e n̪ u WORD_BOUNDARY d̪ i ɐ m i n̪ ɐ WORD_BOUNDARY d̪ i b l̪ˠ ɔ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɔ ɛ ɔ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ t̪ i ɐ ɡ l̪ˠ u m ɯ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ e s ɯ z WORD_BOUNDARY ɐ d̪ i t̪ i v u z WORD_BOUNDARY e z ɛ ɾ s ẽ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY f ũ s õi ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ e l̪ˠ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k o m o WORD_BOUNDARY ẽ k ɐ p s u l̪ˠ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ z WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY u WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i n̪ i b i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY
+b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ʁ i k u WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ ɾ b u n̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɔ b ʁ ɯ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY k ʁ i t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ɾ k ui t̪ u ʃ WORD_BOUNDARY f ɯ ʃ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY s o f ʁ ɐ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ɐ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ v ɐ̃ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY i m p u ɾ e z ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ɾ ẽ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʁ e m u v i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ i ɔ d̪ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m a k ɯ ɐ p WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u b l̪ˠ e m ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ m ẽ t̪ ɯ WORD_BOUNDARY f ɛ ɾ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ʁ i k u WORD_BOUNDARY
+p ʁ u d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɔ b ʁ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY f ɯ ʃ a d̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ ʁ ɐ ʃ t̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ʁ i k u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k au̜ z ɐ̃ d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY v i a v ɐi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ z e ʁ WORD_BOUNDARY i WORD_BOUNDARY k i u ɡ WORD_BOUNDARY
+
+k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY
+
+
+
+p o s o WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY b ʁ u t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY k u m p u z i s õi ʒ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i a d̪ ɐ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY
+
+
+
+ʃ t̪ e ʒ ɐ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+f ĩ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i b ʁ i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i u m WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ ʒ u d̪ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u m WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ m i n̪ ɐ ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u z a d̪ ɐ ʃ WORD_BOUNDARY
+k o m u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɐ k o ɔ z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ o ʁ ɯ WORD_BOUNDARY
+
+ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY b a z i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m i n̪ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+m u n̪ u e t̪ ɐ n̪ u l̪ˠ ɐ m i n̪ ɐ WORD_BOUNDARY ɛ m ɛ a WORD_BOUNDARY d̪ i ɯ t̪ ɐ n̪ u l̪ˠ ɐ m i n̪ ɐ WORD_BOUNDARY d̪ e ɛ a WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ i l̪ˠ d̪ i ɯ t̪ ɐ n̪ u l̪ˠ ɐ m i n̪ ɐ WORD_BOUNDARY m d̪ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʁ e t̪ u ɾ n̪ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i v i d̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY e t̪ a p ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+b u ɾ b u ʎ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ ʁ ɐ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+p ʁ u d̪ u t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k u m p o ʃ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f ũ d̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY s ai WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ o ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ ɡ u t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY ɐ b s u ɾ v ɯ d̪ o ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e ʃ f ʁ i a ʁ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY u WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY
+i WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ɾ m a ʁ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʃ WORD_BOUNDARY k u ʁ u z i v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY l̪ˠ ɯ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p o k u ʒ WORD_BOUNDARY d̪ i ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ i ʁ WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY
+
+p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ u k ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY m ɐ k ɯ u p WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+ĩ f l̪ˠ u ẽ s i ɐ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY
+
+k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ɐ m i n̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɯ t̪ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɐ m i n̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ z i a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+p e ɾ m ɐi ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY p e ɾ m ɐi ɐ̃u̜ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m u t̪ ʁ i ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+
+
+
+s u ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p a t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ i v ɛ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ u ɾ n̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ ʃ WORD_BOUNDARY
+
+ɐ l̪ˠ i m ẽ t̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p e ɾ m ɐi ɐ WORD_BOUNDARY s e l̪ˠ ɯ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m ɐi ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY p e ɾ m i a d̪ o WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p e ɾ m ɯ ɐ̃ s i ɐ WORD_BOUNDARY f l̪ˠ u ẽ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k a ʃ k o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY ʁ e t̪ ẽ t̪ a d̪ u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+s e l̪ˠ u l̪ˠ ɔ z ɯ WORD_BOUNDARY p u l̪ˠ i ɐ m i d̪ ɐ ʃ WORD_BOUNDARY p u l̪ˠ i i m i d̪ ɐ ʃ WORD_BOUNDARY p u l̪ˠ i z u f o n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s i l̪ˠ i k o n̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+k ũ s t̪ ʁ u s õi ʃ WORD_BOUNDARY p u s i v ɐi z WORD_BOUNDARY ʃ p i ɾ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY s p i ɾ a l̪ˠ o o n̪ d̪ WORD_BOUNDARY i WORD_BOUNDARY f i b ʁ ɐ WORD_BOUNDARY o k ɐ WORD_BOUNDARY u l̪ˠ u f i b e ʁ WORD_BOUNDARY
+
+
+n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɐ ʁ ɐ̃ ʒ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u s i v ɐi ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i u m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY u z a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ e z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ e z e ʒ ɐ WORD_BOUNDARY
+ɔ b t̪ e ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e k u m ẽ d̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i b ʁ i d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ m i n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ t̪ ẽ d̪ i m ẽ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ s õi ʃ WORD_BOUNDARY f i n̪ ai z WORD_BOUNDARY e ʃ t̪ WORD_BOUNDARY
+
+p e ɾ d̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ m i a d̪ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY
+
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ m o WORD_BOUNDARY ɛ ɔ ɛ ʁ ʁ WORD_BOUNDARY e ɲ ɐ̃ s e d̪ WORD_BOUNDARY u i l̪ˠ WORD_BOUNDARY ʁ e k u v e ɾ i WORD_BOUNDARY ɛ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY m ũ d̪ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p o s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ t̪ i f i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY
+u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u p l̪ˠ ɯ m ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ a ʒ ẽ WORD_BOUNDARY
+
+
+
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i m p u s i u n̪ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+i s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ t̪ i f i s i a l̪ˠ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s e k ũ d̪ a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s e k ũ d̪ a ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY ʁ ɔ z ɐ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY s e k ũ d̪ a ɾ i ɐ WORD_BOUNDARY
+
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+e z i ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ t̪ ĩ d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p i u ʃ WORD_BOUNDARY k i m i k u ʃ WORD_BOUNDARY t̪ ɛ ɾ m i k u ʒ WORD_BOUNDARY m i s i v ɐi z WORD_BOUNDARY i WORD_BOUNDARY b i u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+
+
+
+p u d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY s o a ɡ WORD_BOUNDARY s i m u t̪ ɐ n̪ i u ʒ l̪ˠ i WORD_BOUNDARY o ɐ t̪ e ʁ WORD_BOUNDARY
+
+
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ̃ s i ɐ WORD_BOUNDARY p ʁ u p u ɾ s i o n̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY k u m p ʁ u v a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY
+
+
+
+p ʁ u s ɛ s u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p o s u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i oi t̪ u WORD_BOUNDARY
+
+
+
+
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ʁ ɯ d̪ u ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k au̜ z ɐ̃ d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ĩ ʃ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e d̪ u z ĩ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY i f ɐi t̪ u ʃ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY k u m b i n̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ ʒ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY i z u l̪ˠ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+f ɐ s i l̪ˠ i t̪ ɐ̃ d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p o s u WORD_BOUNDARY p ʁ u d̪ u t̪ o ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i n̪ ɔ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i m i s i v ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ĩ ʒ ɯ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i t̪ ɐ WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY k a z u WORD_BOUNDARY k ũ t̪ ʁ a ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+i m i s i v ɛ l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i n̪ ɔ v ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY
+
+ɐ t̪ ʁ ɐ t̪ i v ɐ WORD_BOUNDARY p �� ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY ʁ e z ɔ l̪ˠ v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ ʁ ɐi ɾ ɐ z WORD_BOUNDARY a WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+
+e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ʁ ɯ d̪ u ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+p ʁ e m i s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ d̪ o ʁ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u z i s õi z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ʁ e p u ɾ t̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ẽ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+
+
+s i m u l̪ˠ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ ʃ k ũ s i d̪ ɯ ɾ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u m p u z i s õi ʒ WORD_BOUNDARY n̪ u ɾ m ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+m ɛ d̪ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ i WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY
+ĩ d̪ i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ʃ t̪ i m ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+
+f i n̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɔ ɾ t�� ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+
+
+ɔ l̪ˠ i u WORD_BOUNDARY k u m p ʁ i ẽ d̪ ẽ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k u ʒ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY
+o WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY i p u t̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY i z i z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ʁ i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY
+
+
+
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY
+k ũ d̪ i s õi z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY
+f oi WORD_BOUNDARY f i k s a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ u p i t̪ ɯ ʁ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY m b o p d̪ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY
+
+
+
+
+
+
+p ɔ s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY p ʁ ɯ s õi z WORD_BOUNDARY i n̪ i s i ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+au̜ WORD_BOUNDARY m ɐ n̪ i f o l̪ˠ d̪ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY
+
+ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY s i m u l̪ˠ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i v i z o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+
+d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ẽ ɡ ʁ u b ĩ s ũ WORD_BOUNDARY
+d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i m u l̪ˠ ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY a ʃ p ẽ WORD_BOUNDARY i z i ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e k u m ẽ d̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i m u l̪ˠ ɐ d̪ o ʁ WORD_BOUNDARY i d̪ ʁ a t̪ ɯ WORD_BOUNDARY f u ɾ m ɐi ʃ ɐ̃ WORD_BOUNDARY u t̪ i l̪ˠ i t̪ i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ v e ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY k ũ s ɐi t̪ u a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ʁ u p o ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY s ɔ f ʁ ɯ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ i f a z i k ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+d̪ ɯ z i d̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ʁ ɯ ẽ k ɐ m i ɲ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY
+u n̪ ĩ d̪ u s ɯ WORD_BOUNDARY a WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY
+ɛ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+
+
+m ẽ b ʁ ɐ̃ n̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e t̪ u ɾ n̪ a ʁ WORD_BOUNDARY v i ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY
+ɛ m ɛ ɡ e WORD_BOUNDARY ʁ i k u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+
+ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɔ b ʁ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b u m b i a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY
+ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY
+
+
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY
+
+
+
+v ɐ p u ɾ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ k ɯ s i d̪ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ɔ k ɔ ʁ WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ u k ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+k o m u WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY
+ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ u k ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ɯ s ɯ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY b i f a z i k o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ ɐ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+
+i WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ k ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ e ɡ a d̪ ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+d̪ e ʃ p ʁ ɯ s u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY a WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY p ɐ s a ʁ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY t̪ ʁ u k ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+p ʁ ɯ s i z ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k o ʁ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+e t̪ a p ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ p ɛ ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i k ɯ f ɐi t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY b u m b i a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY u n̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY
+ɐ ĩ d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+
+ɛ ʃ t̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ u t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+
+ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ e ɡ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ k ɯ s i d̪ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɛ ɾ d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY b i f a z i k o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐi ʃ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY s u f ʁ e ʁ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s a ẽ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ a v ɐ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY e ʒ ɯ t̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY e ʒ ɯ t̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ũ WORD_BOUNDARY v a z u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY k u m p ʁ i m i d̪ ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ʃ t̪ a ʒ i u z WORD_BOUNDARY i WORD_BOUNDARY ẽ v i a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY u n̪ i ʁ WORD_BOUNDARY a WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ ʒ u ʃ t̪ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʃ p ẽ WORD_BOUNDARY i z i ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k u m p ʁ ɯ s o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+v ɐ ɾ i a v ɛ l̪ˠ a l̪ˠ v u WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s i d̪ ɐ WORD_BOUNDARY ɐ t̪ ĩ ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʃ e ɡ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ u p ɔ s t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+s i m u l̪ˠ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY f o s ɯ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s e ɡ i m ẽ t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s e ɡ m ẽ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ĩ k l̪ˠ i n̪ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ k ɔ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY p ʁ ɐ t̪ i k a d̪ u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ ʒ WORD_BOUNDARY v ɐ z õi ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i s ɐi ʒ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY t̪ ʁ i f a z i k o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ e ɡ a d̪ ɐ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ɯ s ɯ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY t̪ ʁ i f a z i k u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ d̪ e n̪ s a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+
+
+
+m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY
+
+p e ɾ d̪ ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p o s o WORD_BOUNDARY i WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY u p ɡ n̪ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s i m u l̪ˠ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY v a z u WORD_BOUNDARY v a z o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY
+
+i s o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+v a z u WORD_BOUNDARY v a z u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY v ɐ p u ɾ i z a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY v a z u WORD_BOUNDARY k ɐ ʁ i ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e ʃ f ʁ i a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ v i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY v a z u WORD_BOUNDARY v a z u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ s ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY k ɯ WORD_BOUNDARY s ai WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY v a z o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY v a z u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ʒ ũ t̪ u WORD_BOUNDARY k o m ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v a z o WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+
+k ɐ̃ m p o WORD_BOUNDARY u WORD_BOUNDARY v a z u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY b a ʁ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v a z u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY v a z o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY
+
+n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ẽ k ɐ m i ɲ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f l̪ˠ a ɾ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY a WORD_BOUNDARY
+
+s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e f l̪ˠ u k s u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY b u m b i a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY p ʁ u p o ʃ t̪ o WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY b i f a z i k u z WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY
+t̪ ʁ i f a z i k u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY u l̪ˠ t̪ i m o WORD_BOUNDARY u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY t̪ ʁ i f a z i k o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʁ e s ɛ b ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v a z u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʁ e t̪ u ɾ n̪ a ʁ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ e l̪ˠ ɯ ʃ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+
+ɐ k ɯ s ɯ d̪ o ɾ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+s u b s i ɐ WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ ɯ s u ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɔ b ʁ ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s i d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ a ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ u ʃ WORD_BOUNDARY k u m p ʁ ɯ s o ɾ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ ɯ s u ɾ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i z ɛ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b i d̪ �� WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ i m ɐi ɾ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ ɔ k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+u WORD_BOUNDARY d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ s õi ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e f l̪ˠ u k s o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ u e t̪ i l̪ˠ e n̪ u ɡ l̪ˠ i k ɔ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i n̪ ɔ v ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY p ɔ b ʁ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ ɐi ʃ ɐ WORD_BOUNDARY u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY v e WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY i WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY a ʃ p ẽ WORD_BOUNDARY i z i z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY
+
+
+ĩ d̪ i k ɐ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ o s ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY v ɐ z õi ʃ WORD_BOUNDARY
+m a s i k ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY s i t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ z õi ʃ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɛ s u n̪ i t̪ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ ĩ s i p iu̜ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY u p ɡ n̪ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a z WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m i n̪ i ʃ t̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY d̪ i f i s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ɯ ɾ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+
+
+
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i m p u ɾ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ e s u z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY
+n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ p u ɾ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i t̪ a d̪ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY k u ɲ ɯ s i d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ẽ b ʁ ɐ̃ n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY
+
+
+ʁ e k u p ɯ ɾ a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY au̜ m ẽ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ẽ k ũ t̪ ʁ ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+e k u n̪ u m i ɐ WORD_BOUNDARY o ɔ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY b e ɛ ʁ ʁ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY v i WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY i WORD_BOUNDARY s u ʒ ɯ ʃ t̪ õi z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ o WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v u l̪ˠ u m ɯ ʃ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i v ʁ a ʁ WORD_BOUNDARY u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m a ɾ k o WORD_BOUNDARY i n̪ ũ m ɯ ɾ ɐ ʃ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY p ɐ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi z WORD_BOUNDARY a WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY f ɔ k u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v WORD_BOUNDARY a WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k o a d̪ ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY t̪ o WORD_BOUNDARY ʃ ɔ ɾ ɯ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY f u t̪ u ɾ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY s u b m ɐ ɾ i n̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY v i ɐ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɛ m ɛ ɡ e WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY
+k u m p ɐ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ o WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY
+d̪ WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ a d̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ a t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ u z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+
+
+
+m u ʃ t̪ ʁ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY ɐ t̪ u ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ ʒ ũ t̪ u WORD_BOUNDARY s u b s i ɐ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY i WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ v i a d̪ WORD_BOUNDARY a WORD_BOUNDARY f p s o WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ɡ a ʃ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p ʁ i m i d̪ o WORD_BOUNDARY i WORD_BOUNDARY ẽ v i a d̪ u WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+n̪ i ɲ ũ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ a z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY
+ʁ ɯ d̪ u z WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ u p s i d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɛ s a l̪ˠ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+i m p l̪ˠ i k ɐ WORD_BOUNDARY p u z i t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f ɔ ɾ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ ʃ WORD_BOUNDARY p e z o WORD_BOUNDARY i WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ p ɛ k s WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f p s o z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ u d̪ u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v e ɾ i f i k a d̪ u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY b a z ɯ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e k u n̪ o m i k ɐ ʃ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY n̪ u ɾ t̪ i a ʁ WORD_BOUNDARY f u t̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i d̪ o ʁ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY f ɯ ʃ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY k u m p ʁ u v a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɛ WORD_BOUNDARY s e p ɐ ɾ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ e ɡ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ v i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɯ n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ʁ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY
+
+a l̪ˠ k ɐ̃ s a d̪ u ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i b i s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY f ɯ ʃ a ʁ WORD_BOUNDARY u WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY v ĩ d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY n̪ i ɲ u m ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ a t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+d̪ ɯ t̪ ɛ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY ĩ v ẽ t̪ a ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ɐ̃ t̪ i d̪ u WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s i ɾ k ui t̪ o WORD_BOUNDARY e ʃ p ɐ̃ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY f u ɾ t̪ ɐ l̪ˠ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p ʁ i m u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m ɛ ɡ e WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s u WORD_BOUNDARY ʁ e t̪ ɔ ɾ n̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ ɡ l̪ˠ ɔ b ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ̃ s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY
+
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ̃ s i ɐ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e k u m ẽ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+f u t̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e k u m ẽ d̪ ɐ s ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ i m ẽ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY e k u n̪ o m i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY
+u m WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ ɐ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ z WORD_BOUNDARY u p s t̪ ʁ i ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ u n̪ s t̪ ʁ i ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʒ ũ t̪ ɐ z WORD_BOUNDARY ẽ ɡ l̪ˠ ɔ b ɐ̃u̜ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY ɐ b ɐ ʃ t̪ e s i m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY k ũ s u m i d̪ o ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ʃ p e s i f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u z WORD_BOUNDARY i m i s i v ɐi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY
+k o m o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e ʃ p ɔ s t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+
+
+p o s o WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ s t̪ a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u s ui WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+e m u s i u n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ z ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY i n̪ u ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY
+ɔ k s i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY s ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b u ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ʃ t̪ a v ɐi ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʒ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s o WORD_BOUNDARY ɐ k ɐ ʁ ɛ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e l̪ˠ ɯ v ɐ̃ d̪ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+e m u s i u n̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+d̪ ɯ n̪ u m i n̪ a d̪ u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u t̪ ʁ ɐ p ɯ z a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s eu̜ z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʃ WORD_BOUNDARY t̪ i ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʁ e z i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY v i ʃ k ɔ z u ʃ WORD_BOUNDARY f u ɾ n̪ ɛ s ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f i n̪ u WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY ʁ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+u t̪ ʁ ɐ p ɯ z a d̪ u ʒ WORD_BOUNDARY v ẽ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY p ʁ e v i z õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ n̪ u WORD_BOUNDARY
+
+m ɔ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʒ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ k l̪ˠ u i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY m ũi t̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY
+
+p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY m ẽ s i u n̪ a d̪ u ʃ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u z ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+p e z a d̪ u ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY m ɯ �� ɔ ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY
+u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ au̜ z WORD_BOUNDARY ɐ p e i WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ʃ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i v i d̪ i d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k õ s t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY b i b l̪ˠ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ɛ t̪ u d̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k õ s t̪ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s õi ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ e t̪ ẽ d̪ eu̜ s ɯ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ u d̪ ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY d̪ i f i k u t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY ʃ p e s i f i k o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ĩ v ɯ ɾ s õi ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u z WORD_BOUNDARY i m i s i v ɐi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+s i WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e ʃ p ɔ s t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e ɾ k u ɾ s u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ ɡ l̪ˠ u t̪ i n̪ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u m WORD_BOUNDARY m i k ʁ u ɛ m WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m i k ʁ u ɛ m WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s ẽ d̪ u WORD_BOUNDARY
+
+
+ɛ WORD_BOUNDARY ĩ s t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k ũ t̪ u d̪ o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p u s ui WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY e m u s i u n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k u ʒ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e t̪ ɯ ɾ u a t̪ u m u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY o WORD_BOUNDARY l̪ˠ i p u f i l̪ˠ i k ɐ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʒ ɯ WORD_BOUNDARY
+k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ ʁ ɐi ɾ ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY i m p ɛ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY v i z i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ ɡ l̪ˠ u t̪ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY
+i d̪ ʁ u f i l̪ˠ i k u l̪ˠ i p u f i l̪ˠ i k o WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY
+m a s ɐ WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY e t̪ ɯ ɾ u a t̪ u m u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY u WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f ɐ z ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+
+
+e m u s i u n̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai z WORD_BOUNDARY ɐ k ɐ ʁ ɛ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY ɐ p e i WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u z WORD_BOUNDARY ɐ f ɯ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ i v u ʃ WORD_BOUNDARY s u b ɾ ɯ t̪ u d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY
+e l̪ˠ ɯ v ɐ̃ d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+f u ɾ m a d̪ ɐ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ i t̪ u i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ i u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY s u ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i m ẽ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ɐ ɛ s WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY p a l̪ˠ WORD_BOUNDARY
+
+
+
+i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+
+f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY p o s u WORD_BOUNDARY p u s ui WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʃ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ d̪ a d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY
+
+e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY m ẽ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k l̪ˠ ɐ s i f i k a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ k ʁ u e m u s õi z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ n̪ u ɯ m u s õi z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+m ɐ k ʁ u e m u s õi z WORD_BOUNDARY o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY
+
+
+k u ʒ ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY d̪ i f ɛ ɾ ẽ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ n̪ u ɯ m u s õi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z i b i ɾ ẽ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e ɾ ẽ WORD_BOUNDARY f u ɾ m a d̪ ɐ z WORD_BOUNDARY ʃ p ũ t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY e m u s i u n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i k i d̪ u l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY
+i WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u p i s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY m u t̪ ʁ i ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+ɐ s ĩ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+m ai z WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY i m p u s i u n̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e t̪ ɐ ɾ d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʒ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f ɐ z ẽ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY
+ẽ f ʁ ẽ t̪ ɯ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ɐ t̪ ʁ i t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY s u b i ʁ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+
+d̪ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f u z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ i m i n̪ u ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s t̪ i t̪ ui WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʃ p ũ t̪ ɐ̃ n̪ i o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e u n̪ i ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f a z ɯ ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY au̜ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v ẽ s ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ e n̪ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ u a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɛ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ t̪ u a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY e m u s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY ɡ ɐ̃ m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s õi ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e k i z i t̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+v ɐ ɾ i a d̪ u ʃ WORD_BOUNDARY f a s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v eu̜ s ɯ WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ẽ p i ɾ i k o WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY ʃ k e m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY i WORD_BOUNDARY i f ɐi t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+
+e m u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY f i n̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+ɡ ʁ u p u ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY m e k ɐ̃ n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY e m u s i u n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ u s ɯ WORD_BOUNDARY ɐ i WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+p e ɾ m i t̪ ɯ WORD_BOUNDARY p ʁ ɯ v e ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY f ũ s i u n̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY b ẽ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e m u s i u n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY m e k ɐ̃ n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY k ũ s ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u z WORD_BOUNDARY ẽ p i ɾ i k u z WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY v a ɾ i u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ ɾ a WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY
+e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u ʃ WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ v ɯ ɾ a WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ d̪ u t̪ i v i m ɯ t̪ ʁ u WORD_BOUNDARY ʁ e z u m ĩ d̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+
+k e b ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ s ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY i s u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+f l̪ˠ ui d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY f l̪ˠ ɔ k u ʃ WORD_BOUNDARY
+
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f e n̪ o m ɯ n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e v ɯ ɾ t̪ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m u d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ʃ t̪ a ʒ i u z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY u n̪ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o t̪ ɐ ʃ WORD_BOUNDARY
+m ai ɔ ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY i ʁ ɯ v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u v u k a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ z i a d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɐ n̪ i o n̪ i k u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ i o n̪ i k u ʃ WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ f ɔ t̪ ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY z o i t̪ ɯ ɾ i o n̪ i k u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+
+z o i t̪ ɯ ɾ i o n̪ i k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ɐ n̪ i o n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY k ɐ t̪ i o n̪ i k u WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɐ n̪ i o n̪ i k u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ b u k s i l̪ˠ a t̪ u WORD_BOUNDARY s u f a t̪ u WORD_BOUNDARY s u f u n̪ a t̪ o WORD_BOUNDARY i WORD_BOUNDARY f u ʃ f a t̪ o WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʃ WORD_BOUNDARY p u l̪ˠ i u k s i e t̪ i l̪ˠ e n̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ k i l̪ˠ WORD_BOUNDARY ɛ t̪ ɯ ʁ WORD_BOUNDARY s u f a t̪ u WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY b ɐ z i a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+k o ɐ t̪ ɯ ɾ n̪ a ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u m ũ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+
+i WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɐ t̪ i b i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k o ai ʃ k ɛ ʁ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u m ɛ ʃ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ u m i n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY e t̪ u k s i l̪ˠ a d̪ u ʃ WORD_BOUNDARY k u ʒ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e t̪ e n̪ u WORD_BOUNDARY p u l̪ˠ i m e ɾ i z a d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY
+p u l̪ˠ i u k s i e t̪ i l̪ˠ e n̪ i k ɐ ʃ WORD_BOUNDARY f i k s a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+i o n̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p u l̪ˠ i u k s i e t̪ i l̪ˠ e n̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY ɛ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ k ɐ ɾ ɔ z ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɾ b i t̪ ɐ̃ WORD_BOUNDARY a l̪ˠ k i l̪ˠ WORD_BOUNDARY ɡ l̪ˠ u k u z i d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ i ɡ l̪ˠ i s ɯ ɾ ɔ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY p u l̪ˠ i i d̪ ʁ u k s i l̪ˠ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u m b i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+p u l̪ˠ i i d̪ ʁ u k s i l̪ˠ i k u z WORD_BOUNDARY i WORD_BOUNDARY p u l̪ˠ i u k s i e t̪ i l̪ˠ e n̪ i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p u l̪ˠ i i d̪ ʁ u k s i l̪ˠ i k u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k u ʃ WORD_BOUNDARY s p ɐ̃ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY t̪ o i ẽ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY f ɐ ɾ ɐ̃u̜ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY e m u s i u n̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY
+f ɐ v u ɾ e s ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e m u s õi ʃ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p o k u WORD_BOUNDARY
+t̪ i u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY s i ẽ t̪ i ʃ t̪ ɐ ʒ WORD_BOUNDARY v ẽ WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY o WORD_BOUNDARY t̪ ẽ t̪ a ʁ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ k ʁ u ʃ k ɔ p i k u ʃ WORD_BOUNDARY
+
+b a z i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ɾ t̪ ɐi ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s u l̪ˠ u v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+s i t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ l̪ˠ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY f ũ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s eu̜ WORD_BOUNDARY u WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k WORD_BOUNDARY l̪ˠ i p u f i l̪ˠ i k WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ i p u f i l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+m ɐ t̪ ɯ m a t̪ i k ɐ ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ i l̪ˠ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s u WORD_BOUNDARY
+k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY v e WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY
+s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY
+ẽ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ s ɐ ʃ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s õi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY p e i t̪ e WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʃ WORD_BOUNDARY p u l̪ˠ i u k s i e t̪ i l̪ˠ e n̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ũ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ĩ v ɛ ɾ s ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY p e i t̪ e WORD_BOUNDARY f a z WORD_BOUNDARY ĩ v ɯ ɾ s i õ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k o WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ n̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ a l̪ˠ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY ɐ b ʁ u p t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY p oi z WORD_BOUNDARY a WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY k ũ d̪ u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+p e i t̪ e WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY m ai ɔ �� WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ ɔ l̪ˠ i t̪ u WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ k ʁ ɛ s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s ai z WORD_BOUNDARY a WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ d̪ i t̪ i v u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY
+p ʁ u d̪ u z ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a v ɛ l̪ˠ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e i t̪ e WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY p e i t̪ e WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɛ v u ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ĩ v ɛ ɾ s ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY ɐ WORD_BOUNDARY k o p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY e m u s i u n̪ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ ɾ i ʒ i n̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ WORD_BOUNDARY o WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ WORD_BOUNDARY ĩ d̪ ɯ z ɯ ʒ a v ɛ l̪ˠ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY v a ɾ i u z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY k ũ d̪ u z i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e v ɯ n̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ʁ u m u v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY t̪ i p o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k a b o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s u b i t̪ ẽ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY
+f ɐ v u ɾ ɛ s ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY
+v i ʃ k ɔ z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ĩ v ɛ ɾ s ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY b e WORD_BOUNDARY i WORD_BOUNDARY s e WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+
+ɐ p e i WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s p ɐ̃ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY
+u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY u t̪ ʁ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY t̪ o i ẽ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY d̪ e ɐ ɛ s WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+p ʁ e p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ n̪ u a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m i n̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY u m u ʒ e n̪ ɐi z ɐ d̪ o ʁ WORD_BOUNDARY
+
+
+
+u ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+
+
+
+
+ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɯ s ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY v u l̪ˠ u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+
+ɔ l̪ˠ i u WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s WORD_BOUNDARY i n̪ a l̪ˠ t̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ʃ p e ɾ a d̪ u ʃ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ u p i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u l̪ˠ i z õi z WORD_BOUNDARY i f ɯ t̪ i v ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z i t̪ ɔ ɾ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ĩ s t̪ a v ɐi ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɛ s ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY s e p a ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ k ʁ ɛ s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY e m u s i f i k ɐ̃ t̪ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u ʃ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+
+
+ẽ p ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ũ WORD_BOUNDARY d̪ e l̪ˠ ɯ ʒ WORD_BOUNDARY l̪ˠ i p u f i l̪ˠ i k u WORD_BOUNDARY s p ɐ̃ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY
+i d̪ ʁ u f i l̪ˠ i k u z WORD_BOUNDARY u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY u t̪ ʁ ɔ l̪ˠ WORD_BOUNDARY t̪ o i ẽ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ ɐ s õi z WORD_BOUNDARY i ɡ o ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY ʁ e d̪ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY
+i n̪ i s i o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY
+
+m e ʎ ɔ ɾ ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+i s u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+
+ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY e s p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY
+ʁ e z u t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY
+o t̪ ʁ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ z WORD_BOUNDARY ɐ f ɯ ɾ i d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+u z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɔ k o ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY ɔ t̪ i m o WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY
+f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY e m u s i u n̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY b e WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY v u l̪ˠ u m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY b e WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY f u ɾ m u l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+e m u s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s i t̪ a d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY v a l̪ˠ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ ɔ v ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ s ɛ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+i WORD_BOUNDARY s ẽ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY f i k ɐ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s e WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ũ k l̪ˠ u z õi ʃ WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY u m WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ u m e t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY
+d̪ ɯ ʃ k u b ɛ ɾ t̪ o WORD_BOUNDARY i WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ k u b ɛ ɾ t̪ ɐ z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e k u ɾ s u ʒ WORD_BOUNDARY m ũ d̪ i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY e s t̪ ʁ ɐ p ɯ z a d̪ o WORD_BOUNDARY i n̪ WORD_BOUNDARY p l̪ˠ a s ɯ WORD_BOUNDARY s o m ɐ̃u̜ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ɐ ʁ i ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k o a l̪ˠ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m e t̪ a d̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+
+b ɐ ʁ i ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY b i ʎ õi z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ s ɛ l̪ˠ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+
+m ũ d̪ i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ n̪ ɐ d̪ a WORD_BOUNDARY
+
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY
+
+k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY
+f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+b ai ʃ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ i m a ɾ i ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY
+d̪ i m i n̪ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e ʃ p ɐ̃ d̪ i ʁ s ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ t̪ ẽ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY
+
+k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY
+ɐ n̪ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ u WORD_BOUNDARY d̪ ʁ ɐ ʃ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʒ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY u m ɐ WORD_BOUNDARY f i n̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ʁ ɯ s u ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p o k u ʒ WORD_BOUNDARY ʁ e m o v ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z o WORD_BOUNDARY u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p ʁ u p õi WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ d̪ u s ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY s ɔ f ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY i n̪ ɯ ʃ p ɯ ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ i b u i ʁ WORD_BOUNDARY
+
+e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY u l̪ˠ d̪ u p z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ p u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ẽ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY v ɐ z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e v i z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY k ũ f i ɾ m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ f i ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i t̪ ʁ e ʃ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY õ z ɯ WORD_BOUNDARY
+k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY k o m WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ z WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+ʃ ũ m b u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k u b a l̪ˠ t̪ o WORD_BOUNDARY ɐ ɾ s e n̪ i k u WORD_BOUNDARY m ɐ̃ ɡ ɐ̃ n̪ e ʃ WORD_BOUNDARY k ʁ o m u WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY n̪ i k ɯ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY v ɐ n̪ a d̪ i u WORD_BOUNDARY
+
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ k ɐ̃ n̪ u ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY
+ɛ n̪ p ɐ ɾ ɐ f i n̪ ɐ WORD_BOUNDARY i z u a l̪ˠ k ɐ̃ n̪ u z WORD_BOUNDARY i z u p ɐ ɾ ɐ f i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s i k l̪ˠ u a l̪ˠ k ɐ̃ n̪ u ʒ WORD_BOUNDARY n̪ ɐ f t̪ e n̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɐ m i f i k a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ĩ k u WORD_BOUNDARY a t̪ u m u ʃ WORD_BOUNDARY
+
+
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY ĩ k l̪ˠ u ẽ WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʃ WORD_BOUNDARY p u ɾ u ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+s i k l̪ˠ u a l̪ˠ k ɐ n̪ u ɐ ɾ u m ɐ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ f t̪ ɯ n̪ u ɐ ɾ u m ɐ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s i k l̪ˠ i k u ʃ WORD_BOUNDARY
+s u f u ɾ i k u z WORD_BOUNDARY u z WORD_BOUNDARY u l̪ˠ t̪ i m u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z u t̪ i u f e n̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s i k l̪ˠ i k u ʃ WORD_BOUNDARY s u f u ɾ i k u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ u m a t̪ i k ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY s i k l̪ˠ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u ʒ WORD_BOUNDARY b ʁ u t̪ u ʃ WORD_BOUNDARY
+ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ s WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY k ʁ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY
+s ɐ t̪ u ɾ a d̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ s ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ ʃ t̪ i l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p e z a d̪ ɐ WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ f i n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʃ WORD_BOUNDARY
+
+
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e p ɐ ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k l̪ˠ a s ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+
+
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY ɐ ɾ u m a t̪ i k u n̪ ɐ f t̪ e n̪ i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɐ ʃ f a l̪ˠ t̪ e n̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+ɐ n̪ ɛi ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY b a z i k ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ e n̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u l̪ˠ u v ɐi z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʃ WORD_BOUNDARY p u ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY
+ʃ k u ɾ u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ ʃ WORD_BOUNDARY p u ɾ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY l̪ˠ i k i d̪ u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY o WORD_BOUNDARY
+s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY p ɐ ʃ t̪ ɔ z u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY
+
+n̪ u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+d̪ i s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u ʃ WORD_BOUNDARY k ʁ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY
+k u m p ɔ s t̪ u ʃ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ̃u̜ WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY
+
+
+
+
+e z ẽ p l̪ˠ i f i k a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k õ t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u ʃ WORD_BOUNDARY k a z u WORD_BOUNDARY
+k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY u v ɛ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɛ s ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ v e ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u z WORD_BOUNDARY e ʃ t̪ ẽ s u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e z u t̪ ɐ ɾ a WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY i WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY ʒ ɛ l̪ˠ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ ɡ ʁ ɐ d̪ a d̪ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e f i n̪ ɯ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY
+
+
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p u ɾ ɔ z ɐ z WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ t̪ ʁ o WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ k u m u l̪ˠ o s ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ u ɾ n̪ o s ɯ WORD_BOUNDARY
+d̪ ɯ ɡ ʁ ɐ d̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY b i u d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi z WORD_BOUNDARY i WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i n̪ u ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+p e z a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai z WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʃ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY
+ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY a l̪ˠ k ɐ̃ n̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʃ WORD_BOUNDARY s u f u ɾ i k u ʒ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ WORD_BOUNDARY a WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY n̪ ɐ f t̪ e n̪ i k u ɐ ɾ u m a t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ f au̜ t̪ i k u ɐ ɾ u m a t̪ i k ɐ WORD_BOUNDARY
+
+
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z u t̪ i u f e n̪ u ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p e z a d̪ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY o ʒ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f u ɾ m a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ u ʒ WORD_BOUNDARY ʁ e f i n̪ a d̪ u z WORD_BOUNDARY o t̪ ʁ o WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ z WORD_BOUNDARY o WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ u d̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+m ai ʒ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY d̪ i m i n̪ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e ʃ p ɐ̃ d̪ i ʁ s ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ t̪ ẽ d̪ e ʁ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+p e z a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ a v ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY f i z i k u WORD_BOUNDARY m ai z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY
+ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i n̪ ɐ ʃ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY
+f i z i k u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʒ WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ ɯ f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i n̪ WORD_BOUNDARY s i t̪ u WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY m i ɡ ʁ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+m ɔ d̪ o WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u z WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY
+ɐ ɡ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+k ɐ ʁ ɛ ɡ ɐ̃u̜ WORD_BOUNDARY k ũ s i ɡ o WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ o WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e s p l̪ˠ u ɾ a l̪ˠ u z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i f i k u t̪ a d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY l̪ˠ ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ u p ẽ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e s i p i t̪ a ʁ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY
+
+
+t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u z WORD_BOUNDARY ɐ v ɐ̃ s u ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+
+
+e l̪ˠ ɯ v a ʁ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a ʁ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s i m p l̪ˠ ɯ z WORD_BOUNDARY i WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY
+ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ ʒ ɛ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p o s o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+ũ WORD_BOUNDARY b u m b i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o WORD_BOUNDARY a WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ u b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY l̪ˠ u b ʁ i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u l̪ˠ a ʁ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY e z ẽ p l̪ˠ i f i k a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ t̪ ʁ i t̪ u WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s ɐ̃ WORD_BOUNDARY
+t̪ u m ɛ WORD_BOUNDARY v e n̪ ɯ z u ɛ l̪ˠ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY p u s o i ɐ WORD_BOUNDARY u m WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p u s o i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ s i m u k o a ɾ t̪ o WORD_BOUNDARY ɐ p e i WORD_BOUNDARY i WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ WORD_BOUNDARY ɛ s WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY p ɐ WORD_BOUNDARY ɛ s WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʃ WORD_BOUNDARY
+
+e z i ʃ t̪ ẽ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY k u m ɯ ɾ s i ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ p ɛ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e n̪ ɯ z u ɛ l̪ˠ ɐ WORD_BOUNDARY ʃ t̪ a d̪ u z WORD_BOUNDARY u n̪ i d̪ u ʃ WORD_BOUNDARY k ɐ l̪ˠ i f ɔ ɾ n̪ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p ɐ WORD_BOUNDARY ɛ s WORD_BOUNDARY i WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY
+
+
+
+
+i d̪ ʁ u ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ɐ n̪ u l̪ˠ a ʁ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+au̜ t̪ o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ t̪ i m ɐ WORD_BOUNDARY ɔ p s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY
+
+s u ɐ WORD_BOUNDARY d̪ i s ɯ ɾ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʃ t̪ ʁ a d̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v eu̜ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s i m p l̪ˠ i f i k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY
+
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY b o ɐ WORD_BOUNDARY k ũ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m e d̪ i d̪ u ʃ WORD_BOUNDARY
+
+d̪ u t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ ʒ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ u ɡ u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+s eu̜ z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e z a d̪ u ʃ WORD_BOUNDARY p ʁ u v o WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY i f i k a ʃ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY
+
+ɐ b ʁ u p t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY s e ɡ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY i f i k a z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY
+
+ɐ p e i WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ z WORD_BOUNDARY ʃ t̪ a t̪ i k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɔ l̪ˠ i u f i l̪ˠ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+k l̪ˠ a s ɯ WORD_BOUNDARY ɐ ɾ u m a t̪ i k ɐ ɐ ʃ f a l̪ˠ t̪ e n̪ i k ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ĩ k ʁ u ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ u WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɛ s ẽ WORD_BOUNDARY k au̜ z a ʁ WORD_BOUNDARY ɐ s i d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+
+p u ʁ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY a t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY f i z i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY i WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+ĩ k u ɾ p ɔ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɡ m ẽ t̪ o WORD_BOUNDARY ɔ b s t̪ ʁ u i d̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY p i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY d̪ ɐ n̪ i f i k a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s i ɾ k ui t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ũ k l̪ˠ u ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɡ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ o WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ f ɯ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b u WORD_BOUNDARY t̪ u b u ʃ WORD_BOUNDARY
+i d̪ ʁ u f i l̪ˠ i k u ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u b u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ ɾ e d̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u f i l̪ˠ i k ɐ ʃ WORD_BOUNDARY p u ɯ z iu̜ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ĩ k u WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+
+l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ p ʁ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY a WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u ʃ WORD_BOUNDARY
+u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ f i ɾ m ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY d̪ e ʃ k ʁ ɛ v ẽ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY e ʃ p u n̪ ẽ s i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ oi z WORD_BOUNDARY e ʃ p u ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+e l̪ˠ ɯ ʃ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s i o n̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY f e n̪ o m ɯ n̪ u ʃ WORD_BOUNDARY
+d̪ e ʃ p ʁ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f l̪ˠ ui d̪ u WORD_BOUNDARY ʃ p ɐ ʎ a ʁ s ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY f l̪ˠ ui d̪ o WORD_BOUNDARY i m i s i v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ t̪ a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY s u l̪ˠ i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY z ɛ ɾ o WORD_BOUNDARY o WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY ʃ p a ʎ ɐ s ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY m u ʎ a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+
+
+u m ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ m u d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f o ɾ s ɐ ʃ WORD_BOUNDARY k u ɯ z i v ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f o ɾ s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ z ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s �� l̪ˠ i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+
+
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY a s u WORD_BOUNDARY ɡ a l̪ˠ v ɐ n̪ i z a d̪ u WORD_BOUNDARY
+
+m e t̪ ɐ s i l̪ˠ i k a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+
+m e d̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɐi u n̪ i z a d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s o b WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY
+b u ɾ u s i l̪ˠ i k a t̪ u WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY ũ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ s i l̪ˠ i k a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY u m WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ s i l̪ˠ i k a t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+
+
+s e m ɯ ʎ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ au̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY
+m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY i f ɐi t̪ u ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY i WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY n̪ ɐ f t̪ e n̪ i k u ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY ɡ ʁ au̜ ʃ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k ũ f i ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ �� WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ʃ t̪ a t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ ɐ n̪ e ʒ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY u z o WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ i t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ z WORD_BOUNDARY e ʃ p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+
+m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u d̪ i f i k ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ĩ d̪ i k a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY
+
+i d̪ ʁ u f i l̪ˠ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY
+
+k ũ t̪ a t̪ u WORD_BOUNDARY m e d̪ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɡ ʁ au̜ z WORD_BOUNDARY e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ ɯ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ i k i d̪ u z WORD_BOUNDARY i m i s i v ɐi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+e m u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ f ɯ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ʁ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ e ʃ k ʁ ɯ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i l̪ˠ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɯ z WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY d�� ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f o ɾ s ɐ z WORD_BOUNDARY ɐ ʒ ĩ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY e ʃ k o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ f i n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY k ɐ ʁ ɛ ɡ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY k ũ v ɛ t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY d̪ i ʃ t̪ u ɾ b i u WORD_BOUNDARY n̪ u WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY k ʁ i ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY ɔ p ɔ ʃ t̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s o m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ̃ ʒ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY b u k WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY k ũ t̪ ʁ ɐ b ɐ l̪ˠ ɐ̃ s i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ ʒ ẽ s i a l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY b u k WORD_BOUNDARY ɐ ʒ ĩ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ k ʁ ɛ s i m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+f i l̪ˠ m ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY au̜ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY k i m i k u WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m u d̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i ai z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɯ ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY f i l̪ˠ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m u s õi z WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY k i m i k o WORD_BOUNDARY ɛ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+s u p ʁ i m i ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u f i l̪ˠ i k u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ t̪ i s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ ʃ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ ɾ t̪ i s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i s i u n̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɐ f ɯ t̪ a ʁ WORD_BOUNDARY
+f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+
+ɐ f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f i l̪ˠ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+d̪ i ʃ p ɛ ɾ s ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ui d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p u ɾ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ũ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u p ʁ i m i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ɾ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY k ũ v ɛ t̪ i v u WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY l̪ˠ i k i d̪ o WORD_BOUNDARY i WORD_BOUNDARY s u p ʁ i m i ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f i l̪ˠ m ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY f i l̪ˠ m ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k u ɾ t̪ ɐ WORD_BOUNDARY v i d̪ ɐ ʒ WORD_BOUNDARY m ɐ ʎ o t̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY i f ɯ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e l̪ˠ ɯ z WORD_BOUNDARY ʃ t̪ u d̪ a ɾ ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY ɐ ɡ ɐ ɛ l̪ˠ b e WORD_BOUNDARY i WORD_BOUNDARY p e z u WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʃ t̪ ɐ b i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY k ũ k l̪ˠ u i ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+b õ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY p ɯ ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ s ɯ l̪ˠ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY i WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ĩ v ɛ ɾ t̪ ẽ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY k ʁ i ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+l̪ˠ ɛ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b õ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY i f ɯ t̪ i v o WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ i m i n̪ u i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ ʃ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+d̪ i f u z i v i d̪ a d̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ ɾ t̪ i s ɐ̃u̜ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i f i s i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ n̪ i ɛ l̪ˠ d̪ ɐ v i d̪ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+
+f ɐ k u d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY ɛ f ɛ ɛ m WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ d̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p i n̪ ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p e t̪ ʁ u b ʁ a ʃ WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e t̪ ʁ u b ʁ a ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ i k ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s ɐ n̪ a z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p i n̪ ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ t̪ e a WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY i WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɛ t̪ e a WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s ɐ n̪ a z ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɐ s i ʃ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ k u a d̪ u ʃ WORD_BOUNDARY
+
+ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ o WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY ẽ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY m ɐ̃ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY t̪ e WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY k e WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ɐ l̪ˠ õi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i n̪ u t̪ u WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i u WORD_BOUNDARY f oi WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+m e d̪ i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u m WORD_BOUNDARY m ɛ t̪ ʁ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u WORD_BOUNDARY o t̪ ʁ o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i u WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+v ɐ ɾ i ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY
+ʁ e p o z u WORD_BOUNDARY t̪ e WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY k e WORD_BOUNDARY i WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɐ p ɐ ɾ a t̪ u WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ɐ̃ k ɯ WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY u n̪ ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v i d̪ ʁ u WORD_BOUNDARY v i z o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k u p l̪ˠ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY f ɯ ʃ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a s u k ɐ ɾ b o n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p ʁ ɯ s o ʁ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɐ n̪ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ʁ e ɡ u l̪ˠ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY v i z o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+v a z u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY
+
+
+
+
+
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m ai z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k e ɾ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɐ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+i WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ i ɐ m ɯ t̪ ʁ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ p ɔ ʃ t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ɐ̃ k ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ũ WORD_BOUNDARY
+p o k o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ z ɐ s e l̪ˠ ɯ ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY ʃ i k ɐ̃ n̪ ɐ ʃ WORD_BOUNDARY
+e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+m u v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY p ɐ ɾ ɐ f u z u WORD_BOUNDARY
+i m p u s i o n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY v a z u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY b u k a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e v e s e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ v ɯ ɾ s o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+
+
+k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ f ɯ ɾ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f ɐ b ʁ i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m u v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ɡ ʁ ɯ n̪ a ʒ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i m p u s i o n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v a z u WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY b u k a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e v e s e WORD_BOUNDARY k o m WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ v ɯ ɾ s o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ t̪ ʁ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k ɐ p t̪ u ɾ ɐ WORD_BOUNDARY ʁ e ʃ k i s i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY
+ũ WORD_BOUNDARY b u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k u WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɛ m ɛ m WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k o n̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e v e s e WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ t̪ ʁ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+
+s e ʒ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+l̪ˠ ɐ t̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʒ a WORD_BOUNDARY i n̪ i s i ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ ʒ ɯ t̪ o ʁ WORD_BOUNDARY ĩ s ɛ ɾ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ẽ k ai ʃ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ u m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+e k i p a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY v i z o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k o WORD_BOUNDARY u WORD_BOUNDARY v i z o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u ʁ i ʒ i ʁ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ t̪ i k ɐ WORD_BOUNDARY k au̜ z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i ʃ t̪ ɔ ɾ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+i m a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY v i z o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ ɐ̃ z m i s o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+
+m e ʒ m ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ z WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ẽ WORD_BOUNDARY
+f ɯ ʃ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i s i a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+
+p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY i n̪ i s i o s ɯ WORD_BOUNDARY u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY ʃ k u ɐ̃ d̪ u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ u ʃ t̪ o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY
+b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY d̪ ɐi ʃ o s ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʃ k u ɐ̃ d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʃ k i s i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY ʁ e m u v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+l̪ˠ i m p ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s i u n̪ o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f ɯ ʃ o s ɯ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i p a s WORD_BOUNDARY n̪ ũ m e ɾ u WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY p ʁ ɯ s u ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐ n̪ o m ɯ t̪ ʁ o WORD_BOUNDARY ɐ t̪ ĩ ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY b a ʁ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f oi WORD_BOUNDARY ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ k u a ʁ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY
+s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+
+s e ɡ u ɾ ɐ̃ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ u WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s u b i t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɯ ʃ a d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ i ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p o z o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s u b i t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY m ɐ̃ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY t̪ e WORD_BOUNDARY
+ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɐ s i ʃ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ b ɛ ɾ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ʃ k u ʎ i d̪ ɐ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY k e WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s e ɡ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɐ s i ʃ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+f u ɾ n̪ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY b i u z u WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ ʒ i t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ i t̪ ɐ d̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY
+ɐ b ai ʃ o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ z WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ẽ WORD_BOUNDARY f ɯ ʃ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i s i a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+ʃ k u ɐ̃ d̪ u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ u ʃ t̪ o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY
+v au̜ v u l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY d̪ ɐi ʃ o s ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʃ k u ɐ̃ d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʃ k i s i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY
+ʁ e m u v i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ i m p ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s i u n̪ o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY ɐ ɡ ɐ z e WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f ɯ ʃ o s ɯ WORD_BOUNDARY
+p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i p a s WORD_BOUNDARY n̪ ũ m e ɾ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ ɯ s u ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐ n̪ o m ɯ t̪ ʁ o WORD_BOUNDARY ɐ t̪ ĩ ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY b a ʁ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ s o WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ k u a ʁ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o n̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY
+
+
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+f ɯ ʃ a d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ i ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ e ʃ p ʁ ɯ s u ɾ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p o z o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s u b i t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b o m b ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY m ɐ̃ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY u m WORD_BOUNDARY
+
+f oi WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ s i l̪ˠ iu̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ɡ ʁ ɯ n̪ a ʒ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ e v ɯ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY f oi WORD_BOUNDARY f ɯ ʃ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+p e ɾ m ɐ n̪ ɯ s eu̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY ʒ a WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʒ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɐ s i ʃ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ b ɛ ɾ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ʃ k u ʎ i d̪ ɐ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY
+
+l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+
+f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ i ɲ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z m i s o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY
+d̪ u ɐ ʃ WORD_BOUNDARY s u b i d̪ ɐ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY d̪ ɯ s i d̪ ɐ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɔ b t̪ e v ɯ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɛ s WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY
+ʃ t̪ ɐ t̪ i ʃ t̪ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ l̪ˠ i ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY i i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ɐ l̪ˠ i ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY v e ɾ d̪ ɐ d̪ ɐi ɾ o WORD_BOUNDARY i v WORD_BOUNDARY
+
+i m ɛ d̪ i u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY v e ɾ d̪ ɐ d̪ ɐi ɾ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY i v WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY p a s u WORD_BOUNDARY
+f oi WORD_BOUNDARY ɐ f ɯ ɾ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i s o WORD_BOUNDARY ĩ ʒ ɯ t̪ o s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɐ n̪ o m ɯ t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY k u m p ɐ ɾ o s ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k i z i s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+d̪ e f i n̪ ɯ s WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY i i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY u z WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ɐ t̪ i ʃ t̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ s i l̪ˠ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s ɐ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY
+k ʁ u n̪ o m ɯ t̪ ʁ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY p e z a d̪ ɐ ʒ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY s e ɡ ũ d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY
+
+
+
+
+ʒ e p e ɛ m WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m a s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p e z a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u t̪ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+ʃ t̪ a t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY ʃ t̪ a t̪ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v eu̜ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ p ɐ ɾ a t̪ u WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i d̪ ẽ t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e ɾ ĩ ɡ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k o WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e p ɐ ɾ ɐ d̪ o ʁ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m p ɐ z WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɐi ʃ a d̪ ɐ WORD_BOUNDARY
+s ɯ m i ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY f oi WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ɐ ɾ e ʎ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɾ ĩ ɡ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+s ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m p ɐ z WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY e ʃ s ɯ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+ʃ k u a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k u WORD_BOUNDARY s ɯ m i ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ u m o s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ui d̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+b o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY f ɯ ʃ a ʁ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k ʁ i l̪ˠ i k o WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY m ɐ̃ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ i ɾ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY f ɔ t̪ u ʃ WORD_BOUNDARY
+ɛ s ɐ ʃ WORD_BOUNDARY f ɔ t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ i p l̪ˠ i k a t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m p ɐ z WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɐi ʃ a d̪ ɐ WORD_BOUNDARY
+s ɯ m i ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY f oi WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ɐ ɾ e ʎ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɾ ĩ ɡ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+s ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m p ɐ z WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY e ʃ s ɯ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+ʃ k u a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k u WORD_BOUNDARY s ɯ m i ɐ b ɛ ɾ t̪ ɐ WORD_BOUNDARY t̪ u m o s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ui d̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+b o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ̃ m p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k u WORD_BOUNDARY f oi WORD_BOUNDARY f ɯ ʃ a d̪ ɐ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ ʒ i t̪ o s ɯ WORD_BOUNDARY m ɐ n̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u b ɛ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+m ɐ̃ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ i ɾ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY f ɔ t̪ u z WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY f ɔ t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+k u l̪ˠ u k a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ i p l̪ˠ i k a t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʃ k e m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s õi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b l̪ˠ u k ɯ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s u b i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+t̪ u b u WORD_BOUNDARY s ẽ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY ʃ t̪ a t̪ i k o WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY
+t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY ʃ p e s i f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ d̪ i ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ʃ t̪ a t̪ i k u WORD_BOUNDARY f u ɾ m a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b u WORD_BOUNDARY m e d̪ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k o WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+
+s i ʃ t̪ e m ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY k ʁ u WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+
+ɛ s ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ a d̪ ɐ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY p ɔ d̪ WORD_BOUNDARY ĩ d̪ i k a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k u m ũ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY f ɐ v u ɾ ɯ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m u ʎ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY v e ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY
+i d̪ ʁ u f i l̪ˠ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɐ n̪ o m ɯ t̪ ʁ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY p e l̪ˠ i k u l̪ˠ ɐ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a d̪ ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ʁ e p u s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u ʃ t̪ a t̪ i k ɐ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+
+n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY f u ɾ m a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+
+
+ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY b iu̜ s u WORD_BOUNDARY
+k i m i k ɐ WORD_BOUNDARY ĩ d̪ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ t̪ d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY f ɐ v u ɾ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY f ɐ v u ɾ ɯ s ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+s e ɡ ʁ ɯ ɡ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɡ ʁ ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s WORD_BOUNDARY ĩ f ɯ ɾ i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY e z ɛ ɾ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+ũ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ z ɯ ʃ t̪ ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY a ɡ o ɐ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p e ɾ m i t̪ i ʁ WORD_BOUNDARY a WORD_BOUNDARY
+f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ u t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY i f ɐi t̪ u ʃ WORD_BOUNDARY f i z i k u z WORD_BOUNDARY i WORD_BOUNDARY k i m i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u ɾ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY v e ɾ i f i k o s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+
+
+s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY s ɔ l̪ˠ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY n̪ e u t̪ ʁ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+
+n̪ e u t̪ ʁ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY
+f i z i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY e m u s i u n̪ a d̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+f a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɐ ʒ i t̪ a d̪ u WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+
+p e k e n̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f ɐ v u ɾ ɛ s ẽ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ s ɯ l̪ˠ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ u p t̪ u ɾ ɐ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+s u m ẽ t̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ f a l̪ˠ t̪ e n̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY i WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ z WORD_BOUNDARY ĩ v ɛ ɾ t̪ ẽ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY k ʁ i ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ʁ e n̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɐ l̪ˠ ɯ s ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY d̪ i m i n̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY
+s ẽ s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ̃ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY
+u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+m u d̪ ɐ̃ s ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ k u a d̪ u ʃ WORD_BOUNDARY
+
+p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m u d̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY
+
+
+a ɡ o ɐ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY m ɐ̃ t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY
+
+
+
+
+
+n̪ e s ɯ ʒ WORD_BOUNDARY ɡ ʁ a f i k u z WORD_BOUNDARY u WORD_BOUNDARY f u ɾ m a t̪ u WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m ɛ s ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p i k u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY d̪ ɯ k ʁ ɛ s ɯ WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɛ s ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY d̪ ɯ k l̪ˠ i n̪ i u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY l̪ˠ õ ɡ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ u b u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+f i k ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i m p u WORD_BOUNDARY k a z u WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p ɯ ɾ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY f o s ẽ WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ai ʃ ɐ z WORD_BOUNDARY ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ z õi ʃ WORD_BOUNDARY
+m ai z WORD_BOUNDARY a l̪ˠ t̪ ɐ z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY ʁ ɯ d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ s a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a ɾ ɡ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i m p o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY k ũ k l̪ˠ u i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u l̪ˠ õ ɡ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ ɐ ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɯ ʃ p ɛ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e k i p ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY k ũ s i ʃ t̪ i ʁ WORD_BOUNDARY u n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v i ʃ k o z u WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+i m ɐ ʒ i n̪ a v ɐ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʃ WORD_BOUNDARY
+ɛ s ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ɐ ʁ ɐ̃ k ɐ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ĩ v a d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u ʁ u b u ɾ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY f ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY v ɯ ɾ a WORD_BOUNDARY
+ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u p i s i ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ u t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY k e WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY m ɐ̃ t̪ ẽ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY au̜ z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ʁ e f ɛ ɾ ɯ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ʃ p e ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+v ɐ ɾ i ɐ s õi z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY v i z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e k e n̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY
+d̪ e s ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY v ɯ ɾ s u ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY v ɯ ɾ s u ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY
+
+k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i s ɐi ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+
+e ʃ s ɛ t̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k l̪ˠ a ɾ ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p l̪ˠ u ɡ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɡ ʁ a f i k u z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ WORD_BOUNDARY
+i n̪ i s i a l̪ˠ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɛ s ɯ WORD_BOUNDARY i WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ u ɾ n̪ a ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ e z u m i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ WORD_BOUNDARY
+i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY
+t̪ ẽ p o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY ɐ k a b ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u m u v e ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ u m p i m ẽ t̪ u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY
+f i l̪ˠ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u p a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY
+p e ɾ m i t̪ i ɾ a WORD_BOUNDARY k o ɐ̃ t̪ i f i k a ʁ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ k u a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ɐ d̪ i t̪ i v a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ z ɯ m u s i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u b u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY d̪ u p l̪ˠ i k a t̪ ɐ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY
+ĩ d̪ i k a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY
+t̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY p l̪ˠ u t̪ o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY l̪ˠ ɔ ɡ WORD_BOUNDARY p e WORD_BOUNDARY v e ɛ s WORD_BOUNDARY l̪ˠ ɔ ɡ WORD_BOUNDARY t̪ e WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY p u ɯ z iu̜ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ʁ i l̪ˠ i k o WORD_BOUNDARY ɔ b t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ ẽ p o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+s o m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɯ k ai m ẽ t̪ u z WORD_BOUNDARY e ʃ p u n̪ ẽ s i ai z WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+ʁ e ʒ i õi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY f e n̪ o m ɯ n̪ u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʃ WORD_BOUNDARY
+
+e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ e ʃ p ʁ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY ĩ v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u z WORD_BOUNDARY i n̪ ɯ ɾ s i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ o WORD_BOUNDARY ɔ k u ʁ ẽ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY
+d̪ ɛ s ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY
+p u s ui WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ ʁ ɐ̃ k a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʁ ɐ ʃ t̪ a ʁ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ĩ v ɐ d̪ i ʁ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k au̜ z ɐ̃ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY i s o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ai WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+u l̪ˠ d̪ u p WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u s WORD_BOUNDARY ĩ s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʁ ɐ̃ k a ʁ WORD_BOUNDARY ɡ o t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY
+a ɡ o ɐ ɔ l̪ˠ i u WORD_BOUNDARY ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ k l̪ˠ i n̪ i o WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY v �� l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+u z WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY f i d̪ ɯ d̪ i ɡ n̪ u z WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ k ai m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY
+d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+ĩ d̪ i k a ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u p l̪ˠ ɐ WORD_BOUNDARY e ʃ p u n̪ ẽ s i a l̪ˠ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+
+m ai z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ a d̪ u ʃ WORD_BOUNDARY s u ʒ ɛ ɾ WORD_BOUNDARY ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ z WORD_BOUNDARY ɐ d̪ i s i u n̪ ai ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u ɾ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY k ʁ e s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ũ d̪ u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY i m ɯ d̪ i ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s e ɡ i d̪ u WORD_BOUNDARY
+p e l̪ˠ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY ɡ ʁ a f i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ ɐ s a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+
+
+ĩ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ũ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ e s WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY s u b s t̪ i t̪ u ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p e WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY p e WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐi ʃ a v ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p s eu̜ d̪ u p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY
+ĩ d̪ i k a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m u ʃ t̪ ʁ o s ɯ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY m u n̪ u f a z i k u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY p l̪ˠ e n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z u b s t̪ ʁ u i d̪ u WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɔ WORD_BOUNDARY
+p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY ɡ a ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY t̪ f i n̪ a l̪ˠ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e s t̪ ʁ ɐ p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+e s t̪ ʁ ɐ p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ f l̪ˠ i t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a d̪ ɐ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY ɛ s ɐ ʒ WORD_BOUNDARY d̪ i ʃ k ʁ ɯ p ɐ̃ s i ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ m u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p e n̪ ɐ z WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ʒ e p e ɛ m WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k u ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY
+p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY k ũ k l̪ˠ u i ʁ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY
+
+
+t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k au̜ z a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ d̪ u z ẽ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+i f ɐi t̪ u z WORD_BOUNDARY ʃ p e ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY f i z i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ k u ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+i t̪ ẽ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY i WORD_BOUNDARY s u ʒ ɯ ʃ t̪ õi z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY ʁ e l̪ˠ a t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ k u ɐ m ẽ t̪ o WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b l̪ˠ u k ɯ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e z a d̪ u WORD_BOUNDARY k ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+
+
+
+
+v i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ z u b s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u n̪ i t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY ĩ s t̪ ɐ̃ t̪ ɐ̃ n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ u d̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʒ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY u l̪ˠ d̪ u p WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p o z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u a ɡ o ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY ʃ t̪ a t̪ i k u WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY
+
+f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY k u m p ʁ i ẽ d̪ e ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+f e n̪ o m ɯ n̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ z WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z i ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY
+
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k ũ s u m i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ɐ z u l̪ˠ i n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k e ɾ u z e n̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY
+ɐ̃ m p l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m u v i m ẽ t̪ a ʁ WORD_BOUNDARY o n̪ i b u ʃ WORD_BOUNDARY k ɐ m i ɲ õi z WORD_BOUNDARY i WORD_BOUNDARY ẽ b ɐ ɾ k ɐ s õi ʃ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e v i z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k ɐ s e ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʃ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ ɐ z WORD_BOUNDARY u z WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY
+p ʁ e s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ ʁ i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ɾ k a d̪ o WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY i WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ s WORD_BOUNDARY i m p ʁ ɯ s ĩ d̪ i v ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i v ɯ ɾ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY f ɔ s i l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+d̪ ɯ ɾ i v a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u m a s ɐ WORD_BOUNDARY ʁ e n̪ u v a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z o WORD_BOUNDARY ẽ WORD_BOUNDARY m u t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ʁ e ɡ u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY
+s u b s t̪ i t̪ u i ʁ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY f ɔ s i l̪ˠ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ɯ ʃ k i z a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY u m WORD_BOUNDARY ɐ ʒ ẽ s i ɐ WORD_BOUNDARY
+n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY
+k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o n̪ u ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY a l̪ˠ k i l̪ˠ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ WORD_BOUNDARY
+d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai z WORD_BOUNDARY o WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ z WORD_BOUNDARY ɐ n̪ i m ai z WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ WORD_BOUNDARY ɐ n̪ i m a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY ʁ e n̪ u v a v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ʒ i ɾ ɐ s ɔ l̪ˠ WORD_BOUNDARY m ɐ m o n̪ ɐ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY d̪ ẽ d̪ e WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ m ai z WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ z WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ z WORD_BOUNDARY ɐ n̪ i m ai z WORD_BOUNDARY ɛ WORD_BOUNDARY
+b i u d̪ ɯ ɡ ʁ ɐ d̪ a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s u b s t̪ i t̪ ui WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i k l̪ˠ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e k ɯ ɾ e ɾ ẽ WORD_BOUNDARY ɐ d̪ ɐ p t̪ ɐ s õi ʒ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m u t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u s i v ɐi ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u m a s ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY t̪ ɔ p i k u WORD_BOUNDARY
+ẽ WORD_BOUNDARY n̪ ɔ s u WORD_BOUNDARY p ɐ i ʃ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+f ɐi t̪ u z WORD_BOUNDARY ʃ f ɔ ɾ s u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ʁ i a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ s ẽ t̪ i v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e i k u l̪ˠ u ʃ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ z WORD_BOUNDARY i WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ ɡ a s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ̃ n̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ɡ ɐ z u l̪ˠ i n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+
+n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p e ɛ n̪ p e b e WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p ɐ ɾ s ɯ ɾ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ĩ t̪ ɯ ɾ m i n̪ i ʃ t̪ e ɾ i a l̪ˠ WORD_BOUNDARY ẽ k ɐ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY
+ʃ t̪ u d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m i n̪ i ʃ t̪ ɛ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY d̪ u p l̪ˠ ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY d̪ i ʃ k u s õi ʃ WORD_BOUNDARY
+ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY s u m ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY ʁ e n̪ u v a v ɐi z WORD_BOUNDARY ɐ WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY k ũ f ɛ ɾ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k u t̪ i v a v ɐi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e n̪ ɔ ɾ m ɯ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p i u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ɾ k u WORD_BOUNDARY
+ʁ e ɡ u l̪ˠ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ʁ u v ɐi t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i v ɯ ɾ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʃ WORD_BOUNDARY f u ɾ t̪ ɐ l̪ˠ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p u t̪ ẽ s i ɐ l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k u f ɛ ɾ ɯ WORD_BOUNDARY s e ɡ u ɾ ɐ̃ s ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ i z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ o WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY i n̪ ɯ ɡ a v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m u t̪ o ɾ ɯ ʃ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v WORD_BOUNDARY a WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k ũ t̪ u d̪ o WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY ẽ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ɐ l̪ˠ i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY
+m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY p ɯ ʃ k i z a ʁ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e l̪ˠ a s o WORD_BOUNDARY i WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k ũ s u m i d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ l̪ˠ ɯ m ɐ̃ ɲ ɐ WORD_BOUNDARY f ʁ ɐ̃ s ɐ WORD_BOUNDARY i WORD_BOUNDARY i t̪ a l̪ˠ i ɐ WORD_BOUNDARY p u s u ĩ d̪ u WORD_BOUNDARY s u b s i d̪ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ s ẽ t̪ i v a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+p l̪ˠ ɐ̃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ z WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i z ẽ s ɐ̃u̜ WORD_BOUNDARY
+
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY m i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ̃ n̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b ui ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY i m p u ɾ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+ʃ t̪ i m a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY b i ʎ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ t̪ ĩ ʒ ɯ WORD_BOUNDARY
+
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k ũ s u m i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ i z WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ a d̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY ʁ e n̪ u v a v ɐi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY f ɔ s ɐi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ i u k u p ɐ s ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY ɐ̃ m p l̪ˠ i f i k a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+
+b i u k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k ũ t̪ ʁ i b ui ɾ a WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m e ʎ u ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY a WORD_BOUNDARY
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k u ɾ i t̪ i b ɐ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY k u l̪ˠ ɯ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+k ũ d̪ i s õi ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY z ɐ ɡ u n̪ ɛ l̪ˠ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v u ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ l̪ˠ i WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ̃ k a d̪ ɐ WORD_BOUNDARY d̪ i n̪ ɐ m u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ v ɯ ɾ i ɐ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+p u t̪ ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɔ ɾ k ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY m ɐ̃ t̪ i v ɛ ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY
+s ẽ WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʒ ɡ a ʃ t̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY l̪ˠ u b ʁ i f i k ɐ̃ t̪ ɯ WORD_BOUNDARY
+p e ɾ m ɐ n̪ ɯ s eu̜ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY ʁ e k u m ẽ d̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY
+b ɐ ɾ b ɔ z ɐ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY au̜ s i l̪ˠ i ɐ ɾ a WORD_BOUNDARY a WORD_BOUNDARY
+i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY i WORD_BOUNDARY s u l̪ˠ u s i u n̪ a ʁ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ̃u̜ WORD_BOUNDARY v i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ ɛ v ɯ WORD_BOUNDARY o WORD_BOUNDARY p ʁ u l̪ˠ ũ ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u WORD_BOUNDARY
+au̜ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e l̪ˠ a s o WORD_BOUNDARY i WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY o ɾ u WORD_BOUNDARY f i n̪ u WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ k o ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+l̪ˠ e v ɯ d̪ u ɾ ɐ z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m e l̪ˠ a s o WORD_BOUNDARY i WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY i WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e m i s õi z WORD_BOUNDARY i WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u d̪ u z iu̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY s i t̪ a d̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s i m ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ k u ɔ l̪ˠ i z ɯ WORD_BOUNDARY o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e t̪ ɐ n̪ ɔ l̪ˠ i z ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY
+ɛ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɛ ɾ i d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ f i ɾ m ɐ WORD_BOUNDARY l̪ˠ o b o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s i m p l̪ˠ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ i ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY p u l̪ˠ i t̪ i k ɐ WORD_BOUNDARY n̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s ẽ t̪ i v o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY b ɐ z ɐi ɐ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f e ɾ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m o ʃ t̪ u WORD_BOUNDARY
+ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a l̪ˠ d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY m e l̪ˠ a s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ e v ɯ d̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+s i d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ i l̪ˠ ɐ ɾ i ɐ ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s u s ɛ s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ i z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY
+e n̪ ɔ ɾ m ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ ɡ a s o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ʃ t̪ i m a d̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z i d̪ u u ʃ WORD_BOUNDARY
+
+
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ i s i d̪ a d̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k a l̪ˠ d̪ ɐi ɾ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY u z u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɯ ɾ t̪ i i ʁ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+a ɾ i ɐ ʃ WORD_BOUNDARY k u t̪ i v a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f e ɾ m ẽ t̪ ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY a l̪ˠ k u ɔ l̪ˠ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY s i ẽ t̪ i f i k o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY
+s u k ʁ u a l̪ˠ k u u l̪ˠ ɐi ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ẽ s e ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ z WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY
+ɔ p u ɾ t̪ u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY i m p a t̪ u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a s i l̪ˠ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY s u k ʁ u a l̪ˠ k u u l̪ˠ ɐi ɾ u WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ p u ɾ t̪ u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY v i ʒ l̪ˠ ũ m b ʁ a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY u WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+p ʁ u d̪ u z i ʁ WORD_BOUNDARY l̪ˠ i p i d̪ i u z WORD_BOUNDARY i WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY b n̪ d̪ ɯ ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY i s o WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u ɾ e f i n̪ ɐ ɾ i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ WORD_BOUNDARY a WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i s o WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a ʁ WORD_BOUNDARY l̪ˠ e v ɯ d̪ u ɾ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY k ɐ p a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ ɯ s e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i k e z ɐ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ ai ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY m u n̪ u s i l̪ˠ ĩ d̪ ʁ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ĩ s t̪ ʁ u m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY
+ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʁ u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ẽ k ũ t̪ ʁ a d̪ ɐ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ʁ e z u m i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ k e m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY
+b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k i z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ u p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+s i m p l̪ˠ i f i k a d̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e d̪ i s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u WORD_BOUNDARY f i z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ p ɐ ɾ a t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+
+u WORD_BOUNDARY d̪ i n̪ ɐ m o m ɯ t̪ ʁ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY d̪ i n̪ ɐ m ɐ t̪ i k WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ z i t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY u z o a ɾ i u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɔ ɾ k ɯ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k ɐ n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ ɔ ɾ k ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k u m p ɐ t̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ e ɾ m u p a ʁ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY k a p ɐ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɔ ɾ k ɯ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ m i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i k l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY s i k l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY
+
+
+m i n̪ u t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ n̪ u t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY
+ɔ b t̪ ẽ d̪ u s ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u t̪ ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY
+
+k u m p l̪ˠ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ i v ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY ʃ e ɡ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ɐ p ɐ ɡ e WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY
+
+k ẽ a d̪ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY u l̪ˠ t̪ i m u ʒ WORD_BOUNDARY m e d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i ʎ ɐ̃u̜ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+d̪ ɯ m ai z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɯ ɾ s ẽ t̪ a ʒ ẽ z WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u WORD_BOUNDARY m e d̪ i d̪ o ʁ WORD_BOUNDARY ẽ v i ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ v i ɐ̃ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY u z o a ɾ i o WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ z WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY
+
+
+
+s ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY
+d̪ ɯ ɾ i v a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY ɔ k s i ʒ e n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY p e k ɯ n̪ i s i m ɐ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi z WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p o ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ɐ z u l̪ˠ i n̪ ɐ WORD_BOUNDARY
+k o ɐ l̪ˠ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ ɛ n̪ p e WORD_BOUNDARY v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɯ s a l̪ˠ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o m WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY o ɾ u WORD_BOUNDARY f i n̪ u WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ l̪ˠ i m ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v i ɲ a s ɐ WORD_BOUNDARY i WORD_BOUNDARY m e l̪ˠ a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY i WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY s i t̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s e ɾ t̪ i f i k a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY
+
+t̪ ɐ b ɛ l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ o WORD_BOUNDARY i WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY
+
+d̪ i ʃ k u s õi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY d̪ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e p ɯ t̪ i d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY t̪ u t̪ ɐ l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY m e d̪ i s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ f u ɾ m ɐ̃ s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ u m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY t̪ u t̪ ɐ l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY m e d̪ i s õi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY m e d̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+p ʁ ɛ ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i ɾ ɐ̃u̜ WORD_BOUNDARY v ɐ ɾ i a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY e ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ ʃ p ɛ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ s ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ s u m o WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i s õi ʃ WORD_BOUNDARY
+ɐ s ĩ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+m u ʃ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s o z ɐ WORD_BOUNDARY ʒ u n̪ i o ʁ WORD_BOUNDARY ɛ s ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+k ũ ʒ ũ t̪ u WORD_BOUNDARY m u t̪ o ʁ d̪ i n̪ ɐ m o m ɯ t̪ ʁ o WORD_BOUNDARY ẽ t̪ ʁ ɐ t̪ ɐ̃ t̪ o WORD_BOUNDARY o v ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʃ k u ʎ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY
+p ʁ ɛ v i u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ e ɡ ɐ s e m u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY s e WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+v ɐ ɾ a v ɐi ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+
+ĩ s ɯ ɾ t̪ e z ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e d̪ i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ a v ɐi ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k u m p ɐ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɔ ɾ k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ʁ u v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY o ɾ u WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY o ɾ u WORD_BOUNDARY
+
+k u m p ɐ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z au̜ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z au̜ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e z au̜ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY m ũi t̪ ɐ WORD_BOUNDARY
+
+ʁ e z u t̪ a d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f ɐ z ẽ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ ɡ ɐ WORD_BOUNDARY t̪ ẽ d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z au̜ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i o WORD_BOUNDARY o v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ ɛ v ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a ɾ ɐ̃u̜ WORD_BOUNDARY
+p ʁ ɔ s i m u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY ɔ t̪ i m ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+
+ɐ̃ m b u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɡ ʁ ɐ d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ũ s u m o WORD_BOUNDARY i WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a f i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ s u m o WORD_BOUNDARY i WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k a ɾ ɡ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ p e ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY au̜ m ẽ t̪ o WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p u t̪ ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+p u d̪ e ʁ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ʃ p ɛ ɾ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY
+ʃ p e s i f i k u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ɯ ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+v e ɾ i f i k ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k u m p ɐ ɾ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+f ɔ ɾ m ɐ WORD_BOUNDARY k ũ k l̪ˠ ui s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY o v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY e m i t̪ i d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʃ WORD_BOUNDARY
+
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɔ p ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY
+ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ĩ f ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+ʃ t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY v a l̪ˠ i d̪ u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+au̜ m ẽ t̪ a s ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+
+e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ i m ɐi ɾ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ĩ f ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ʃ t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+
+t̪ i u ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY
+
+
+p u t̪ ẽ s i ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i m p l̪ˠ i k a ɾ ɐ̃u̜ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+
+
+m ai ʒ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY k u m p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY m ɐ̃ t̪ ẽ d̪ u WORD_BOUNDARY
+
+p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ̃ t̪ e v ɯ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k u ĩ s i d̪ iu̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ o k s WORD_BOUNDARY u z WORD_BOUNDARY ɔ k s i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY
+n̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ o k s WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ z WORD_BOUNDARY ɔ k s i d̪ u z WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY m ũi t̪ ɐ ʃ WORD_BOUNDARY p ɯ ʃ k i z ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ ʒ ẽ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY
+e m i t̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ o k s WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+
+
+ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ l̪ˠ i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a d̪ u WORD_BOUNDARY
+k o m o WORD_BOUNDARY ũ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY l̪ˠ i m p o WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+k ũ f i ɾ m a ʁ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ o k s WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+ʒ ɛ ɾ ɐ WORD_BOUNDARY d̪ u v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ s e WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ s e WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+ɐ n̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY k u m p ʁ u v o WORD_BOUNDARY ɐ WORD_BOUNDARY i f ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ɐ ɡ a s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY l̪ˠ i m p o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+k u m p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ ɐ s e WORD_BOUNDARY
+
+
+ɡ ʁ a f i k o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s i s ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ s i ɐ WORD_BOUNDARY
+
+
+k ɯ WORD_BOUNDARY u m WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY ɔ p ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ a d̪ u WORD_BOUNDARY ʃ k e ɾ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɔ ɾ d̪ ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY
+au̜ ʒ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ɐ ʃ p i ɾ a d̪ u WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p õ t̪ u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ʁ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY m ɐ ʒ u ɾ i t̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY
+au̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɡ ʁ a f i k o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY
+
+k ũ k l̪ˠ u z õi z WORD_BOUNDARY i WORD_BOUNDARY s u ʒ ɯ ʃ t̪ õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY f u t̪ u ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY
+
+
+
+
+
+u ʃ WORD_BOUNDARY p õ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ u m i n̪ a l̪ˠ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʃ p e ɾ a d̪ u WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s ɐi t̪ a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY f u t̪ u ɾ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+e z ɯ k u t̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɾ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ ɐ t̪ o ʁ WORD_BOUNDARY ɐ ɡ ʁ i k u l̪ˠ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ d̪ a ʒ ẽ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+
+
+d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+
+
+f e ʁ ɐi ɾ ɐ WORD_BOUNDARY ɛ s WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY s e WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u ʃ WORD_BOUNDARY
+
+
+
+
+d̪ u WORD_BOUNDARY t̪ ʁ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY p ʁ i u ɾ i z a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY p ɐ i z ɯ ʒ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY u WORD_BOUNDARY i m p a t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY ɐ p ũ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k au̜ z ɐ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʃ WORD_BOUNDARY k l̪ˠ i m a t̪ i k ɐ z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY s i n̪ ɐ l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e z ɛ ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ĩ k u m p ɐ t̪ i v ɐi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+s u p ʁ i ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY f u t̪ u ɾ u WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ɐ̃ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY
+t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s e ɡ i d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+b i u k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ̃u̜ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m i a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ u v e ɾ n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY s ai WORD_BOUNDARY a WORD_BOUNDARY f ʁ ẽ t̪ ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ e s i d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ n̪ ɐ d̪ ɯ ɐ s u k ɐ ʁ WORD_BOUNDARY k ʁ i ɐ̃ d̪ u WORD_BOUNDARY
+u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY p ʁ u au̜ k u l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ẽ k u ɾ ɐ ʒ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+i m p l̪ˠ ɯ m ẽ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s t̪ i t̪ u i ʁ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ d̪ v ĩ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY ʃ ɐ m a d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY p u ɾ u WORD_BOUNDARY
+o WORD_BOUNDARY ẽ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY m i s i v ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+f i z i k u k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m i n̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY b i u d̪ ɯ ɡ ʁ ɐ d̪ a v ɛ l̪ˠ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɔ k s i k o WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i v ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɛ s ɯ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY s ĩ ɡ u l̪ˠ a ʁ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ ʁ ɐ b ai ʃ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u b ʁ i s i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY p a l̪ˠ m ɐ WORD_BOUNDARY m ɐ k ɐ u b ɐ WORD_BOUNDARY ʒ i ɾ ɐ s ɔ l̪ˠ WORD_BOUNDARY k ɐ n̪ ɔ l̪ˠ ɐ WORD_BOUNDARY k o l̪ˠ z ɐ WORD_BOUNDARY
+
+ɡ u ɾ d̪ u ɾ ɐ z WORD_BOUNDARY ɐ n̪ i m ai z WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY ʁ i a ʒ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY p ʁ u d̪ u z ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY p ʁ i m ɐ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v i ɾ ʒ ẽ WORD_BOUNDARY o WORD_BOUNDARY ʁ e f i n̪ a d̪ u WORD_BOUNDARY
+
+ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY t̪ ɯ ɾ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY i m p a t̪ u WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ĩ k l̪ˠ ui WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY s u b s t̪ ɐ̃ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ o WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY a l̪ˠ k u ɔi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY k ɐ ɾ b o n̪ i k ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY a l̪ˠ k u ɔi ʃ WORD_BOUNDARY f ʁ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ ɔ t̪ ɐ WORD_BOUNDARY e t̪ i l̪ˠ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY m e t̪ i l̪ˠ i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɛ ɾ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k ũ v ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ɯ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY ʁ i ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ v ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k ũ f ɛ ɾ ẽ WORD_BOUNDARY a WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY ʁ ẽ d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʒ ĩ d̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY p ʁ ɯ s õi ʃ WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɐ z õi ʒ WORD_BOUNDARY m u l̪ˠ a ɾ ɯ z WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s i ẽ t̪ i f i k ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY t̪ ʁ ɐ z i d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY
+u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+v i z ɐ̃ d̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY s i m p l̪ˠ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ɡ ɐ ɾ ɐ̃ t̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY i m p a t̪ o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY p ʁ u p ɔ s t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY d̪ i f i k u t̪ a d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ɐ ɾ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY i f i s i ẽ t̪ ɯ z WORD_BOUNDARY u z a ʁ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY
+p ʁ i m ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k u m p ɯ t̪ i t̪ i v ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY p ʁ u s ɛ s u z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ɔ s t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+k ũ t̪ ẽ p l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+p ɔ s ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ s a ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ m e d̪ i ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY ĩ s t̪ ʁ u m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai ʒ WORD_BOUNDARY d̪ ɐ i WORD_BOUNDARY s eu̜ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY
+m ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʃ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ʁ u s ɛ s u z WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɛi ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u v ɐi t̪ a ʁ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY
+ʒ e ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ b ɐ ʃ t̪ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+u m WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d�� o ʁ WORD_BOUNDARY s ĩ t̪ ɯ t̪ i z a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ʃ p e s i f i k u z WORD_BOUNDARY u z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+k ũ s i ʃ t̪ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a ʁ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY b e WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY v i ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY k ũ s ɐi t̪ u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e v i z ɐ̃u̜ WORD_BOUNDARY d̪ e a WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai z WORD_BOUNDARY i WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ z WORD_BOUNDARY ɐ n̪ i m ai ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m u t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY k ʁ i z ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u z WORD_BOUNDARY ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ɛ k ɐ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i a ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u t̪ o ʁ WORD_BOUNDARY
+
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v o WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ z WORD_BOUNDARY ĩ t̪ ẽ s i f i k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m ɐ z WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ i ɾ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɛ ɾ i d̪ i u WORD_BOUNDARY p ʁ ɯ s i z ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ s ɐi t̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY s i m i l̪ˠ a ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ k i l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u k s i l̪ˠ i k u ʃ WORD_BOUNDARY
+
+m ɐ t̪ ɛ ɾ i ɐ ʒ WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɐ n̪ i m a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ẽ d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY m e d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY n̪ ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ ɾ m ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY a b n̪ t̪ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY n̪ ɔ ɾ m ɐ z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ɔ ɾ ɡ ɐ n̪ i z ɐi ʃ ɐ̃ WORD_BOUNDARY f o ʁ WORD_BOUNDARY s t̪ ɐ̃ d̪ ɐ ɾ d̪ i z ɐi ʃ ɐ̃ WORD_BOUNDARY i ɛ s ɔ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m i t̪ ɛ WORD_BOUNDARY eu̜ ɾ u p ɛ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ u ɾ m ɐ l̪ˠ i z ɐi ʃ ɐ̃ WORD_BOUNDARY
+
+
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɔ b t̪ e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s e p ɐ ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f a z ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY a l̪ˠ k i l̪ˠ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY m i ʃ t̪ u ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+u WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a z WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY
+k ũ t̪ ɐ m i n̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ ʒ WORD_BOUNDARY v a ɾ i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY p ʁ i m ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY s e m ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY f ʁ u t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s e b o WORD_BOUNDARY a l̪ˠ ɡ ɐ ʒ WORD_BOUNDARY m i k ʁ u a l̪ˠ ɡ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s i ɐ n̪ u b ɐ t̪ ɛ ɾ i ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ĩ d̪ i k ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY
+ʃ s ẽ s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʒ i ɾ ɐ s ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p a l̪ˠ m WORD_BOUNDARY a WORD_BOUNDARY
+s ɔ ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f u ɾ n̪ ɯ s ɯ d̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY m ũ d̪ i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY i WORD_BOUNDARY p u s ui WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+
+
+
+
+
+d̪ ɯ n̪ u m i n̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+i d̪ ʁ u k s i l̪ˠ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k o ai ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY
+
+ẽ t̪ ʁ ɯ WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ u v ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+m a s ɐ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+m ɐ n̪ ɐi ɾ ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ u p l̪ˠ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY ɡ ʁ a ʃ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o m ɯ WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ u m ẽ k l̪ˠ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY n̪ o m ɯ WORD_BOUNDARY k u m ũ WORD_BOUNDARY o WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z i ɡ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k u ɾ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u p l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY u WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY a t̪ u m u ʃ WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+
+m ai z WORD_BOUNDARY ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ u p l̪ˠ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ u p l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɐi t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ i m a l̪ˠ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ i m ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY k l̪ˠ i m a t̪ i k ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ e s i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ t̪ u ɾ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ u d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY
+k ũ d̪ i s õi ʒ WORD_BOUNDARY m i k ʁ u b i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f l̪ˠ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɡ o t̪ u WORD_BOUNDARY
+o WORD_BOUNDARY ẽ v i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ t̪ e ʁ u z WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ u a d̪ o WORD_BOUNDARY o WORD_BOUNDARY v ẽ d̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ b ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɡ o t̪ o WORD_BOUNDARY o WORD_BOUNDARY ẽ v i a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ t̪ e ʁ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ p s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+u z a l̪ˠ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY p ʁ i m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s u b m ɯ t̪ i d̪ ɐ z WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY k au̜ z ɐ̃u̜ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ʁ ɔ l̪ˠ i z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+p u l̪ˠ i m e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY k u m p ɔ s t̪ u ʒ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k u m p ɔ s t̪ u ʒ WORD_BOUNDARY m u n̪ u m ɛ ɾ i k u z WORD_BOUNDARY i WORD_BOUNDARY p u l̪ˠ i m ɛ ɾ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɛ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f ũ s i u n̪ ai ʃ WORD_BOUNDARY
+s ẽ s u ɾ i ai z WORD_BOUNDARY i WORD_BOUNDARY n̪ u t̪ ʁ i s i u n̪ ai ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY f ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ʃ t̪ a ʒ i u z WORD_BOUNDARY i n̪ i s i ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY d̪ ɛ s ɐ ʒ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+
+f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ f ɯ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s ɐ t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY f oi WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ʁ i t̪ o WORD_BOUNDARY a l̪ˠ t̪ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k a ɾ n̪ ɯ WORD_BOUNDARY b u v i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐi ʃ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i b ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k i l̪ˠ i b ʁ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY u m ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ s ɯ l̪ˠ ɛ ɾ ɐ WORD_BOUNDARY
+
+ʃ t̪ u d̪ u z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ k ũ t̪ ɛ s ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+
+k ũ s ɯ k u t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ i ɐ s õi ʒ WORD_BOUNDARY ʁ e v ɯ ɾ s i v ɐi z WORD_BOUNDARY ɐ k ũ t̪ ɛ s ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY m u n̪ u ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ĩ WORD_BOUNDARY u WORD_BOUNDARY m u n̪ u ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ v ɯ ɾ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY u t̪ i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY l̪ˠ i b ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k u m b i n̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY a l̪ˠ k i l̪ˠ i k u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i ɔ l̪ˠ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ v ɯ ɾ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ʁ ɐ m a d̪ ɐ z WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+ʃ t̪ e k i u m ɯ t̪ ʁ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m o l̪ˠ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ ʒ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY m ɔ l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m o l̪ˠ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY a l̪ˠ k i l̪ˠ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY ũ WORD_BOUNDARY m ɔ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY
+f ɐ v u ɾ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ʃ k a l̪ˠ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+p e ɾ d̪ ɐ z WORD_BOUNDARY ɔ k u ʁ i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ d̪ u z i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+
+v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ �� ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY f ɐ v u ɾ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY e ʃ s ɯ s i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ ɐ WORD_BOUNDARY ẽ p i ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ĩ d̪ i v i d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f ʁ i ɯ d̪ m ɐ̃ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ e n̪ i u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ e n̪ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ p ʁ u v ɐi t̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY f i z i k u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY u ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ʁ i ɐ p ʁ u v ɐi t̪ a d̪ u ʃ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ e n̪ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY
+
+f ɔ ɾ t̪ ɯ z WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY s u f u ɾ i k o WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY s u f o n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY k l̪ˠ u ɾ i d̪ ʁ i k o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+u m u ʒ e n̪ i u ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY i WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY b u ʃ k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i u ʒ WORD_BOUNDARY v ẽ WORD_BOUNDARY k ʁ e s ẽ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ p e ɾ ɐ̃ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k o m WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a WORD_BOUNDARY
+n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐ v a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY b a z i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY k u ɾ t̪ u ʒ WORD_BOUNDARY b ai ʃ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+k u ʁ u e ʁ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ai ʃ WORD_BOUNDARY f i z ɛ ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY f o s ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ k u ʎ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ ɯ n̪ e u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY
+t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY p e ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ ɯ n̪ e u z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s ẽ s i v ɛ l̪ˠ WORD_BOUNDARY
+a WORD_BOUNDARY p u ɾ e z ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY l̪ˠ i v ʁ ɯ ʃ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY
+ʁ i ɐ s õi z WORD_BOUNDARY ɐ d̪ v ɛ ɾ s ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p ɯ t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+k au̜ z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ p u n̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY l̪ˠ i v ʁ ɯ ʒ WORD_BOUNDARY ʁ i ɐ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+p ʁ u d̪ u z ĩ d̪ o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ b ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐ p u n̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY k ũ s o m ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+s ɐ b ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY k au̜ z ɐ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s õi z WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY e m u s õi ʒ WORD_BOUNDARY d̪ i f i k u t̪ ɐ ɾ ɐ̃u̜ WORD_BOUNDARY
+m ai z WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɐ b õi ʃ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɐ s i d̪ e ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ a d̪ u ʒ WORD_BOUNDARY z ɐ̃ ɡ WORD_BOUNDARY
+
+e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY s u p u ɾ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i s u l̪ˠ v ẽ d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s i t̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+s ĩ t̪ ɯ z ɯ WORD_BOUNDARY e v i t̪ ɐ̃ d̪ u WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+ʁ e z i d̪ u ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k au̜ z ɐ̃u̜ WORD_BOUNDARY i m p a t̪ o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ ɯ s i k l̪ˠ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ eu̜ t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY u m u ʒ e n̪ i u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i u z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY o WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY n̪ u m i a d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s i t̪ i u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY i d̪ i ai z WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p ʁ u p u ɾ s i u n̪ a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i t̪ i u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e z WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY o WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY e t̪ ɯ ɾ u n̪ e n̪ i u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɯ l̪ˠ u s i d̪ a d̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+
+k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i v i d̪ ɯ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s ĩ k o WORD_BOUNDARY e t̪ a p ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY f l̪ˠ ui d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY s i t̪ i o WORD_BOUNDARY ɐ t̪ i v o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s e ɡ i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY f ɐ ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi ʃ WORD_BOUNDARY k i m i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY ʃ p e s i f i k ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ʃ p ɛ s i ɯ z WORD_BOUNDARY ɐ t̪ i v a d̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY m u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ̃u̜ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY ɐ t̪ i v a d̪ u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i ɐ ʁ ɐ̃ ʒ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY s a e�� WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY l̪ˠ i b ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+e l̪ˠ i m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ f ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY ʁ ɯ s ẽ WORD_BOUNDARY s ĩ t̪ ɯ t̪ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɐi o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY m a s i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s u p u ɾ t̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʃ WORD_BOUNDARY p u s ui WORD_BOUNDARY k ũ s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY o WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY s u z i ɲ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p u d̪ ẽ d̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b õ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s u p u ɾ t̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i t̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ̃ k u ɾ a d̪ u z WORD_BOUNDARY o WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+u m u ʒ e n̪ i u z WORD_BOUNDARY i m u b i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k u l̪ˠ ɔ k ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ e n̪ i u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ u ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ i t̪ u ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ u ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+u m u ʒ e n̪ i u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u z WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+e k u n̪ o m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY t̪ u m a ʁ WORD_BOUNDARY
+d̪ ɯ s i z õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY b e n̪ ɯ f i s i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ ʒ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+b e n̪ ɯ f i s i u ʒ WORD_BOUNDARY ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ĩ s u m u z WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY v i ɐ b i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+p ɐ l̪ˠ a v ʁ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ e s ɛ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s i z ɐ̃u̜ WORD_BOUNDARY
+ɔ b ʒ ɯ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u b ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ o WORD_BOUNDARY i WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i d̪ o ʁ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ WORD_BOUNDARY ɡ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s i z õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ d̪ i k ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m u m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+e k u n̪ o m i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ a d̪ o WORD_BOUNDARY ɛ f s e d̪ e WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY
+
+i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ai b a k WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+l̪ˠ i k i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ a t̪ ɐ WORD_BOUNDARY z ɛ ɾ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ a t̪ ɐ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+t̪ o d̪ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY a WORD_BOUNDARY d̪ a t̪ ɐ WORD_BOUNDARY z ɛ ɾ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY f u t̪ u ɾ u ʃ WORD_BOUNDARY p ɐ ɡ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u m a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+ũ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY v ɐ l̪ˠ ẽ d̪ o WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v e p e ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɛ f s e t̪ e WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ e WORD_BOUNDARY ɛ z i m u WORD_BOUNDARY
+p e ɾ i u d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k õ t̪ u WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u z WORD_BOUNDARY o WORD_BOUNDARY
+a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY v i a v ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e v ẽ t̪ u ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ e v ɯ ɾ a WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e ʒ ɐi t̪ a d̪ ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY n̪ u l̪ˠ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɐ ɾ i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY
+u ʃ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u n̪ ɯ ɾ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY
+
+ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY
+k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i p u t̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k õ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY n̪ u l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY i ɡ o ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY z ɛ ɾ o WORD_BOUNDARY i WORD_BOUNDARY ʁ e z u l̪ˠ v i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+v i a v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY ʃ p e ɾ a d̪ ɐ WORD_BOUNDARY f o ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY ʁ e k ɯ ɾ i d̪ ɐ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ s ɐi t̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+ʁ e ʒ ɐi t̪ a d̪ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ai b a k WORD_BOUNDARY p ai b a k WORD_BOUNDARY o WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ p ʁ i ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY
+k u m p ẽ s ẽ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY p ai b a k WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY f o ʁ WORD_BOUNDARY
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ s ɐi t̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɯ WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+au̜ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY p u z i t̪ i v o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f o ʁ WORD_BOUNDARY u WORD_BOUNDARY p ai b a k WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ i ʃ k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɔ b t̪ ẽ d̪ u WORD_BOUNDARY ɡ ɐ̃ ɲ u ʃ WORD_BOUNDARY f i n̪ ɐ̃ s ɐi ɾ u ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p ẽ s ẽ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ ɯ ʃ p ẽ d̪ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ i ʃ k u z WORD_BOUNDARY ẽ f ʁ ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY m i n̪ i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+ʁ e f ɛ ɾ ɯ s ɯ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY p a ɡ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e ɾ k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u ɾ s u ʃ WORD_BOUNDARY
+f i n̪ ɐ̃ s ɐi ɾ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY i t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ i a k WORD_BOUNDARY e v ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY t̪ e a WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY s e ɾ ɐ̃ m i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY f e d̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e ʃ t̪ au̜ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY f e d̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɐ n̪ i d̪ ʁ u WORD_BOUNDARY s i ɡ m ɐ WORD_BOUNDARY a l̪ˠ d̪ ʁ i ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e a l̪ˠ i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u p a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ u p a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ z i s i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ʁ i ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY k u l̪ˠ u k a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY b ɐ̃ ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ ʁ ɐ s õ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u ʃ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ʁ ɯ d̪ u ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY
+d̪ i ʃ p ɯ ɾ s i v ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+
+k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ e ɾ m u ɡ ʁ ɐ v i m ɛ t̪ ʁ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ũ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ʁ ai u ʃ WORD_BOUNDARY ʃ i ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+m i k ʁ u e ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i f ʁ ɐ t̪ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+ʃ p e s i f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY
+
+
+
+ɛ m ɛ v e WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY ɯ l̪ˠ ɛ t̪ ʁ ɔ n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ ʁ ɯ d̪ u ɾ ɐ WORD_BOUNDARY ɛ m ɛ v e WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m u ɾ f u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ z WORD_BOUNDARY i m a ʒ ẽ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+
+s e k ũ d̪ a ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ ũ z WORD_BOUNDARY ʁ ɛ t̪ ʁ u WORD_BOUNDARY ʃ p e ʎ a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY
+t̪ u b u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ m i n̪ i ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY
+ẽ k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+
+
+ɡ ʁ a ʃ u z WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ ɯ t̪ ɛ t̪ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY i u n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ ɐ̃ m ɐ WORD_BOUNDARY s e ɡ e ɛ f i d̪ e WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ ɔ l̪ˠ i z ɯ WORD_BOUNDARY
+
+
+
+
+
+
+
+
+ɡ ʁ a ʃ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY u m WORD_BOUNDARY s u b t̪ ʁ ɐ i d̪ u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m a s ɐ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+i d̪ ʁ u k s i l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY ɡ ʁ a ʃ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY f ɔ ɾ m ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ɔ l̪ˠ i o WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e ɡ e ɛ f i d̪ e WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY
+ɡ ʁ a ʃ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i u m WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY
+
+
+m u l̪ˠ a ʁ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY s ɛ ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɡ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY s o b WORD_BOUNDARY
+ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ s ẽ t̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ p e ɛ m WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY ʁ e d̪ õ d̪ u WORD_BOUNDARY t̪ ʁ i t̪ u b u l̪ˠ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY p u v ɯ ɾ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+
+ɐ l̪ˠ i k o ɔ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ẽ WORD_BOUNDARY u m WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY u WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ ʃ WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY p u ɾ i f i k a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɯ s u n̪ ɐ̃ s i ɐ WORD_BOUNDARY
+
+u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v a k u WORD_BOUNDARY u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ u d̪ u t̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY p u ɾ i f i k a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e z i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY
+
+ʁ ɯ s u n̪ ɐ̃ s i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u k l̪ˠ i a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+
+s i d̪ u WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ z WORD_BOUNDARY a l̪ˠ k i l̪ˠ i k u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY b i u d̪ i ɯ z ɐi ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɯ s u n̪ ɐ̃ s i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u k l̪ˠ i a ʁ WORD_BOUNDARY
+
+d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY ɛ m ɐ ɡ ɐ z e WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m u n̪ i t̪ u ɾ a ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+
+m e t̪ i l̪ˠ i k u ʃ WORD_BOUNDARY s ẽ t̪ ʁ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY s i m p l̪ˠ ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY u z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+
+
+
+
+
+
+ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u b m ɯ t̪ i d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u z WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ ʒ i d̪ u ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+k o m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e ɾ t̪ i f i k a ɾ m u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY k ʁ u m ɐ t̪ ɔ ɡ ʁ ɐ f u WORD_BOUNDARY ʃ i m ɐ d̪ z u WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ ʁ ɐ WORD_BOUNDARY
+
+u WORD_BOUNDARY e z ɐ̃ n̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ a f i k u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u l̪ˠ u b i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+au̜ k u l̪ˠ WORD_BOUNDARY i z u p ʁ u p i l̪ˠ i k u WORD_BOUNDARY k o m WORD_BOUNDARY e z ɐ̃ n̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e p ɯ t̪ i d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ a ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY v a k u u WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY l̪ˠ ɐ v a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY s e k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u f ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+s u l̪ˠ u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ d�� ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u WORD_BOUNDARY
+l̪ˠ ɐ v a ʒ ẽ ʒ WORD_BOUNDARY ɐ d̪ i s i u n̪ ai ʃ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY k u m p l̪ˠ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ z WORD_BOUNDARY ɐ t̪ i v ɐ ʒ WORD_BOUNDARY l̪ˠ i ʃ i v i a d̪ ɐ ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ ɛ n̪ i ɐ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ z WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ k u m p ɐ̃ ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ u v ẽ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+ĩ t̪ ɯ ʁ u m p i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v a k u WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k e n̪ t̪ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ l̪ˠ i k o ɔ t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ u z a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY m e t̪ i l̪ˠ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY
+p u t̪ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i a d̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY
+
+ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m ɐ̃ t̪ i d̪ u WORD_BOUNDARY s o b WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɛ t̪ ɯ s ẽ t̪ u ʒ WORD_BOUNDARY ɛ ʁ ʁ p e ɛ m WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f l̪ˠ u k s u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+ĩ t̪ ɯ ʁ u m p i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v a k u WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY k u l̪ˠ u k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+p ɐ l̪ˠ a v ʁ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u s i v ɐi z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY l̪ˠ i ʃ i v i a d̪ ɐ ʃ WORD_BOUNDARY k a z o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ o WORD_BOUNDARY o v ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY v i ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+u m u ʒ e n̪ i ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+p i l̪ˠ ɔ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY i WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʒ e ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e ʃ t̪ au̜ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ b ɐ ʃ t̪ ɯ s e ʁ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+k e ʃ t̪ i u n̪ a ɾ i o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+ʁ e z i d̪ u ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ u z WORD_BOUNDARY o n̪ i b u ʃ WORD_BOUNDARY
+i n̪ t̪ ɛ ɾ n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ʁ u z WORD_BOUNDARY i WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY
+m u v i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ẽ ʒ ɯ ɲ ɐ ɾ i ɐ WORD_BOUNDARY b a z i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY u z a d̪ u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u ʃ t̪ u ʃ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY p ʁ u ʒ ɯ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ̃ k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+e k u n̪ o m i k ɐ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY e k u n̪ o m i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY u z ɐ̃ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ a d̪ o WORD_BOUNDARY ɛ f d̪ e s e WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY d̪ ɯ f i n̪ i s õi ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY p e ɾ m i t̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY v i z u ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s eu̜ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s i t̪ u ɐ s õi ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY
+ɛ k s ɛ l̪ˠ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ e ɔ ɛ s WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ũ m ɡ WORD_BOUNDARY i WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY p ʁ ɔ p ʁ i o WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u ʒ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f ʁ ɛ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY p ʁ i m ɐ z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY
+i WORD_BOUNDARY f ʁ ɛ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY f i n̪ ai z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ i ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY a WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY p ʁ i m ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e ʃ t̪ au̜ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY
+s e l̪ˠ ɯ t̪ i v ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ u n̪ u ʃ WORD_BOUNDARY p ɔ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a ʁ WORD_BOUNDARY k u ʁ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k a z ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k ʁ i a d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY v ĩ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+a l̪ˠ t̪ ɯ ɾ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY u WORD_BOUNDARY s e n̪ a ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i l̪ˠ u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ o s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+b ɐ t̪ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY
+b i u m i n̪ ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ l̪ˠ u n̪ u WORD_BOUNDARY f e z WORD_BOUNDARY ʃ t̪ a ʒ i o WORD_BOUNDARY ɔ b ʁ i ɡ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY f i k s u z WORD_BOUNDARY i WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY f i k s u ʃ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY s ɐ l̪ˠ a ɾ i u z WORD_BOUNDARY ẽ k a ɾ ɡ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ z WORD_BOUNDARY i m p ɔ s t̪ u ʃ WORD_BOUNDARY
+ẽ b ɐ l̪ˠ a ʒ ẽ ʃ WORD_BOUNDARY f ʁ ɛ t̪ ɯ z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ n̪ u t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ l̪ˠ i ɐ ʒ i n̪ ɔ z ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɐ b ʁ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+n̪ e s ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY
+u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ e s u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u WORD_BOUNDARY i WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e z i d̪ u u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e z i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+
+
+k ũ s u m u WORD_BOUNDARY p ʁ ɔ p ʁ i o WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY i m p ɔ s t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY d̪ e ɛ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s i m u l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s i t̪ u ɐ s õi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY m e t̪ i l̪ˠ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u WORD_BOUNDARY d̪ u p a d̪ o WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY f m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e p ɐ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY p u ɾ i f i k a d̪ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY p ʁ e m i s ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ɾ k a d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ e m i s ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY t̪ e a WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i t̪ i o WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY d̪ u p a ʁ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u p a ʒ ẽ WORD_BOUNDARY m u d̪ i f i k o WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u u WORD_BOUNDARY ɐ v ɯ ɾ m ɯ ʎ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ a d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u ʃ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ai u ʃ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY i WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY s u f a t̪ u ʃ WORD_BOUNDARY
+i d̪ ʁ ɔ k s i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɔ k s i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY p i k u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u b ɾ ɯ p ɔ s t̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY au̜ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY d̪ i f i k u t̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ f i ɾ m a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p i k u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY p i k u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+i d̪ ʁ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ s i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i o WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s i l̪ˠ i k ɐ t̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ ɔ k s i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k s i d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+ɔ k ɔ ʁ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s i l̪ˠ i k a t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY s a b ɯ s ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɔ k s i d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b õ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY s u p u ɾ d̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i l̪ˠ i k a t̪ u ʃ WORD_BOUNDARY k ũ t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY l̪ˠ i t̪ iu̜ WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u ʒ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY f ɐi t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY e l̪ˠ u s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e z ẽ p l̪ˠ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY t̪ e ɾ m u ɡ ʁ ɐ v i m ɛ t̪ ʁ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b e WORD_BOUNDARY
+
+ɐ k u m u l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY a WORD_BOUNDARY
+s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY b e WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+t̪ e a WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY s ẽ WORD_BOUNDARY
+
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʁ e d̪ u z iu̜ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ɐ s ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a l̪ˠ i WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY b e WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a l̪ˠ i WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+ɔ k u ʁ eu̜ WORD_BOUNDARY f oi WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ u p a ʒ ẽ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɔ k u p a d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i m i n̪ u i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʁ e d̪ u z iu̜ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m i k ʁ u ʃ k u p i ɐ WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v ɐ ʁ ɯ d̪ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b e WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i WORD_BOUNDARY b e WORD_BOUNDARY ʁ e f ɛ ɾ ẽ s ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY
+s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f i b ʁ i l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ WORD_BOUNDARY i n̪ u ɾ ɡ ɐ̃ n̪ i k u WORD_BOUNDARY s e WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u d̪ ɐ̃u̜ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY f l̪ˠ o p i WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY d̪ u p a ʒ ẽ WORD_BOUNDARY ʃ t̪ e ʒ ɐ WORD_BOUNDARY ɐ ɡ l̪ˠ u m ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ k u ɾ s o ʁ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ n̪ʲ ɐ ɡ a WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY b e WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e p e d̪ e WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+ẽ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i t̪ i u ʃ WORD_BOUNDARY
+
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY b e WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b ɾ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ɐ s i d̪ e ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY
+n̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ u ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY
+t̪ e ɾ m u ɡ ʁ ɐ v i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ẽ s ai u ʒ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY t̪ e p e d̪ e WORD_BOUNDARY s e ɔ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY k ũ f i ɾ m a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s i v ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s õi ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY v e ʒ ɯ t̪ ai ʃ WORD_BOUNDARY f e ʃ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY f i z i k u k i m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɡ ʁ a ʃ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY
+k u l̪ˠ ɛ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+p a l̪ˠ m i t̪ i k o WORD_BOUNDARY ɔ l̪ˠ ɐi k o WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i n̪ u l̪ˠ ɐi k o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+m e ʒ m u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY ʁ e k u ʎ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY k ũ s t̪ i t̪ ui s ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY
+k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p e ɾ s ɛ b ɯ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e b u WORD_BOUNDARY b u l̪ˠ v i n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a ʃ u z WORD_BOUNDARY ĩ s ɐ t̪ u ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY au�� WORD_BOUNDARY f ʁ i t̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʒ WORD_BOUNDARY m u d̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY
+n̪ WORD_BOUNDARY ɐ s i d̪ e ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k u m p ɐ ɾ ɐ̃ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ p ɯ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY i s o WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY k ũ ʒ ɯ l̪ˠ a d̪ o WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ s i d̪ e z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY i WORD_BOUNDARY t̪ e a l̪ˠ i WORD_BOUNDARY k a l̪ˠ s i n̪ a d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+t̪ e ʃ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY v i ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY u z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ t̪ i m i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u WORD_BOUNDARY v a ɾ i u z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ũ t̪ a ʒ ẽ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY u z o s ɯ WORD_BOUNDARY m ɐ̃ t̪ ɐ WORD_BOUNDARY ɐ k ɯ s i d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e f l̪ˠ u k s o WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY b e WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u d̪ u t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY m e t̪ i l̪ˠ i k u z WORD_BOUNDARY u z o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY m e t̪ i l̪ˠ i k u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+k o m u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ a d̪ u ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ p u ʃ WORD_BOUNDARY p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ p t̪ o s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY u z a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY e k i l̪ˠ i b ʁ i o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k u m ũ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY u m WORD_BOUNDARY o WORD_BOUNDARY
+m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ i f u z i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+ɐ s ɯ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY ɐ t̪ i v u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ s ɛ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ s u ɾ s au̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+t̪ e ʃ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɐ z õi ʒ WORD_BOUNDARY m u l̪ˠ a ɾ ɯ z WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY u m WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY m e t̪ i l̪ˠ i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ o WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʁ ʁ ɛ m ɛ n̪ WORD_BOUNDARY i WORD_BOUNDARY b e WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY
+k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ʁ e ʃ t̪ au̜ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k a ɾ ɡ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY v ɐ ɾ i o s ɯ WORD_BOUNDARY
+
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ũ d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY
+m i n̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ẽ WORD_BOUNDARY u m WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ ʃ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+k a l̪ˠ s i n̪ a ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY n̪ i ɲ u m ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY m e t̪ i l̪ˠ i k u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+ʁ e z i d̪ u ai ʃ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ p ɛ s i ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY s ɔ WORD_BOUNDARY
+
+n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+m ai ɔ ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ e ʒ i ʒ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ ɛ m ɛ n̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ ʒ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s ẽ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+
+
+ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY l̪ˠ i k i d̪ ɐ WORD_BOUNDARY ɐ ɡ ɐ p e ɛ l̪ˠ s e WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+m u ʃ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+s i n̪ ai ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɾ ʒ i m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY
+i WORD_BOUNDARY oi t̪ u WORD_BOUNDARY m i n̪ u t̪ u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɯ ʃ t̪ ɛ ʁ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY oi t̪ u WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY
+p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ɾ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i n̪ ai z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m i n̪ WORD_BOUNDARY ʁ e f ɛ ɾ ẽ s ɯ WORD_BOUNDARY
+au̜ ʒ WORD_BOUNDARY m u n̪ u ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s e ɾ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ɐ z e ɾ ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY u z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+
+
+ɐ k ʁ ɯ d̪ i t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ e z ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY
+p ʁ u v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u z i ɲ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ʒ e ɾ a d̪ u WORD_BOUNDARY m e t̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY ʁ i ɐ ʒ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u m u v ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+
+
+
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+
+
+
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY k ũ k u m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s ĩ ɡ l̪ˠ ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY m e t̪ i l̪ˠ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+au̜ ʃ WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY k o m WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p e n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɔ ɾ ɐ ʃ WORD_BOUNDARY s u ɾ ʒ ẽ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s au̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i s ɛ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ i ɡ l̪ˠ i s ɯ ɾ i d̪ i o WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+s i n̪ ai ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɾ ʒ i m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+m i n̪ u t̪ u ʃ WORD_BOUNDARY s i n̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p u ɾ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY s i n̪ ai z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m i n̪ WORD_BOUNDARY ʁ e f ɛ ɾ ẽ s ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+m u n̪ u ɡ l̪ˠ i s ɯ ɾ i d̪ i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ẽ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s e ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ɐ z e ɾ ẽ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY l̪ˠ ẽ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ f o m ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY s i t̪ a d̪ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY f i z i k u k i m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i oi t̪ u WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+i m a ʒ ẽ z WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY ʁ i ɐ s i u n̪ ai ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ k u ɾ o WORD_BOUNDARY i WORD_BOUNDARY b e WORD_BOUNDARY
+k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ m ɐ ɾ ɛ l̪ˠ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ẽ s ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY b e WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY f i z i k u k i m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY k ũ d̪ i s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+
+k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY m i n̪ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ s t̪ e ɾ i s k u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY u m WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY ʃ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+
+
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY v i ʃ k u z i d̪ a d̪ ɯ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ u p i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f i l̪ˠ t̪ ʁ o WORD_BOUNDARY a WORD_BOUNDARY
+f ʁ iu̜ WORD_BOUNDARY k u ʁ u z i v i d̪ a d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɔ b ʁ ɯ WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ s i d̪ e z WORD_BOUNDARY i WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY p ʁ e v i ʃ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ k s i d̪ ɐ t̪ i v ɐ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY u z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʃ WORD_BOUNDARY k ɐ ɾ b o n̪ i k ɐ z WORD_BOUNDARY ĩ s ɐ t̪ u ɾ a d̪ ɐ ʃ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+
+t̪ ẽ p ɛ ɾ u z WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ ʃ o f ʁ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+d̪ ɛ v ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s u f u ɾ a d̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY k ũ ʒ ɯ l̪ˠ a d̪ u ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ĩ k u ʁ ɛ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY a ʁ WORD_BOUNDARY e s p l̪ˠ i k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ʁ u v ĩ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i n̪ ɔ v ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ ẽ d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ e v ɯ WORD_BOUNDARY ʁ ẽ d̪ i m ẽ t̪ u z WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY p ɯ ɾ d̪ eu̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ eu̜ t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY s u b m ɯ t̪ e ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY k a l̪ˠ s i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY i d̪ ʁ ɐ t̪ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY p ɯ ɾ d̪ eu̜ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY
+s i k l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v e ɾ d̪ a d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ i u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY au̜ k u ɔ k s i d̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ u WORD_BOUNDARY
+p o ɾ k WORD_BOUNDARY i m p l̪ˠ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɐ v a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+u m u ʒ e n̪ i u WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ o WORD_BOUNDARY i m p a t̪ o WORD_BOUNDARY ɐ̃ m b i ẽ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ɾ m u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY o v ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ũ d̪ u ʃ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY n̪ u v ẽ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ɔ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ ɯ ɾ i ɐ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ u v ẽ t̪ ɐ WORD_BOUNDARY m i n̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ̃ t̪ e v ɯ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY l̪ˠ i ʃ i v i a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY
+k o m u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m u ʒ e n̪ i u z WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+m ɐ̃ t̪ i d̪ u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ i t̪ ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s ɔ l̪ˠ i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e m u v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY k u l̪ˠ u k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u s ɯ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ a v ʁ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY p u s i v ɐi z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY l̪ˠ i ʃ i v i a d̪ ɐ z WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ m b u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k ũ f i ɾ m ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ u WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ u p a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i t̪ i o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY
+k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i t̪ i o WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY
+
+
+m i n̪ u t̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ũ d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i t̪ i u WORD_BOUNDARY p ʁ u m u v ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ̃ ʃ u n̪ ɛ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY
+ɐ p e n̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i ɾ ɐ s ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p a l̪ˠ m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i m ẽ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY b ɐ t̪ a t̪ ɐ WORD_BOUNDARY b ɐi k õ WORD_BOUNDARY l̪ˠ ĩ ɡ o i s ɐ WORD_BOUNDARY s a l̪ˠ ɡ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY u WORD_BOUNDARY ʁ e k u ʎ i m ẽ t̪ u WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ e z i d̪ u ai z WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY ʁ e k ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i ʃ p u n̪ i b i l̪ˠ i z ɐ WORD_BOUNDARY t̪ ɐ̃ m b o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p l̪ˠ a ʃ t̪ i k u ʃ WORD_BOUNDARY f ɯ ʃ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʃ ɐi u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY
+l̪ˠ ɐ̃ ʃ u n̪ ɛ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b u ʃ k a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY ʁ e s ɛ b ẽ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY l̪ˠ i m p e z ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ n̪ i t̪ a ɾ i ɐ WORD_BOUNDARY ʁ ɔ d̪ u WORD_BOUNDARY p ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY
+
+v u l̪ˠ u m ɯ z WORD_BOUNDARY ɐ p u ɾ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ p u ɾ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ s u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+m u v i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY
+ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s t̪ ʁ u i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY d̪ e v ɯ ɾ a WORD_BOUNDARY t̪ ʁ ɐ b ɐ ʎ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY
+s ɯ m i k ũ t̪ i n̪ u WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ʃ k o p u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i t̪ ʁ e ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z e ɲ u WORD_BOUNDARY ʃ k e m a t̪ i k u WORD_BOUNDARY
+t̪ ʁ i d̪ i m ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ ɾ i ʒ ẽ WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY b ʁ u t̪ u WORD_BOUNDARY d̪ ɯ ɡ u m a d̪ o WORD_BOUNDARY o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ i m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɔ p ɯ ɾ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY
+
+
+k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u ʃ t̪ u ʒ WORD_BOUNDARY b u ʃ k ɐ̃ d̪ o WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʒ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY m e ɾ k a d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p u s i v ɐi ʃ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u z i n̪ ɐ WORD_BOUNDARY
+p i l̪ˠ ɔ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY b i u m i n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ũ f ɛ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u z i n̪ ɐ ʃ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ʁ ɯ s a l̪ˠ t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ l̪ˠ u n̪ u WORD_BOUNDARY ɡ u ʃ t̪ a v u WORD_BOUNDARY ʁ ɐi ʃ WORD_BOUNDARY f e z WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ẽ p ʁ e z ɐ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s WORD_BOUNDARY ĩ f u ɾ m a d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s o m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ e s u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k o m p ʁ ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY f i k s u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY f i k s u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ f i n̪ i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b ʁ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY v i ʃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ̃u̜ d̪ ɯ ɔ b ʁ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ai ʃ u ʃ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY f i k a ʁ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY d̪ e v ɯ ɾ a WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY ɔ p ɯ ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ t̪ ɐ ʒ i a ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY t̪ ɛ k n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY s u p ɛ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ l̪ˠ u n̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ i s i ɐ s ɐ̃u̜ WORD_BOUNDARY s i ẽ t̪ i f i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ ʒ v ɐ l̪ˠ u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+b ẽ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY v ẽ d̪ i d̪ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+e z ẽ p l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ o WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY f ĩ WORD_BOUNDARY
+
+�� e z i d̪ u a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY s u b t̪ ʁ ɐ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY d̪ i v i d̪ ĩ d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʃ WORD_BOUNDARY ʃ e ɡ ɐ̃ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+
+k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY p ʁ i m ɐ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ʁ e z i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY v i ʃ t̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+s ẽ t̪ a v u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ i t̪ u ɾ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+ʁ e ʃ t̪ au̜ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m ɯ ɾ s i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ o WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʒ WORD_BOUNDARY l̪ˠ e v ɐ ɾ a WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u z WORD_BOUNDARY o n̪ i b u z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ʁ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u n̪ i s i p iu̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY b ɛ l̪ˠ o WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i f ɐi t̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY
+k o m u WORD_BOUNDARY s u b p ʁ u d̪ u t̪ u WORD_BOUNDARY p ɐ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m ɯ ɾ s i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u ʃ WORD_BOUNDARY
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s i t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+e k u n̪ u m i ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY s u b p ʁ u d̪ u t̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY p ɐ ɾ t̪ i s i p ɐ s ɐ̃u̜ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY
+
+i WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY d̪ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ WORD_BOUNDARY p oi ʒ WORD_BOUNDARY ʒ e ɾ ɐ ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ a ʃ t̪ u z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY
+p ʁ e s u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u z WORD_BOUNDARY i d̪ ẽ t̪ i k u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ WORD_BOUNDARY p ʁ i m ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY f oi WORD_BOUNDARY
+ʁ eu̜ t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s i k l̪ˠ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY s e ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY ʁ i a l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+f i n̪ ɐ̃ s ɐi ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s ɐi t̪ ɐ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY k o p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ʁ e m u n̪ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY i t̪ ẽ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɛ l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ɐ d̪ ɐi ɐ WORD_BOUNDARY p ʁ u d̪ u t̪ i v ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ i v i d̪ ẽ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ p ɛ k s WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s i u n̪ ai ʃ WORD_BOUNDARY f i k s u z WORD_BOUNDARY i WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY u WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY
+f i n̪ ɐ̃ s ɐi ɾ u WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY f o ʁ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɐ s ɐi t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p ɔ s t̪ u z WORD_BOUNDARY ĩ d̪ i ɾ ɛ t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY i m p ɔ s t̪ u ʃ WORD_BOUNDARY
+ĩ s i d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ĩ s u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ e s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o m p ʁ ɐ WORD_BOUNDARY
+
+k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u z u WORD_BOUNDARY k ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY u f m ɡ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+i m p l̪ˠ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY
+ɐ n̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ o s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ũ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY p ʁ ɔ p ʁ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i d̪ o ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ p i t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u z WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY
+
+
+k ũ s i d̪ ɯ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY u ɾ i z õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY ɐ n̪ u a l̪ˠ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s i ɐ s ɐ̃u̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p ɔ s t̪ u z WORD_BOUNDARY ĩ d̪ i ɾ ɛ t̪ u ʒ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ l̪ˠ i k o ɔ t̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p ɔ s t̪ u ʃ WORD_BOUNDARY
+
+k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY ʃ k e m ɐ t̪ i z o s ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k o a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY m u d̪ i f i k a d̪ u z WORD_BOUNDARY ɐ d̪ ɐ p t̪ ɐ̃ d̪ u u z WORD_BOUNDARY au̜ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY
+s e l̪ˠ ɯ s i u n̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f l̪ˠ u k s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ai ʃ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY f ɐi t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɔ b i t̪ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b ɐ l̪ˠ ɐ̃ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+e k u n̪ o m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+m u d̪ i f i k a d̪ u z WORD_BOUNDARY ɐ d̪ ɐ p t̪ ɐ̃ d̪ u u z WORD_BOUNDARY au̜ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ n̪ i ʎ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i l̪ˠ u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ i v ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ p ẽ d̪ i s ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY p ai b a k WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s i m u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s e n̪ a ɾ i u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u z WORD_BOUNDARY i f ɯ t̪ u a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p i l̪ˠ ɔ t̪ o WORD_BOUNDARY u z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ ʃ WORD_BOUNDARY s i m u l̪ˠ ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ̃ k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY
+i f ɯ t̪ u a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY p ʁ i m ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ e v i d̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY ɐ n̪ u ai z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ l̪ˠ i s ɯ ɾ i n̪ ɐ WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY u WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s ẽ WORD_BOUNDARY d̪ u p ɐ d̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i t̪ i u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY p u s ui WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY
+n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ɐi ʒ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɛ m a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY p u s ui WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY
+
+ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɛ m a WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i n̪ ɔ v ɯ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ e i ɛ ʁ ʁ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ e ɛ m a WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k o a t̪ ʁ u ʃ WORD_BOUNDARY s e n̪ a ɾ i u z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u ʃ WORD_BOUNDARY t̪ a b ɯ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k ai WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY u z a ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY
+k l̪ˠ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i m p a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY
+f ɐ l̪ˠ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ a ʒ WORD_BOUNDARY ɡ ɐ̃ ɲ u ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u z WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ s au̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ̃ k a d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY k ũ s ɯ ɡ iu̜ WORD_BOUNDARY
+k ũ v ɯ ɾ s õi z WORD_BOUNDARY a l̪ˠ t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY i s u WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY au̜ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY i s u WORD_BOUNDARY p ʁ u d̪ u z ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY v i ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i t̪ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u d̪ u t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u z WORD_BOUNDARY i f ɯ t̪ u a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY
+d̪ u p a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u iu̜ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v e ɾ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY b ʁ u t̪ u WORD_BOUNDARY d̪ ɯ ɡ u m a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+
+k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ p ʁ i m ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k u n̪ u m i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɛ d̪ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ̃ k a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ɾ ɯ ʒ WORD_BOUNDARY m e t̪ i l̪ˠ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i u ʒ WORD_BOUNDARY ʁ ɯ k ɛ ʁ WORD_BOUNDARY t̪ ẽ p u ʃ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ u WORD_BOUNDARY
+t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY o v ɯ WORD_BOUNDARY k ũ v ɯ ɾ s õi ʃ WORD_BOUNDARY
+
+k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY ʃ t̪ i p u l̪ˠ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ẽ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ ʃ p e z ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u z WORD_BOUNDARY i f ɯ t̪ u a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY k ũ s t̪ ʁ u iu̜ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v e ɾ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+t̪ e ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ au̜ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i t̪ ʁ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ k u oi ʒ WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ɐ̃ k a d̪ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s au̜ WORD_BOUNDARY ɡ ɐ ʃ t̪ o s ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɛ ʒ WORD_BOUNDARY ɔ ɾ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+
+m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k au̜ k u l̪ˠ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k au̜ k u l̪ˠ u z WORD_BOUNDARY i f ɯ t̪ u a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY l̪ˠ i t̪ ʁ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ u p a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY k ũ s t̪ ʁ u iu̜ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY v e p e ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v e ɾ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+p e ɾ s ɯ b e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e t̪ ɐ̃ n̪ ɔ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ au̜ WORD_BOUNDARY u m WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ɐi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ t̪ ĩ ʒ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ i a k WORD_BOUNDARY e v ẽ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ e s ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ ɯ s i k l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+k u m p ɐ ɾ ɐ̃ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ e s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ eu̜ t̪ i l̪ˠ i z ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʃ ɯ ɡ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+k u ʃ t̪ a ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k a ɾ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ au̜ WORD_BOUNDARY u m WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ɐi ʒ WORD_BOUNDARY v i ʃ t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY ĩ v i a v ɛ l̪ˠ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʃ WORD_BOUNDARY f oi WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ z ẽ p e ɲ o WORD_BOUNDARY i n̪ ɛ d̪ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY s i v i l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY k u m ɯ ɾ s i a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY n̪ o v u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY e ʃ s ɯ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z ɯ ʃ t̪ e ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY l̪ˠ e v ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY f oi WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɔ ɾ ɐ ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY o v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+d̪ u p a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY l̪ˠ i t̪ i u WORD_BOUNDARY k ũ t̪ ʁ i b o iu̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u z WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ ɾ ɐ WORD_BOUNDARY p u d̪ ẽ d̪ u WORD_BOUNDARY
+k ũ t̪ ʁ i b u i ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY b ɐ t̪ ɯ l̪ˠ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ɐ t̪ ʁ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ʃ i v i ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ e a WORD_BOUNDARY s ẽ WORD_BOUNDARY d̪ u p a ʁ WORD_BOUNDARY k u m p ʁ u v o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY
+u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ a ʒ WORD_BOUNDARY ɡ ɐ̃ ɲ u z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʃ t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʒ ĩ d̪ u WORD_BOUNDARY l̪ˠ ɐ v a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY s u p u ɾ t̪ o WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+t̪ ɛ ɾ m i k o WORD_BOUNDARY i WORD_BOUNDARY ɐ k ɐ b o WORD_BOUNDARY p e ɾ d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e k u n̪ u m i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY m ai z WORD_BOUNDARY e k u n̪ o m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ̃ m b i ẽ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u ʁ ɛ t̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ ɔ WORD_BOUNDARY
+k u m p ɯ t̪ i t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i v e ɾ s i d̪ a d̪ ɯ WORD_BOUNDARY f e d̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʃ WORD_BOUNDARY
+
+ʁ eu̜ t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i u d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ʒ ɯ ɾ a ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY m u v e ʁ WORD_BOUNDARY o n̪ i b u ʃ WORD_BOUNDARY k a ʁ u z WORD_BOUNDARY i WORD_BOUNDARY e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY
+e k u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY i WORD_BOUNDARY s u ʃ t̪ ẽ t̪ a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY b i u k u m b u ʃ t̪ i v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY p i l̪ˠ ɔ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+f ĩ WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ ɯ k ɛ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ au̜ WORD_BOUNDARY
+
+ɐ t̪ u a ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐi n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u n̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ a ʒ i u ʃ WORD_BOUNDARY k u ʁ i k u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY
+
+ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY i n̪ ɯ v i t̪ a v ɛ l̪ˠ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ɐ v ɐ̃ s u WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z i d̪ u u ʒ WORD_BOUNDARY l̪ˠ ɔ ɡ u WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ i m u ɾ a ʁ WORD_BOUNDARY u z WORD_BOUNDARY ɐ t̪ u ai ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY
+p u d̪ e m u ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e t̪ a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ u s ɛ s u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e f i n̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ i ʃ WORD_BOUNDARY
+ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ ɾ a WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai z WORD_BOUNDARY o WORD_BOUNDARY
+ɐ ɾ t̪ i f i s i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+
+f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s u b t̪ ɯ ʁ ɐ̃ n̪ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ɐ z i d̪ WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɡ a ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p e WORD_BOUNDARY
+k ɯ WORD_BOUNDARY m e ɾ ɛ s ẽ WORD_BOUNDARY ɐ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s eu̜ z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY f ɐ z ẽ WORD_BOUNDARY k o m WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʒ e ɾ ẽ s i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p e WORD_BOUNDARY n̪ e s ɯ s i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ui d̪ a d̪ u z WORD_BOUNDARY ʃ p e s i f i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɔ p ɯ ɾ ɐ s i u n̪ ai ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY ʒ e ɾ ẽ s i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p e WORD_BOUNDARY
+ʁ e z u t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k u ʃ t̪ u ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY
+
+e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ ɐ z i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY ũ ʃ ɔ ɾ ɯ WORD_BOUNDARY o WORD_BOUNDARY n̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY
+e z i ʃ t̪ ɯ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ k u m i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY ɐ k o o z u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z i d̪ u u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k ũ d̪ i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY ɔ f ʃ ɔ ɾ ɯ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY i f ɯ t̪ u a d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY ĩ f ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY
+
+
+b ʁ ɐ z i l̪ˠ WORD_BOUNDARY l̪ˠ ɐi ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i m ɯ z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʃ p ũ s ɐ b i l̪ˠ i z ɐ WORD_BOUNDARY u WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e z i d̪ u u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ũ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɔ b v i u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i b ɛ ɾ ɐ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ p ʁ e z ɐ ʃ WORD_BOUNDARY
+i WORD_BOUNDARY ɔ ɾ ɡ ɐ̃u̜ ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ k ũ d̪ i s i u n̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ɐi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+e v i t̪ a ɾ ẽ WORD_BOUNDARY p u s i v ɐi z WORD_BOUNDARY i m p a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ʁ i m ɯ z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY
+d̪ ɛ s ɐ z WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ WORD_BOUNDARY
+t̪ e ɔ ɡ e WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʒ WORD_BOUNDARY m ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u z ɐ ɾ e m u z WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p ɛ t̪ ʁ u f u t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY
+
+
+t̪ e ɔ ɡ e WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɔ b ɯ d̪ ɯ s e ʁ WORD_BOUNDARY a WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY
+k ũ t̪ ẽ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ b e s ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ s ɐ z WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY a ʁ WORD_BOUNDARY i d̪ ʁ u s i k l̪ˠ o n̪ ɯ ʃ WORD_BOUNDARY
+s e p ɐ ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ ai z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY
+u t̪ i l̪ˠ i z a ʁ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u ʃ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ WORD_BOUNDARY
+l̪ˠ i ɡ a d̪ WORD_BOUNDARY a WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɐ p u l̪ˠ a ʁ WORD_BOUNDARY i d̪ ʁ u f ɔ b i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ k e m a t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+t̪ ẽ s u �� t̪ i v u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i z u ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ m o WORD_BOUNDARY ɐ̃ f i f i l̪ˠ i k u WORD_BOUNDARY
+
+ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ e n̪ ɔ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a z ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY
+
+k l̪ˠ ɐ s i f i k a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY i o n̪ i k u ʃ WORD_BOUNDARY
+k ɐ t̪ i o n̪ i k u z WORD_BOUNDARY ɐ n̪ i o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ f ɔ t̪ ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ i o n̪ i k u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY i u n̪ i z a v ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY
+k ɐ ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY p u z i t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ĩ f ɯ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k u ʒ m ɛ t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ m ɐ s i ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY ɐ s ɐ̃u̜ WORD_BOUNDARY m i k ʁ u b i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY s i t̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY k o ɐ t̪ ɯ ɾ n̪ a ɾ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY l̪ˠ õ ɡ ɐ WORD_BOUNDARY
+
+ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY v a ɾ i u ʒ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY i u n̪ i z a v ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ʁ u d̪ u z ẽ WORD_BOUNDARY i ũ ʃ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+d̪ i f ũ d̪ i d̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɐ b õi ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s u f u n̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY s u f ɐ t̪ a d̪ u ʃ WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ ɐ d̪ i k a l̪ˠ WORD_BOUNDARY a s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ʁ ɐ d̪ i k a l̪ˠ WORD_BOUNDARY b a z i k o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY
+k u m p o ʃ t̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY e z i b ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɐ n̪ i o n̪ i k ɐ ʃ WORD_BOUNDARY k ɐ t̪ i o n̪ i k ɐ ʃ WORD_BOUNDARY
+
+ɐ t̪ u ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ t̪ i o n̪ i k u ʃ WORD_BOUNDARY p e WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i o n̪ i k u ʃ WORD_BOUNDARY p e WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ t̪ u ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ n̪ i o n̪ i k u z WORD_BOUNDARY u z WORD_BOUNDARY e z ẽ p l̪ˠ u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+n̪ ɐ̃u̜ i o n̪ i k u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY k u ʒ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i s u s i ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i ɐ WORD_BOUNDARY
+v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ u p u ʃ WORD_BOUNDARY t̪ i p o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʁ WORD_BOUNDARY ɾ ɔ ɛ ʁ ʁ WORD_BOUNDARY au̜ k u l̪ˠ WORD_BOUNDARY ɾ ɔ ɐ ɡ a WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY ɾ k o ʁ WORD_BOUNDARY o WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ m i n̪ ɐ ʃ WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɐ t̪ i v ɐi ʃ WORD_BOUNDARY k i m i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p o k u WORD_BOUNDARY
+
+k ũ s i d̪ ɯ ɾ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u ɾ n̪ ɐ̃ d̪ u u ʒ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ t̪ i v u z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k u ʒ m ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY
+
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ ʃ WORD_BOUNDARY
+k ũ f ɛ ɾ ẽ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ʁ ɛ v ɯ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY m i s ɯ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY
+m u l̪ˠ ɯ k u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY k u l̪ˠ oi d̪ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY e k i l̪ˠ i b ʁ i u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ o m ɯ ɾ u ʃ WORD_BOUNDARY
+
+t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ̃u̜ s ɯ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ b e s ɐ ʃ WORD_BOUNDARY
+p u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k au̜ d̪ ɐ z WORD_BOUNDARY ɐ p u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY a ʁ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+m i s ɯ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m i s ɯ l̪ˠ a ʁ WORD_BOUNDARY k ʁ i t̪ i k ɐ WORD_BOUNDARY
+o WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ m ẽ t̪ ɯ WORD_BOUNDARY s e ɛ m s e WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ z WORD_BOUNDARY ĩ v ɛ ɾ s ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ z WORD_BOUNDARY i n̪ i s i ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY ɐ ɡ ʁ u p a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ b e s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ t̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɐi u WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY d̪ i l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+k au̜ d̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɐ p u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY m ɐi u WORD_BOUNDARY
+ɐ p u l̪ˠ a ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɔ p ʁ i u WORD_BOUNDARY n̪ o m ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY d̪ i z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m i s ɛ l̪ˠ ɐ z WORD_BOUNDARY ĩ v ɛ ɾ s ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+k ũ t̪ ʁ a ɾ i o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ z WORD_BOUNDARY ɐ p u l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ b e s ɐ ʃ WORD_BOUNDARY
+i d̪ ʁ u f i l̪ˠ i k ɐ ʒ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s ẽ t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY s e ɾ k a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY k au̜ d̪ ɐ ʒ WORD_BOUNDARY i d̪ ʁ u f ɔ b i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+s e ɛ m s e WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɛ m s e WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY i n̪ i s i ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m i s ɯ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m i s ɯ l̪ˠ a ʁ WORD_BOUNDARY k ʁ i t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɔ d̪ u WORD_BOUNDARY
+p ɐ ɾ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f o ɾ s ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɛ m s e WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ a d̪ ɐ WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ɯ ʃ k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k u k i m i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ ʒ ẽ s i ɐ WORD_BOUNDARY
+k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ ʒ m ɔ t̪ i k ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+o t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+d̪ i s u l̪ˠ v i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ m ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɛ s ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ʁ e d̪ u z ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɐ s i a l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u l̪ˠ i p u f i l̪ˠ i k u WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u l̪ˠ i p u f i l̪ˠ i k u WORD_BOUNDARY
+b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+ɐ p l̪ˠ i k ɐ s õi ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ɡ ʁ i f i n̪ WORD_BOUNDARY ɐ WORD_BOUNDARY s e l̪ˠ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY o WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+
+s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v ɐ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY i d̪ ʁ ɔ f i l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u b s t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ s ẽ t̪ u ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ i p ɔ f i l̪�� ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ̃ t̪ i e ʃ p u m ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY k u ʒ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY v ai WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY p u s u ĩ d̪ u WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY k u m ɛ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY i d̪ ʁ ɔ f i l̪ˠ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ s ẽ t̪ u ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u b i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY s i k l̪ˠ i k u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ f i n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY i m p u ɾ e z ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY u WORD_BOUNDARY d̪ i ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s u f e t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY
+u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY n̪ ũ k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ s ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i ʃ p ẽ s a v ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY s u s i ɯ d̪ a d̪ ɯ WORD_BOUNDARY m u d̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY
+m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ i ɐ z WORD_BOUNDARY ɐ t̪ u ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ l̪ˠ a v ʁ ɐ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ ɐ t̪ ĩ WORD_BOUNDARY p ɛ t̪ ʁ ɐ WORD_BOUNDARY p ɛ d̪ ʁ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ ɯ ũ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY
+l̪ˠ i k i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY ĩ f l̪ˠ ɐ m a v ɛ l̪ˠ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY d̪ ẽ s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ ɐi ɾ u WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY k o ʁ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ e ɡ ʁ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ɐ ʃ t̪ ɐ̃ ɲ u k l̪ˠ a ɾ o WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p u ɾ s ẽ t̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʃ WORD_BOUNDARY
+p e k e n̪ ɐ ʃ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY f i z i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ɡ ɐ z o z o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY f i z i k o WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ i k i d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+ɐ ɾ m ɐ z ɯ n̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m i ɡ ʁ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o i f ɯ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY f i k ɐ WORD_BOUNDARY ɐ p ʁ i z i u n̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY u WORD_BOUNDARY s e d̪ i m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY
+m i n̪ ɯ ɾ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ʒ i l̪ˠ ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY o WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ĩ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃u̜ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k o a ɾ t̪ z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ k a ɾ i u ʒ WORD_BOUNDARY d̪ u l̪ˠ u m i t̪ i k u ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ĩ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f ʁ ɐ t̪ u ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+p e l̪ˠ o WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY m i n̪ ɯ ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ t̪ ʁ i t̪ u z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+k ũ d̪ i s õi ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ ɐ m a d̪ u WORD_BOUNDARY
+
+ɔ ɾ i ʒ ẽ WORD_BOUNDARY f ɔ s i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e n̪ u v a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY b ʁ u t̪ ɐ WORD_BOUNDARY p u s ui WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k u ʒ ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʃ WORD_BOUNDARY
+l̪ˠ ɛ v ɯ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʃ WORD_BOUNDARY p e z a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k ʁ u WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ũ d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ʁ ɐ s õi ʒ WORD_BOUNDARY l̪ˠ ɛ v ɯ z WORD_BOUNDARY o WORD_BOUNDARY p e z a d̪ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k u ʒ u ʃ WORD_BOUNDARY
+m e k ɐ n̪ i ʒ m u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p o k o WORD_BOUNDARY i f i s i ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY ʁ ɯ t̪ ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY e z au̜ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY k ɐ̃ d̪ i d̪ a t̪ u ʃ WORD_BOUNDARY
+au̜ WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY t̪ ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ i ʁ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY i n̪ u ɾ ɡ ɐ̃ n̪ i k u z WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+k o m u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY
+ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɐ f ɯ t̪ a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k i m i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ m ɐ z e n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ e t̪ i ɾ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ĩ s t̪ ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+
+
+
+e s t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɔ b t̪ ẽ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s u b p ʁ u d̪ u t̪ o WORD_BOUNDARY ĩ d̪ ɯ z ɯ ʒ a v ɛ l̪ˠ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY n̪ o m ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY
+k o ɐ̃ d̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d�� ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s u b t̪ ɯ ʁ ɐ̃ n̪ i ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ ʒ WORD_BOUNDARY ʒ ũ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY e z ɯ k u t̪ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k ũ t̪ ɐ m i n̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ e f i n̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ʃ t̪ a ʒ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɡ o ɐ z WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ ʃ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ ɐ WORD_BOUNDARY
+s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v i d̪ ɐ WORD_BOUNDARY p ʁ u d̪ u t̪ i v ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɛ WORD_BOUNDARY p e ɾ m i t̪ i d̪ o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ m i a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f l̪ˠ ui d̪ u ʃ WORD_BOUNDARY s u b t̪ ɯ ʁ ɐ̃ n̪ i u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY ɡ a z WORD_BOUNDARY i WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY k ɐ p t̪ u ɾ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ɐ v ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ u ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY m i ɡ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ɾ ɐ̃u̜ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+f i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɐ b s u ɾ v e ɾ ɐ̃u̜ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ i t̪ i v u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ ui d̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+s e p ɐ ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ m a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p e z a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f i k ɐ WORD_BOUNDARY u z u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ a z WORD_BOUNDARY ɛ WORD_BOUNDARY u z u a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY au̜ s i l̪ˠ i a ʁ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ o s ɯ WORD_BOUNDARY s a l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY f o ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e z ɯ ɾ v ɐ t̪ ɔ ɾ i o WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɡ ɐ ɾ ɐ̃ t̪ i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k o ʁ ɐ WORD_BOUNDARY ẽ t̪ u p i m ẽ t̪ u WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY d̪ i f i k u t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ĩ ʒ ɯ t̪ a d̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʒ WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɔ p ɯ ɾ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ ʒ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY e m u s õi ʃ WORD_BOUNDARY k u ʁ u z ɐ̃u̜ WORD_BOUNDARY ĩ k ʁ u ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+k ʁ e s i m ẽ t̪ u WORD_BOUNDARY m i k ʁ u b i ɐ̃ n̪ u WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ʃ p ẽ s ɐ̃u̜ WORD_BOUNDARY ʃ p u m ɐ z WORD_BOUNDARY i WORD_BOUNDARY s u ʒ ɐi ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e k i p ɐ m ẽ t̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY
+
+b i u s i d̪ ɐ ʃ WORD_BOUNDARY k u ɐ ɡ u l̪ˠ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f l̪ˠ u k u l̪ˠ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s u ɾ f ɐ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k e b ʁ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p u m ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ e z e ʒ ɐ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY ʁ e m u v i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s i t̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʃ k a ɾ t̪ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ʁ eu̜ z u WORD_BOUNDARY d̪ ɛ s ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY f ɐi t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u ʃ WORD_BOUNDARY
+ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s o b WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ ʒ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k u ʃ WORD_BOUNDARY s u l̪ˠ u v ɐi ʃ WORD_BOUNDARY
+d̪ ɯ z ĩ f ɛ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ t̪ ɛ ɾ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ ɐ ʒ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY ɛ s ɛ s WORD_BOUNDARY t̪ u ɾ b i d̪ e z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɐi ɐ WORD_BOUNDARY
+
+d̪ ɯ s ɐ l̪ˠ i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ i s u l̪ˠ v i d̪ u ʃ WORD_BOUNDARY s u f a t̪ u ʒ WORD_BOUNDARY n̪ i t̪ ʁ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ĩ k ʁ u ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b ʁ ɐ̃ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɾ e z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e ʃ s ɛ s u WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY m ʁ õ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY ɛ ʁ ʁ ɐ ɛ s WORD_BOUNDARY
+n̪ e s ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY k a z o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY k au̜ s i o WORD_BOUNDARY o WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ eu̜ z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+s i t̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY f i z i k u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY i WORD_BOUNDARY b i u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY
+
+
+p u ʁ WORD_BOUNDARY d̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY ɛ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ k u m p ɐ̃ ɲ ɐ m ẽ t̪ u WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY au̜ m ẽ t̪ o WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ a z WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u b i ʁ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY u z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s õi ʃ WORD_BOUNDARY
+b i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i z i k u k i m i k ɐ z WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ s t̪ ʁ u m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ o m ɯ t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p a ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ d̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ i d̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ʁ ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY
+n̪ i ɲ ũ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ ɐ̃ z m i t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ u ʃ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ u ʒ WORD_BOUNDARY b ʁ ɐ̃ k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ s i d̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɐi ʃ ɐ̃ d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ i ʁ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY n̪ ɔ s u z WORD_BOUNDARY ɔ ʎ u z WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY ɐ b s u ɾ v i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY m e d̪ ĩ d̪ u s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ u z WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ ai u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY l̪ˠ u ʒ WORD_BOUNDARY m u n̪ u k ʁ u m a t̪ i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɯ s a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s ɯ ɾ a WORD_BOUNDARY ɐ b s u ɾ v i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ ɐ m ɐ̃ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ ɐ̃ s i ɐ WORD_BOUNDARY t̪ e WORD_BOUNDARY a WORD_BOUNDARY
+ʁ ɐ z ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z m i t̪ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ u ʃ WORD_BOUNDARY
+
+
+l̪ˠ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k u z WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+k o ɐ̃ t̪ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY f ɔ t̪ ũ WORD_BOUNDARY u WORD_BOUNDARY k ũ s ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f ɔ t̪ ũ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k l̪ˠ a ɾ u WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v e l̪ˠ u WORD_BOUNDARY m ɐ t̪ ɯ m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɐ z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY ũ WORD_BOUNDARY k o ɐ̃ t̪ ũ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɛ f WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY l̪ˠ u m i n̪ ɔ z ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY f ɔ t̪ ũ WORD_BOUNDARY ɐ ɡ ɐ ɛ f WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u ʃ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ɡ ɐ ɛ f WORD_BOUNDARY u WORD_BOUNDARY ʃ p ɛ t̪ ʁ o WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ u z WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ɔ t̪ ũ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u ʒ WORD_BOUNDARY v i z i v ɛ l̪ˠ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ɯ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY
+
+d̪ i ʃ t̪ ʁ i b u ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m i n̪ i m i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ k u p ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ b i t̪ ai ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY e n̪ ɯ ɾ ʒ ɛ t̪ i k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ʁ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a d̪ ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ ũ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ a d̪ o WORD_BOUNDARY e ʃ s i t̪ a d̪ u WORD_BOUNDARY t̪ ẽ d̪ ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY v u l̪ˠ t̪ a ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ m i ɲ u WORD_BOUNDARY t̪ u ɾ t̪ o o z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ ũ WORD_BOUNDARY
+p a s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY m e t̪ ɐ ɯ ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY e m i t̪ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY i s o WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+ʃ t̪ a d̪ u WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY e m i t̪ ĩ d̪ u WORD_BOUNDARY l̪ˠ u z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i e ʁ WORD_BOUNDARY k u l̪ˠ ɔ k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i e ʁ WORD_BOUNDARY
+
+
+m ɔ l̪ˠ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i t̪ ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b i e ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ i l̪ˠ u i d̪ ɐ ʃ WORD_BOUNDARY
+s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi z WORD_BOUNDARY a l̪ˠ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+i ũ ʒ WORD_BOUNDARY o WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY ɐ b s u ɾ v ẽ t̪ ɯ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY au̜ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ WORD_BOUNDARY
+ɐ f ɛ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY v i z i ɲ ɐ ʃ WORD_BOUNDARY
+ɛ s ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY i s u WORD_BOUNDARY
+ɔ k ɔ ʁ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ i l̪ˠ u i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ v ẽ t̪ ɯ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY
+
+
+ʁ i ɐ l̪ˠ i z o WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY s ẽ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s o WORD_BOUNDARY o WORD_BOUNDARY u m ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɔ l̪ˠ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o k u WORD_BOUNDARY s ɔ ʒ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʒ i ɾ ɐ s ɔ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɡ u ɾ d̪ u ɾ ɐ WORD_BOUNDARY ɐ n̪ i m a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k o k u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY p ʁ e s i p i t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ ʁ i ʎ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY
+a WORD_BOUNDARY k u ʁ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e s t̪ ʁ ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY
+p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʃ t̪ e k i u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY e s t̪ ʁ ɐ t̪ ��̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ n̪ i o n̪ i k o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY k au̜ s i o WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ z i u WORD_BOUNDARY s i l̪ˠ v ɐ WORD_BOUNDARY
+
+t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u z WORD_BOUNDARY ẽ s ai u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʃ k a l̪ˠ ɐ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ u ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY f u t̪ u d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ ʃ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY i n̪ i s i ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY b ʁ u t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY n̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʃ WORD_BOUNDARY ʃ i l̪ˠ e n̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+ʒ a WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u t̪ u d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u ʃ WORD_BOUNDARY
+ẽ s ai u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u t̪ u d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɔ ɡ e WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY m ɐ̃ ɡ ɐi ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ e d̪ ɯ z WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY
+l̪ˠ ɐ̃ m p ɐ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ ʁ a ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+t̪ e ɔ s e WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u t̪ u d̪ ɯ ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ z WORD_BOUNDARY ɔ l̪ˠ i ɔ z u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY
+d̪ i ʃ p ɛ ɾ s o WORD_BOUNDARY i WORD_BOUNDARY e m u s i u n̪ a d̪ u WORD_BOUNDARY m ɐ ʃ k ɐ ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY f e n̪ o m ɯ n̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+k ũ t̪ ʁ i b u i ɾ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i f l̪ˠ u ẽ t̪ ɯ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+p ʁ e p ɐ ɾ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY p e ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k u ɐ ɡ u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɐ ʃ k a ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v o s ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɛ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ z WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɛ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɔ s e WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ i l̪ˠ e n̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u l̪ˠ u ẽ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ p ʁ u p ʁ i a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʃ t̪ u d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ ai ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ ai ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s i n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY
+ɔ ɾ d̪ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɛ ʁ ʁ p e ɛ m WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e s t̪ ʁ ɐ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o k u WORD_BOUNDARY
+
+
+k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e k i p ɐ m ẽ t̪ o WORD_BOUNDARY i s e p e WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɐ k o ɔ z ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e ɔ ɡ e WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u p l̪ˠ i k a t̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+f a z ɯ z WORD_BOUNDARY ɐ k o ɔ z ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ p ɐ ɾ e ʎ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ e m u v e ʁ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY
+p e z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k a d̪ m i u WORD_BOUNDARY ʃ ũ m b o WORD_BOUNDARY i WORD_BOUNDARY n̪ i k ɯ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ e z i d̪ u ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY m d̪ i f WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u l̪ˠ v ẽ t̪ ɯ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY
+
+p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m b i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY s e ɡ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐi u WORD_BOUNDARY p u ɾ o z u WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ u ʃ WORD_BOUNDARY k ũ k l̪ˠ o iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY s e ɡ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ p l̪ˠ i k a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f i l̪ˠ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ p oi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY k ũ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY t̪ e m u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ u z WORD_BOUNDARY au̜ m ẽ t̪ ɐ̃ m u z WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k u l̪ˠ u n̪ ɐ WORD_BOUNDARY u z ɐ̃ d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ ɾ i ʒ ẽ WORD_BOUNDARY v e ʒ ɯ t̪ a l̪ˠ WORD_BOUNDARY e l̪ˠ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+m ai ʒ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY f oi WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b i u d̪ ɯ ɡ ʁ ɐ d̪ a v ɐi z WORD_BOUNDARY i WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o ɐ WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+p ʁ ĩ s i p ai ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY p e a WORD_BOUNDARY
+
+
+
+
+
+
+ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY k u l̪ˠ u k a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ��u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY k o a ɾ t̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY k u l̪ˠ u k a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY k ĩ t̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ĩ k u WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY k u l̪ˠ u k a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o a ɾ t̪ u WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ i s i u n̪ a ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ m ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ ɐ ʃ WORD_BOUNDARY t̪ i t̪ u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+ʁ e s i p i ẽ t̪ ɯ WORD_BOUNDARY p ɯ z o s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY b i n̪ a ɾ i ɐ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ẽ WORD_BOUNDARY p e ɾ s ẽ t̪ u ai ʃ WORD_BOUNDARY
+
+
+
+
+ʒ ɛ l̪ˠ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɐ d̪ i s i u n̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+l̪ˠ i p u f i l̪ˠ i k u WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p u d̪ e m u ʒ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k a ʁ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY n̪ u n̪ i l̪ˠ f ɯ n̪ ɔ l̪ˠ WORD_BOUNDARY e t̪ u k s i l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u ʒ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ e z ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k i m i k u z WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY v i ɡ u ɾ ɔ z ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY f l̪ˠ u t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY
+
+i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY t̪ ɔ ɡ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ WORD_BOUNDARY d̪ i v i d̪ ɯ s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s ĩ k o WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ z WORD_BOUNDARY i ɡ o ai ʃ WORD_BOUNDARY
+i WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY ɐ d̪ i s i o n̪ ɐ s ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY t̪ ɔ ɡ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɛ t̪ u d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+f a z ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ o m ɯ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY u v e v i z i v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY f i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u s õi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+a l̪ˠ k ɐ̃ s a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʃ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY p ʁ ɛ d̪ ɯ f i n̪ i d̪ ɐ ʃ WORD_BOUNDARY p l̪ˠ u t̪ o s ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY v ɯ ɾ s u ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+
+l̪ˠ i n̪ i a ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ ẽ d̪ u s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i n̪ i ɐ ɾ i z a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i u z WORD_BOUNDARY i n̪ i s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u iu̜ s ɯ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY t̪ ʁ i ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY p u ɾ o WORD_BOUNDARY ɔ k u p ɐ WORD_BOUNDARY ũ WORD_BOUNDARY v ɛ ɾ t̪ i s ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ i ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY
+s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ n̪ ɐi ɾ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m ũ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY m i k ʁ u e m u s i u n̪ a d̪ u ʃ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u p u ɾ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ ɐ s ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY
+m i k ʁ u e m u s ɐ̃u̜ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʒ ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u ʃ WORD_BOUNDARY
+
+p u s i b i l̪ˠ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i u ʃ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s ẽ d̪ u WORD_BOUNDARY
+k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɔ l̪ˠ i ɔ z ɐ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ k o ɔ z ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i ɐ ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY t̪ e ɾ n̪ a ɾ i u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+v ɐ ɾ i ɐ̃ d̪ u s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i k ʁ u e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ ɯ z ɐ p ɐ ɾ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ɐ l̪ˠ ɐ̃ s o WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k u l̪ˠ i p u f i l̪ˠ i k u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ʃ k e ɾ d̪ u WORD_BOUNDARY ʁ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p õ t̪ u z WORD_BOUNDARY ʃ k u ʎ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY u z ɐ̃ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY
+e s t̪ ʁ ɐ t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ a ʃ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɔ l̪ˠ i u WORD_BOUNDARY d̪ i ɯ z ɛ l̪ˠ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ o s ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ i s u l̪ˠ v eu̜ s WORD_BOUNDARY i m p ɯ d̪ ĩ d̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ ɐi t̪ u ɾ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY i s o WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY
+l̪ˠ i p u f i l̪ˠ i k ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY i WORD_BOUNDARY k o m o WORD_BOUNDARY a WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i s ɔ l̪ˠ v ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u z WORD_BOUNDARY u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ẽ WORD_BOUNDARY f oi WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʃ p ɛ t̪ ʁ o m ɯ t̪ ʁ o WORD_BOUNDARY u v e v e i ɛ s WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY b e ɐ ɡ ɐ ɛ l̪ˠ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY u t̪ ʁ ɐ̃ n̪ ɛ k s WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u l̪ˠ u b i l̪ˠ i z a ɾ ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY p e ɾ s ɯ b eu̜ s ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ k ʁ ɛ s i m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ɐ b s u ɾ b ɐ̃ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ũ WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY
+f i k ɐ̃ d̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i o WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʃ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY i s u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i o WORD_BOUNDARY e s t̪ ʁ ɐ i ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ s ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY k ũ s ɛ ɡ ɯ WORD_BOUNDARY ɐ ʁ ɐ ʃ t̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY
+
+k l̪ˠ ɐ ɾ e z ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v o WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY p e ɾ s ẽ t̪ u a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY k ũ k l̪ˠ u i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ i ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u m p ɔ ɾ t̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY b õ WORD_BOUNDARY
+e s t̪ ʁ ɐ t̪ o ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ i v ɛ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s õi ʃ WORD_BOUNDARY
+
+i n̪ ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ l̪ˠ i u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e m u s ɐ̃u̜ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ s u ɐ t̪ i v u WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY k l̪ˠ u ɾ u f ɔ ɾ m i u WORD_BOUNDARY
+s u m a ɾ i o WORD_BOUNDARY ɐ ɡ ʁ ɐ d̪ ɯ s i m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e z u m u WORD_BOUNDARY l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ b ʁ ɯ v i ɐ t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s i m b u l̪ˠ u ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ʁ ɯ s u n̪ ɐ̃ s i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u k l̪ˠ i a ʁ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f u ɾ i ɛ ʁ WORD_BOUNDARY f t̪ i ʁ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ʃ i ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ i ʃ k u s õi ʒ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ i ɛ ʁ WORD_BOUNDARY
+f t̪ i ʁ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ p ɐ b e ɛ ʁ ʁ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɛ ʁ ʁ ɛ m ɛ n̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɐ i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+
+ɐ̃ m b i ẽ t̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY m ũ d̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s e v ɛ ɾ ɐ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e m i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p ɔ s t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k au̜ z ɐ̃u̜ WORD_BOUNDARY d̪ ɐ̃ n̪ u z WORD_BOUNDARY a WORD_BOUNDARY s ɐ u d̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p u l̪ˠ ui s ɐ̃u̜ WORD_BOUNDARY
+ɐ t̪ m u ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi ʃ WORD_BOUNDARY f ɔ s ɐi ʃ WORD_BOUNDARY s u b ɾ ɯ t̪ u d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k ẽ ɐ WORD_BOUNDARY ĩ k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ ɾ i v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ v ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʃ WORD_BOUNDARY
+n̪ ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʃ WORD_BOUNDARY f ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY e m i t̪ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY m u t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u d̪ u t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m b u ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY p e ɾ m i t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k u m b u ʃ t̪ i v ɐi z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ɾ s i n̪ u ʒ e n̪ i k u z WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a ʁ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʃ WORD_BOUNDARY
+p ʁ u p õi s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s e ʒ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ ɐ t̪ i v ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ ɔ b ʁ ɯ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s e m ɯ ʎ ɐ̃ s ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u ʃ t̪ o WORD_BOUNDARY i WORD_BOUNDARY s ẽ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ v ɯ n̪ e n̪ ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ẽ ʃ o f ʁ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY
+n̪ ɔ b ʁ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɐ t̪ i v ɐ WORD_BOUNDARY s u p u ɾ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m a s i k ɐ WORD_BOUNDARY s u ɾ p ʁ i ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ẽ WORD_BOUNDARY
+p o k u z WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k o ai ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY
+s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z u WORD_BOUNDARY k o m u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY
+ɐ t̪ i v ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY p ɔ ɾ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ s i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+
+k u m p ẽ s ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY
+s e l̪ˠ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ʃ t̪ u d̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ s i d̪ e ʃ WORD_BOUNDARY p ʁ u t̪ o n̪ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ f ɛ t̪ ɐ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY
+
+z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY u WORD_BOUNDARY f ɔ k u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u z WORD_BOUNDARY ɐ ɾ u m a t̪ i k u z WORD_BOUNDARY u z ɐ̃ d̪ o WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ k ʁ ɯ d̪ i t̪ ɐ̃ m u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY i d̪ ʁ u ʒ ɯ n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+f ũ s ɐ̃u̜ WORD_BOUNDARY a s i d̪ ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u m i s o ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ẽ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY i d̪ ʁ u k ʁ ɐ k ɯ ɐ m ẽ t̪ u WORD_BOUNDARY
+i d̪ ʁ oi z u m ɯ ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u d̪ ɯ z ɐ ɾ u m ɐ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɾ u m a t̪ i k u ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ u p u z WORD_BOUNDARY i v e b e WORD_BOUNDARY v e i b e WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY k i m i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY f i z i k ɐ z WORD_BOUNDARY u n̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m b i n̪ ɐ̃u̜ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k l̪ˠ a s ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k u v ɐ l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+k ʁ i ʃ t̪ ai z WORD_BOUNDARY i o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ ʒ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ e m ɐ WORD_BOUNDARY d̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+s ɔ l̪ˠ i d̪ u ʃ WORD_BOUNDARY k u v ɐ l̪ˠ ẽ t̪ ɯ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u z ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY
+s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ai z WORD_BOUNDARY i o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ o n̪ i k ɐ ʃ WORD_BOUNDARY s i m i l̪ˠ a ɾ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+
+t̪ ẽ p u WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ i k ɐ WORD_BOUNDARY s u s ɯ t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ u ɾ i f i k ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k o m u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɔ b ʒ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ũi t̪ ɐ z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ e s ɯ z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ s p i ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+p i u n̪ ɐi ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ e v i WORD_BOUNDARY i WORD_BOUNDARY b u d̪ a ɾ t̪ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɯ ɾ i ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ũ ɡ s t̪ e n̪ i u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a v ɐ̃u̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ i n̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY v a ɾ i ɐ ʒ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ ʃ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ ɐ s õi ʃ WORD_BOUNDARY s u b s ɯ k o ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY b õ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a v ɐ̃u̜ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ ɔ b ʁ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY ʃ t̪ u d̪ u z WORD_BOUNDARY ĩ d̪ i k a ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s õi z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ̃ d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s u p ɛ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY n̪ ɔ b ʁ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ũ v ẽ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY u z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY v a ɾ i u z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ e v a s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+m ai z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY f ɔ ɾ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY u z u ai ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s i l̪ˠ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY ɔ b ʁ i ɡ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɯ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ v ɐ̃ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY
+
+p ʁ ĩ s i p i o WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ p u ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɔ s t̪ u ʒ WORD_BOUNDARY m e t̪ a l̪ˠ i k u ʒ WORD_BOUNDARY v u l̪ˠ a t̪ ɐi z WORD_BOUNDARY u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+ʁ e s i p i ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY
+
+p u d̪ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ l̪ˠ ɛ t̪ u ʒ WORD_BOUNDARY m e t̪ a l̪ˠ i k u z WORD_BOUNDARY o WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ ɐ ʒ WORD_BOUNDARY m e t̪ a l̪ˠ i k ɐ ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY v e ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ o WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY u z a d̪ ɐ z WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ ʒ WORD_BOUNDARY ʁ e d̪ u t̪ o ɾ ɐ ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY k u m p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY m e t̪ a l̪ˠ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ m a d̪ ɐ WORD_BOUNDARY t̪ p ʁ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ ɡ l̪ˠ e ʃ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɯ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m m e d̪ WORD_BOUNDARY ʁ i ɐ t̪ i õ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ v ɐ̃ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY f oi WORD_BOUNDARY
+
+
+au̜ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY l̪ˠ i n̪ i ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY ɡ a z ɯ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY m u n̪ i t̪ u ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY
+
+
+d̪ u WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s o b WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ ɐ̃ n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+n̪ ɔ v ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s eu̜ ʃ WORD_BOUNDARY s i t̪ i u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ẽ t̪ ẽ d̪ e ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɛ t̪ ʁ ũ ʒ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+d̪ i ʃ t̪ ʁ i b u i d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY n̪ ɐ̃u̜ m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ s ɐi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+k a ɾ ɡ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɐ̃u̜ m ɯ t̪ a l̪ˠ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u ʃ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u z a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY i WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY p u l̪ˠ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɯ o i ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY p õ t̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i t̪ i o WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m u l̪ˠ ɛ k u l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɔ f ʁ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i t̪ i u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p o ɾ k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s ɔ f ʁ ẽ WORD_BOUNDARY b l̪ˠ u k ɐi u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+
+
+d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY s u p u ɾ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+
+
+
+
+
+m ɛ t̪ u d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ k u ɾ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ ai z WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY s u l̪ˠ u v ɛ l̪ˠ WORD_BOUNDARY t̪ u d̪ ɐ v i ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ n̪ i o n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s u f ʁ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+i m p ɛ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY b a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY i m p ʁ ɯ ɡ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY s ai ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY f i k ɐ ɾ a WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY
+p oi ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u z WORD_BOUNDARY ɐ̃ n̪ i ũ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY
+n̪ u ʃ WORD_BOUNDARY k o ai z WORD_BOUNDARY u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p o k u WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s o WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+k ɐ v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY i m p ʁ ɯ ɡ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY e p t̪ ɐ m u l̪ˠ i b d̪ a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i o WORD_BOUNDARY ɐ ɡ ɐ ɛ m a WORD_BOUNDARY i WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY v u l̪ˠ a t̪ i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY p u s ui WORD_BOUNDARY m u b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ f i ɾ m ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɡ ɐ ɛ m a WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ k u m p õi WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɔ k s i d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i f ũ d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY p ɯ n̪ ɛ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʃ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s ɔ d̪ i k ɐ WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY v e ɾ i f i k a ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k u ʁ e s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k ɐ n̪ ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ʁ i ʒ i d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY ɛ n̪ʲ ɛ m WORD_BOUNDARY p u ʁ WORD_BOUNDARY i s o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e s ɯ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY p o k u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+a WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɔ z i n̪ WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ k a ʁ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p o ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m e k ɐ n̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+u m ɐ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ d̪ i s õi ʃ WORD_BOUNDARY s u a v ɯ z WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY p ɛ ɾ d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ ɐ ʃ WORD_BOUNDARY f i k ɐ̃ d̪ u WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+p e ɾ d̪ i d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY ʁ e z i d̪ u a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY k ũ k l̪ˠ u i ɾ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+s ɔ d̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u t̪ o n̪ i k ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i m ɯ ɾ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+d̪ WORD_BOUNDARY i o ɐ z a o ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY s ɔ d̪ i k ɐ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ u t̪ o n̪ i k ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY m u n̪ u m ɛ ɾ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+s u b k ɐ ɾ b u n̪ i l̪ˠ i k ɐ WORD_BOUNDARY m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY ʃ i ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ɔ t̪ ũ z WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY ʃ t̪ u d̪ a ɾ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e p a ɾ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s e l̪ˠ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u ʃ WORD_BOUNDARY
+s u p u ɾ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+p ʁ e k u ɾ s o ɾ ɯ ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ i k u ʒ WORD_BOUNDARY d̪ ɯ k u m p ɔ s t̪ u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY ʁ e d̪ u t̪ o ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+
+ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ e k u ɾ s o ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY m e t̪ ɐ̃ n̪ u WORD_BOUNDARY f u ɾ n̪ ɯ s eu̜ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY
+
+t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY f ɐ v u ɾ ɛ s ẽ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɔ t̪ ũ ʒ WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY
+
+p ʁ e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY i m p ʁ ɯ ɡ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d�� o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY
+f u ɾ m a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ z WORD_BOUNDARY ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u s u ẽ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY s ɔ f ʁ ẽ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ z ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b ẽ z e n̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+a s i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ k u ɾ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ẽ s ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY s ɔ d̪ i o WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ u z i l̪ˠ i k a t̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+t̪ ʁ i d̪ i m ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u ɾ u z i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY k u m p ɐ ɾ a v ɐi z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m u l̪ˠ ɛ k u l̪ˠ ɐ z WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e n̪ ɐi ɾ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɯ k u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+ɐ b ɯ ɾ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ u m ɛ f b e WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+
+m i k ʁ u p u ɾ ɔ z ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k a ɾ ɡ ɐ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ z WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u b s t̪ i t̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɔ l̪ˠ i d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ẽ s a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k a t̪ i ũ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ̃ t̪ e ɲ ɐ WORD_BOUNDARY n̪ e u t̪ ʁ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ẽ s ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+k a t̪ i ũ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY i o n̪ i k ɐ WORD_BOUNDARY
+d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʁ ɐ̃ ʒ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ u z WORD_BOUNDARY ɔ b t̪ ẽ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v ɐ ɾ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s ẽ d̪ u s ɯ WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ẽ t̪ e n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ẽ b ɔ ɾ ɐ WORD_BOUNDARY s ɔ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a WORD_BOUNDARY
+
+t̪ e ɲ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i a l̪ˠ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+k o m o WORD_BOUNDARY ɐ d̪ s u ɾ v ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u ɾ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ a z ɯ z WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ʁ u k ɐ d̪ o ɾ ɯ z WORD_BOUNDARY i o n̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ t̪ a l̪ˠ i z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p e k u l̪ˠ i a ɾ ɯ ʒ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+ʃ p e s i f i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i i WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY
+n̪ ũ WORD_BOUNDARY ɐ̃ m p l̪ˠ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY i d̪ ʁ u f ɔ b i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY i d̪ ʁ u f i l̪ˠ i k ɐ z WORD_BOUNDARY i i i WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY ɐ t̪ i v u ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY
+f o ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ ɐ WORD_BOUNDARY
+i v WORD_BOUNDARY t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k u m p ɐ t̪ i v ɐi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m ɐ t̪ ɛ ɾ i ɐ ʃ p ʁ i m ɐ z WORD_BOUNDARY u z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY v e WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ n̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ ʃ WORD_BOUNDARY
+k ũ f ɛ ɾ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e l̪ˠ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s e l̪ˠ ɯ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ i ɐ ʒ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY
+p ʁ i m a ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ u p u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+n̪ ũ m ɯ ɾ u WORD_BOUNDARY f i n̪ i t̪ u WORD_BOUNDARY ʃ p e s i f i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m b i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ u ʃ WORD_BOUNDARY ʃ ɐ m a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+t̪ u p u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY ʃ ɐ m a d̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY
+t̪ e ɾ s i a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʁ ɐ̃ ʒ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɛ s b e u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p a s o WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ u WORD_BOUNDARY t̪ ʁ ũ k a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY m ẽ b ʁ u ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ u WORD_BOUNDARY t̪ ʁ ũ k a d̪ o WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i z a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY
+
+t̪ e t̪ ʁ ɐ ɛ d̪ ʁ u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ u WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY p ʁ i ʒ m ɐ ʒ WORD_BOUNDARY e z ɐ ɡ u n̪ ai ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s u d̪ ɐ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY oi t̪ u WORD_BOUNDARY
+
+l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p u d̪ ẽ d̪ u s ɯ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ u m ɛ f b e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ u m ɛ f b e WORD_BOUNDARY a WORD_BOUNDARY
+
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY z i u l̪ˠ i t̪ i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY
+s ĩ t̪ ɯ z ɯ WORD_BOUNDARY o WORD_BOUNDARY p ɔ d̪ ẽ s ɯ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u ʃ WORD_BOUNDARY
+p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ ʁ ɐ̃ k a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY
+f i k a ʁ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY ɛ n̪ʲ ɛ f a WORD_BOUNDARY n̪ ũ f ʁ ɐ m ɯ o o ɾ k WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e m u v i d̪ ɐ WORD_BOUNDARY m e d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY
+l̪ˠ ɐ v a ʒ ẽ WORD_BOUNDARY a s i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f ɐi t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i ɲ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f ɐi t̪ u WORD_BOUNDARY m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ t̪ ʁ u i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s e v ɛ ɾ u ʃ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɐ̃ n̪ u z WORD_BOUNDARY a WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+ɔ ɾ ɡ ɐ n̪ i z a d̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY p ɔ ɾ u ʃ WORD_BOUNDARY s e k ũ d̪ a ɾ i u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z u p ɔ ɾ u ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY m u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+
+
+s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ o WORD_BOUNDARY ɐ d̪ u t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY
+i o n̪ i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ s WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p ɐ s e ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY ɡ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p ɐ s e ɛ l̪ˠ WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u t̪ a s i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɡ u ɾ ɐ̃ s ɐ WORD_BOUNDARY e v ẽ t̪ u ai z WORD_BOUNDARY e ʁ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY
+e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY i m p u ɾ e z ɐ z WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ f ɐi t̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+au̜ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ʁ ɔ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY d̪ o b ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY
+
+
+t̪ ʁ ɔ k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY ɡ e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ p ɐ s e ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐi ʃ a d̪ ɐ WORD_BOUNDARY s o b WORD_BOUNDARY
+ɐ ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɔ ɾ ɐ z WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ʃ p ẽ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY f i l̪ˠ t̪ ʁ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ e s i p i t̪ a d̪ u WORD_BOUNDARY l̪ˠ ɐ v a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY d̪ ɐi u n̪ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY ʁ e m u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k l̪ˠ u ɾ e t̪ u WORD_BOUNDARY
+
+
+
+p ʁ e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p e z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+
+
+d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY
+k o m u WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY
+m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ k u ɾ p u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY v ɐ p o ʁ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+s i m p l̪ˠ i s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ p ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɐ ɾ ɯ ʎ a ʒ ẽ WORD_BOUNDARY i WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s u p u ɾ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY au̜ t̪ o ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ u t̪ u ɾ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ ɛ t̪ ʁ ɐ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a ɡ o ɐ WORD_BOUNDARY p oi ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ɐ k ɐ ʁ ɯ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ʁ ɔ l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+p ʁ ɔ p ʁ i u WORD_BOUNDARY f ʁ a ʃ k o WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY f ʁ a ʃ k o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY
+
+f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e k a ʒ ẽ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s o b WORD_BOUNDARY v a k u WORD_BOUNDARY o WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY f ʁ a ʃ k u WORD_BOUNDARY f ɯ ʃ a d̪ u WORD_BOUNDARY
+ʒ a WORD_BOUNDARY a WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY s ɛ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY p ʁ ɛ t̪ ʁ ɐ t̪ a d̪ ɐ WORD_BOUNDARY
+
+k ũ ʒ ũ t̪ o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY l̪ˠ e v a d̪ u WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k u n̪ ɛ t̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY u WORD_BOUNDARY v a k u WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY k u n̪ ɛ t̪ a d̪ ɐ WORD_BOUNDARY
+
+
+
+u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY f i k ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ɔ k s i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ̃ t̪ ẽ WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+k ɐ ɾ b u n̪ i l̪ˠ ɐ ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k s i ʒ e n̪ i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ f ɛ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ʁ e k u ɾ s o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ɾ m ɐ z ɯ n̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY s ɛ k ɐ WORD_BOUNDARY i WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ u WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY m ɐ n̪ i p u l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɯ i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k i m i k ɐ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+ɐ t̪ o m i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+d̪ ɯ s ɯ k ɐ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY p e z a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p e z a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u p l̪ˠ i k a t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+b ɐ̃ ɲ u m ɐ ɾ i ɐ WORD_BOUNDARY ɛ m WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ɛ ʃ ɯ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ k ɯ s i d̪ u ʃ WORD_BOUNDARY
+
+
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b s u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ o m i k ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY p ɯ ɾ k i n̪ WORD_BOUNDARY ɯ l̪ˠ m e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i ʃ t̪ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʒ i u t̪ ɛ k n̪ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ p ɯ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+u m i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p e z a ʒ ẽ ʃ WORD_BOUNDARY
+ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ɐ d̪ s ɔ ɾ v ẽ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a ɡ o ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m i n̪ i m i z a ʁ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY e ʁ u ʃ WORD_BOUNDARY
+
+d̪ ɐi ʃ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ s ɯ k ɐ d̪ o ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ e v a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s o b WORD_BOUNDARY v a k u WORD_BOUNDARY a WORD_BOUNDARY
+
+
+e s p ʁ ɯ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY s ɛ k ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY t̪ e ʃ t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY ʃ p e s i f i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY m e d̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY
+
+ʃ p e s i f i k ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ z WORD_BOUNDARY ẽ p ʁ ɯ ɡ ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b e ɛ t̪ e WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ɐ m ɐ̃ ɲ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY
+u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b e ʒ ɔ t̪ ɐ ɐ ɡ a WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z o WORD_BOUNDARY i WORD_BOUNDARY m ɐ k ʁ u p ɔ ɾ u z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY t̪ e p l̪ˠ o t̪ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m i k ʁ u p ɔ ɾ u ʒ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u b m ɯ t̪ i d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+a s i d̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i t̪ u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY f oi WORD_BOUNDARY i f ɯ t̪ u a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY z ɯ t̪ õ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ m i ɾ ɐ WORD_BOUNDARY e k i p a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ t̪ ɛ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ d̪ u t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY d̪ e s e t̪ e WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY i n̪ WORD_BOUNDARY s i t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY d̪ ɯ p oi z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+
+
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+f ɐi t̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY v u l̪ˠ u m ɛ t̪ ʁ i k o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i k ʁ u m e ɾ i t̪ i k ʃ WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ ɐ ʒ WORD_BOUNDARY n�� ũ WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY k ɐ ʁ ɯ ɡ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+k u n̪ ɛ t̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY e k i p ɐ m ẽ t̪ u WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY e ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY
+ɛ ɾ ɐ WORD_BOUNDARY s u b m ɯ t̪ i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i n̪ WORD_BOUNDARY s i t̪ u WORD_BOUNDARY s e ɡ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p u ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m i n̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɔ b t̪ i ɲ ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY i z u t̪ e ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY s e ɔ WORD_BOUNDARY
+f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k i m i s u ɾ v i d̪ ɐ z WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY
+ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+i z u t̪ e ɾ m ɐ ʃ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ s ɛ p t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY
+d̪ ɐ z WORD_BOUNDARY ɔ ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ɾ i ɛ ʁ WORD_BOUNDARY f t̪ i ʁ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u f u t̪ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY n̪ i k u l̪ˠ ɛ t̪ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY m a ɡ n̪ ɐ WORD_BOUNDARY
+
+
+
+k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʃ t̪ u d̪ a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ̃ d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v i b ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+p o ɾ k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY m ɐ n̪ i p u l̪ˠ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY a ʁ WORD_BOUNDARY i WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ b s ɔ ɾ v ẽ WORD_BOUNDARY m ũi t̪ ɐ WORD_BOUNDARY u m i d̪ a d̪ ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ɐ̃ d̪ ɐ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z o s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+v a k u WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY f ɐi t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐ b ʁ i k a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u ɾ u s i l̪ˠ i k a t̪ u WORD_BOUNDARY p i ɾ ɛ k s WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʒ ũ t̪ ɐ WORD_BOUNDARY ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY
+
+d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ o m ɯ t̪ ʁ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɛ s ɐ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ʃ t̪ i ʎ ɐ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s o WORD_BOUNDARY i WORD_BOUNDARY p u s ui WORD_BOUNDARY f u ɾ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ i m i n̪ u i ʁ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p e z o WORD_BOUNDARY ɛ l̪ˠ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+k ũ f ɛ s i u n̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u p u ɾ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+ʁ i ɐ t̪ o ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a s o WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ t̪ ẽ d̪ u s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ɛ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ʃ t̪ i v ɛ s ɯ WORD_BOUNDARY ʁ e p u z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ u b o WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+s ɔ f ʁ ɯ WORD_BOUNDARY ɐ k ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY k u n̪ ɛ t̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY k u n̪ ɯ k s ɐ̃u̜ WORD_BOUNDARY k ɐ ʒ õ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s o ɐ ʒ ɯ l̪ˠ o k WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY v a k u u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY ɐ b ʁ ĩ d̪ u s ɯ WORD_BOUNDARY a WORD_BOUNDARY
+v au̜ v u l̪ˠ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k õ t̪ ɯ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ʃ t̪ i ʎ ɐ ʃ WORD_BOUNDARY
+
+
+ʁ e ʃ f ʁ i ɐ m ẽ t̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ WORD_BOUNDARY
+s u b t̪ ʁ ɐ ĩ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ m i ɲ o WORD_BOUNDARY ɔ t̪ i k o WORD_BOUNDARY a WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ i ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɯ ʒ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY
+ɛ ɾ ɐ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v au̜ v u l̪ˠ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ e k u n̪ ɛ t̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a k u u WORD_BOUNDARY
+
+ʁ e ʃ f ʁ i a d̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY k u l̪ˠ ɛ t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ɐ ʃ t̪ i ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+
+k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY s ɛ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ʃ t̪ i ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k ɐ ɾ b u ɾ a d̪ o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY s u b m ɯ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i b ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+
+
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ u b u WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY p u s o i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY
+k u l̪ˠ u k a d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ̃ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z o WORD_BOUNDARY u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY k o m WORD_BOUNDARY
+ɡ ʁ ɐ n̪ u l̪ˠ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY oi t̪ ẽ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i oi t̪ u WORD_BOUNDARY ɛ m ɛ m WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɛ ɐ k ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY
+ʁ i ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ɾ ɐ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɡ ɐ z ɔ z WORD_BOUNDARY a WORD_BOUNDARY
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY b ɯ l̪ˠ o ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY
+
+u WORD_BOUNDARY ɡ a ʃ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY l̪ˠ ɐi t̪ u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY e v i t̪ ɐ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY u WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ɐ k ɯ s i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY m e k ɐ̃ n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v a k u u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY v a k u u WORD_BOUNDARY p ʁ i m a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY b o m b ɐ WORD_BOUNDARY
+d̪ i f u z o ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k õ t̪ ɯ ʃ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ m ɡ e WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ i ɐ t̪ o ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ̃ m ɐ ɾ ɐ WORD_BOUNDARY s ɛ k ɐ WORD_BOUNDARY i WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY k u n̪ ɛ t̪ a d̪ u WORD_BOUNDARY ʁ ɐ p i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v i t̪ a ʁ WORD_BOUNDARY
+e ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY p ʁ u l̪ˠ ũ ɡ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ e k u ɾ s o ʁ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+
+t̪ ẽ p ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s o b WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY
+s u b m ɯ t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY v a k u WORD_BOUNDARY ɐ p ɔ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ɡ ɐ z a ʒ ẽ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ s i v u ʃ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s i ɾ k ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY ʒ ũ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY
+k ʁ u m ɐ t̪ u ɡ ʁ a f i k ɐ z WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ m u ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY f o s ɯ WORD_BOUNDARY
+a l̪ˠ k ɐ̃ s a d̪ ɐ WORD_BOUNDARY ɐ p ɔ ʒ WORD_BOUNDARY u m u ʒ e n̪ ɐi z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ WORD_BOUNDARY ɡ ɐ z ɔ z ɐ WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY d̪ i l̪ˠ u i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p e ɾ m i t̪ i ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY k a ɾ ɡ ɐ WORD_BOUNDARY p ɐ s a s ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʁ i ɐ t̪ o ʁ WORD_BOUNDARY i WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY m ɐ ɾ k a d̪ o WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ɡ ɐ z ɔ z ɐ WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY p e ɾ i u d̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e t̪ i ɾ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ u b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m u ʃ t̪ ʁ a ʒ ẽ WORD_BOUNDARY p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+
+
+
+
+k ũ t̪ ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY u WORD_BOUNDARY s i k l̪ˠ u ɯ k s ɐ̃ n̪ u WORD_BOUNDARY f u ɾ m a d̪ o WORD_BOUNDARY u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY u z a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY
+i WORD_BOUNDARY u WORD_BOUNDARY i d̪ ʁ u �� e n̪ i o WORD_BOUNDARY u WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ʁ u m ɐ t̪ ɔ ɡ ʁ ɐ f u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY
+
+ɐ ʁ a ʃ t̪ ɯ WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɛ l̪ˠ i o WORD_BOUNDARY u WORD_BOUNDARY k ʁ u m ɐ t̪ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY t̪ i p i k o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+
+ʃ i ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY a b z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k u ʁ i ʒ i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k u ʁ i ʒ i d̪ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i k l̪ˠ u ɯ k s ɐ̃ n̪ u WORD_BOUNDARY s e WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ʁ ɯ s õi ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ẽ z e n̪ o WORD_BOUNDARY i WORD_BOUNDARY s i k l̪ˠ u ɯ k s ɐ̃ n̪ o WORD_BOUNDARY ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u s ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY f ɐ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u z WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY
+ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ ʒ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʃ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s u b s t̪ ɐ̃ s i ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+t̪ ẽ p u WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u ɾ v ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY t̪ i WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ m WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+
+b ẽ z e n̪ u WORD_BOUNDARY m ɔ l̪ˠ WORD_BOUNDARY ɛ m WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY ɡ e WORD_BOUNDARY ʁ e z u m i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+
+
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY
+
+p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+e ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY k o m WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY k ɐ ɾ b u n̪ i l̪ˠ i k u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+ʁ e m u v i d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e v ɐ k u ɐ s ɐ̃u̜ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY f a t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɔ k u p a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY m o WORD_BOUNDARY s e ɔ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY
+u n̪ i t̪ a ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p e z u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY
+k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ e z e ʒ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʃ WORD_BOUNDARY t̪ i ɔ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY s u s ɯ s i v ɐ z WORD_BOUNDARY ɐ d̪ s u ɾ s õi z WORD_BOUNDARY a l̪ˠ t̪ ɯ ɾ n̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY l̪ˠ i b ɛ ɾ ɐ WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY m u l̪ˠ ɛ k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s u WORD_BOUNDARY p ɔ s ɐ̃u̜ WORD_BOUNDARY p e n̪ ɛ t̪ ʁ ɐ ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY d̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ ɯ f ɐi t̪ u z WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY i WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e z WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m a s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY k u l̪ˠ u k a d̪ o WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY ʁ e d̪ u z i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+i z u t̪ e ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+s ɔ l̪ˠ i d̪ u ʒ WORD_BOUNDARY m i k ʁ u p u ɾ ɔ z u ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i ʃ t̪ ɯ ɾ ɛ z ɯ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ ʃ WORD_BOUNDARY
+õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e v ɯ ɾ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f e n̪ o m ɯ n̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY i WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i k ʁ u WORD_BOUNDARY m e z o WORD_BOUNDARY i WORD_BOUNDARY m ɐ k ʁ u p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY
+i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b e ɛ t̪ e WORD_BOUNDARY b e WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m i k ʁ u p ɔ ɾ u z WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY t̪ e p l̪ˠ o t̪ WORD_BOUNDARY s e WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z o WORD_BOUNDARY i WORD_BOUNDARY m ɐ k ʁ u p ɔ ɾ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+d̪ i ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY v ĩ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY m i l̪ˠ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ u m ɛ f b e WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b e ʒ ɔ t̪ ɐ ɐ ɡ a WORD_BOUNDARY ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+t̪ i p i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i k ʁ u p ɔ ɾ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ WORD_BOUNDARY k ũ f i ɾ m a d̪ u WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY
+e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a k ʁ o WORD_BOUNDARY i WORD_BOUNDARY m e z u p ɔ ɾ u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ i t̪ ɯ ɾ ɐ t̪ u ɾ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+õ z ɯ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɯ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p i k u WORD_BOUNDARY k o m WORD_BOUNDARY m a s i m o WORD_BOUNDARY ẽ WORD_BOUNDARY
+v ĩ t̪ ɯ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ u m ɛ f b e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ z u WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY l̪ˠ a ɾ ɡ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m a s i m o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ɐ l̪ˠ u m i n̪ i z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ f ɐi t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+
+
+ʃ p e s i f i k ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ p e s i f i k ɐ WORD_BOUNDARY i WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+k o m WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY n̪ u m i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɔ ɾ u z WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ o b ʁ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i k ʁ u p u ɾ u z i d̪ a d̪ ɯ WORD_BOUNDARY
+f oi WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z o WORD_BOUNDARY i WORD_BOUNDARY m ɐ k ʁ u p u ɾ u z i d̪ a d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+ɐ s u s i a d̪ ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ t̪ u p i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m i k ʁ u p ɔ ɾ u ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a k ʁ o WORD_BOUNDARY i WORD_BOUNDARY m e z u p u ɾ u z i d̪ a d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɔ ɾ u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʃ k u p i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f u ɾ i ɛ ʁ WORD_BOUNDARY f t̪ i ʁ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ p ɐ b e ɛ ʁ ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ̃ d̪ ɐ ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ z WORD_BOUNDARY au̜ z WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ s i m ɛ t̪ ʁ i k o WORD_BOUNDARY i WORD_BOUNDARY s i m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+d̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i o WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+i WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY n̪ s i WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY u n̪ i t̪ a ɾ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY
+z ɛ ɾ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ s õi z WORD_BOUNDARY ɔ WORD_BOUNDARY t̪ e WORD_BOUNDARY u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+
+
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY v i z i v ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u z WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY u n̪ i t̪ a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+
+
+p e k e n̪ ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY p u d̪ ẽ d̪ o WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e ʁ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ p ɐ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u v u k o WORD_BOUNDARY d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ i v ɛ s ɯ WORD_BOUNDARY
+ɐ v i d̪ u WORD_BOUNDARY d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY au̜ m ẽ t̪ ɐ ɾ i ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY
+u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i b ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ ʃ WORD_BOUNDARY
+
+ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY s e k ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ʃ t̪ i ʎ ɐ z WORD_BOUNDARY au̜ t̪ u s u p u ɾ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s ɛ l̪ˠ u l̪ˠ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY v i d̪ ʁ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY i WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+
+s i l̪ˠ ɐ n̪ ɔi z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k u m p l̪ˠ ɛ t̪ ɐ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ f ɛ ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i l̪ˠ i s i u WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z u p ɔ ɾ u ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY f oi WORD_BOUNDARY k u m p ʁ u v a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY n̪ i t̪ ʁ u ʒ e n̪ i o WORD_BOUNDARY i WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k ɐ o ai WORD_BOUNDARY i WORD_BOUNDARY t̪ s u t̪ s u m i WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m e z u p ɔ ɾ u ʃ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY i d̪ ẽ t̪ i k WORD_BOUNDARY a WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ai ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+s i l̪ˠ ɐ n̪ ɔi ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e z u p ɔ ɾ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i ɡ o ai z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY e ʃ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY ẽ WORD_BOUNDARY p õ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʃ WORD_BOUNDARY f i k ɐ̃u̜ WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY b ɛ t̪ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ WORD_BOUNDARY i n̪ ɐ s ɯ s i v ɐi z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+ʁ i ɐ ʒ ẽ t̪ ɯ z WORD_BOUNDARY ɛ s ɐ ʒ WORD_BOUNDARY b ɐ̃ d̪ ɐ ʒ WORD_BOUNDARY ɐ ɡ ɐ ɛ f WORD_BOUNDARY i WORD_BOUNDARY ɛ l̪ˠʲ ɛ f WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY k ɐ p ɐ s e b e v e WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+i d̪ ʁ u k s i l̪ˠ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY
+f i k o WORD_BOUNDARY ʁ e t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p i k o WORD_BOUNDARY ɛ WORD_BOUNDARY p o k o WORD_BOUNDARY ĩ t̪ ẽ s o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p i k o WORD_BOUNDARY ɐ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY m a s i m o WORD_BOUNDARY ẽ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ ɐ̃ n̪ ɛ l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e z u p ɔ ɾ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s u f ʁ eu̜ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+i f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ e k u ɾ s o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY
+n̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ̃ d̪ ɐ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY p u ɾ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ u WORD_BOUNDARY
+p e ɾ f ɐi t̪ u WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ u p o WORD_BOUNDARY ɔ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i b ʁ ɐ s õi ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY k o m WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY
+
+b ɐ̃ d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY m i l̪ˠ e ʁ WORD_BOUNDARY i WORD_BOUNDARY k a l̪ˠ z ɐ f ɯ ʁ i WORD_BOUNDARY ʃ t̪ u d̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s o WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY t̪ ʁ u k a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY l̪ˠ i t̪ i o WORD_BOUNDARY i WORD_BOUNDARY p u t̪ a s i u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k a t̪ i ũ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ẽ s ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+
+
+
+p ʁ e k u ɾ s o ɾ ɯ z WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+k ũ k l̪ˠ ui s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i f u z ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ k ɐ p s u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e z ɐ k ɐ ɾ b u n̪ i l̪ˠ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+f ɐ s i l̪ˠ i t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ z WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY p e k e n̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ ɐ ʃ WORD_BOUNDARY
+k o m o WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ ʁ u p u ʒ WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY
+
+
+s ɔ f ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ k ʁ ɛ s i m u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s u d̪ ɐ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY k ɐ v i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+
+s u ʒ ɯ ɾ i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e m u v i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ WORD_BOUNDARY i m p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY e s p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY
+e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY i d̪ ʁ u k s i l̪ˠ ɐ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ z i d̪ ʁ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+s i l̪ˠ i s i o WORD_BOUNDARY e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ɾ ʒ ẽ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY s i t̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+m ɯ n̪ ɔ ʁ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i b ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY e n̪ ɯ ɾ ʒ i ɐ WORD_BOUNDARY
+
+
+
+k o ɐ̃ t̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY d̪ ɯ s u ɾ v i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ e p e d̪ e WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ e p e d̪ e WORD_BOUNDARY
+
+
+
+
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY s i t̪ i u z WORD_BOUNDARY a s i d̪ u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY f ɔ ɾ t̪ ɯ ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ s u ɾ v i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+p ʁ u k u ɾ o s ɯ WORD_BOUNDARY k u m p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY d̪ ɯ s u ɾ v i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s i d̪ e z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+p e l̪ˠ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY t̪ ẽ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY
+k a l̪ˠ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY k u m p u t̪ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k au̜ k u l̪ˠ o WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+ɐ s i d̪ e ʃ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m o n̪ i ɐ WORD_BOUNDARY d̪ ɯ s u ɾ v i d̪ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+
+
+
+s i l̪ˠ i s i o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k i m i k u ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɛ ɡ ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u ɯ o ẽ s t̪ ɯ i n̪ WORD_BOUNDARY v ĩ t̪ ɯ i k o a t̪ ʁ u WORD_BOUNDARY
+l̪ˠ i ɡ ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i p o WORD_BOUNDARY a l̪ˠ u a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ oi b i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ u ʃ WORD_BOUNDARY
+
+
+
+ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY p i k u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+d̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k l̪ˠ i n̪ u s k i WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p i k u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v o WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY d̪ ɯ k u m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY l̪ˠ i ɡ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ o b ʁ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɡ ʁ u p u ʃ WORD_BOUNDARY s i l̪ˠ ɐ n̪ ɔi ʒ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+
+ɡ ʁ u p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p ɛ t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+
+
+ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p i k o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ t̪ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY e s s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ĩ f ʁ ɐ v ɯ ɾ m e ʎ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɐ ɡ a WORD_BOUNDARY u WORD_BOUNDARY p i k u WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ t̪ ẽ s o WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z ɛ u l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v o WORD_BOUNDARY au̜ z WORD_BOUNDARY a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY ẽ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e t̪ ʁ ɐ ɛ d̪ ʁ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐi u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ p ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ ʁ ʁ ɛ m ɛ n̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ u m i n̪ i o WORD_BOUNDARY e s t̪ ʁ ɐ ʁ e d̪ ɯ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ ɯ z ɐ l̪ˠ u m i n̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ ɯ WORD_BOUNDARY b e WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p i k u WORD_BOUNDARY k o m WORD_BOUNDARY m a s i m o WORD_BOUNDARY ẽ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY p e p e ɛ m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY
+
+
+
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY i z u t̪ e ɾ m ɐ ʃ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k l̪ˠ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i ʁ ɯ v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ ʃ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i u m WORD_BOUNDARY
+p oi z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY i z u t̪ e ɾ m ɐ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY s u p u ɾ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i ʁ ɯ v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ ɾ b o n̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ o WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY k i m i s u ɾ v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɐ s t̪ e ɾ i s k u WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY f i k o WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+a t̪ u m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ z WORD_BOUNDARY ʃ t̪ i v ɛ s ẽ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY k i m i s u ɾ t̪ i v ɐ WORD_BOUNDARY
+d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ p ɛ s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY f ɐ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY ɐ d̪ s u ɾ v i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY a t̪ u m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ v i ɐ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY ɛ s ɐ ɛ ʁ ʁ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e s i ɾ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY b ẽ z e n̪ u WORD_BOUNDARY
+ɛ ɾ ɐ WORD_BOUNDARY k ũ s u m i d̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY p ʁ u d̪ u t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɛ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s i k l̪ˠ u ɯ k s ɐ̃ n̪ u WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k u ɾ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ẽ z e n̪ u WORD_BOUNDARY v ɯ ɾ s u ʃ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY ɐ s t̪ e ɾ i s k u WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+
+
+ɐ p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+p ʁ e p ɐ ɾ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e p a ɾ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ e n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ẽ z e n̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ u d̪ u t̪ i v ɐi ʃ WORD_BOUNDARY
+ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY k au̜ z o WORD_BOUNDARY ũ WORD_BOUNDARY
+au̜ m ẽ t̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɯ t̪ a l̪ˠ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ s ɯ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ i ʁ WORD_BOUNDARY p o k u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY
+z i u l̪ˠ i t̪ i k o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+e s p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+
+
+
+
+
+d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY m u ʃ t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ɯ ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o WORD_BOUNDARY k ɐ ɾ b u ɾ a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ k ɐ v i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY ɛ s ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s e ɾ t̪ ɐ m ẽ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ a ʒ ẽ WORD_BOUNDARY
+
+
+
+
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY a s i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY p ʁ ɔ t̪ ũ ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s i d̪ e ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ u ʃ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY k i m i s u ɾ v i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ɐ t̪ i v ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY ʃ p e ɾ a v ɐ s ɯ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ i u ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ o WORD_BOUNDARY ĩ k u ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY e ʁ o WORD_BOUNDARY e ʃ p ɯ ɾ i m ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY t̪ a ʃ ɐ WORD_BOUNDARY i n̪ i s i a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s i n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ʁ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɛ s ɯ ʃ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY e s p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ p ɛ s i ɯ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k ɐ ɾ b ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u p ɔ ɾ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p o ʁ s ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ i b d̪ e n̪ i o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʃ p ɛ s i ɯ z WORD_BOUNDARY ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ k s i k ɐ ɾ b ɛ t̪ u z WORD_BOUNDARY a l̪ˠ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ t�� WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY ɐ i WORD_BOUNDARY s ĩ WORD_BOUNDARY v e ɾ i f i k ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p u t̪ a s i o WORD_BOUNDARY o WORD_BOUNDARY s ɔ d̪ i u WORD_BOUNDARY k au̜ z ɐ WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f i ɾ m ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s i d̪ e ʃ WORD_BOUNDARY p ʁ u t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z e ɔ l̪ˠ i t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ e ʒ u d̪ i s i a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ʒ ɯ n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i z ɐ d̪ o ɾ ɯ ʃ WORD_BOUNDARY k i m i s u ɾ v e ɾ ɐ̃u̜ WORD_BOUNDARY s e ɔ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f a z ɯ ʃ WORD_BOUNDARY s u p u ɾ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɐ d̪ s u ɾ s ɐ̃u̜ WORD_BOUNDARY i ʁ ɯ v ɯ ɾ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u n̪ ɔ k s i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ b o n̪ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k i m i s u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e ɔ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ɐ t̪ ɐ l̪ˠ i t̪ i k ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ ɐ WORD_BOUNDARY
+u m WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i v i d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY d̪ ɯ d̪ i k a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+v e ɾ t̪ ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY p ʁ a t̪ i k u ʃ WORD_BOUNDARY
+d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p o k u z WORD_BOUNDARY ʃ t̪ u d̪ u z WORD_BOUNDARY ʃ p e s i f i k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ d̪ i k ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ẽ f u k a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ a z o WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+
+p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ ʒ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY
+
+
+k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ɯ ɾ u l̪ˠ ɯ v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ a t̪ i WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ s ẽ t̪ ɐ i s ɛ t̪ ɯ WORD_BOUNDARY
+k ɐ p ɐ ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ k ɐ ɛ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY p ɐ ɾ t̪ ĩ d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+
+k ɐ̃ m p u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY s u p ʁ ɐ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY f u ɾ m a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ z WORD_BOUNDARY ĩ t̪ ẽ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ s a ʁ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+ɔ k ɔ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+d̪ ɯ n̪ u m i n̪ a d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY p ɯ ʃ k i z a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY b u z i u z WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p o k o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s eu̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY
+s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ i d̪ oi ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+au̜ WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɐ t̪ ĩ ʒ ĩ d̪ u WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i s ɐi ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ u ɾ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY b u z i u z WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ ɡ o ɐ WORD_BOUNDARY f ɐi ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ a z ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʁ u m p e ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɐ̃ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+
+p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ s u WORD_BOUNDARY u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ i t̪ i d̪ e z WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY
+s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY e z ɐ t̪ i d̪ ɐ̃u̜ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ b u ɾ d̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ e ʃ t̪ o WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ t̪ i v ɐ z WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ k i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e k ɔ b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+b ɐ s i ɐ z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ɐ z e ɾ ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ũ t̪ e ʃ t̪ o WORD_BOUNDARY e v u l̪ˠ u t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a ɾ ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɔ l̪ˠ i o WORD_BOUNDARY i WORD_BOUNDARY ɡ a ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY k ɐ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u s u i ɾ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY
+ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ f i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY k u ʃ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ d̪ u ʃ t̪ ʁ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ʒ u ʃ t̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ ɡ ʁ ɯ ɡ a ʁ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ k i WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e s t̪ ʁ ɐ i ʁ WORD_BOUNDARY u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p u t̪ ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY
+k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY p o k o WORD_BOUNDARY e s p l̪ˠ u ɾ a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY p u b l̪ˠ i k a d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k ũ s i ʃ t̪ ĩ d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ f ɐi t̪ o WORD_BOUNDARY ẽ t̪ ẽ d̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ a t̪ i k u ʃ WORD_BOUNDARY p o d̪ e ɾ a WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f u t̪ u ɾ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ s i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ o WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u d̪ ɯ ɾ ɐ̃u̜ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s u b s i d̪ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ t̪ ẽ d̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u z WORD_BOUNDARY ɔ f ɯ ɾ ɛ s ẽ WORD_BOUNDARY p o k ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ p a ɾ s ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k ũ s i ʃ t̪ iu̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e k ɔ b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɛ ɡ ʁ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY l̪ˠ u ɡ a ʁ WORD_BOUNDARY
+k o m WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY p e z o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ k u t̪ i ʁ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+
+p ʁ u b l̪ˠ e m ɐ z WORD_BOUNDARY e m i n̪ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ a t̪ i k u z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY m ẽ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY i n̪ ũ m ɯ ɾ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY
+e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m ɛ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY m u ɾ m ẽ t̪ ɯ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ i s ɯ ɾ n̪ i ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+d̪ i ʃ t̪ ʁ i b ui s õi z WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s u ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k o WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY a l̪ˠ v o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY o WORD_BOUNDARY
+k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ z WORD_BOUNDARY o WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u t̪ a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY m ẽ s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+a l̪ˠ v u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i v i d̪ i d̪ ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ s i m ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY i m p ʁ ɯ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+d̪ i ʒ i t̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ɾ k i v o WORD_BOUNDARY ẽ p i ʎ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ i u z u f t̪ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ ʃ WORD_BOUNDARY
+k u m p u t̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ u m i n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+i t̪ ẽ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ẽ ɡ l̪ˠ u b ɐ̃ d̪ o WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʃ p ɛ t̪ u ʃ WORD_BOUNDARY
+ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ũ s p i k u u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+b ʁ ɐ z i l̪ˠ WORD_BOUNDARY p ʁ u k u ɾ ɐ̃ d̪ o WORD_BOUNDARY ẽ f ɐ t̪ i z a ʁ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ k o p u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+
+d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʒ WORD_BOUNDARY m e z u z ɔi k u s e n̪ u z ɔi k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ʁ e t̪ a s i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ ɯ ɔ ʒ ɯ n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ m i t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ e n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY ĩ d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i ɡ ɐ WORD_BOUNDARY u WORD_BOUNDARY m õ t̪ ɯ WORD_BOUNDARY
+s u b m ɐ ɾ i n̪ o WORD_BOUNDARY a l̪ˠ m i ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY s a l̪ˠ d̪ ɐ̃ ɲ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ b u t̪ i k ɐ b a l̪ˠ WORD_BOUNDARY ɛ s p e WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY
+d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY s i ʒ m u t̪ ɛ t̪ o n̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY
+f ʁ iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɔ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɾ t̪ i n̪ WORD_BOUNDARY v a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY a WORD_BOUNDARY
+ɛ ɛ n̪ʲ ɛ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s u b m ɐ ɾ i n̪ o WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p ɐ ʎ ɐ m ẽ t̪ o WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u ʒ ɯ t̪ ɐ ɾ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k u ĩ s i d̪ ĩ d̪ o WORD_BOUNDARY ɐ i WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ f l̪ˠ ɯ t̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+d̪ ɯ p u s ẽ t̪ ʁ u ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY
+ɡ ʁ ɐ v i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY i WORD_BOUNDARY m õ t̪ ɯ ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʒ WORD_BOUNDARY m õ t̪ ɯ ʒ WORD_BOUNDARY ʒ i ɐ̃ WORD_BOUNDARY
+ʃ ɐ ɾ k o t̪ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ɔ l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY m e ɾ i d̪ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ a k ɐ WORD_BOUNDARY s u ɐ m e ɾ i k ɐ̃ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k ũ t̪ i n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e ʃ p ũ s a v ɛ l̪ˠ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY v u k ɐ n̪ i ʒ m o WORD_BOUNDARY e u s e n̪ i k u WORD_BOUNDARY
+v e ɾ i f i k a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ̃u̜ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY
+d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ʃ t̪ ɯ n̪ u ʃ f ɛ ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s e ɾ v i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ d̪ u t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY s e n̪ u z ɔi k ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ m ɛ ɾ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ i ɐ m ẽ t̪ o WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m e z u z ɔi k o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ̃ m p l̪ˠ u z WORD_BOUNDARY i WORD_BOUNDARY ʁ i ʒ i d̪ u ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʃ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ai ʃ WORD_BOUNDARY f ɐ z i ɐ̃u̜ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u p ɛ ɾ k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u z ɔi k u WORD_BOUNDARY ɡ ũ d̪ o ɐ̃ n̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ ɡ l̪ˠ u b a v ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ m ɛ ɾ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY a f ʁ i k ɐ WORD_BOUNDARY ĩ d̪ i ɐ WORD_BOUNDARY ɐ̃ t̪ a ɾ t̪ i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY au̜ ʃ t̪ ʁ a l̪ˠ i ɐ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ɾ ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY e k o ɐ t̪ u ɾ i a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m u v i m ẽ t̪ u ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʃ WORD_BOUNDARY t̪ ɐ̃ ʒ ẽ s i ai z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʃ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY s e p ɐ ɾ a v ɐ̃u̜ WORD_BOUNDARY
+ɔ ɾ i ʒ i n̪ ɐ̃ d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ ɐi n̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+
+
+s i z ɐ ʎ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m a ɾ ʒ ẽ WORD_BOUNDARY p ɐ s i v ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k ʁ u ʃ t̪ a l̪ˠ WORD_BOUNDARY ʃ ɐ̃ ɡ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+ɔ ɾ t̪ u ɡ u n̪ ai z WORD_BOUNDARY a WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ m ẽ t̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY
+au̜ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e v u l̪ˠ u i ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ WORD_BOUNDARY i n̪ i s i a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ e t̪ ẽ t̪ o ɾ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ p e s u ʃ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ e v u WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ũ t̪ ɐ̃ ɲ ɐ ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY s ɛ ʁ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɐ b ʁ u p t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p l̪ˠ ɐ n̪ a l̪ˠ t̪ o WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY b u ɾ d̪ e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ s i d̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY a l̪ˠ m ɐi d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+s ɛ ʁ ɐ z WORD_BOUNDARY i WORD_BOUNDARY v a l̪ˠ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ v e n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ��̃ t̪ u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ ʃ WORD_BOUNDARY s u b s i d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p u z i s i o n̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ i k u ʒ WORD_BOUNDARY ʒ e ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY
+ɐ t̪ ĩ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k ũ t̪ e ʃ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY s u s ĩ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m i l̪ˠ ɐ̃ n̪ i WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+
+s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a ɾ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i z WORD_BOUNDARY ɐ̃ m b ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p u z i s i o n̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+m a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY f i z i u ɡ ʁ a f i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k o WORD_BOUNDARY ɔ WORD_BOUNDARY
+l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY p ʁ ɛ ɐ p t̪ i ɐ̃ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k u ʒ u WORD_BOUNDARY
+t̪ ʁ a s o WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ o WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s eu̜ WORD_BOUNDARY ɐ t̪ i v o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e n̪ u z ɔi k u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɔ k u ʁ eu̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ i u k u m i ɐ̃ n̪ u WORD_BOUNDARY
+i WORD_BOUNDARY u WORD_BOUNDARY e u ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ k u m u l̪ˠ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɡ o ɐ ɾ ɐ t̪ i b ɐ WORD_BOUNDARY ʃ k ɐ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ m u ʃ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ k ɔ t̪ WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY k ũ ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u ʒ WORD_BOUNDARY ɡ ʁ ɔ s u z WORD_BOUNDARY ɐ v ɯ ɾ m ɯ ʎ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ ɐ ɡ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k o a ɾ t̪ z u WORD_BOUNDARY k o m WORD_BOUNDARY k u k i n̪ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u z WORD_BOUNDARY ɐ n̪ ɔ k s i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY s u p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+
+
+k ũ s t̪ i t̪ u i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ k ɐ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ i d̪ ʁ i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ u k s u WORD_BOUNDARY m e ɾ ɡ u ʎ o WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ z WORD_BOUNDARY e v ɐ p u ɾ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ f i n̪ iu̜ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ i l̪ˠ u WORD_BOUNDARY t̪ ɛ t̪ o n̪ u s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ɐ l̪ˠ u s i n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY d̪ i a p i ɾ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+m u ɾ a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY a l̪ˠ k ɐ̃ s ɐ̃u̜ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+f l̪ˠ u ɾ i ɐ n̪ ɔ p u l̪ˠ i ʒ WORD_BOUNDARY ɡ o ɐ ɾ u ʒ a WORD_BOUNDARY i WORD_BOUNDARY i t̪ ɐ̃ ɲ ɐ ẽ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY
+ɐ v ɯ ɾ m ɯ ʎ a d̪ u ʃ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u z WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u ʃ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY l̪ˠ i t̪ u f ɐ s i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+d̪ ɯ p u z i t̪ a d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɡ ʁ ɯ s i v o WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m a s i m o WORD_BOUNDARY ɐ f u ɡ ɐ m ẽ t̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY n̪ i u s e n̪ u m ɐ n̪ i ɐ̃ n̪ u t̪ u ɾ u n̪ i ɐ̃ n̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+d̪ ɯ p u z i t̪ a ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY n̪ e ɡ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i t̪ ɐ ʒ ɐ i ɐ s u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p ʁ u s i m ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ ɾ ɯ n̪ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɾ i ɲ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ u ɾ ɛi ɐ WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY
+t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY s ɐ̃ t̪ u n̪ i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɐ ʃ t̪ ʁ i ʃ t̪ i ɐ̃ n̪ o WORD_BOUNDARY ĩ v ɐ d̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ WORD_BOUNDARY a WORD_BOUNDARY
+s u b i d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY e v ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɐ t̪ a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY i WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY m ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY s e n̪ u z ɔi k u WORD_BOUNDARY f oi WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i l̪ˠ i s i k l̪ˠ a ʃ t̪ i k u ʃ WORD_BOUNDARY f u ɾ m ɐ s õi z WORD_BOUNDARY i ɡ o a p ɯ WORD_BOUNDARY i WORD_BOUNDARY s e p ɯ t̪ i b ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ v ɐ̃ s a ɾ ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY
+p e l̪ˠ i t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ l̪ˠ u d̪ ɯ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ɐ ɾ s i a l̪ˠ m ẽ t̪ WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i t̪ ɔ ɾ i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b l̪ˠ ɔ k o WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ d̪ ɐi ɐ WORD_BOUNDARY v i t̪ ɔ ɾ i ɐ t̪ ʁ ĩ d̪ a d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ o WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k u WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i f ɯ t̪ i v ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p i ɾ i t̪ u WORD_BOUNDARY s ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʃ k ɐ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ m u ʃ t̪ ʁ a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ n̪ ai s ɯ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ m b ʁ i ɐ̃ n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f l̪ˠ ɔ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY v i z i ɲ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s u WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+k u m p u ɾ t̪ o s ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY f ɔ k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i ʃ t̪ ɔ ɾ i ɐ WORD_BOUNDARY e v u l̪ˠ u t̪ i v ɐ WORD_BOUNDARY
+p ɔ z ɐ p t̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY n̪ ɐ k e l̪ˠ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY t̪ u ɾ u n̪ i ɐ̃ n̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ̃ m p ɐ n̪ i ɐ̃ n̪ u z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY v u k ɐ n̪ u k l̪ˠ a ʃ t̪ i k ɐ ʒ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ u v ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY oi t̪ ẽ t̪ ɐ WORD_BOUNDARY
+m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY ʁ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY k o n̪ ɯ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ ɡ o ɐ WORD_BOUNDARY f ɐi ɐ WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ b ũ d̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY l̪ˠ ɛ k ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY
+f u ʎ e ʎ u ʒ WORD_BOUNDARY ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ ɛ ɾ i ɐ WORD_BOUNDARY ɔ ɾ ɡ ɐ̃ n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY k u k i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ f i n̪ ĩ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ k u ʃ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u k i n̪ ɐ z WORD_BOUNDARY a l̪ˠ k ɐ̃ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY k o a t̪ ʁ u s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ d̪ u s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ p ɔ z i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ p a s ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e l̪ˠ ɯ s i p u d̪ ɯ ʒ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY k u k ɐi ɾ u ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a s i ɯ ʃ WORD_BOUNDARY p ɐ ɾ t̪ i k u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+p u ɾ ɔ z ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ ɡ o ɐ WORD_BOUNDARY f ɐi ɐ WORD_BOUNDARY ɐ p oi a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+e s p ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+f u ʎ e ʎ u z WORD_BOUNDARY ɐ v ɯ ɾ m ɯ ʎ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e v ɐ p u ɾ i t̪ u ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY n̪ i u ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ʁ e t̪ i ɾ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɐ p t̪ i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ̃ t̪ i ɡ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ s ɯ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɔ s i m WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+a l̪ˠ b i ɐ̃ n̪ u s e n̪ u m ɐ n̪ i ɐ̃ n̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ d̪ i s õi ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ ʃ WORD_BOUNDARY p ʁ e v ɐ l̪ˠ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ k ɐ ɛ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ ɾ b u n̪ a t̪ u ʃ WORD_BOUNDARY k l̪ˠ a ʃ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY u u l̪ˠ i t̪ i k u ʒ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY k i s ɐ̃ m ɐ̃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u l̪ˠ u m i t̪ i z a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY
+k a l̪ˠ s i l̪ˠ u t̪ i t̪ u ʒ WORD_BOUNDARY m a ɾ ɡ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY m ẽ b ʁ o WORD_BOUNDARY u t̪ ɐi ɾ o WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY t̪ u ɾ b i d̪ i t̪ i k u ʃ WORD_BOUNDARY
+m ẽ b ʁ u WORD_BOUNDARY n̪ ɐ m u ɾ a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p u ɾ s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u s i m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ k ɐ ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY k ũ ɡ l̪ˠ u m ɯ ɾ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY p u b ʁ ɯ m ẽ t̪ ɯ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʒ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY ɡ oi t̪ ɐ k a z WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY
+k ɐ̃ m p u ʒ WORD_BOUNDARY ʁ e k ɔ b ʁ ɯ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ k ɐ ɛ WORD_BOUNDARY i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s i d̪ ẽ s i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ u s i m ai ʃ WORD_BOUNDARY
+ɐ ɾ e n̪ u k ũ ɡ l̪ˠ u m ɯ ɾ a t̪ i k u k ɐ ɾ b u n̪ a t̪ i k u ʃ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ b u ɾ e WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ a d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ʎ e ʎ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+p u ɾ s õi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ai ʃ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY u b ɐ t̪ u b ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY u b ɐ t̪ u b ɐ WORD_BOUNDARY k u m p ʁ i ẽ d̪ ɯ WORD_BOUNDARY m i ʎ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u ʎ e ʎ u z WORD_BOUNDARY i WORD_BOUNDARY m a ɾ ɡ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ɾ ɯ n̪ i t̪ u ʃ WORD_BOUNDARY t̪ u ɾ b i d̪ i t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʒ WORD_BOUNDARY m ẽ b ʁ u WORD_BOUNDARY k ɐ ɾ ɐ p ɯ b u z WORD_BOUNDARY u WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u ɡ ʁ ɯ s i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+p ʁ u p i s i o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i ɐ ʃ t̪ ʁ ɔ f i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ʃ t̪ i l̪ˠ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ ɛ l̪ˠ ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ̃u̜ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k a z u ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u z ẽ t̪ u ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e ʒ i m ɯ WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ i ʃ t̪ ẽ s i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY k u m p ʁ ɯ s i v u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY
+ɔ ɾ i ʒ i n̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k ũ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m e ɾ ɡ u ʎ u ɐ b ai ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m u v i m ẽ t̪ u WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY
+
+b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY s u f i ʃ t̪ i k a d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ĩ t̪ e ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY s ɛ k ʃ ɐ̃ WORD_BOUNDARY ʁ e ʃ t̪ u ɾ ɐi ʃ ɐ̃ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z i ʃ WORD_BOUNDARY k ũ k l̪ˠ ui WORD_BOUNDARY u WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ẽ d̪ WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ z WORD_BOUNDARY e v ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m i u s e n̪ o WORD_BOUNDARY ĩ k l̪ˠ u z i v ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k a d̪ ɐ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY ʃ t̪ i l̪ˠ u WORD_BOUNDARY p ʁ ɔ p ʁ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ i z ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s i u n̪ ai z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ ʁ i k ɐ ʃ WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k u WORD_BOUNDARY k ũ k l̪ˠ ui WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p a l̪ˠ k u WORD_BOUNDARY ʃ t̪ a t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+p ɔ z ɐ p t̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ẽ s a v ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ a z u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ u s i m ai ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k u ʒ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY
+k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ k u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ũ k a d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ b ɐ t̪ i d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY t̪ e ɾ s i a ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ i ẽ ʃ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ t̪ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɔ k u p a d̪ ɐ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p e ɾ i f ɯ ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY e k u n̪ u m i k ɐ m ẽ t̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai ʃ WORD_BOUNDARY
+k u ʒ o WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k ʁ e s i d̪ u WORD_BOUNDARY s u b s t̪ ɐ̃ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY
+e z i ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɐ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ũ d̪ a ʒ ẽ z WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ b ʁ i u n̪ a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY ɔ k u p ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ʃ p e k u l̪ˠ ɐ t̪ i v u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY au̜ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s p o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY u l̪ˠ t̪ i m ɐ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ s e ɾ v u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY
+
+ʒ u ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ v i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ũ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s WORD_BOUNDARY ĩ f ɯ ɾ i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k ũ s ɯ ɾ n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY
+p ʁ u t̪ ɯ ɾ u z ɔi k u ʒ WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ e ʁ e n̪ o WORD_BOUNDARY ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʃ WORD_BOUNDARY k ʁ i a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY f u ɾ m ɐ d̪ o ɾ ɐ ʃ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ĩ d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY t̪ u l̪ˠ ɯ i t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+
+p e l̪ˠ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ ʃ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY s e n̪ u z ɔi k ɐ WORD_BOUNDARY o WORD_BOUNDARY
+m e ʒ m o WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ i ɐ m ẽ t̪ o WORD_BOUNDARY e u k ʁ ɯ t̪ a s i o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+
+
+d̪ a d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k ũ s ɯ ɾ n̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i s ɯ ɾ n̪ i ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY
+f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+k ʁ e t̪ a s i u s e n̪ u z ɔi k ɐ ʒ WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ ʃ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k u ʃ WORD_BOUNDARY
+
+k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY i WORD_BOUNDARY o ɾ s t̪ ɯ ʃ WORD_BOUNDARY s e n̪ u z ɔi k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY
+u z WORD_BOUNDARY ʃ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+m a ʁ WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ ɐ s õi ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY t̪ ɐ f ʁ u ʒ e n̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+
+
+e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY s ɛ ʁ ɐ ʃ WORD_BOUNDARY
+m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s õi ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ ɾ i ɔ k ɐ WORD_BOUNDARY ɛ ʁ ʁ ʒ ɔ t̪ ɐ WORD_BOUNDARY f a z ẽ WORD_BOUNDARY
+i ɡ o a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k a d̪ ɐ WORD_BOUNDARY t̪ u p u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ũ t̪ ɐ̃ ɲ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v a l̪ˠ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ v e n̪ i ẽ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY p l̪ˠ ɐ n̪ i s i ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u ɾ ɐ̃ n̪ i ɐ ʃ WORD_BOUNDARY
+s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ b ʁ u p t̪ ɐ z WORD_BOUNDARY ẽ k ɔ ʃ t̪ ɐ z WORD_BOUNDARY ɐ p õ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ ɐ̃ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s ɛ ʁ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ɾ ẽ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY
+s i m u z WORD_BOUNDARY ɐ p l̪ˠ ai n̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u ʁ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY s ɛ ɾ v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ s ɯ l̪ˠ ẽ t̪ ɯ ʒ WORD_BOUNDARY m a ɾ k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ ɐ ʃ t̪ ʁ i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY m u v i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY s u f ʁ i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY s e ɡ m ẽ t̪ u ʒ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY i WORD_BOUNDARY ɔ l̪ˠ i v ɐi ɾ ɐ WORD_BOUNDARY
+
+s u p ɛ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ ɯ ɔ ʒ ɯ n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ũ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p l̪ˠ ai n̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʒ WORD_BOUNDARY ʁ e s ɯ b e ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY t̪ a l̪ˠ v e z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ m ɐi d̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ʒ ɐ p i WORD_BOUNDARY u WORD_BOUNDARY p l̪ˠ ɐ n̪ a l̪ˠ t̪ o WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k u WORD_BOUNDARY
+s u f ʁ eu̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ ʒ n̪ i v e l̪ˠ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY s e m i ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ u ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY d̪ i ɾ ɯ s õi z WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+
+d̪ eu̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY s u b p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ o WORD_BOUNDARY a WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i v ɐi ʃ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY
+
+t̪ au̜ b ɐ t̪ ɛ WORD_BOUNDARY ʁ e z ẽ d̪ ɯ WORD_BOUNDARY v ɔ l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e d̪ õ d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ ai ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY e u s e n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m i u s e n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ l̪ˠ i u s e n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ʒ ɐ p i WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p u s u ĩ d̪ u WORD_BOUNDARY
+
+
+ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY
+ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY
+ʁ e l̪ˠ e v u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ʁ u v u k a ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e b ɐ t̪ i m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY b l̪ˠ ɔ k u z WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ p õ t̪ ɐ WORD_BOUNDARY
+
+f a ʎ ɐ ʃ WORD_BOUNDARY s i t̪ u a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY s i t̪ u a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ai WORD_BOUNDARY i n̪ a s i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e z WORD_BOUNDARY ɐ t̪ ĩ ʒ i ɾ i ɐ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʃ WORD_BOUNDARY
+m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+p ʁ u t̪ ɯ ɾ u z ɔi k u WORD_BOUNDARY p u l̪ˠ i s i k l̪ˠ i k o WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ĩ t̪ u ɾ ɐ̃u̜ WORD_BOUNDARY m ɔ v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k ʁ a t̪ ũ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ̃ s i ʃ k o WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ z ui WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+s u b s t̪ ʁ a t̪ u z WORD_BOUNDARY ɐ ɾ k ɯ ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ i u p ʁ u t̪ e ɾ u z ɔi k u ʒ WORD_BOUNDARY ɡ ʁ ɐ n̪ u l̪ˠ i t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ n̪ i t̪ u ɡ n̪ ai s i k u ʃ WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u t̪ i l̪ˠ WORD_BOUNDARY t̪ ẽ d̪ u WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʁ e t̪ ʁ ɐ b ɐ ʎ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s i k l̪ˠ u WORD_BOUNDARY
+t̪ ʁ ɐ̃ z ɐ m ɐ z o n̪ i k o WORD_BOUNDARY i WORD_BOUNDARY k u b ɛ ɾ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m e t̪ ɐ s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ i ɐ̃ n̪ u ʃ WORD_BOUNDARY s e ɡ ĩ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k ũ t̪ e ʃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY ʒ e n̪ ɯ ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m i ɡ m ɐ t̪ i t̪ u ʃ WORD_BOUNDARY
+ɡ ʁ ɐ n̪ i t̪ ɔi d̪ ɯ ʒ WORD_BOUNDARY ɡ ʁ ɐ n̪ i t̪ u z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ ɡ n̪ ai s ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ɔ ɾ t̪ u ɡ n̪ ai s ɯ z WORD_BOUNDARY i WORD_BOUNDARY m i ɡ m ɐ t̪ i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k u WORD_BOUNDARY
+
+
+
+
+d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ũ k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ ɾ i ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+d̪ i ɾ ɯ s õi z WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ k e z ɐ WORD_BOUNDARY p ʁ ɯ f ɯ ɾ ẽ s i ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s õi ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ s õi ʃ WORD_BOUNDARY p ʁ u p i s i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY p ʁ i ɯ z i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i p i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ẽ s u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY t̪ u l̪ˠ ɯ i t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s i o n̪ ɐ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ ɯ ʁ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY
+
+m a s i m ɐ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY s e ɡ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s ĩ t̪ u ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY
+
+
+s u b u ɾ d̪ i n̪ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ WORD_BOUNDARY i WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+
+ɐ t̪ ɛ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ẽ t̪ e n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u l̪ˠ õ ɡ ɐ̃u̜ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+s ẽ t̪ e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p o k ɐ ʒ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY n̪ u m ɯ ɾ ɔ z u z WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s e ɡ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ k ɐ k u WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ ɛ m ɐ k ɐ k u WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ t̪ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY
+s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m e ɾ ɡ u ʎ u ʃ WORD_BOUNDARY
+
+ʁ ɯ s a l̪ˠ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ u u z WORD_BOUNDARY i WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY p ɐ l̪ˠ ɯ ɔ ʒ ɯ n̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY s t̪ o k z WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ũ s i o n̪ ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+v e ɾ d̪ ɐ d̪ ɐi ɾ u ʒ WORD_BOUNDARY m a ɾ k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY e v ẽ t̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ e l̪ˠ e v o WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY l̪ˠ i t̪ u ɾ ɐ̃ n̪ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ WORD_BOUNDARY i ʎ ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɐ p õ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+
+ɐ d̪ ʒ ɐ s ẽ s i ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY s t̪ o k z WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ĩ ɡ o a WORD_BOUNDARY m ẽ d̪ ɐ̃ ɲ ɐ WORD_BOUNDARY
+t̪ ɐ̃ ɡ o a WORD_BOUNDARY s u ɐ ɾ i ɲ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY b u n̪ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY p l̪ˠ u ɡ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ u m a z ɯ ʃ WORD_BOUNDARY
+m ɐ ɾ ɐ p i k u WORD_BOUNDARY i t̪ ɐ u n̪ ɐ WORD_BOUNDARY m ũ ʒ ɔ l̪ˠ u z WORD_BOUNDARY i t̪ ɐ b u ɾ ɐ i WORD_BOUNDARY k o n̪ t̪ ʁ i WORD_BOUNDARY k l̪ˠ u b WORD_BOUNDARY i WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ m ɯ ɾ u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɐ t̪ ɐ s õi ʒ WORD_BOUNDARY ʒ i u k ʁ u n̪ u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY i d̪ a d̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s ɯ t̪ ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY m ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ẽ d̪ ɐ̃ ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY
+p e t̪ ʁ u ɡ ʁ ɐ f i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY f ɛu̜ s i k ɐ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i ɯ n̪ i t̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY e ʃ t̪ ɯ ɾ n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ui t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY
+
+s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+
+ɐ t̪ ɐ l̪ˠ ai ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ɐ i ɲ ɐ z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY p l̪ˠ u ɡ WORD_BOUNDARY
+i z u l̪ˠ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f o ɾ n̪ u WORD_BOUNDARY t̪ o d̪ u ʃ WORD_BOUNDARY s i t̪ u a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY i WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ u ɾ ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY f ɛu̜ s i k ɐ z WORD_BOUNDARY ĩ s ɐ t̪ u ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY
+s i ɯ n̪ i t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ s ɐ t̪ u ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+s u i t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY f ɛu̜ s i k u ʃ WORD_BOUNDARY t̪ ʁ ɐ k i t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY f u n̪ u l̪ˠ i t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u b u ɾ d̪ i n̪ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY t̪ i p u ʒ WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY e v u l̪ˠ u i d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY l̪ˠ ɐ̃ m p ʁ ɔ f i ɾ u z WORD_BOUNDARY i WORD_BOUNDARY b ɐ z a l̪ˠ t̪ u WORD_BOUNDARY
+a l̪ˠ k ɐ l̪ˠ i n̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ ʃ WORD_BOUNDARY
+ʒ e n̪ ɯ ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ n̪ i t̪ ɔi d̪ ɯ ʒ WORD_BOUNDARY m i ɡ m ɐ t̪ i t̪ i k ɐ z WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY m e t̪ ɐ b ɐ z i t̪ u ʃ WORD_BOUNDARY
+t̪ i p i k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f u l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY ɐ̃ ɡ u l̪ˠ u WORD_BOUNDARY
+
+k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ũ t̪ a t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f o ɾ n̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY ɡ ʁ u s ɐi ɾ u WORD_BOUNDARY k o m WORD_BOUNDARY b u l̪ˠ s õi ʃ WORD_BOUNDARY p e ɡ m ɐ t̪ ɔi d̪ ɯ ʃ WORD_BOUNDARY
+k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ t̪ ɐ l̪ˠ ai ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ ɐ i ɲ ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u z WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY m a ʁ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a s ɯ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY
+ɔ k ɔ ʁ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɛ ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ʁ i ʃ WORD_BOUNDARY t̪ ʁ ɐ k i t̪ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ e n̪ ɔ l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i ɯ n̪ i t̪ u WORD_BOUNDARY t̪ ʁ ɐ k i t̪ u WORD_BOUNDARY f u n̪ u l̪ˠ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɡ n̪ ai s ɯ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ s ɐ WORD_BOUNDARY b ʁ ɛ ʃ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+t̪ ʁ ɐ k i t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p u d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ĩ t̪ ʁ u z i v ɐ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ u WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ĩ t̪ ʁ u d̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ʁ ɐ k i t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ e n̪ ɔ l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ k i t̪ o WORD_BOUNDARY i WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɛ ʃ ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY p o k u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ t̪ ɐ WORD_BOUNDARY s e ɛ m WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ẽ k o ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+ʃ e n̪ ɔ l̪ˠ i t̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY m ɛ t̪ ʁ i k u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k o a ɾ t̪ z u WORD_BOUNDARY s i ɯ n̪ i t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+i ʎ ɐ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f l̪ˠ u k s o WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ ʃ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ e n̪ ɔ l̪ˠ i t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ f i b u l̪ˠ i t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɡ n̪ ai s ɯ WORD_BOUNDARY d̪ i ʒ ɯ ɾ i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY m ɐ WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY
+
+d̪ i k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f u n̪ u l̪ˠ i t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY d̪ ɯ ʃ t̪ ɐ k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY m u d̪ i f i k a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i m ɐ WORD_BOUNDARY
+
+
+p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ e v u WORD_BOUNDARY ʃ k ɐ ɾ p a d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɛ ʁ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+m a ɾ ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY ɐ s ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ u v ɛ ɾ s i ɐ WORD_BOUNDARY
+
+i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY k ɯ WORD_BOUNDARY b u ʃ k ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ ɯ v e ʁ WORD_BOUNDARY u z WORD_BOUNDARY e v ẽ t̪ u ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z i ɾ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ɾ ɐ̃u̜ WORD_BOUNDARY
+u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ d̪ ɐi ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ ʁ ɐ ʒ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ s õi ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ʒ i u m u ɾ f u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY i m p ɐ ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY b a z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY
+i WORD_BOUNDARY d̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ ɐ p i WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY k u ʒ u z WORD_BOUNDARY ĩ d̪ i s i u ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p l̪ˠ ɐ n̪ a l̪ˠ t̪ o WORD_BOUNDARY ɐ t̪ l̪ˠ ɐ̃ t̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i f i k u t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY
+v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʃ WORD_BOUNDARY
+ʃ k ɐ ɾ p a d̪ u ʒ WORD_BOUNDARY m ũi t̪ ɐ ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY ɐ s ɛ s o WORD_BOUNDARY i WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ẽ s ɐ WORD_BOUNDARY v e ʒ ɯ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ d̪ k i ɾ i d̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+n̪ u z WORD_BOUNDARY u l̪ˠ t̪ i m u z WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY ɐ p õ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ s i a ɾ i o WORD_BOUNDARY ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ e l̪ˠ e v u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY t̪ e ɲ ɐ WORD_BOUNDARY ɐ f ɯ t̪ a d̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʃ WORD_BOUNDARY
+s ĩ k ʁ o n̪ i k u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z iu̜ WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY e v i d̪ ẽ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɔ v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʃ k a ɾ p ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ɾ ɐ̃u̜ s ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY
+ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ f ẽ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ t̪ u a l̪ˠ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ e v i d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e k u WORD_BOUNDARY e ɾ u z i v u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY
+k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ ɐ ʒ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+d̪ u WORD_BOUNDARY n̪ i u k ʁ ɯ t̪ a s i o WORD_BOUNDARY au̜ WORD_BOUNDARY s e n̪ u z ɔi k u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+k ũ s t̪ i t̪ o iu̜ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY p ɐ s i v ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ e k u n̪ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY k l̪ˠ a s i k ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ a k ɐ ʃ WORD_BOUNDARY p ʁ u p õi m WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i s ĩ k u WORD_BOUNDARY m WORD_BOUNDARY ɐ p ɔ ʃ WORD_BOUNDARY
+
+e p i ɾ u ʒ ɯ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ WORD_BOUNDARY a WORD_BOUNDARY p ɐ s a ʒ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ a k ɐ WORD_BOUNDARY
+s u ɐ m e ɾ i k ɐ̃ n̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY ʁ ɔ t̪ WORD_BOUNDARY s p o t̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ĩ d̪ a d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ z ẽ k ɐ d̪ i ɐ d̪ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ i ɐ m ẽ t̪ o WORD_BOUNDARY e u p ɐ l̪ˠ i u s e n̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s u p ʁ ɐ s i t̪ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ ɐ f i n̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY b a z i k ɐ WORD_BOUNDARY
+
+k ʁ e t̪ a s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m o s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY
+a ɾ i ɐ f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k u n̪ i ɐ s i ɐ̃ n̪ u ʒ m ɐ ɐ ʃ t̪ ʁ i ʃ t̪ i ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY au̜ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY s u ɯ ɾ ɡ i m ẽ t̪ o WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY
+
+
+s u ɯ ɾ ɡ i d̪ ɐ WORD_BOUNDARY p u s o i ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY s u b s i d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u ɾ n̪ o s WORD_BOUNDARY i z u ʃ t̪ ɐ t̪ i k ɐ m ẽ t̪ WORD_BOUNDARY ĩ s t̪ a v ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k u l̪ˠ a p s u WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ ɡ ɐ p l̪ˠ ɐ n̪ a l̪ˠ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ p ʁ i m i d̪ ɐ z WORD_BOUNDARY i n̪ i s i o s ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY m ɐ WORD_BOUNDARY
+
+k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY f ẽ d̪ eu̜ s ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ f ũ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY
+k u ʁ ɯ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ z WORD_BOUNDARY ʁ i f t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u z WORD_BOUNDARY a WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ t̪ i ɡ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY k u ĩ s i d̪ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɛ ɡ ɐ p l̪ˠ ɐ n̪ a l̪ˠ t̪ u WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY
+o ʒ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s ɛ ʁ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY m u d̪ i f i k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ e b a t̪ ɯ WORD_BOUNDARY
+
+ʁ e l̪ˠ e v o WORD_BOUNDARY i WORD_BOUNDARY m ũi t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e k u WORD_BOUNDARY e ɾ u z i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ k a ɾ p ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY i WORD_BOUNDARY e ɾ u z ɐ̃u̜ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ s i s u ʒ WORD_BOUNDARY ʁ u ʃ ɔ z u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY d̪ i v ɯ ɾ s i f i k a d̪ u ʃ WORD_BOUNDARY k ũ k l̪ˠ u ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a �� WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ i u t̪ ɛ t̪ o n̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY s i t̪ i u WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY k o a z ɯ WORD_BOUNDARY t̪ u t̪ ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY ɐ ɾ ɡ u m ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+ʁ e t̪ i l̪ˠ i n̪ i o WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ ʒ n̪ i v ɐi z WORD_BOUNDARY ɐ b ʁ u p t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a ʁ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+n̪ u ɾ m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s t̪ ẽ s i u n̪ ai ʃ WORD_BOUNDARY s e n̪ u z ɔi k u ʃ WORD_BOUNDARY s i t̪ u a d̪ u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ t̪ u ai ʃ WORD_BOUNDARY
+ʃ k a ɾ p ɐ ʒ WORD_BOUNDARY ʁ e s ɯ s i v ɐ ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ɐ b ɐ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY
+s i t̪ u a d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ k a ɾ p ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i u t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k u ʁ u b u ɾ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+
+k u ʁ ɯ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ i b ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY l̪ˠ i t̪ u ɾ ɐ̃ n̪ i u WORD_BOUNDARY
+ʁ i b ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i t̪ i m o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY u l̪ˠ t̪ i m u WORD_BOUNDARY k ũ t̪ ẽ d̪ u WORD_BOUNDARY ʁ u m b u ɡ ʁ a b ẽ ʃ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a ɾ ẽ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ a d̪ u z WORD_BOUNDARY ẽ p ʁ ɯ ɡ a ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY ɡ ʁ a b ẽ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ i f t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɾ i t̪ i m o WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ i t̪ u ɾ ɐ̃ n̪ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ n̪ i f ɛ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ɐ b ʁ ɐ̃ ʒ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u s ĩ t̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY
+
+ẽ ɡ l̪ˠ ɔ b ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ a b ẽ z WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY
+u b ɐ t̪ u b ɐ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY i ɡ o a p ɯ WORD_BOUNDARY k ɐ n̪ ɐ n̪ ɛi ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ n̪ ɐ ɡ o a WORD_BOUNDARY f i ɡ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ k l̪ˠ u i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f oi WORD_BOUNDARY
+
+t̪ ɛ ʁ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY b ɐ ʁ ɐi ɾ ɐ ʒ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f l̪ˠ ɯ k s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+
+
+ɡ o ɐ̃ d̪ u s e p ɯ t̪ i b ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ a t̪ i WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i v i z o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɡ o ɐ ʒ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY t̪ ĩ ɡ o a t̪ i ʒ u k ɐ WORD_BOUNDARY i WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY i ʎ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e p a ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e p ɯ t̪ i b ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ s e p ɯ t̪ i b ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY ɡ ʁ a b ẽ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ v ɐ ɾ i ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s i m ɛ t̪ ʁ i k o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY f ɐ ʎ a d̪ ɐ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY
+
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY a WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY
+
+ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY f i z ɛ ɾ ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY v e ɾ i f i k a ɾ ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɐ f iu̜ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k au̜ z a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ k e l̪ˠ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY
+m i n̪ i m i z a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ u k u ɾ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+d̪ u m i n̪ i u ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k u ʒ WORD_BOUNDARY m ɐ p i a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ z WORD_BOUNDARY ɐ s i n̪ ɐ t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʒ i u f i z i k ɐ ʃ WORD_BOUNDARY
+v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY v e ɾ i f i k a ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY
+
+
+d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ʁ ɛ k ɐ̃ m b ʁ i ɐ̃ n̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ s t̪ ɐ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ʁ i f t̪ ɯ ʃ WORD_BOUNDARY s e n̪ u z ɔi k u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɔ ʃ t̪ ɐ WORD_BOUNDARY e ʃ s ɛ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ʁ u z ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ɾ k ɐ b o s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɐ ɾ i n̪ ɐ WORD_BOUNDARY m e t̪ ɐ m u ɾ f i t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ u p u WORD_BOUNDARY b ʁ u ʃ k ɯ WORD_BOUNDARY
+
+f l̪ˠ u m i n̪ ẽ s ɯ WORD_BOUNDARY ɔ ɾ t̪ u ɡ n̪ ai s ɯ z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY e i l̪ˠ b ʁ õ WORD_BOUNDARY
+
+
+p oi ʃ WORD_BOUNDARY p ʁ u p i s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ u m i n̪ i u ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k ũ t̪ ʁ a ʃ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY v i z i ɲ ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p e ɾ ɐ ɾ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɐ b ɐ t̪ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b l̪ˠ ɔ k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ b ʁ u p t̪ ɐ WORD_BOUNDARY ɐ t̪ ɯ n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY
+ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY b l̪ˠ ɔ k u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY b l̪ˠ ɔ k o WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɛ s ẽ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ k ʁ ɯ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ v e z WORD_BOUNDARY a WORD_BOUNDARY
+f l̪ˠ ɯ k s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʒ ɛ ɾ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+
+s u p ʁ ɐ s i t̪ a d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY f ɐ z ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ WORD_BOUNDARY k o m WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+m a p ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʃ WORD_BOUNDARY p u d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ s a ʁ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɐ̃ d̪ i d̪ a t̪ u z WORD_BOUNDARY a WORD_BOUNDARY k a ʎ ɐ ʃ WORD_BOUNDARY s e n̪ u z ɔi k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY
+k ĩ z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ũ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ o WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+m ɐ ɡ n̪ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ ʒ n̪ i v ɛ l̪ˠ WORD_BOUNDARY ʃ p e ɾ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY ĩ f ɯ ɾ i d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY e z i b ɯ WORD_BOUNDARY d̪ ɯ ʒ n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY b l̪ˠ ɔ k u ʃ WORD_BOUNDARY
+a l̪ˠ t̪ o WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ ʒ n̪ i v ɐi ʃ WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY ĩ t̪ ʁ ɐ m ũ t̪ ɐ̃ n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v a l̪ˠ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ i b ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ʃ ɯ ɡ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɐ p ɐ ɛ m WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɾ i t̪ i m ɐ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k a ʎ ɐ ʃ WORD_BOUNDARY s e n̪ u z ɔi k ɐ ʃ WORD_BOUNDARY
+m ɐ p i a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m a s i m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+
+a WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ s i n̪ ɐ t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY e z i b i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY i ʎ ɐ ʒ WORD_BOUNDARY m õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ɡ u WORD_BOUNDARY b u z i u ʃ WORD_BOUNDARY
+i WORD_BOUNDARY v i t̪ ɔ ɾ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s e ɾ k ɐ n̪ i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s e b ɐ ʃ t̪ i ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY s t̪ o k ʒ WORD_BOUNDARY i WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ õi ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʎ ɯ ʃ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY s u ʒ ɯ ɾ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+s u b m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY k ũ t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k a ʎ ɐ ʃ WORD_BOUNDARY
+s e n̪ u z ɔi k ɐ ʃ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY
+a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ĩ f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ĩ k l̪ˠ u i d̪ o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY n̪ ũ m e ɾ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY p ɔ z ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+au̜ s i l̪ˠ iu̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY v e a WORD_BOUNDARY ũ WORD_BOUNDARY ɐ t̪ ʁ i b u t̪ u WORD_BOUNDARY s i ʒ m i k u WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ p õ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+v u k ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY f u ɾ m a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e d̪ i f i s i u ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY s u b v ɯ ɾ t̪ i k ai ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ k ɐ l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY p ɔ z ɐ p t̪ i ɐ̃ n̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s u ʃ t̪ ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY v u k ɐ n̪ i ʒ m u WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ o WORD_BOUNDARY
+
+n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u k ʁ ɯ t̪ a s i o WORD_BOUNDARY a WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ k l̪ˠ ui WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+k o m u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u ʃ t̪ a l̪ˠ WORD_BOUNDARY i m p ɔ ʃ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY m ɐ̃ t̪ ɛ l̪ˠ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k au̜ z o WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY s u ɯ ɾ ɡ i m ẽ t̪ u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY m ẽ s i u n̪ a d̪ u WORD_BOUNDARY
+
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ l̪ˠ i v i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ʃ t̪ ɯ n̪ u ʃ f ɛ ɾ ɐ WORD_BOUNDARY
+i WORD_BOUNDARY k ũ s t̪ i t̪ u i ɾ ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ s i t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+
+ʁ e ʒ i u n̪ ai z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY d̪ i n̪ ɐ̃ m i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ a k ɐ WORD_BOUNDARY s u ɐ m e ɾ i k ɐ̃ n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY
+k ʁ u z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k au̜ z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ k u m u d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʃ f ɔ ɾ s u z WORD_BOUNDARY ĩ t̪ ʁ ɐ p l̪ˠ a k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ ɯ WORD_BOUNDARY k u ĩ s i d̪ ẽ t̪ ɯ WORD_BOUNDARY
+
+ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY
+d̪ i ʃ k u t̪ i d̪ o WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ʁ u l̪ˠ ũ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+
+
+
+ẽ WORD_BOUNDARY ʃ ɛ k ɯ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɯ z ẽ k ɐ d̪ i ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʒ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY n̪ u WORD_BOUNDARY
+s u ɯ ɾ ɡ i m ẽ t̪ u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m a ɾ ʒ ẽ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY s ẽ t̪ i d̪ o WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʃ t̪ ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k ũ s u l̪ˠ i d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY f a z ẽ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ p ɯ a v ɐi ʃ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u ɲ ɯ s i m ẽ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i n̪ ɯ z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z u m o WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY o WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY ĩ d̪ i s i u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ l̪ˠ e l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i ɾ i ʒ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+s i ʃ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ʃ p e s i f i k u z WORD_BOUNDARY ɐ s u s i a d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+
+p ʁ u f ũ d̪ ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY u WORD_BOUNDARY f ɔ k u WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY e s t̪ ʁ ɐ i ʁ WORD_BOUNDARY u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ ʁ i k ɯ s e ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ʁ i a ʁ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY v ĩ k u l̪ˠ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e ʃ t̪ ʁ ĩ ʒ i ʁ WORD_BOUNDARY u WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ̃ m b i ɡ u i d̪ a d̪ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u t̪ ẽ s i ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY f oi WORD_BOUNDARY d̪ i t̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k ɐ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ʒ i u f i z i k u z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʃ WORD_BOUNDARY
+d̪ i ʃ t̪ ʁ i b u i d̪ ɐ z WORD_BOUNDARY ʃ p ɐ ɾ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɡ ʁ ɐ v i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ u WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+m ai ʃ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v u WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s i u n̪ a ʁ WORD_BOUNDARY e v ẽ t̪ u ai z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY i t̪ ẽ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ɡ ʁ i d̪ a d̪ u z WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY
+
+ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY b l̪ˠ ɔ k u WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u b ɐ ɾ i ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY
+b l̪ˠ ɔ k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s e d̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f u ɡ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ʃ p ɐ s ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+p ʁ i m ɐi ɾ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s e ɡ ũ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY s e k s a ʒ ɛ z i m o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v o u WORD_BOUNDARY
+
+d̪ i ʃ t̪ ʁ i b u i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY ʃ p ɐ s ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s e ɡ ũ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY s e k s a ʒ ɛ z i m o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY
+
+
+m i n̪ i m ɐ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʒ i u z u f t̪ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+n̪ u m ɛ ɾ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ i ɐ m u ʃ t̪ ʁ a ʒ ẽ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɛ m WORD_BOUNDARY f oi WORD_BOUNDARY
+ɔ b t̪ i d̪ u WORD_BOUNDARY ʁ e ʃ t̪ ʁ i t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY
+k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɔ v u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+
+d̪ ɯ t̪ a ʎ ɯ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k i z i s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY
+ĩ d̪ ɯ p ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɯ m ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ f i a v ɛ l̪ˠ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɡ u ɾ o z u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+t̪ ɛ k n̪ u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m u t̪ i v o WORD_BOUNDARY ɐ WORD_BOUNDARY e z ɯ k u s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k ɯ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f ɔ k u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY
+
+
+n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY e s k l̪ˠ u z i v i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ k l̪ˠ u i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ k i WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+k o ɐ l̪ˠ i t̪ ɐ t̪ i v o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ɯ ɾ u l̪ˠ ɯ v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e k ɔ b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+
+
+p ʁ i u k u p ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY u n̪ i ʁ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ i d̪ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY f ɔ k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+m ɐ ɾ i ɲ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY u n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY e z ɐ̃ m ɯ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+e k u b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY s e ɐ ɡ ɐ ɛ m WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY b ɐ t̪ i m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY ʁ e k u b ʁ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ a t̪ i WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+ɐ b ʁ ɐ̃ ʒ ẽ d̪ u WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY ʃ t̪ a d̪ u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY p ɐ ɾ a t̪ i WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u z WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY f a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p ʁ i ẽ d̪ i d̪ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY b ɐ t̪ i m ɛ t̪ ʁ i k o WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ɲ u WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ɾ ɡ ɐ n̪ i z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p u l̪ˠ ɐ s õi ʒ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY k ʁ i ɡ a ʒ ẽ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY f oi WORD_BOUNDARY ʃ k u ʎ i d̪ o WORD_BOUNDARY ẽ p i ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY p ɐ ɾ ɯ s ẽ d̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY
+t̪ o d̪ ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+k o m o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY e t̪ ɯ ɾ u ʒ e n̪ i u ʒ WORD_BOUNDARY v ɐ ɾ i ɐ̃ d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ m u ʃ t̪ ʁ a ʒ ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɾ k ɐ s õi ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ẽ s u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+p e ɾ s ɯ b i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY v ɐ ɾ i a v ɛ l̪ˠ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+p e ɾ s ɯ b e ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɾ k ɐ s õi ʒ WORD_BOUNDARY ʁ ɐ d̪ i ai ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ v ɯ ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ ɐ d̪ iu̜ p u z i s i u n̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ ɐ d̪ i ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+
+k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i s õi ʒ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY d̪ i ʒ i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f o ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u ʒ ɯ ʃ t̪ i v u WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY n̪ i t̪ i d̪ ɐ ʃ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐi s õi z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ f ɐ t̪ i z a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY s u t̪ i ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e l̪ˠ e v u WORD_BOUNDARY
+t̪ u p u ɡ ʁ a f i k o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ e v o WORD_BOUNDARY i n̪ ɯ s p ʁ ɯ s i v u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY s u m b ʁ i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i ʒ i t̪ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ u z WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ẽ d̪ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ t̪ ĩ ʒ iu̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e z u m ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ ɾ a t̪ ɯ ʁ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ WORD_BOUNDARY k ũ t̪ ʁ i b u i ʁ WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY u WORD_BOUNDARY p i v o WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f u ʒ ĩ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ʃ k o p u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY s i t̪ u ɐ̃u̜ WORD_BOUNDARY f ɔ ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ z WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi ʃ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k a ɾ p ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ ɯ ʒ n̪ i v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ i o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʃ t̪ ẽ d̪ ẽ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY v a ɾ i u ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+i z u b ɐ t̪ i m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k e b ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY
+a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʒ WORD_BOUNDARY d̪ ɛ s ɐ z WORD_BOUNDARY ʃ k a ɾ p ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+
+ɐ d̪ i s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY b ɐ z i a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+
+
+u m ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY s ĩ t̪ ɯ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY ʁ i ai z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ũ k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY m ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʃ WORD_BOUNDARY
+k u m b i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY b ɐ t̪ i z a d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+
+
+s u b d̪ ɯ t̪ e ɾ m i n̪ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ m ɛ d̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f ũ s i u n̪ a l̪ˠ WORD_BOUNDARY
+ʃ p e s i f i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY s u b d̪ ɯ t̪ e ɾ m i n̪ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɐ t̪ i ʃ f a z ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY d̪ ɯ ʃ t̪ i t̪ u i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ f ɯ ɾ i ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+s u l̪ˠ u s õi z WORD_BOUNDARY ũ WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ s ɯ ɡ i d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u ʃ WORD_BOUNDARY k u ʁ ɛ t̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY v ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ e ʁ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v ĩ k u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u ɲ ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY f o ʁ WORD_BOUNDARY ɔ WORD_BOUNDARY
+n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY ʃ k u ʎ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ũ WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɛ WORD_BOUNDARY ĩ s ẽ s i v ɛ l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m e ʒ m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ m b i t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY
+k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ d̪ u z i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY au̜ s i l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ i d̪ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+f ɯ ʁ ɐ m ẽ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ l��ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ ɯ s i z ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY m u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ u m i n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY e s p l̪ˠ ɐ n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+i t̪ ẽ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ i b ui WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ i õ ɡ WORD_BOUNDARY
+
+k o m o WORD_BOUNDARY ũ WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY ɐ b ɐ ɾ k ɐ̃ d̪ u WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ ɐ ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai z WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY k ũ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+f õ t̪ ɯ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY k ũ k l̪ˠ u ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY ʃ p e s i f i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY k u l̪ˠ u k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ i õ ɡ WORD_BOUNDARY l̪ˠ i WORD_BOUNDARY
+
+
+k o a l̪ˠ WORD_BOUNDARY n̪ ẽ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY s i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s i n̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s eu̜ WORD_BOUNDARY m a s i m u WORD_BOUNDARY k u ĩ s i d̪ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ o WORD_BOUNDARY o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɛ ɡ ʁ ɐ WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ ɛ z i m ɐ WORD_BOUNDARY ɔ ɾ d̪ ẽ WORD_BOUNDARY
+p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY s e p ɐ ɾ a ʁ WORD_BOUNDARY
+k o m WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY i f i s i ẽ s i ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k au̜ z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ẽ f ɐ t̪ i z a ʁ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e ʃ p õ d̪ ẽ WORD_BOUNDARY k o m o WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ ʒ v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɯ d̪ i m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+i n̪ ɯ v i t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ̃ m p l̪ˠ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY k ũ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY o WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+ʃ k a l̪ˠ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY k u m p ɐ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY v i z ɐ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+d̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ɔ l̪ˠ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ s ẽ s i ɐ WORD_BOUNDARY
+i m p l̪ˠ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ i ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY
+ɐ s u m ĩ d̪ u s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY ʁ ɐi n̪ ɐ̃ t̪ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ e WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY t̪ ẽ d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY n̪ u WORD_BOUNDARY e k o ɐ d̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY
+
+ĩ f i n̪ i t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k u ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY au̜ WORD_BOUNDARY e k o ɐ d̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY i m p l̪ˠ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i n̪ ɯ v i t̪ a v ɛ l̪ˠ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ u ɾ s e ʁ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k au̜ z a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ z WORD_BOUNDARY u n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ i v ɛ ɾ s u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ɾ ɐ̃u̜ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY e l̪ˠ ɯ ʃ WORD_BOUNDARY
+
+u m ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ t̪ ʁ o WORD_BOUNDARY ẽ WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY
+l̪ˠ ɐ t̪ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY m e ʎ ɔ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ t̪ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ i u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ t̪ ʁ ɐ p ɐ ɾ t̪ i d̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+m e n̪ u ʃ WORD_BOUNDARY s ẽ s i v ɛ l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY u n̪ i v ɯ ɾ s a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY o WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY v i ʃ t̪ u ʃ WORD_BOUNDARY
+k o m u WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+
+
+ĩ s ẽ s i v ɛ l̪ˠ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY p ʁ e k u n̪ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY o WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ĩ d̪ i ʃ k ʁ i m i n̪ a d̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ʁ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ s u m i ʁ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY b õ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ f i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ɐ l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʃ WORD_BOUNDARY
+ĩ d̪ ɯ p ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY i ɡ o a l̪ˠ m ẽ t̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u s i m i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY
+ɛ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u m i n̪ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY ẽ p ʁ ɯ ɡ ��̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u WORD_BOUNDARY b ɐ z i a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ʒ i u z u f t̪ WORD_BOUNDARY f ɐ s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k a l̪ˠ k u l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ũ WORD_BOUNDARY
+ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ k u m p ɐ̃ ɲ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v u ʃ WORD_BOUNDARY p a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY au̜ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY k u m p ɐ ɾ a d̪ u z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a ʁ WORD_BOUNDARY
+ẽ f ɐ t̪ i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY i n̪ ũ m ɯ ɾ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ a v ɐ̃u̜ WORD_BOUNDARY
+m ɐ ʃ k ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p ɯ ɾ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY
+u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ ɐ ʒ WORD_BOUNDARY ʁ i a l̪ˠ s ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ɯ n̪ u ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k au̜ z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z i v ɐ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u v ĩ s i ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY
+k u ʒ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ z WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ e t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ u s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɔ ʃ t̪ ɐ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY i z u l̪ˠ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m a s i m u z WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u ʃ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i z u l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY i z u l̪ˠ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i f i s i l̪ˠ WORD_BOUNDARY
+d̪ i ʃ t̪ ĩ ɡ o i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ u ɡ z WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʃ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ o WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʃ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ʁ ɛ ʃ ɐ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY m ɐ p i a d̪ u z WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY v e ɾ i f i k a d̪ u ʃ WORD_BOUNDARY
+
+m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY
+
+n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɔ k u ʁ ẽ d̪ u WORD_BOUNDARY
+p ʁ ɔ s i m WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY
+s i ɾ k u l̪ˠ a ʁ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY s u p e ʁ i m p ɔ s t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+m ɐ t̪ ɯ m a t̪ i k u z WORD_BOUNDARY u z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY e s t̪ ʁ ɐ i ʁ WORD_BOUNDARY ĩ f ɯ ɾ ẽ s i ɐ z WORD_BOUNDARY u t̪ ɐi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m e d̪ i d̪ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY f e n̪ o m ɯ n̪ u WORD_BOUNDARY f i z i k u WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɐ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a l̪ˠ k ɛ ʁ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY v i ɾ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY k u m ũ ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e ɾ ɡ ũ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ʁ e ʃ p ũ d̪ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e ɾ ɡ ũ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY s u l̪ˠ u s i u n̪ ɐ d̪ o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m b i n̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY ʁ ɐ s i u s i n̪ i u WORD_BOUNDARY l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ui t̪ i v u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY k ũ t̪ e ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʁ e ʃ p ũ d̪ e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ ɡ ũ t̪ ɐ WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ ɐ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s o WORD_BOUNDARY ẽ WORD_BOUNDARY ʒ i u f i z i k ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e ɾ ɡ ũ t̪ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʃ WORD_BOUNDARY
+ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʒ WORD_BOUNDARY m e d̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY
+p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY e l̪ˠ ɯ t̪ ʁ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+e l̪ˠ ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z m i s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ ɾ m i k ɐ WORD_BOUNDARY p e ɾ t̪ u ɾ b ɐ s õi z WORD_BOUNDARY e l̪ˠ a ʃ t̪ i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY ʁ ɐ d̪ i ɐ s õi ʒ WORD_BOUNDARY n̪ u k l̪ˠ i a ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ ɡ ũ t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m e d̪ i d̪ u z WORD_BOUNDARY o WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY s u b d̪ i v i d̪ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+d̪ u ɐ ʃ WORD_BOUNDARY k l̪ˠ a s ɯ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ i ʃ k ʁ ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ k e l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ũ s õi ʃ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɛ ɡ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ ʒ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+k l̪ˠ a s ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY m ɐ t̪ ʁ i s i ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ i ʃ k ʁ ɛ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY e k o ɐ s õi z WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ai ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ũ s õi ʃ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ ʃ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ i ʃ k ʁ ɛ t̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʒ e n̪ ui n̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ k ʁ ɛ t̪ u z WORD_BOUNDARY o WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ d̪ ɯ k o ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i ʃ k ʁ ɛ t̪ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u l̪ˠ u k a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ i u n̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ m u ʃ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i ʃ k ʁ ɛ t̪ ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u m ɛ ɾ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY
+f i z i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY
+i WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ ʃ k u ɲ ɯ s i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u m ɛ ɾ i k u ʃ WORD_BOUNDARY k ũ t̪ ẽ d̪ o WORD_BOUNDARY ĩ f u ɾ m ɐ s õi ʃ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʃ WORD_BOUNDARY f i z i k ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ s u m i d̪ ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY e k o ɐ s õi ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f i z i k ɐ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ɐi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i u t̪ õ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɛ s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY p ʁ u k u ɾ ɐ WORD_BOUNDARY ɐ s u s i a ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY f i z i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY f ɐ z ẽ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY
+ĩ f ɯ ɾ ẽ s i ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s ɯ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s o WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ e d̪ i z e ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY
+n̪ u m ɛ ɾ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ e z ɐ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u WORD_BOUNDARY k o m o WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY p ʁ ɛ v i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f i z i k u WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ ɐi WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ i u t̪ õ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɡ ʁ ɐ v i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY o WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k o m u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+
+
+p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY o WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY f i z i k o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f õ t̪ ɯ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s o m ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY i f ɐi t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ i ʒ m ɐ z WORD_BOUNDARY ẽ p i ʎ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e t̪ ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY o WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ ɐ WORD_BOUNDARY k u ʒ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY ʃ t̪ i m a d̪ u ʃ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY p ʁ i ʒ m ɐ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ĩ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY n̪ u z WORD_BOUNDARY i t̪ ẽ ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+
+s i d̪ u WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY s i m p l̪ˠ i s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ɐ t̪ i s i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY ʁ a p i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY p ʁ ɛ v i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m e s u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ n̪ u ʃ WORD_BOUNDARY
+oi t̪ ẽ t̪ ɐ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY d̪ ɯ ʃ t̪ i n̪ a d̪ ɐ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ɐ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ ɾ i ũ d̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ e s ẽ t̪ ɯ ʒ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u z WORD_BOUNDARY a WORD_BOUNDARY
+m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k ũ t̪ ʁ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY f i l̪ˠ u z u f i ɐ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ d̪ ɐ p t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ v o l̪ˠ v ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ i ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ k a s o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY v e ɾ d̪ ɐ d̪ ɐi ɾ ɐ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ v ɯ ɾ i ɐ WORD_BOUNDARY p ʁ u v i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY ʒ i u f i z i k u ʃ WORD_BOUNDARY s ũ d̪ a ʒ ẽ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+o t̪ ʁ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ i ɾ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i n̪ ɯ z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ʁ a t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY
+ĩ d̪ i v i d̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ʃ t̪ i m a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY v ĩ k u l̪ˠ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɐ̃ s ɐ WORD_BOUNDARY m ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ s i u n̪ a l̪ˠ WORD_BOUNDARY
+
+
+ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p u t̪ ẽ s i ai z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY p ũ t̪ u ai ʃ WORD_BOUNDARY
+d̪ ɯ m ũ s t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɯ ʃ k ʁ i t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s e ɡ ĩ t̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ f i n̪ i t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ õ ɡ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i p s i l̪ˠ ɔ ŋ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY t̪ e WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY z e WORD_BOUNDARY
+ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p ũ t̪ u a l̪ˠ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+
+
+d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY ɐ ɡ a WORD_BOUNDARY
+k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY t̪ e WORD_BOUNDARY ɐ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY b e WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY
+m e d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY z e WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY t̪ e m u ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+k o ɐ d̪ ʁ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ p ɛ ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɛ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+
+
+
+
+t̪ e ʃ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u m a ʁ WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY f u ɾ n̪ e s ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY
+d̪ i ʃ p ɛ ɾ s ɐ z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ẽ s o WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY
+d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY
+k ũ t̪ i d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+
+m ɛ t̪ u d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɐ̃ s ɐ WORD_BOUNDARY m ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY b e WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY ʁ e d̪ u z i ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k u m p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY s i ʃ t̪ ɯ m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ �� WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k o WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u k u ɾ o s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY k ũ f i a v ɐi ʃ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ ɡ l̪ˠ ɔ b ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a s i m u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p i k u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɐ d̪ u t̪ o s ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY p i v o WORD_BOUNDARY s ẽ t̪ ʁ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY e s p ʁ ɯ s õi ʒ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+d̪ ɯ f i n̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY e k o ɐ s õi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ f i n̪ i d̪ a d̪ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ̃ m b ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z ɐi ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ ɾ i v a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ v ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s õi ʃ WORD_BOUNDARY k u m b i n̪ a d̪ ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY m u ʃ t̪ ʁ a ʁ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY f o ʁ WORD_BOUNDARY s ẽ t̪ ʁ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY
+ũ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ o WORD_BOUNDARY ɔ t̪ i m u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY p i v o WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p ʁ u p ɔ s t̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s e ɡ ĩ t̪ ɯ ʃ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u ʃ WORD_BOUNDARY
+ẽ p i ɾ i k u z WORD_BOUNDARY u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ u m a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p ɐ s ɐ m ẽ t̪ o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY m ɐi ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s ɛ ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY f u ɾ n̪ e s ɐ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɯ n̪ ɔ ʁ WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY s p ʁ ai WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY ʁ e ɡ u l̪ˠ a ɾ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY s ẽ t̪ i d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY s ẽ t̪ ʁ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY f u ɾ m a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+s p ʁ ai WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ z WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ẽ s u WORD_BOUNDARY
+
+ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ɔ t̪ i m ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ s ɯ WORD_BOUNDARY t̪ u m a ʁ WORD_BOUNDARY
+
+
+p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ i m u ʃ WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+
+
+ĩ f i n̪ i t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY e s p ʁ ɯ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+
+
+s ẽ s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY k u ʁ ɛ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY p i v o WORD_BOUNDARY n̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s i m u WORD_BOUNDARY
+
+
+b ɐ z i ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ u t̪ i n̪ ɐ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s ɯ b i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɐ ʃ t̪ ʁ i a ʁ WORD_BOUNDARY
+
+ɐ z WORD_BOUNDARY i m p u z i s õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY s ɐ i d̪ ɐ ʒ WORD_BOUNDARY ɡ ʁ a f i k ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ u t̪ i n̪ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ u z ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY
+
+ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ m e ʎ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ɐ ʃ WORD_BOUNDARY k ʁ u z ɯ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʃ t̪ i m a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ai z WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY ĩ k l̪ˠ u i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY k au̜ z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY
+
+s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+eu̜ l̪ˠ e ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ u t̪ i n̪ ɐ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+s u l̪ˠ ɐi ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ u t̪ i n̪ ɐ WORD_BOUNDARY
+k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY k ũ s t̪ a t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY
+
+ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m u z WORD_BOUNDARY i WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY s i t̪ u a d̪ u ʃ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+
+p ʁ u p u ɾ s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY
+v e ɾ m e ʎ u WORD_BOUNDARY k ũ s t̪ ɐ t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ʃ t̪ i m a d̪ u z WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+ĩ k l̪ˠ u i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY k ʁ u z ɯ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ũ k l̪ˠ ui s ɯ WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY p i v o WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY ĩ s t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+s u l̪ˠ u s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY e z i b ĩ d̪ u WORD_BOUNDARY
+ũ WORD_BOUNDARY l̪ˠ i ʒ ɐi ɾ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ z u WORD_BOUNDARY i WORD_BOUNDARY v e ɾ m e ʎ u WORD_BOUNDARY d̪ e v i d̪ u WORD_BOUNDARY
+
+ʁ e f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k ʁ u z ɯ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY v e ɾ i f i k a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i ʃ p ɛ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY
+ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ʁ u k u ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i ʃ t̪ ɐ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ ɐ m i n̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY
+ɛ WORD_BOUNDARY i n̪ ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+v e ɾ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s i m p l̪ˠ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k ũ s t̪ a t̪ ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o i ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY p ʁ u d̪ u z ẽ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k l̪ˠ u ʃ t̪ e ɾ ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ʁ u z ɯ z WORD_BOUNDARY ɐ z ui z WORD_BOUNDARY i WORD_BOUNDARY v e ɾ m e ʎ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY
+k u m p ɐ ɾ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s u m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ i ɡ u n̪ a l̪ˠ WORD_BOUNDARY
+ɐ l̪ˠ ɐ ɾ ɡ a d̪ ɐ WORD_BOUNDARY s i t̪ u a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ i v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p ʁ u f ũ d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY p ʁ u k u ɾ ɐ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p ɐ s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ɐ p ʁ u s i m ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY i WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p u z i s i o n̪ ɐ WORD_BOUNDARY
+ʁ ɐ z u ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+v e ɾ m e ʎ u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m b u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ WORD_BOUNDARY ɐ v ẽ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY k ʁ u z ɯ ʒ WORD_BOUNDARY v e ɾ d̪ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY
+ʃ p e ɾ a d̪ u WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɐ̃ m b i ɡ u u ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY ẽ p i ɾ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY ʃ ɯ ɡ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k au̜ k u l̪ˠ u WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u l̪ˠ u s õi ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u z WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a ʁ WORD_BOUNDARY
+u ɾ i z ũ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s eu̜ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ ɐ z u ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+b ẽ WORD_BOUNDARY p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY ʁ i ai z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ɐ m i n̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+p ʁ i u k u p ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY u WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY l̪ˠ ɯ v a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY p ʁ a t̪ i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ũ k l̪ˠ u z ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ʃ t̪ u d̪ u WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ i ɾ ɛ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ai z WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY
+
+p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ẽ s i ɐ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u v a d̪ ɐ WORD_BOUNDARY
+
+k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z e d̪ WORD_BOUNDARY k u m p a t̪ WORD_BOUNDARY ɡ ʁ ɐ v i t̪ i WORD_BOUNDARY
+
+ɐ n̪ ɐ l̪ˠ u ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY u z ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+
+õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ p a ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY
+s i t̪ u ɐ s õi ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ ʒ ĩ d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY s i WORD_BOUNDARY o WORD_BOUNDARY
+k ɔ ɾ p u ʃ WORD_BOUNDARY k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ẽ ɡ l̪ˠ u b a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY
+i m p l̪ˠ ɯ m ẽ t̪ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ u ʃ WORD_BOUNDARY p ʁ i ʒ m ɐ ʃ WORD_BOUNDARY
+b i d̪ i m ẽ s i u n̪ ai ʃ WORD_BOUNDARY s u p ɛ ɾ p ɔ s t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY ʁ e t̪ ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY f i ʃ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ʁ i b u ĩ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY p ʁ i ʒ m ɐ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ ẽ WORD_BOUNDARY ʃ t̪ i m a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY s i t̪ u ɐ s õi ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY k ʁ i a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m a ʒ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY s u ʒ ɐi t̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i m i n̪ ui WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+p ʁ i ʒ m ɐ WORD_BOUNDARY ĩ d̪ i v i d̪ u a l̪ˠ WORD_BOUNDARY e l̪ˠ ɯ v ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY v ɐ ɾ i a v ɐi ʃ WORD_BOUNDARY
+au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY
+ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ i ʒ m ɐ ʃ WORD_BOUNDARY s u p ɛ ɾ p ɔ s t̪ u ʃ WORD_BOUNDARY s u p õ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ v ɐ l̪ˠ i ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k u m p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ ɐ WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY m ɐ t̪ ɯ m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m i n̪ i m i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ũ s i u n̪ a l̪ˠ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i z ɐ̃ t̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p e WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+i ɡ o ɐ l̪ˠ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k u ʒ u WORD_BOUNDARY ʒ ɔ t̪ ɐ ɛ z i m o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p e WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY i WORD_BOUNDARY s u b d̪ i v i d̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+d̪ e s ɯ ʃ WORD_BOUNDARY p ʁ i ʒ m ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY p e WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ t̪ i m i z a d̪ u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+k ũ s i ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY s u ʒ ɐi t̪ WORD_BOUNDARY a WORD_BOUNDARY i m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s p l̪ˠ i k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY p e WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+k u m p a t̪ ɐ WORD_BOUNDARY i m p l̪ˠ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i t̪ ɯ ɾ ɐ t̪ i v o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʒ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u p e WORD_BOUNDARY ĩ t̪ ʁ u d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ẽ s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p iu̜ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ s u m ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ ʒ WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY ʃ i ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY m i k ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ k ɐ l̪ˠ a ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v o WORD_BOUNDARY i WORD_BOUNDARY
+ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ t̪ ʁ i z WORD_BOUNDARY i d̪ e n̪ t̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i m ẽ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY ɡ i l̪ˠ ẽ WORD_BOUNDARY
+
+f õ t̪ ɯ WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐi ʃ o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY k ɯ WORD_BOUNDARY v ĩ k u l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ a d̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ɐi ʃ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ �� ɐ WORD_BOUNDARY b ɐ ɾ b ɔ z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ d̪ m i t̪ i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ u z WORD_BOUNDARY ɐi ʃ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+p õ t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY ʃ t̪ i m a ʁ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s õi ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+
+ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ t̪ i v ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY
+i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY s e ɡ ĩ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY t̪ u m ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ʁ e z ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i t̪ ɯ ɾ ɐ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY i n̪ i s i a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m i n̪ i m u ʃ WORD_BOUNDARY k o ɐ d̪ ʁ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY p e WORD_BOUNDARY u m WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY
+ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY k o ɐ̃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ t̪ ʁ i b ui WORD_BOUNDARY ɐ WORD_BOUNDARY m i k ʁ u WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+n̪ ɔ ɾ m ɐ WORD_BOUNDARY e u k l̪ˠ i d̪ i ɐ̃ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY p e WORD_BOUNDARY ʃ t̪ i m a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e WORD_BOUNDARY ɛ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ u ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY i t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY n̪ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ t̪ ʁ i ʒ WORD_BOUNDARY d̪ i ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p e z u ʒ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k a p ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY d̪ iː d̪̠ʒ ɐi WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ɐ̃ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+s ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ ɔ t̪ ɐ ɛ z i m u WORD_BOUNDARY p ʁ i ʒ m ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY
+ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY o WORD_BOUNDARY ʁ ɛ t̪ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY n̪ u m ɯ ɾ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɛ l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY
+
+p ɔ d̪ ɯ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a ʁ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɔ ɾ m ɐ ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k ɐ ʒ WORD_BOUNDARY b a z i k ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY k au̜ z ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY s e ɡ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i m p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m i n̪ i m u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i t̪ ɯ ɾ ɐ t̪ i v u WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k u l̪ˠ a p s ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ũ WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY p ʁ i ʒ m ɐ WORD_BOUNDARY o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ e l̪ˠ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY k l̪ˠ a s i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY i WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ ʁ ɐ p ɐ s ɐ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+l̪ˠ i m i t̪ ɯ z WORD_BOUNDARY ɐ s ɐi t̪ a v ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ z WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i o WORD_BOUNDARY i m p o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m o WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY b ɐ z i a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY
+k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY p ʁ ɛ v i u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY
+ʃ t̪ ɐ b ɯ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ WORD_BOUNDARY ĩ v i u l̪ˠ a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u d̪ u z i ʁ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ ʒ ɯ l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ ʁ ɐ p ɐ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY
+
+p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY p e ʒ ɔ t̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY u t̪ ʁ ɐ p ɐ s o WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ WORD_BOUNDARY ĩ v i u l̪ˠ a v ɛ l̪ˠ WORD_BOUNDARY
+s u b s t̪ i t̪ ui s ɯ WORD_BOUNDARY p e ʒ ɔ t̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY v ɐ l̪�� o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ ɯ s i d̪ u WORD_BOUNDARY p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ k u m i t̪ ɐ̃ t̪ ɯ m ẽ t̪ WORD_BOUNDARY i m p õi s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY s u f i s i ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ʒ ɔ t̪ ɐ ʒ ɔ t̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m ɐ t̪ ʁ i ʒ WORD_BOUNDARY d̪ i ɐ ɡ u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e z u ʒ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k a p ɐ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u WORD_BOUNDARY p e ʒ ɔ t̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+k a p ɐ ɛ z i m ɐ WORD_BOUNDARY i t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u ʃ s ɯ WORD_BOUNDARY au̜ t̪ u m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ z ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k u m p ẽ s a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY i t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʒ a WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY t̪ e ɾ m u WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ʒ ɔ t̪ ɐ ʒ ɔ t̪ ɐ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY f i k s a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY e l̪ˠ ɯ v a d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY i t̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY s u b s ɯ k o ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ u WORD_BOUNDARY p e ʒ ɔ t̪ ɐ WORD_BOUNDARY
+t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ m ɐ n̪ ɯ s e ʁ WORD_BOUNDARY p ʁ e z ɯ ɾ v a d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u t̪ ɔ ɾ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY i t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ s ɯ ɾ t̪ e z ɐ ʃ WORD_BOUNDARY
+ʁ u i d̪ u WORD_BOUNDARY k ũ t̪ i d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY i m p l̪ˠ i k ɐ WORD_BOUNDARY d̪ i z e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY e t̪ a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY i t̪ ɯ ɾ ɐ t̪ i v u WORD_BOUNDARY
+e s p l̪ˠ i k ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY t̪ u l̪ˠ ɯ ɾ a v ɐi ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY k ʁ i o s ɯ WORD_BOUNDARY
+ũ WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k e l̪ˠ ɯ z WORD_BOUNDARY ɐ t̪ ʁ i b u i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+k ũ ʒ ũ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ i ʒ m ɐ ʒ WORD_BOUNDARY d̪ ɯ f i n̪ ĩ d̪ o WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY p ʁ e d̪ ɯ t̪ e ɾ m i n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ẽ ɡ l̪ˠ ɔ b ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY a WORD_BOUNDARY
+
+p ɔ d̪ ẽ WORD_BOUNDARY ɔ k u p a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY o WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ʒ u ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ d̪ i k a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+
+ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ m WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY f ʁ i z a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY v e WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ũ k u m i t̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY
+e s p l̪ˠ i s i t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ʁ u p s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY i t̪ ɯ ɾ ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY e s t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+v ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY p e WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ a ʁ WORD_BOUNDARY
+s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p õi WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY t̪ e ʃ t̪ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY p ʁ e v i ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY
+ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ ɐi ɐ̃u̜ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ u WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY p ʁ u v i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ i ɾ ɛ t̪ ɐ ʃ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY f u ɾ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ũ d̪ a ʒ ẽ WORD_BOUNDARY e ts ɛ tː ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ k a s ɐ WORD_BOUNDARY o WORD_BOUNDARY i n̪ ɯ z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY u WORD_BOUNDARY u z o a ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY k ʁ i a ʁ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u ʃ WORD_BOUNDARY s ẽ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e ʁ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s ɯ b i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ɐ b i l̪ˠ i d̪ a d̪ WORD_BOUNDARY i n̪ ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY d̪ i ʃ p o ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ʁ i z WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+k u m p l̪ˠ ɛ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i ʃ k ʁ i s i u n̪ a ɾ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ u p o ʃ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+eu̜ l̪ˠ e ʁ WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY k ũ v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY
+p oi ʃ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ ĩ s i p iu̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ i ɐ m ɯ t̪ ʁ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ p o ʃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY f ʁ i z a ʁ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ k i WORD_BOUNDARY n̪ i ɲ ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ʁ e l̪ˠ ɐ s õi ʒ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ s ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ i ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ s ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY
+p e ɾ m ɐ n̪ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ o WORD_BOUNDARY ẽ p i ɾ i k u WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY e z ẽ p l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e l̪ˠ u s i d̪ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY s ɐ b ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s u l̪ˠ u s õi z WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY f u ɾ n̪ ɛ s ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+p ũ t̪ u ai z WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ t̪ ɯ z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ e n̪ s i d̪ a d̪ ɯ WORD_BOUNDARY p ʁ e z u m ɯ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ d̪ ɯ k o ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY v ĩ k u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY e k i v a l̪ˠ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+ʃ f ɛ ɾ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY a l̪ˠ ɡ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a s ɐ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+v ĩ k u l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY o WORD_BOUNDARY s u l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s u ʒ ɯ ɾ i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY s e ɡ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ ɛ t̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e z u m o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY p u z i s i u n̪ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s e ɾ i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ʁ ɛ t̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ̃ d̪ u s ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p ʁ ɛ v i ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u p u ɾ s õi ʒ WORD_BOUNDARY m i n̪ i m ɐ z WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p ʁ ɛ v i o WORD_BOUNDARY ɛ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ v ɐ l̪ˠ i a ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p ʁ u v a v ɐi ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ WORD_BOUNDARY a WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY f oi WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+
+u m u ʒ e n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY i p u t̪ ɛ t̪ i k ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY
+
+i WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u z WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ ɐ b ɯ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+v ĩ k u l̪ˠ u z WORD_BOUNDARY o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i n̪ i s i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ o WORD_BOUNDARY a WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+s i l̪ˠ ĩ d̪ ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY s u p o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY s i t̪ u a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ ɡ l̪ˠ u t̪ i n̪ a ʁ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY
+f i z i k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ʁ ɯ d̪ ɔ ʁ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+k ũ ʒ ɯ l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u l̪ˠ ɯ ɾ ɐ̃ s i ɐ WORD_BOUNDARY ɐ s ɐi t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ d̪ m i t̪ ĩ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY
+
+t̪ a l̪ˠ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ʁ e k u p ɛ ɾ ɐ WORD_BOUNDARY ʁ ɐ z u ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ k a s ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s i d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ k a s ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ʁ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ m ẽ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ v u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+m u d̪ ɯ l̪ˠ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY i l̪ˠ u ʃ t̪ ʁ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɐ l̪ˠ ũ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY m e ɾ ɡ u ʎ ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ʁ ɛ s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m e ʎ ɔ ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s u p õ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v o WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɛ WORD_BOUNDARY k u l̪ˠ u k a d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY oi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u t̪ ʁ ɐ p a s ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p o k o WORD_BOUNDARY u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY p e ɾ f ɐi t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ e v i z i v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k l̪ˠ a s i k ɐ WORD_BOUNDARY
+ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ WORD_BOUNDARY f i z i k ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+v u l̪ˠ u m ɯ WORD_BOUNDARY i WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY
+ɔ b t̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY
+ɐ s i m ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ z WORD_BOUNDARY e s p l̪ˠ i k ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY au̜ m ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+o t̪ ʁ o WORD_BOUNDARY ẽ s ai o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p o ʃ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY
+
+s ɯ s ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ i ɡ u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY e m i ʃ f ɛ ɾ i u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY
+
+p ʁ a t̪ i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ a ʁ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p u s u ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY ɔ k u ʁ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ɐ s u m i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY i WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+
+ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s eu̜ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u ʃ WORD_BOUNDARY
+
+
+
+d̪ i ʃ t̪ ĩ t̪ ɐ z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY u z WORD_BOUNDARY ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ f i a v ɐi ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ ɐ s i u s i n̪ i u WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ p i ɾ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY s u p o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY k ʁ u ʒ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY
+v ɐ l̪ˠ o ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY v ĩ k u l̪ˠ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s o WORD_BOUNDARY u WORD_BOUNDARY v ĩ k u l̪ˠ u WORD_BOUNDARY
+o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY p õ t̪ o WORD_BOUNDARY u n̪ i k u WORD_BOUNDARY s i t̪ u a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p u z i s ɐ̃u̜ WORD_BOUNDARY m ɛ d̪ i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ u z ɯ z WORD_BOUNDARY ɐ z ui z WORD_BOUNDARY i WORD_BOUNDARY v e ɾ m e ʎ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k l̪ˠ u ʃ t̪ e ɾ ʒ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+o t̪ ʁ ɐ WORD_BOUNDARY s u p u z i s ɐ̃u̜ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ u k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v u ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY
+l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ɛ d̪ i u WORD_BOUNDARY d�� ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY
+m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p õ t̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ u ĩ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ k u p a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ i s o WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m ai z WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ẽ v u l̪ˠ t̪ ɔ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ɾ t̪ i f i s i a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY ɐ z u WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY v e ɾ m e ʎ o WORD_BOUNDARY ɛ WORD_BOUNDARY k ɐ ɔ t̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ s u f i s i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ k n̪ i k ɐ WORD_BOUNDARY ẽ p i ɾ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u WORD_BOUNDARY
+t̪ ɐ̃u̜ WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ i ɾ ɛ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ o WORD_BOUNDARY i WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY s i t̪ u ɐ s õi z WORD_BOUNDARY ɐ d̪ v ɛ ɾ s ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u b s t̪ ʁ a t̪ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY v ɐ ɾ i a ʁ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ĩ k u m ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ĩ k u m ũ WORD_BOUNDARY ũ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY s i m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ʁ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY e ʁ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+v e ɾ i f i k a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɐ z u a v ɛ l̪ˠ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY
+ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY p e ɾ f ɐi t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY t̪ ẽ d̪ o WORD_BOUNDARY ĩ s p i ɾ a d̪ u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY
+t̪ e ɔ ɾ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ d̪ ɯ WORD_BOUNDARY au̜ z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY
+ẽ s ai u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+k u ɲ ɯ s i d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY f u ɾ n̪ ɯ s eu̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ d̪ i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ z WORD_BOUNDARY u WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY o WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY k ũ t̪ a t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY i ʃ t̪ u WORD_BOUNDARY
+
+s u m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ e v i z i v ɛ l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY k l̪ˠ a s i k u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY f u ɾ n̪ ɛ s ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY o WORD_BOUNDARY k ũ t̪ a t̪ o WORD_BOUNDARY i m p u s i b i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ʁ ɔ p ʁ i u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY
+ʃ b ʁ ɐ̃ k i s a d̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ̃ d̪ o WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY p u z i s i u n̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ a v ʁ ɐ z WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ ɔ p ʁ i u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ĩ d̪ ɯ p ẽ d̪ e n̪ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k o WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s ɯ WORD_BOUNDARY f o ʁ WORD_BOUNDARY ɐ s u m i d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY
+
+ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ o WORD_BOUNDARY i WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY e ʁ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ b ai ʃ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY o t̪ ʁ ɐ ʒ WORD_BOUNDARY ʁ ɛ t̪ ɐ ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʃ WORD_BOUNDARY
+ẽ p i ʎ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s i m u l̪ˠ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY t̪ ʁ i ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ u z WORD_BOUNDARY u z WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+m e ʎ ɔ ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u p õi WORD_BOUNDARY u WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k a ʎ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY t̪ ʁ i ɐ̃ ɡ u l̪ˠ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY
+n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY õ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ ɐ b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ o WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+ʒ e n̪ ɯ ɾ ɐ l��ˠ i z a d̪ ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ u m a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY
+t̪ e ɔ ɾ i k ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k a d̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ v ɔ l̪ˠ u k ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u i d̪ o WORD_BOUNDARY ɐ l̪ˠ i ɐ t̪ ɔ ɾ i u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+
+ʁ u i d̪ u WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u ʃ WORD_BOUNDARY p s eu̜ d̪ u ɐ l̪ˠ i ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ t̪ l̪ˠ a b WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e m ẽ t̪ ɯ WORD_BOUNDARY n̪ u m ɛ ɾ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k u ʁ u m p i d̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u ʒ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m e ʒ m u ʃ WORD_BOUNDARY t̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+m e ʒ m u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ z WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY
+k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY o v ɯ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY p e ɾ s ɯ p t̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+k ɔ ɾ p u ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ a v ʁ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ɯ WORD_BOUNDARY ʃ t̪ a v ɛ l̪ˠ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u i d̪ u WORD_BOUNDARY k u ʁ u m p ẽ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY p u t̪ ẽ s i ai ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p i u WORD_BOUNDARY l̪ˠ i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY k ʁ i a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+e s p l̪ˠ i k a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY m i n̪ i m i z a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʃ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY
+n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY o WORD_BOUNDARY ʁ e ʃ t̪ ʁ i s õi ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY
+m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ k i WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ a ʁ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY k ũ t̪ ʁ a ɾ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+o t̪ ʁ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p u ɾ s i o n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i b ɯ ɾ d̪ a d̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ b o s u WORD_BOUNDARY t̪ ẽ t̪ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ m ɛ d̪ i u WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ĩ k u l̪ˠ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY
+ĩ v ɛ ɾ s u WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f u ɾ m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ p ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p ʁ ɛ v i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɛ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY k u m ũ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY ẽ k ũ t̪ ʁ a ʁ WORD_BOUNDARY s i t̪ u ɐ s õi ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ ʃ k u ɲ e s i m ẽ t̪ o WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k u ʒ WORD_BOUNDARY b ɐ z i a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+ẽ p i ɾ i k u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY
+ʁ i ai z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p e ɾ m i t̪ i ɾ a WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY v a l̪ˠ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ f ẽ s a v ɐi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY
+k u m p u t̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY
+
+
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p ũ t̪ u ai z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY ĩ v ɛ ɾ s u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY a l̪ˠ ɡ u ɾ i t̪ m u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY b ɐ z i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ t̪ i m ɐ d̪ o ʁ WORD_BOUNDARY
+
+au̜ t̪ u m a t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY au̜ t̪ u m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m ɐ t̪ l̪ˠ a b WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ i ʒ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY f i ʃ ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY
+d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY p e WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+i t̪ ɯ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY k a p ɐ WORD_BOUNDARY ʁ e t̪ o ɾ n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ i d̪ ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɡ ʁ a f i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY a WORD_BOUNDARY
+
+ɐ s u s i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY v ɐ l̪ˠ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY
+
+s u ɐ v i z a d̪ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY k u l̪ˠ u ɾ i d̪ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY ʒ i u f i z i k u ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY ʒ i u f i z i k u z WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u ʃ WORD_BOUNDARY f oi WORD_BOUNDARY
+d̪ a d̪ u WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY u WORD_BOUNDARY f ɔ k u WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s e k ũ d̪ ɐ ɾ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY b ɐ t̪ i m ɛ t̪ ʁ i k u WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ a ʁ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ẽ ʁ i k ɯ s e ʁ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ ʃ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ l̪ˠ i s ɯ ɾ s o WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ʒ e ɾ a d̪ o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY ʁ u t̪ i n̪ ɐ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʒ i u z u f t̪ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ d̪ e n̪ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i ʒ i t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k a b o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY
+ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u i t̪ ɯ z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY k u m p o ʃ t̪ u WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k u ʒ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY ɔ s i d̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ʁ u d̪ ĩ d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY
+p ʁ u t̪ ɯ ɾ u z ɔi k u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s õi ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ k u ʁ e ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+t̪ e ʃ t̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY u m WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY u WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY e m ɯ ɾ ʒ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY a WORD_BOUNDARY
+
+
+
+ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY t̪ ɛ ʁ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ z WORD_BOUNDARY ĩ v ɯ ɾ s õi z WORD_BOUNDARY i WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY v u l̪ˠ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY s u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY ɔ p u ʃ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY v u l̪ˠ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY e z ẽ p l̪ˠ i f i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY p u l̪ˠ i ɡ u n̪ a l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ ɐ WORD_BOUNDARY m e ɾ ɡ u ʎ ɐ̃ d̪ u WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s u WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ d̪ i s ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ v ɯ ɾ t̪ i d̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY o WORD_BOUNDARY s ɯ WORD_BOUNDARY u ɾ i z ũ t̪ ɐ l̪ˠ i z a ʁ WORD_BOUNDARY p e ɾ k u ʁ ẽ d̪ u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY
+e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+k ũ t̪ a t̪ u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+v e ɾ t̪ i k ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY s u b v ɯ ɾ t̪ i k ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY i m p l̪ˠ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ʃ p e s i f i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e d̪ u m i n̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY
+l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɐ̃u̜ WORD_BOUNDARY l̪ˠ u ɡ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+p ʁ u ɡ ʁ ɯ s i v o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY e l̪ˠ ɯ v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY u WORD_BOUNDARY n̪ i t̪ i d̪ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐi ʃ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+s u p ɛ ɾ p ɔ ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ɐ l̪ˠ i z a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY n̪ u t̪ a v ɐi z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY
+ʁ e ʒ i u n̪ ai ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY
+v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ s i ɐ̃ n̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k ɐ t̪ ɯ ɡ u ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+k ũ d̪ i s i u n̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u z WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʃ WORD_BOUNDARY p ʁ u v ɯ n̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʃ WORD_BOUNDARY
+p ʁ e d̪ u m i n̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ m ɐ ɾ i ɐ WORD_BOUNDARY o WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ɐ b ʁ ɐ̃ ʒ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY u WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ i ɡ n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a l̪ˠ m ɐ ɾ i ɐ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY s ɐ k o ɐ ɾ e m ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p ʁ u l̪ˠ ũ ɡ ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ õi z WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i u ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k o a d̪ ʁ u WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY n̪ u t̪ a v ɐi z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u v ĩ s i ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY u m o n̪ i m ɐ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+l̪ˠ u k ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY e s t̪ ʁ e m o WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k u ʒ u ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s i m ɛ t̪ ʁ i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ʒ i ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY
+
+ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ s ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ p u ʃ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+
+s e ʒ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY a WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʃ p e ɾ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ ɐ ʃ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY au̜ z WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY o WORD_BOUNDARY p ʁ u v ĩ s i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ t̪ ẽ d̪ i d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a ɾ i ɐ ʃ WORD_BOUNDARY
+ĩ s ɯ ɾ i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ i u n̪ ẽ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ ʃ WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY m ɐ p i a d̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+a ɾ i ɐ ʒ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY t̪ e ʁ e n̪ u ʃ WORD_BOUNDARY
+ʃ p e s i f i k u z WORD_BOUNDARY o WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i õi z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i l̪ˠ u ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY i WORD_BOUNDARY m ɐ p i a ʁ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ̃u̜ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY e s t̪ ʁ e m o WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY ʒ ɯ ɾ ai z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɛ ɡ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ i l̪ˠ u WORD_BOUNDARY k u ɾ v i l̪ˠ i n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY
+t̪ ẽ d̪ ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i o WORD_BOUNDARY i WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+d̪ ɯ f i n̪ i d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY s u b d̪ u m i n̪ i u z WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+p ɐ d̪ ʁ õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k l̪ˠ ɐ s i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ ʃ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ĩ t̪ ɛ ɡ ʁ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ɔ ɛ s WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY
+f o ɾ ɐ̃u̜ WORD_BOUNDARY e s t̪ ʁ ɐ i d̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY p ʁ u k u ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ i d̪ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u z WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ũ WORD_BOUNDARY o WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY
+u n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ e l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p l̪ˠ ɯ m ẽ t̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY
+d̪ ɯ t̪ ɐ ʎ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ k i WORD_BOUNDARY ɐ p ũ t̪ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ʒ a WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+
+d̪ a d̪ u ʒ WORD_BOUNDARY ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ o WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY p o k ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e f l̪ˠ ɯ k s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY
+ɐ d̪ k i ɾ i d̪ ɐ ʒ WORD_BOUNDARY d̪ e ʒ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i n̪ i s iu̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ ʃ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY k ũ t̪ ʁ ɔ l̪ˠ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY
+f ɔ ɾ t̪ ɯ WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ t̪ ĩ ʒ ĩ d̪ u WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY m i l̪ˠ i s ɯ ɡ ũ d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY d̪ u p l̪ˠ o WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY
+
+k o m WORD_BOUNDARY ʁ a p i d̪ o WORD_BOUNDARY ɐ k ũ ɲ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ ʎ a d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+ʁ e ʒ ɐi t̪ u WORD_BOUNDARY m a s i m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i ɲ ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e s t̪ ʁ e m u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY a l̪ˠ k ɐ̃ s a ʁ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐi s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ t̪ ɯ s ẽ t̪ u ʒ WORD_BOUNDARY ɛ m WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY
+d̪ oi ʒ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY
+
+
+b ɔ ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY au̜ WORD_BOUNDARY
+k u m p ɐ ɾ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY s i ʒ m i k u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k o ɾ p u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+ʁ e ʒ i õi ʃ WORD_BOUNDARY k l̪ˠ a ɾ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i m a ʒ ẽ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s i ʒ m i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ k ũ ɲ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY
+d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u ʒ ɯ ɾ i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY ʃ b ʁ ɐ̃ k i s a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ʁ u p s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY ɛ WORD_BOUNDARY
+u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+s i ʒ m i k o WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+s i ʒ m i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ s ɯ k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u b i d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k u b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ ɐ s a d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY p e ɾ s ɯ b i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k u ʁ u b u ɾ a d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s e p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k a ʎ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY p oi z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ l̪ˠ i s ɯ ɾ s a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ i u ɾ i WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ ĩ d̪ o WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+t̪ ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY e ʁ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ ɯ ɡ o WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY k u m p ɐ t̪ i v ɛ l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s i ʒ m i k u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY k ũ k l̪ˠ u i ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ i u ɾ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b õ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY b e b e WORD_BOUNDARY k u ɾ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s ɯ m e ʎ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY p e ɾ m ɐ n̪ ɛ s ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY v i z i v ɛ l̪ˠ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY
+i WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ b ʁ ɐ̃ k i s a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY
+s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY v i z i v ɛ l̪ˠ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY b e b e WORD_BOUNDARY s ɛ s i o n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY n̪ u m ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY p o k u WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ u ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY p o k ɐ WORD_BOUNDARY
+ʃ p e s u ɾ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e l̪ˠ e v u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY ʁ e d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f a s ɯ z WORD_BOUNDARY i WORD_BOUNDARY f ʁ a k ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɔ ɾ d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+
+d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY v e ɾ i f i k ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY b ʁ ɐ̃ k ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY i WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+v e ɾ i f i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s i ʒ m i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY
+s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY
+t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY k o m u WORD_BOUNDARY b e b e WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ĩ t̪ ẽ s ɐ WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY ʃ k u ɾ ɯ s i d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ʁ o m p ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY
+e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+
+
+ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ ɐ s a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p u s ui WORD_BOUNDARY ɐi ʃ o WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i ɐ ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY m ai z WORD_BOUNDARY e s p ʁ ɯ s i v u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY u z WORD_BOUNDARY ɐi ʃ u ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ ɔ s i m u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s o b ʁ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k u m p ʁ i ẽ d̪ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɛ ʁ ʁ b e ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY
+t̪ ʁ e ʒ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+
+ɡ ʁ a b ẽ WORD_BOUNDARY ĩ f ɯ ɾ i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ ʃ WORD_BOUNDARY s e n̪ u z ɔi k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY b ʁ ɐ z i l̪ˠ WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+s u b d̪ i v i d̪ ẽ WORD_BOUNDARY u WORD_BOUNDARY ɛ ʁ ʁ s e ɛ s b e WORD_BOUNDARY ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s u b z i ʃ t̪ e m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p ɐ ɾ ɐ i b ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY
+l̪ˠ i t̪ u ɾ ɐ̃ n̪ i u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i t̪ i m o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u WORD_BOUNDARY
+n̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY m ɐ ɾ i t̪ i m o WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ i f t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY m ɐ ɾ i t̪ i m o WORD_BOUNDARY ĩ f ɯ ɾ i d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ɛ s ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY l̪ˠ i n̪ i a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ʃ t̪ ɐ̃ d̪ o WORD_BOUNDARY i m p l̪ˠ ɐ̃ t̪ a d̪ ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ a z u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY p ʁ ɔ s i m WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+
+p e ɾ p ẽ d̪ i k u l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY
+ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY s u b m ɯ t̪ i d̪ u z WORD_BOUNDARY a WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɔ b ʒ ɯ t̪ i v ɐ̃ d̪ u WORD_BOUNDARY
+t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY
+k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY p ʁ i ẽ ʃ ẽ d̪ o WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s e s e WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY
+s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY
+
+s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ʁ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY d̪ ɯ ʒ m ɐ ɡ n̪ ɛ t̪ i z a d̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY f l̪ˠ ɐ̃ k o WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY
+d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ a s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ɐ̃ k o WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+ʃ t̪ e ʒ ɐ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ ɯ s i z o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ e d̪ e WORD_BOUNDARY
+s i t̪ u a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY
+d̪ ɯ ʒ m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ WORD_BOUNDARY k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s e s e WORD_BOUNDARY
+
+l̪ˠ ɐ ɾ ɡ u ɾ ɐ WORD_BOUNDARY p ʁ i ẽ ʃ i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p e ɾ s i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k o WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ʁ ɐ z i ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY v i z i ɲ o WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY s ɐ t̪ i ʃ f ɐ t̪ ɔ ɾ i u WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ ɐ̃ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY
+e s p l̪ˠ i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ e d̪ e WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+d̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b õ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY
+k a ʎ ɐ WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɐi ʃ o WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ĩ f ɯ l̪ˠ i ʒ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e z i ʃ t̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p e ɾ m i t̪ ɐ WORD_BOUNDARY
+k ũ f i ɾ m a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY s e n̪ u z ɔi k ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY s e n̪ u z ɔi k ɐ ʒ WORD_BOUNDARY d̪ ɐ t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY
+
+ɛ ʃ t̪ ɯ WORD_BOUNDARY u l̪ˠ t̪ i m o WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u ʃ WORD_BOUNDARY p e t̪ ʁ u ɡ ʁ a f i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p u d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi z WORD_BOUNDARY e s t̪ ʁ u z i v ɐ ʃ WORD_BOUNDARY
+d̪ ɯ ʁ ɐ̃ m ɯ ʃ WORD_BOUNDARY s u b m ɐ ɾ i n̪ u ʃ WORD_BOUNDARY s o b ʁ WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY p ʁ ɛ e z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY e d̪ i f i s i u ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o n̪ ɯ ʒ WORD_BOUNDARY d̪ ẽ t̪ ʁ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY
+k ũ t̪ e ʃ t̪ u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY m ɐ WORD_BOUNDARY e u s e n̪ o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY d̪ ɐ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY a ʁ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ z i a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+
+a ɾ i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ v ẽ d̪ u WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m u m ẽ t̪ u WORD_BOUNDARY
+ʁ e k u b ʁ ĩ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY p u d̪ ɯ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ĩ f ɯ ɾ ẽ s i ɐ z WORD_BOUNDARY ɐ s e ɾ k ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi z WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY
+ʁ e k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY m ẽ s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY m ai z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ũ t̪ u ai ʃ WORD_BOUNDARY s i t̪ u a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+s u b m ɛ ɾ s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ u b i ɐ WORD_BOUNDARY i WORD_BOUNDARY p o k o WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY au̜ z ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY ɔ p t̪ o s ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a l̪ˠ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY s ui t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ e ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u z WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+au̜ ʒ WORD_BOUNDARY d̪ ɯ m ai ʃ WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f e ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i u WORD_BOUNDARY ʒ ɯ ɾ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+d̪ ɯ t̪ ɐ ʎ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ p oi a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɛ s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ u ɡ z WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ o WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ai ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɛ ʃ ɐ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ oi z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY m ɐ p i a d̪ u z WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+o t̪ ʁ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY f oi WORD_BOUNDARY k ũ d̪ u z i d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ o ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+eu̜ l̪ˠ e ʁ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i n̪ i s i ɐ l̪ˠ i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ e ɔ ɾ i k o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɔ b t̪ i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY
+d̪ u ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+m ɛ t̪ u d̪ u z WORD_BOUNDARY ẽ p ʁ ɯ ɡ a d̪ u ʒ WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+k ʁ u z a d̪ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ũ f ɔ ɾ m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ ɔ s i m ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+p õ t̪ u WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ u WORD_BOUNDARY s u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ẽ v u l̪ˠ t̪ ɔ ɾ i ɐ WORD_BOUNDARY s i ɾ k ũ d̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY
+m ai ʒ WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ e ʃ p ʁ u v i d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ai z WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY s u f ʁ i v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ WORD_BOUNDARY
+ẽ t̪ ɐ̃u̜ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʎ u ɾ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY
+k ũ s i d̪ ɯ ɾ ɐ̃ d̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k a d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s u m i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k o a d̪ ɾ a ʒ ɛ z i m o WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k o a d̪ ɾ a ʒ ɛ z i m o WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+
+n̪ u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ v u l̪ˠ t̪ ɔ ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY
+ɐ s i m ɐ WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s eu̜ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ i ɐ l̪ˠ i ʃ t̪ ɐ WORD_BOUNDARY
+ʒ i u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ e ɾ s ɐi ɾ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+b ɐ z ɐi ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ z WORD_BOUNDARY ɐ s ẽ d̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s t̪ a t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ɾ d̪ ɐ d̪ ɐi ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY
+k u ɾ t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɐ s i s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p u s u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY
+ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY b u l̪ˠ s õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ u z WORD_BOUNDARY o WORD_BOUNDARY ɐ p ɔ f i z ɯ z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY o WORD_BOUNDARY p l̪ˠ u ɡ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k ũ s ɯ p s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ p õ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p u s u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ʁ ɛ ʃ ɐ ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p u s u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY
+p e ɾ f ɐi t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k u ʁ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ u ɾ m ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ʒ i u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ĩ t̪ ɯ ɾ v ɐ l̪ˠ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s ẽ t̪ e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i ʎ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ n̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+ɐ d̪ k i ɾ i d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ẽ s ɐ ʃ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ o WORD_BOUNDARY i f ɯ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY
+t̪ u t̪ ai z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɐ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m e ʒ m u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+
+a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY b u ɾ d̪ e ʒ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k e l̪ˠ ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ʃ t̪ u d̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f u ɾ m i d̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY s i ɾ k u l̪ˠ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY s u b ɾ ɯ p õi m WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY s u b ɾ ɯ s a ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+m a p ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s e s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ WORD_BOUNDARY p u l̪ˠ ɐ ɾ i z a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ĩ t̪ ʁ u z i v u WORD_BOUNDARY
+ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY
+k o m o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+n̪ i v ɛ l̪ˠ WORD_BOUNDARY ʃ t̪ i m a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ẽ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ u WORD_BOUNDARY
+ʒ a WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɛ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p ʁ u k u ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY s u p e ʁ i m p ɔ ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+ɐ p ɔ f i z ɯ z WORD_BOUNDARY o WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY p e ɾ i f ɛ ɾ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY a l̪ˠ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ n̪ ɯ l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY
+ɔ ɾ b i t̪ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY s u b s i ɾ k u l̪ˠ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+s ɐ l̪ˠ i ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY
+
+
+p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ k u ʁ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a ʁ WORD_BOUNDARY
+s i m i l̪ˠ ɐ ɾ i d̪ a d̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k a z u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY b u l̪ˠ s õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ u z WORD_BOUNDARY o WORD_BOUNDARY
+ɐ p ɔ f i z ɯ z WORD_BOUNDARY ɐ l̪ˠ i m ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY e m i s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY o WORD_BOUNDARY p l̪ˠ u ɡ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY a WORD_BOUNDARY
+s i m i l̪ˠ ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY
+k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+f ɔ k u WORD_BOUNDARY n̪ ɛ ʃ t̪ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY
+s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY v u l̪ˠ u m ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+s i ɡ n̪ i f i k ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+u l̪ˠ t̪ i m o WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY
+ɐ s u s i a d̪ u WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY o WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY e v u l̪ˠ u i d̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s u WORD_BOUNDARY
+a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ a WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY i n̪ ũ m ɯ ɾ u ʃ WORD_BOUNDARY
+d̪ i k ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ f i z ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ l̪ˠ i ɡ a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p u s u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ p ɔ s t̪ u z WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY
+i f ɯ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ a t̪ i WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ a ɾ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m e ɾ ɡ u ʎ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY p ʁ e v i z i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ k u p a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY
+
+p ʁ u f u z ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY n̪ u t̪ ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u WORD_BOUNDARY ʒ a WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ k u p a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ e ʁ e n̪ o WORD_BOUNDARY ɔ ɾ i ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY e i l̪ˠ b ʁ õ WORD_BOUNDARY
+
+s eu̜ ʒ WORD_BOUNDARY l̪ˠ i n̪ i ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u ɾ v ɐ̃u̜ WORD_BOUNDARY s u ɐ v ɯ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ẽ d̪ ẽ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+d̪ e ʃ k ʁ i s ɐ̃u̜ WORD_BOUNDARY s u s ĩ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɐ b a z i u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY i t̪ ẽ ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai ʃ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ z WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY
+ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s p l̪ˠ i k ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY
+k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY t̪ u m a d̪ u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY v u t̪ o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY i WORD_BOUNDARY e ʃ t̪ ẽ s ɐ WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY o WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY u WORD_BOUNDARY e ʃ t̪ ẽ s o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ s u s i a d̪ u WORD_BOUNDARY
+au̜ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY s u ɾ ʒ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u ɾ v ɐ̃ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY s e ɡ i d̪ ɐ WORD_BOUNDARY
+ɐ s u m ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ n̪ʲ ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ a ɾ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʃ t̪ ĩ ɡ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+s WORD_BOUNDARY ĩ t̪ ʁ u d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY k u ɾ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ ɾ i ɔ k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ iu̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ ũ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u l̪ˠ ɯ v ɐ̃ t̪ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY k l̪ˠ ɐ ɾ e z ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY s ɯ WORD_BOUNDARY v e ɾ i f i k ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY
+k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a ʁ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ e l̪ˠ i z ɐ̃ d̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY o t̪ ʁ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ z WORD_BOUNDARY ɛ ɛ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u s ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY a WORD_BOUNDARY
+
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY v i d̪ ɯ WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v o WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+k ũ s t̪ i t̪ u i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY p ʁ i ʒ m a t̪ i k u WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY
+
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ʒ ɛ z i m u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY
+e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY
+ʁ e m ɐ n̪ ɯ s ẽ t̪ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY n̪ ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p u l̪ˠ ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ʒ i u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s ɐ l̪ˠ i ẽ t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s u m ɯ WORD_BOUNDARY a WORD_BOUNDARY
+v e ɾ t̪ i k ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY o WORD_BOUNDARY s u b v ɯ ɾ t̪ i k ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY
+
+i m p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u m i ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY
+t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY v u l̪ˠ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY f oi WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY ɛ s WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ i u ɾ o WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɯ ʃ k ɐ ɾ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY b a z i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ ɛ ɾ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY m ẽ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e l̪ˠ e v u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ u WORD_BOUNDARY d̪ ɯ l̪ˠ i m i t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+p ʁ u ɯ m i n̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY p e ɾ i m ɯ t̪ ʁ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b ɔ ɾ d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɯ l̪ˠ i ʒ m o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY
+ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ũ s i u n̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+d̪ ɯ m ɐ ɾ k ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ i k ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY ĩ v ɐ d̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʃ WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ̃u̜ WORD_BOUNDARY n̪ ɔ v u ʒ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i s i p ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ v ɐ̃ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ i k u WORD_BOUNDARY ʁ e z u t̪ ɐ ɾ i ɐ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u ʒ WORD_BOUNDARY u ɾ i z ũ t̪ ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ f ɛ f WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY u WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ p oi a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʃ WORD_BOUNDARY t̪ ʁ e z ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ d̪ i s i o n̪ ɐ̃u̜ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɔ ɾ d̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ u WORD_BOUNDARY
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ ʒ m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ i k ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY
+k o m WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY ĩ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+s i m p l̪ˠ ɯ ʒ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a s i ɯ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ ɔ p ʁ i o WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY s ɯ ɾ a WORD_BOUNDARY n̪ u v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY ɛ s WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɔ p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ɐ̃u̜ WORD_BOUNDARY p e ɾ f ɐi t̪ u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY v e ɾ i f i k a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u ʃ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY u z WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY n̪ e ɡ ʁ ɐ WORD_BOUNDARY
+p o k u ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY n̪ e ɡ ʁ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ t̪ ẽ s o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ u m o WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY i WORD_BOUNDARY ɔ p u ʃ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ ɡ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ s i ɐ̃ n̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f u ɡ �� u WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u z WORD_BOUNDARY a WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u WORD_BOUNDARY
+d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ʁ u l̪ˠ ũ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ t̪ ɯ n̪ u a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u m WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY e ʃ t̪ ẽ s u z WORD_BOUNDARY i WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ʒ e ɡ e WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY
+s ɛ s i o n̪ ɐ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY z ɛ ɾ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY k o m WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v o u WORD_BOUNDARY f oi WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ u z i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ ɛ t̪ ɐ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY v ĩ k u l̪ˠ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+s i m u l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ o WORD_BOUNDARY b ẽ WORD_BOUNDARY a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+
+b ɐ z a l̪ˠ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ i ɐ b a z i u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+s ɐi ʃ WORD_BOUNDARY k ɐ t̪ o ʁ z ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u d̪ e l̪ˠ u WORD_BOUNDARY t̪ e ʃ t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY ʁ u m b u ɛ d̪ ʁ i k ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ ɾ i ɐ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY n̪ u ɾ m ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+n̪ i t̪ i d̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY k u b ɯ ɾ t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ ɐ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY au̜ z WORD_BOUNDARY e v ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY m ɐ ɾ k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY b a z i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY e ʃ t̪ ẽ s u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ũ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ ɐ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY v u k ɐ n̪ i ʒ m o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ ɐ t̪ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY
+ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY b ẽ WORD_BOUNDARY e z ẽ p l̪ˠ i f i k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY
+
+f ʁ iu̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p ʁ u v a v ɐi z WORD_BOUNDARY ĩ t̪ ʁ u z i v ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɯ ɾ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ɡ i ʁ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY v e ɾ i f i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s i t̪ u a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY e m ɛ ɾ ʒ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY b u z i u z WORD_BOUNDARY a WORD_BOUNDARY
+m e d̪ i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ u l̪ˠ õ ɡ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY p ɐ s ɐ̃ d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ a ɾ ɡ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u z i u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY
+v ai WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ t̪ ɯ n̪ u ɐ̃ d̪ u WORD_BOUNDARY m ɐ ɾ ʒ i ɐ̃ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ e l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o a d̪ ɾ a ʒ ɛ z i m u p ʁ i m ɐi ɾ o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i u m WORD_BOUNDARY oi t̪ a v o WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY k u m ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ ʁ ẽ d̪ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ʁ ũ k a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY t̪ ɯ ɾ m i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ a d̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY ĩ t̪ ʁ u d̪ i d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY au̜ WORD_BOUNDARY k u m p ɐ ɾ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY b u z i u ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY a WORD_BOUNDARY
+s e m ɯ ʎ ɐ̃ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ WORD_BOUNDARY a WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a t̪ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+v e ɾ i f i k a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+
+
+m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ʁ ũ k a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ u z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ u m p e ɾ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ɐ̃ s a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k o ɐ̃ d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ũ k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY
+p ɐ s ɐ̃ d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m ai ɔ ɾ ɯ ʃ WORD_BOUNDARY
+k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ɐ t̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY d̪ i ɡ n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ t̪ ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY
+ɐ b u ɾ d̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɛ s ẽ WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p e ʁ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ʁ WORD_BOUNDARY
+u ɾ i z ũ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY
+i WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k u ɾ t̪ ɐ̃ d̪ u WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ai ʃ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+s e p a ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY i WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY
+f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɛ s i o n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY e m ɛ ɾ ʒ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k a b u WORD_BOUNDARY
+f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY b u z i u ʃ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ m e d̪ i a ɾ i ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s u m i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i ɡ o ɐ l̪ˠ WORD_BOUNDARY
+t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY ɛ s WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɐ s ɐi t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY
+t̪ e ɔ ɾ i k ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY s i t̪ u a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY ʁ a z o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ ʃ WORD_BOUNDARY
+
+i m p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ʃ p e s o WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY s i t̪ u a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY
+k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ ɔ p ʁ i u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u ʒ WORD_BOUNDARY m u ʁ i a k WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u l̪ˠ u s i u n̪ a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY f oi WORD_BOUNDARY ɐ s u m i d̪ ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ɐ t̪ u a l̪ˠ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u s e s t̪ o WORD_BOUNDARY ɛ n̪ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ t̪ ɐ m a ʁ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY f oi WORD_BOUNDARY s u b s t̪ i t̪ u i d̪ o WORD_BOUNDARY au̜ t̪ u m ɐ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY p u z i t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY u WORD_BOUNDARY t̪ o p u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ĩ d̪ i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY s u l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ WORD_BOUNDARY b a z i k ɐ WORD_BOUNDARY k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p u z i t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY m ɐi o WORD_BOUNDARY ẽ k ai ʃ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY
+s ĩ t̪ ɯ z ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p o k u WORD_BOUNDARY ʁ ɯ ʃ p a l̪ˠ d̪ a d̪ ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ z ɐ p ɐ ɾ ɯ s e ɾ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+k u ʁ u b u ɾ ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p u s u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY
+ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY ʁ e p l̪ˠ ɛ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɔ s i l̪ˠ ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ɛ p u k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ v u ɾ a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p o k u WORD_BOUNDARY m ɯ ʎ ɔ ʁ WORD_BOUNDARY
+k o ɐ̃ d̪ u WORD_BOUNDARY k u m p ɐ ɾ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ɔ b t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+d̪ u ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ s i o n̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY v i d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY s i m i l̪ˠ a ɾ ɯ z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY t̪ e ʃ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s ɛ t̪ ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+
+au̜ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY s i ɾ k ũ d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k u u ɾ d̪ ɯ n̪ a d̪ ɐ WORD_BOUNDARY
+
+ʁ a z u WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY s u l̪ˠ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY t̪ ai ʒ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i ai z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY
+k ɐ ɾ ɛ s ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʃ p a l̪ˠ d̪ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ s ɐi t̪ a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ s i d̪ ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY k ʁ u ʃ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY u m u ʒ e n̪ i ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY
+p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY f oi WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t�� u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɯ WORD_BOUNDARY p e ɾ f ɐi t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɯ z ɐ p ɐ ɾ ɯ s i m ẽ t̪ u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p e ɾ i f ɯ ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ v ɯ ɾ t̪ i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY p u z i t̪ i v u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+k ũ d̪ i z ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+s u l̪ˠ ɐi ɾ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY v u k ɐ n̪ i ʒ m u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY v e ɾ i f i k a d̪ u ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY v ɐ l̪ˠ o ɾ ɯ ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY s u ɐ v ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ ɡ ɐ ɐ ɡ a WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ s e i ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY b ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ ɲ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+t̪ õ WORD_BOUNDARY ɐ z u WORD_BOUNDARY ʃ k u ɾ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p e s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY
+s u p ɛ ɾ f i s i a l̪ˠ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY b ẽ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY k ũ f ũ d̪ ĩ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e ʒ i õi ʒ WORD_BOUNDARY d̪ ɯ ʒ m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p a ɾ t̪ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ̃u̜ WORD_BOUNDARY v e ɾ t̪ i k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY ʃ k u ɾ u WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY
+t̪ e ʃ t̪ a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY ɛ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ʁ ɔ ʃ t̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ɯ n̪ ɛ t̪ ʁ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY o WORD_BOUNDARY
+ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY b a z i k u WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s ɛ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ʁ WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ t̪ ẽ s u WORD_BOUNDARY
+m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY m ɐ ɾ k a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY
+k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY
+ʁ e ʒ i ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY
+
+m ɐ p i ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY s ĩ t̪ ɯ t̪ i z a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY
+ɐ d̪ i s i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v u ʃ WORD_BOUNDARY
+ɔ b t̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ɐi s õi ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+a l̪ˠ v u WORD_BOUNDARY s e l̪ˠ ɯ s i u n̪ a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY a l̪ˠ v u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY s e n̪ a ɾ i u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY
+m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY k ũ s i ʃ t̪ iu̜ WORD_BOUNDARY b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY u z u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ u ɐ ʃ WORD_BOUNDARY
+f ɯ ʁ ɐ m ẽ t̪ ɐ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ẽ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+i WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i z ɯ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ s a d̪ u ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ m ɐ ɾ k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ ɐ m ẽ t̪ u WORD_BOUNDARY ʁ e f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ z WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p l̪ˠ u t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY
+t̪ ʁ ɐ s a d̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u ʒ WORD_BOUNDARY ʁ e z u t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ɐ p oi a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY s u b u ɾ d̪ i n̪ ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY b ɐ t̪ i m ɛ t̪ ʁ i k u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+t̪ ʁ e ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ p i a ʁ WORD_BOUNDARY p u s i v ɐi z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY ɐ z WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ ɔ z ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u v a v ɐi z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY d̪ u m i n̪ i u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p ɯ ʃ k i z a d̪ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ u m i n̪ i u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ʁ e ʒ i u n̪ ai z WORD_BOUNDARY i WORD_BOUNDARY s u b d̪ u m i n̪ i u z WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY k u ʒ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ ɐ ʃ WORD_BOUNDARY
+p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ i ɲ ɐ z WORD_BOUNDARY ɐ z ui ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ u u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ ʃ WORD_BOUNDARY k o a d̪ ɾ a ʒ ɛ z i m u t̪ e ɾ s ɐi ɾ o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i k o a t̪ ʁ u WORD_BOUNDARY s e s t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+
+d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ z i ɡ n̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ ʒ WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ z u WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k u m i n̪ ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY
+s u s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ũ WORD_BOUNDARY t̪ i p i k u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+k u ɾ v i l̪ˠ i n̪ i u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɔ s i ɐ̃ n̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+a l̪ˠ ɡ u m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ v ɐ̃ s ɐ̃ d̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m ɐ s i s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k ɐ ɾ i ɔ k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɛ ɡ ʁ ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+m ɐ ɾ i ɲ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY t̪ e ʁ ɛ ʃ t̪ ʁ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY
+d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u z WORD_BOUNDARY i WORD_BOUNDARY ɐ s u m ẽ WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʃ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+
+k u ɾ v i l̪ˠ i n̪ i o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY l̪ˠ ɔ ɡ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY k o m u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY u m WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+k u ɾ v i l̪ˠ i n̪ i u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɐi ʃ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+k ũ k ɐ v i d̪ a d̪ ɯ WORD_BOUNDARY v u l̪ˠ t̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a ʁ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY
+s u p e ʁ i m p ɔ ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k u ɾ v u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s u b d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e s e WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ e l̪ˠ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY s i n̪ o u z i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY
+
+ɛ ʃ t̪ ɯ WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ ɾ i ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɔ k u p a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY
+d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+ʁ a z ɐ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ f l̪ˠ ɔ ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+l̪ˠ u k ai z WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ ɔ z ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ʁ e k u b ɛ ɾ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ l̪ˠ ɡ a d̪ ɐ WORD_BOUNDARY k ɐ m a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY s e n̪ u z ɔi k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY l̪ˠ u k a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY s u p ɛ ɾ i o ɾ ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY
+k a ʎ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY
+ɛ ʁ ʁ b e WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʁ ʁ b e ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY
+ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i m p l̪ˠ ɯ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s ɐ̃u̜ WORD_BOUNDARY f ɐ s i u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY
+p ʁ u t̪ ɯ ɾ u z ɔi k u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY o WORD_BOUNDARY
+m e ʒ m o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ b ɐ t̪ i d̪ ɐ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+t̪ e ɾ i ɐ WORD_BOUNDARY l̪ˠ e v a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY b ʁ ɐ z i l̪ˠ ɐi ɾ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY k u l̪ˠ ɔ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY v i a v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY e s p l̪ˠ i k a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY
+ɐ d̪ ẽ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p e ɾ t̪ ẽ s ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY m ɐ ɾ i t̪ i m u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY
+n̪ ɔ v ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+t̪ e ʃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ ɔ s i m o WORD_BOUNDARY a WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY k o a d̪ ɾ a ʒ ɛ z i m u t̪ e ɾ s ɐi ɾ u WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ e s e WORD_BOUNDARY k ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY
+
+s u b d̪ u m i n̪ i u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ k e l̪ˠ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY oi t̪ a v u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ ʃ WORD_BOUNDARY
+t̪ e s e ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ WORD_BOUNDARY u WORD_BOUNDARY t̪ e s e ɛ l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m e t̪ ɐ s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p a l̪ˠ m i t̪ a l̪ˠ WORD_BOUNDARY ʁ ɐi ʃ WORD_BOUNDARY
+
+m ɐ ɾ k ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k ũ t̪ ʁ ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY b ɐ z a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY
+ɐ̃ f i b u l̪ˠ i t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY
+t̪ e s e WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY f ɔ ɾ t̪ WORD_BOUNDARY ĩ f l̪ˠ o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ d̪ i s i o n̪ ɐ̃u̜ WORD_BOUNDARY e ʃ t̪ ẽ s u z WORD_BOUNDARY i WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY k o m WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ai ʃ ɐ ʃ WORD_BOUNDARY t̪ e s e ɛ l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY t̪ e s e WORD_BOUNDARY s ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i z ɐ̃u̜ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ d̪ i k a d̪ u WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY
+d̪ i v ɛ ɾ s u z WORD_BOUNDARY ɐ f l̪ˠ u ɾ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ m e ʎ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+i WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+k au̜ z a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY b ɐ t̪ i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u z WORD_BOUNDARY a WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ̃ d̪ o WORD_BOUNDARY u ʒ WORD_BOUNDARY m a p ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY n̪ ɔ t̪ ɐ s ɯ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ u l̪ˠ ũ ɡ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY p ʁ u v a v ɐi ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p ʁ e p ũ d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+t̪ e ʁ e n̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ẽ d̪ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p o k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ WORD_BOUNDARY a WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY t̪ e s e WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ i m i t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ o ɾ n̪ o WORD_BOUNDARY ɐ z u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e p a ɾ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s u b d̪ u m i n̪ i u WORD_BOUNDARY t̪ e s e p e WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ɐ z u WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY v i d̪ ɯ WORD_BOUNDARY
+l̪ˠ e ʒ ẽ d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s i m b u l̪ˠ u z WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY m a ɾ k ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ʁ ũ t̪ ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+m e ɾ ɡ u ʎ ɐ WORD_BOUNDARY s u ɐ v ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ d̪ ẽ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY u WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY t̪ e s e p e WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY
+u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s t̪ ɐ t̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY ɐ t̪ ɯ n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY
+ĩ d̪ i k a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY b ɐ ʃ k u l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ũ s t̪ i t̪ ui d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY
+
+k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ e ʁ e n̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+
+ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ t̪ i m ɐ̃u̜ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY u t̪ ʁ ɐ p ɐ s a ʁ WORD_BOUNDARY u ʃ WORD_BOUNDARY s ɛ t̪ ɯ s ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY b l̪ˠ ɔ k o WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY
+u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY i m p ɛ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ ɐ ʃ WORD_BOUNDARY s u p ʁ ɐ k ʁ u ʃ t̪ ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ d̪ o WORD_BOUNDARY i m ɯ d̪ i ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY ʒ a WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ i WORD_BOUNDARY u m ɐ WORD_BOUNDARY b ʁ u ʃ k ɐ WORD_BOUNDARY
+ɐ t̪ ɯ n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʃ WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY t̪ e s e p e WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+p l̪ˠ au̜ z i v ɛ l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY s u m a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ɾ ɡ u ʎ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+s u p ʁ ɐ k ʁ u ʃ t̪ ai ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY s u b d̪ u m i n̪ i u WORD_BOUNDARY
+
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ ʃ WORD_BOUNDARY
+k o a d̪ ɾ a ʒ ɛ z i m u p ʁ i m ɐi ɾ o WORD_BOUNDARY i WORD_BOUNDARY k o ɐ ɾ e ŋ t̪ ɐ i u m WORD_BOUNDARY oi t̪ a v u WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+
+p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY p ʁ u k u ɾ ɐ WORD_BOUNDARY d̪ i ʃ t̪ ĩ ɡ o i ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY k u l̪ˠ u k a d̪ ɐ z WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+u n̪ i d̪ a d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY t̪ e s e p e WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY p ʁ e p ũ d̪ ɯ ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ a s u WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s o WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY e n̪ ɯ �� ʒ i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ʁ a s u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY f i n̪ o WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY
+a WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY ĩ t̪ ẽ s ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY m ai u ɾ i ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ p i a d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY
+t̪ i p i k u WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY m u d̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY p o k u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ɐ s u s i a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY k u ɾ v ɐ̃u̜ WORD_BOUNDARY ɐ s u m ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY
+ʒ a WORD_BOUNDARY f oi WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY
+
+f a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ p i k a l̪ˠ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY f ɐi ʃ ɯ WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+p e l̪ˠ u ʃ WORD_BOUNDARY t̪ ʁ a s u z WORD_BOUNDARY ʃ p e s u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s u b d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e s e WORD_BOUNDARY ʃ t̪ e ʒ ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY
+b a z i k u z WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ʃ t̪ e ʒ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ m ẽ t̪ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ u ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY ʁ ẽ n̪ ɯ WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+d̪ i k ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e v ẽ t̪ u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY t̪ u l̪ˠ ɯ i t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e v ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY m a s i m ɐ WORD_BOUNDARY
+e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ eu̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ z e�� v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m i n̪ o WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ b ɯ ɾ t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ɡ ũ d̪ u ɐ̃ n̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ i k ɯ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ e z e n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY ɛ ɛ WORD_BOUNDARY ɛ f ɛ f WORD_BOUNDARY i WORD_BOUNDARY ʒ e ɡ e WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɛ s i o n̪ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY s u b v ɯ ɾ t̪ i k ai ʃ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ɾ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ õ ɡ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY s ĩ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ɾ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY
+a ɾ i ɐ ʒ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+t̪ ʁ ũ k ɐ̃ d̪ o WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ̃ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY f i k ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY m e n̪ u ʃ WORD_BOUNDARY
+e v i d̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY f a t̪ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ i ʃ WORD_BOUNDARY
+
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f a s ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ ɯ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ f a s ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ̃u̜ WORD_BOUNDARY v i z i v ɐi ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY t̪ ʁ ũ k ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p ʁ u v ɔ k ɐ̃u̜ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s ai ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ z WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v ĩ t̪ ɯ i d̪ oi ʃ WORD_BOUNDARY s e s t̪ o WORD_BOUNDARY i WORD_BOUNDARY v ĩ t̪ ɯ i t̪ ʁ e ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ o WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY i WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY n̪ i t̪ i d̪ e ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY
+ɔ b s ɛ ɾ v ɐ s ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ a s u ʃ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i ɡ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+n̪ ɔ t̪ ɐ WORD_BOUNDARY p oi z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u d̪ u z i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i t̪ i d̪ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ o WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY
+e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɯ p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY s u k u WORD_BOUNDARY ʁ e t̪ i l̪ˠ i n̪ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ʁ ũ k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ z WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+f ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ʁ u v a v ɐi ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f ɔ ɾ m ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+s u b p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ u z WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY n̪ e ɡ ʁ ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY
+s u ʒ ɯ ʃ t̪ i v u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY d̪ e s t̪ ʁ ɔ ʒ i ɾ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY
+i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɛ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ s i ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ ʒ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s õi ʃ WORD_BOUNDARY k ʁ e t̪ a s i u t̪ e ɾ s i a ɾ i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+k ũ d̪ i s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ʁ u m p i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k �� ɔ ʃ t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ o WORD_BOUNDARY u WORD_BOUNDARY m ɐ̃ t̪ u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY ʃ ɐ̃ m ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY
+i WORD_BOUNDARY s ɯ WORD_BOUNDARY u n̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɔ s ɯ ɐ̃ n̪ i k ɐ WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY k u ʁ u b u ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY i d̪ ɛi ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ ɐi ɾ o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY a l̪ˠ WORD_BOUNDARY
+
+d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɛ ɾ ẽ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY f ɐ b ʁ i k WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+p ʁ u t̪ ɯ ɾ u z ɔi k o WORD_BOUNDARY i WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY u WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ WORD_BOUNDARY u ɾ i z ũ t̪ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u WORD_BOUNDARY f a t̪ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v o WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s õi ʃ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ẽ k ũ t̪ ʁ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k o m WORD_BOUNDARY k ũ t̪ i n̪ u ɐ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+e m ɛ ɾ s ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k o m u WORD_BOUNDARY
+n̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ t̪ ɐ l̪ˠ ai ɐ WORD_BOUNDARY
+ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɛ s ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY d̪ ɐ b l̪ˠ i u ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ ɛ s ɛ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ĩ k u m ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i o WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p õ t̪ ɐ WORD_BOUNDARY
+n̪ e ɡ ʁ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ĩ s i d̪ ɯ WORD_BOUNDARY e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY
+
+
+ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɯ ʃ t̪ i v ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY e s t̪ a WORD_BOUNDARY l̪ˠ i ɡ a d̪ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+i ʎ ɐ ʒ WORD_BOUNDARY m ɐ ɾ i k a z WORD_BOUNDARY ĩ d̪ i k a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ s ɯ p t̪ a d̪ ɐ ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m e ʒ m o WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i m a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ ʒ l̪ˠ u k ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY ɐi ʃ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ʒ ũ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ai ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɡ o ɐ n̪ ɐ b a ɾ ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i a ʁ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ẽ d̪ ɐ̃ ɲ ɐ WORD_BOUNDARY i WORD_BOUNDARY t̪ ĩ ɡ o a WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ̃u̜ WORD_BOUNDARY k l̪ˠ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ ʒ ẽ s i ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ʁ u z ɐ̃u̜ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ ɔ k ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m ɐ s i s u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p a s ɐ WORD_BOUNDARY k o a t̪ ʁ o WORD_BOUNDARY i WORD_BOUNDARY i t̪ ɐ t̪ i ai ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s ɛ ʁ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m ɐ̃ t̪ i k ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ u s ɛ ɡ ɯ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY l̪ˠ i t̪ u ɾ ɐ̃ n̪ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY k u ĩ s i d̪ ĩ d̪ u WORD_BOUNDARY
+e z ɐ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ WORD_BOUNDARY d̪ ɯ n̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY f u n̪ i l̪ˠ WORD_BOUNDARY ɔ ɾ ɐi ɾ o WORD_BOUNDARY ɛ t̪ WORD_BOUNDARY
+
+k ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ iu̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ eu̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ĩ ʒ i d̪ u WORD_BOUNDARY ʁ e ʒ i õi ʃ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ ʃ WORD_BOUNDARY ʃ e ɡ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ɐ ʃ t̪ ɯ n̪ u ʃ f ɛ ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʒ ũ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY
+
+
+ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY s i n̪ ɯ m a t̪ i k u WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u ʒ WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ ai ʃ WORD_BOUNDARY s i z ɐ ʎ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s e k o ẽ s i ɐ ʃ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY au̜ t̪ o ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ a d̪ u WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY f ɐ b ʁ i k WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u t̪ ɯ ɾ u z ɔi k o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s ẽ t̪ ʁ o WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY u z WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY i WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY s i k l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY k u ʁ u b u ɾ a ʁ WORD_BOUNDARY ɐ z WORD_BOUNDARY i d̪ ɛi ɐ ʃ WORD_BOUNDARY
+p u ʃ t̪ u l̪ˠ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY e s t̪ ʁ e m u WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɾ k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ s u WORD_BOUNDARY ɐ f ɯ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ĩ k u m ũ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+e v i d̪ e n̪ s i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɛ k s u WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY p ʁ u v ɔ k ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY
+t̪ ʁ ũ k ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY
+m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY m u d̪ ɐ̃ s ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ũ d̪ i s i o n̪ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+p ɐ ɾ �� WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ ɛ s WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ u z WORD_BOUNDARY u ʒ WORD_BOUNDARY b l̪ˠ ɔ k u z WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY b e WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɯ l̪ˠ i ʒ m o WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ s u m ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɛ n̪ ɛ s WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɐ̃u̜ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɔ ɾ d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY s u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ʁ e z u t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+ĩ t̪ ẽ s ɐ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s o WORD_BOUNDARY ẽ k o ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m e n̪ u z WORD_BOUNDARY ĩ t̪ ẽ s o WORD_BOUNDARY i WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ u WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ ɔ v ɐ ʃ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ ɐ s õi ʃ WORD_BOUNDARY s ɯ ɾ ɐ̃u̜ WORD_BOUNDARY t̪ e s i d̪ ɐ z WORD_BOUNDARY ɐ d̪ i ɐ̃ t̪ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k o m WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY k a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p o k u ʃ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u z WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ k ɐ ɛ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY i d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY
+k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY t̪ ʁ ũ k a d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ o v o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+s e p a ɾ ɐ̃u̜ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɐ s u s i a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY m ɐ p i a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ i ʃ t̪ ʁ i b u ẽ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY
+a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY f ai ʃ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY ʃ k u ɾ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ p ũ t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p e n̪ ɐ ʃ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+ɐ s i n̪ ɐ l̪ˠ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+m ai u ɾ i ɐ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ p i a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ i p i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY
+k ɔ ɾ p u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY m ɐ ʃ k ɐ ɾ ɐ̃ d̪ u WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+e v ẽ t̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ n̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɐ ʃ k a ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY b o ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ ɯ k u ʁ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s õi ʃ WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i o ɾ ɯ z WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY
+ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ t̪ e ɾ s i a ɾ i u WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ u WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k u ʒ u ʒ WORD_BOUNDARY m ai ɔ ɾ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ t̪ ɯ ɾ i a l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u WORD_BOUNDARY p e ɾ m i t̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ũ t̪ u ai ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ɐ ʃ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ ʃ WORD_BOUNDARY
+m ũi t̪ u ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u v a v ɐi ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY
+ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY k u ɾ v ɐ t̪ u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY m ẽ s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ e n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ e s ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY p u z i s i u n̪ a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY e u a l̪ˠ b i ɐ̃ n̪ u WORD_BOUNDARY p oi ʃ WORD_BOUNDARY s e ɡ ũ d̪ u WORD_BOUNDARY
+
+ɐ s ẽ t̪ u a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY ɛ ɛ WORD_BOUNDARY ɛ f ɛ f WORD_BOUNDARY i WORD_BOUNDARY ʒ e ɡ e WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ n̪ ɛ k s u ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY t̪ i p i k ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɛ ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ɔ ɾ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i o WORD_BOUNDARY ɛ ʁ ʁ b e WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s ɛ ɡ ɯ WORD_BOUNDARY p e ɾ f ɐi t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+d̪ i k ɯ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ɔ b t̪ i d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ĩ d̪ i s ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY i ɡ o a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY u m WORD_BOUNDARY t̪ ɐ b ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY k ɔ ɾ t̪ ɐ̃u̜ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY n̪ u t̪ a v ɐi ʃ WORD_BOUNDARY t̪ ɐ̃ t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY m ɐ ɾ i ɲ ɐ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY
+k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e k ɔ b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ a ʁ WORD_BOUNDARY s u ɐ v ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ õ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY
+ʃ k u ɾ u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY f oi WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ p i a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ʃ t̪ e ʒ ɐ̃u̜ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ z WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY au̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY e z ẽ p l̪ˠ a ɾ ɯ ʃ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY m e ʒ m u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ õ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY ʃ k u ɾ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY v e ɾ i f i k a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+k ɔ ɾ p u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY t̪ e s e p e WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ɐ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ k e l̪ˠ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY t̪ e s e WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+k ɔ ɾ p u z WORD_BOUNDARY ʃ p e s u ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z ɐ̃u̜ WORD_BOUNDARY ʒ e ɾ ɐ̃ d̪ u WORD_BOUNDARY
+ũ WORD_BOUNDARY s ɔ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY p e ɾ d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɔ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY s u ʒ ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY v u l̪ˠ u m o z o WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ũ d̪ ẽ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY
+k ɔ ɾ p u ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ʃ p e s u z WORD_BOUNDARY ĩ d̪ i v i d̪ u ɐ l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ f ɐ t̪ i z a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɐ n̪ ɔ v ɯ WORD_BOUNDARY ũ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY k a z o WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ũi t̪ u WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ o z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɾ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɛ ɛ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ WORD_BOUNDARY ɾ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY
+b ɐ z i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY
+f ʁ iu̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɛ ɡ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+s u b m ɛ ɾ s ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u z WORD_BOUNDARY i t̪ ẽ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ õ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY k l̪ˠ a ɾ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ u ʒ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ p ɐ ɾ ɛ s ẽ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ũ t̪ u ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ f i n̪ i d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY a ʃ WORD_BOUNDARY
+ɐ̃ t̪ ɯ ɾ i o ɾ ɯ ʒ WORD_BOUNDARY m ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY
+p u s i v ɐi z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY k l̪ˠ a ɾ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY s i ɡ n̪ i f i k ɐ t̪ i v ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ɐ p ɐ ɾ ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ s ɛ p t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY m ɐ s i s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɔ WORD_BOUNDARY
+s i m b u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY a WORD_BOUNDARY
+s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY e ʃ p u z i s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY
+p e ɾ m i t̪ iu̜ WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ t̪ ɐ ʎ a d̪ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+
+d̪ e ʃ k ʁ i t̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY i WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɔ ʃ t̪ ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY i z u l̪ˠ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+k u ʁ ɯ l̪ˠ a t̪ ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ i v ɛ ɾ s ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʃ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʃ WORD_BOUNDARY f i ɡ WORD_BOUNDARY
+d̪ oi ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u v ĩ s i ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY m u ʃ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɛ WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ ɐ WORD_BOUNDARY ẽ k ai ʃ a d̪ ɐ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY k ũ t̪ e ʃ t̪ u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY m ũi t̪ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k o ai ʃ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ e ʁ WORD_BOUNDARY
+au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɐ b a z i u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY
+f ʁ iu̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ũ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+l̪ˠ i m i t̪ a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ s ẽ t̪ u a d̪ ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY au̜ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY ɐ a WORD_BOUNDARY p u z i s i u n̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY
+p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY e s p ʁ ɯ s i v ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i m ɐi ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY
+
+ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m o ʁ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f o ɾ n̪ o WORD_BOUNDARY ɔ ʃ t̪ ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɛ t̪ ɯ s ẽ t̪ u ʃ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ʒ e ɾ ɐ d̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ u v a v ɐi ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u z WORD_BOUNDARY i WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai z WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY
+e m i t̪ ĩ d̪ u WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ f i z ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY k ũ f i ɡ u ɾ ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY
+k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʃ WORD_BOUNDARY s ɛ ɡ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY
+l̪ˠ i ʒ ɐi ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k u ɾ v u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY s u ʒ ɯ ʃ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY s u b p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY
+ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY k ũ d̪ i s i u n̪ a ʁ WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY t̪ u p u ɡ ʁ a f i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ũ t̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ t̪ ɐ l̪ˠ ai ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY
+s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ʁ ɐi t̪ ɯ ɾ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k u m ẽ t̪ a ɾ i o WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY p ɔ d̪ ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k u ʁ ɯ ʃ p ũ d̪ ẽ t̪ ɯ z WORD_BOUNDARY a WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ z WORD_BOUNDARY i WORD_BOUNDARY f ũ s i u n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʒ WORD_BOUNDARY d̪ u t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ e u s e n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ẽ WORD_BOUNDARY b o ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY
+a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY e u s e n̪ i k ɐ WORD_BOUNDARY s ĩ k o ẽ t̪ ɐ i d̪ oi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f u ɾ m i d̪ a v ɛ l̪ˠ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY
+
+ɛ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY v e z ɯ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ k u p a ʁ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai z WORD_BOUNDARY e s p ʁ ɯ s i v ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s eu̜ ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY s u b ɾ ɯ p õi m WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɯ n̪ ɔ ʁ WORD_BOUNDARY k u m p ʁ i m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+f õ t̪ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ ʃ t̪ a k ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY s i m i l̪ˠ a ʁ WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+p u z i s i o n̪ ɐ WORD_BOUNDARY d̪ i ʃ k u ɾ d̪ ɐ̃ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ̃u̜ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY
+ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ z WORD_BOUNDARY i WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v eu̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+p ɯ ɾ f i l̪ˠ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ĩ s ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY
+ẽ k ai ʃ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY ʁ e ʒ i u n̪ ai ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+s u b m ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY f e ʁ i m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+t̪ e ɾ m u ʒ WORD_BOUNDARY b a z i k u ʒ WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY e v u l̪ˠ u i d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ai ʒ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY o WORD_BOUNDARY s t̪ o k z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY
+ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ɾ i ʒ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ o WORD_BOUNDARY o WORD_BOUNDARY ɐ WORD_BOUNDARY p u s ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ n̪ ɯ l̪ˠ a ɾ ɯ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+d̪ u t̪ u ʃ WORD_BOUNDARY p ʁ ĩ s i p ai ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY
+s u ʒ ɛ ɾ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ ɐ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ z WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY
+p ʁ ĩ s i p ai z WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY ʁ e z u t̪ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY
+p u s u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ a z o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY
+au̜ WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ u WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY p ʁ u v u k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ɐ l̪ˠ ɐ ɾ ɡ a d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY l̪ˠ i ɡ a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY d̪ u t̪ u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY s ẽ t̪ ʁ ɐ l̪ˠ i z a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+p u s ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ k e l̪ˠ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ o b ʁ u WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY v e ɾ i f i k a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s eu̜ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v u WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k a ʎ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p e ɾ m i t̪ i ɾ ɐ̃u̜ WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY t̪ e ɾ s i a ɾ i u z WORD_BOUNDARY ɐ WORD_BOUNDARY m ai z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY s i t̪ u ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY ɛ WORD_BOUNDARY k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+
+k ũ t̪ ʁ u v ɛ ɾ s i ɐ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY f oi WORD_BOUNDARY m ẽ s i u n̪ a d̪ o WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ e ʃ t̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i m ɐi ɾ u ʃ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ĩ f ɯ ɾ i ɾ ẽ WORD_BOUNDARY ũ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY s u p ɛ ɾ i m p o ʃ t̪ o WORD_BOUNDARY a WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY ɐ a WORD_BOUNDARY i WORD_BOUNDARY b e b e WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY u m WORD_BOUNDARY i WORD_BOUNDARY p l̪ˠ u t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s õi ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s ai z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k ũ d̪ i s i u n̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY
+ɡ ʁ a b ẽ WORD_BOUNDARY u WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY l̪ˠ e t̪ ʁ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+i WORD_BOUNDARY b e WORD_BOUNDARY b l̪ˠ ɔ k o WORD_BOUNDARY a l̪ˠ t̪ o WORD_BOUNDARY i WORD_BOUNDARY b l̪ˠ ɔ k u WORD_BOUNDARY b ai ʃ u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY m u ʁ i a k WORD_BOUNDARY i WORD_BOUNDARY b a ʁ u ʃ WORD_BOUNDARY
+
+p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k a b u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u z i u z WORD_BOUNDARY i WORD_BOUNDARY ʁ a p i d̪ ɐ WORD_BOUNDARY d̪ i m i n̪ ui s ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e ʒ ɐi t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ f u ɾ m i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY b ɐ z i a ɾ ɐ̃u̜ WORD_BOUNDARY
+
+f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ʁ ɯ v ɛ l̪ˠ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p l̪ˠ ɐ̃ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY k u ʒ o WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY
+e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY ũ WORD_BOUNDARY t̪ ʁ a s u WORD_BOUNDARY k ũ t̪ i n̪ u WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY
+
+ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY ɐ s u s i ɐ s ɐ̃u̜ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY
+d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ t̪ e ɾ s i a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY t̪ i v ɛ ɾ ɐ̃u̜ WORD_BOUNDARY
+i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY n̪ u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY k o m u WORD_BOUNDARY
+t̪ ɐ̃ m b ẽ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY k ũ t̪ ʁ i b u i d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ ʃ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY
+s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ ɐ b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY u WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY
+n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ɛ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ũ t̪ i n̪ u u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ s u s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ʃ p e s u ɾ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY oi t̪ u s ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ a d̪ u ʃ WORD_BOUNDARY
+
+l̪ˠ ɐ̃ m i n̪ ɐ WORD_BOUNDARY d̪ a ɡ o ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY p l̪ˠ u t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY d̪ i ʃ k ʁ i m i n̪ a ʁ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY f i k ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY d̪ ɯ f i n̪ i s ɐ̃u̜ WORD_BOUNDARY p ʁ ɔ s i m ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY f l̪ˠ ɐ̃ k u ʃ WORD_BOUNDARY f ɐ ʎ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ b u s a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a l̪ˠ t̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+p a ɾ t̪ ɯ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ĩ d̪ i k a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY f ɐi s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ e ʃ u ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY e s p ʁ ɯ s u WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ ʒ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY d̪ ɯ ʃ k ũ t̪ i n̪ u WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ ɯ l̪ˠ ɡ ɐ s a d̪ u WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ɯ ɾ f i z WORD_BOUNDARY ɐ a WORD_BOUNDARY i WORD_BOUNDARY b e b e WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m a p ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u a v ɯ ʒ WORD_BOUNDARY b ai ʃ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ũ WORD_BOUNDARY s u t̪ i l̪ˠ WORD_BOUNDARY au̜ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ ʃ WORD_BOUNDARY
+f u ɾ m ɐ̃ d̪ o WORD_BOUNDARY a l̪ˠ ɡ ũ ʒ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u z WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s ẽ t̪ ʁ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY s e ɡ ũ d̪ ɐ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ i ẽ ʃ i m ẽ t̪ u WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ u ɾ d̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY s i t̪ u a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY p ɯ ʃ k i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a d̪ u WORD_BOUNDARY k o m o WORD_BOUNDARY ɛ ʁ ʁ b e ɛ l̪ˠ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɔ ɾ ɔ ʒ ɯ n̪ u WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY f oi WORD_BOUNDARY ʁ e k u ɲ ɯ s i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY z ɐ l̪ˠ a n̪ WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ l̪ˠ ũ ɡ ɐ̃ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY e s t̪ ʁ e m o WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ v o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+i t̪ ẽ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY s e s e WORD_BOUNDARY i WORD_BOUNDARY d̪ e d̪ e WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY
+p oi ʒ WORD_BOUNDARY d̪ ɯ m õ s t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s u p ɛ ɾ f i s i ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY e s p l̪ˠ i k ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p u z i s i u n̪ a d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ o WORD_BOUNDARY ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+u n̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY n̪ e ɡ ɐ t̪ i v o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ẽ WORD_BOUNDARY k ũ k u ɾ d̪ ɐ̃ s i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ o WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY i WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ s i m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY
+ĩ d̪ i k ɐ̃ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY ʃ p e s ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY n̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY f l̪ˠ ɐ̃ k o WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k o m u WORD_BOUNDARY
+s u ʒ ɛ ɾ ẽ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o ɾ n̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ WORD_BOUNDARY i WORD_BOUNDARY d̪ u z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʃ WORD_BOUNDARY p l̪ˠ u t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY a WORD_BOUNDARY
+m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ p ʁ u f ũ d̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s u d̪ u ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ p e s u ɾ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ i m a d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY
+ĩ f ɯ ɾ i o ɾ ɯ ʃ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY f ɐ ʎ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ t̪ i v u ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY f l̪ˠ ɐ̃ k u WORD_BOUNDARY s u WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+f a ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b u z i u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e z i ʃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+ɛ ʃ t̪ ɯ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY p o k u WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY p o k u WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+e ʃ p ɯ ɾ i ẽ s i ɐ WORD_BOUNDARY ɐ d̪ k i ɾ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai ʃ WORD_BOUNDARY p e ɾ m i t̪ iu̜ WORD_BOUNDARY v i ʒ l̪ˠ ũ m b ʁ a ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY
+p u t̪ ẽ s i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e ʃ p ɐ̃ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY m ai ɔ ɾ ɯ z WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ k l̪ˠ u ĩ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɡ ʁ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u f ũ d̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY ʁ e k u b ʁ i m ẽ t̪ u WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY k o ɐ l̪ˠ i d̪ a d̪ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY u m WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v u ʃ WORD_BOUNDARY p ʁ u ʒ ɛ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ m b i t̪ u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY f i k o WORD_BOUNDARY
+ʁ e ʃ t̪ ʁ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʃ t̪ ʁ ɐi t̪ ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+i m p ɯ d̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+ʁ e b ɐ t̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ o iu̜ WORD_BOUNDARY u WORD_BOUNDARY ɐ s u a ʎ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY k o a l̪ˠ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ p u z i t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʃ t̪ ʁ i s ɐ��u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY
+d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ̃u̜ WORD_BOUNDARY i d̪ ɛi ɐ ʒ WORD_BOUNDARY ʁ e s ẽ t̪ ɯ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY d̪ u z WORD_BOUNDARY e v ẽ t̪ u ʃ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+s e n̪ a ɾ i u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s t̪ ʁ ɐ p u l̪ˠ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY
+p ʁ ɔ v ẽ WORD_BOUNDARY ʃ s ẽ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY k ũ s t̪ i t̪ u ĩ d̪ o WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+
+n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e k u ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u s ɯ s ɐ m ẽ t̪ o WORD_BOUNDARY i WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY i n̪ i b i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY
+ʁ i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY s ɛ ɾ v ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY k u m p l̪ˠ ɯ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY s ẽ t̪ i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY f u ɾ t̪ ɐ l̪ˠ e s i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY s i t̪ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e s ẽ t̪ ɯ ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ ɾ ɐi ɾ u WORD_BOUNDARY
+
+p ʁ u s ɯ s ɐ m ẽ t̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ e ɾ s i a ɾ i o WORD_BOUNDARY i WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a ɾ ɐ̃u̜ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY n̪ e s ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY ɐ z WORD_BOUNDARY i d̪ ɛi ɐ ʒ WORD_BOUNDARY d̪ e s ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY a WORD_BOUNDARY
+e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ʁ e ʒ ɐi t̪ u WORD_BOUNDARY d̪ i ɾ ɯ s i u n̪ a l̪ˠ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɛ t̪ ɯ WORD_BOUNDARY u m WORD_BOUNDARY o t̪ ʁ o WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ ʃ p ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ u m ɛ t̪ ʁ i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ WORD_BOUNDARY a WORD_BOUNDARY v i z ɐ̃u̜ WORD_BOUNDARY ʁ e ʒ i u n̪ a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY p ʁ u p u ɾ s i o n̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ u WORD_BOUNDARY ʁ e k u b ʁ i m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY l̪ˠ ɐ k u n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY p ʁ ɛ ʃ t̪ ɐ WORD_BOUNDARY ẽ t̪ ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɯ m ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY ũ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY f ɐ t̪ o ʁ WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY
+s i n̪ a l̪ˠ WORD_BOUNDARY ʁ e f l̪ˠ ɯ t̪ i d̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ũi t̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɛ WORD_BOUNDARY p e ɾ d̪ i d̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY
+a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY f i k ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY ʁ e f l̪ˠ ɯ t̪ o ʁ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u f ũ d̪ o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY t̪ o p u WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s eu̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ ɯ ʃ k u ɲ ɯ s i d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɔ b t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY s i ʒ m i k u z WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY e s t̪ ʁ ɯ m ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+k u m p ɐ t̪ a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY f ũ s i o n̪ ɐ WORD_BOUNDARY ʒ ɯ ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY f ɔ ɾ t̪ ɯ WORD_BOUNDARY ʁ e f l̪ˠ ɯ t̪ o ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY õ d̪ ɐ ʃ WORD_BOUNDARY s i ʒ m i k ɐ ʃ WORD_BOUNDARY
+i m p ɯ d̪ ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ o WORD_BOUNDARY ɐ b ai ʃ o WORD_BOUNDARY o t̪ ʁ ɐ WORD_BOUNDARY d̪ i f i k u d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+v i z u ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʃ p e s u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY
+ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY s a l̪ˠ WORD_BOUNDARY k o m o WORD_BOUNDARY ɐ WORD_BOUNDARY s e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ʁ ɐ̃ s p ɐ ɾ ẽ t̪ ɯ z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ũ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u m WORD_BOUNDARY k ɯ WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY d̪ ɯ t̪ a ʎ ɯ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p e k e n̪ u WORD_BOUNDARY t̪ ʁ e ʃ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY b ʁ u ʃ k ɐ m ẽ t̪ WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY
+k ʁ e t̪ a s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY l̪ˠ ɐ̃ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ s a ʒ ẽ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+
+ɐ t̪ ɯ n̪ u a d̪ ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY ʁ a z ɐ ʒ WORD_BOUNDARY ʁ u m o WORD_BOUNDARY a WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY p ʁ u f ũ d̪ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY
+d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʒ WORD_BOUNDARY m u ʃ t̪ ʁ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY
+s e p ɐ ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY a WORD_BOUNDARY
+ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY k ʁ e t̪ a s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s e p a ɾ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY a ɾ i ɐ z WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f ai ʃ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY
+d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY l̪ˠ ũ ʒ i t̪ u d̪ ɯ WORD_BOUNDARY ɛ s WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ u s i m a d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɐ ɯ ɾ u m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ɔ b t̪ i d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+f u ɡ ʁ o WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY m e ʒ m u WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ ɐ m ẽ t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+
+ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ l̪ˠ i n̪ i a ʁ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY s u WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ ɐ b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+ʒ u ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY ʒ e ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ u ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY
+ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY
+f ɔ ɾ m ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+d̪ ɯ l̪ˠ i n̪ i a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɐ v o ʁ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʎ ɯ ʃ WORD_BOUNDARY k ũ f ɛ ɾ ɯ WORD_BOUNDARY k ũ t̪ i n̪ ui d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ ɐ t̪ ɯ ɾ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u m p ẽ s ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY f ʁ a k ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ e v i d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ u m i n̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY p ʁ u f ũ d̪ u WORD_BOUNDARY
+m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɐ t̪ ɯ n̪ u a d̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY k o m u WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ u p u ɡ ʁ ɐ f i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY i m p u �� t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a ʁ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+b a z ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY k ũ t̪ ʁ i b u ĩ d̪ u WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ u ɡ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY ʃ t̪ u d̪ a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ũ WORD_BOUNDARY
+o t̪ ʁ o WORD_BOUNDARY ɐ ʃ p ɛ t̪ u WORD_BOUNDARY ʁ e l̪ˠ ɯ v ɐ̃ t̪ ɯ WORD_BOUNDARY l̪ˠ e v ɐ̃ t̪ a d̪ u WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY k ɐ p ɐ s i d̪ a d̪ ɯ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY
+d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ũ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ e z ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY
+p ʁ e z ẽ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY z u n̪ i ɐ m ẽ t̪ u WORD_BOUNDARY t̪ ẽ p u ɾ a l̪ˠ WORD_BOUNDARY
+d̪ u z WORD_BOUNDARY e v ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ ʒ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s õi ʃ WORD_BOUNDARY s u b s ɯ k o ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ ɐ ʃ WORD_BOUNDARY
+p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY k ʁ e t̪ a s i u WORD_BOUNDARY s u p ɛ ɾ i o ʁ WORD_BOUNDARY i WORD_BOUNDARY t̪ e ɾ s i a ɾ i u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʃ WORD_BOUNDARY
+s e d̪ i m ẽ t̪ a ɾ ɯ z WORD_BOUNDARY i WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY s i d̪ o WORD_BOUNDARY ɐ p ũ t̪ a d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY
+
+k ʁ i ʃ t̪ ɐ l̪ˠ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY t̪ ẽ WORD_BOUNDARY
+p u ɾ t̪ ɐ̃ t̪ u WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY m ɐ ɾ ʒ i n̪ ai ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k ɐ̃ m p u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ o WORD_BOUNDARY ɐ WORD_BOUNDARY e v i d̪ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+p ʁ u t̪ ɯ ɾ u z ɔi k o WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY s eu̜ WORD_BOUNDARY f ɐ b ʁ i k WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY i WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY s eu̜ z WORD_BOUNDARY a l̪ˠ t̪ u ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ ɯ p u s ẽ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY ɐ f ɯ t̪ ɐ̃ d̪ u WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s e d̪ i m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY m u d̪ ɯ l̪ˠ ɐ̃ d̪ u WORD_BOUNDARY p u ʃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY f ʁ õ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ d̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+
+k ũ d̪ i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY s ɐ l̪ˠ i n̪ WORD_BOUNDARY a WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY i WORD_BOUNDARY t̪ e ɾ s i a ɾ i o WORD_BOUNDARY ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY n̪ ɔ v ɐ z WORD_BOUNDARY i d̪ ɛi ɐ ʒ WORD_BOUNDARY b ɐ z i a d̪ ɐ ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ z ẽ p ɯ ɲ o WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY s i ʃ t̪ e m ɐ WORD_BOUNDARY p e t̪ ʁ u l̪ˠ i f ɯ ɾ u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY
+u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY p ɔ z ɐ p t̪ i ɐ̃ n̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ s i ɐ ʃ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY f oi WORD_BOUNDARY
+k ũ t̪ ʁ u l̪ˠ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY b ẽ WORD_BOUNDARY e v i d̪ e n̪ s i a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY
+n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY ɛ WORD_BOUNDARY
+e z ẽ p l̪ˠ i f i k a d̪ ɐ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY d̪ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY e u s e n̪ i k ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY
+p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɐ l̪ˠ o ʁ WORD_BOUNDARY p ʁ u d̪ u z i d̪ u WORD_BOUNDARY p e l̪ˠ ɐ ʒ WORD_BOUNDARY m ɐ n̪ i f ɯ ʃ t̪ ɐ s õi ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY
+t̪ e v ɯ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ p ɛ l̪ˠ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY m ɐ t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY m i ɡ ʁ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY i d̪ ʁ u k ɐ ɾ b u n̪ e t̪ u ʒ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a ɾ i ɐ ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+b ɐ s i ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY ĩ t̪ ẽ s ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ f ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY ʁ e z u m ĩ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ʃ k u s ɐ̃u̜ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY
+f i k ɐ WORD_BOUNDARY ɔ b v i u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY f ɔ k o WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY
+p ʁ u s ɛ s u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ u WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY a WORD_BOUNDARY
+p u s i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ ʁ i k e s i m ẽ t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ʁ i t̪ ɯ ɾ i o z u WORD_BOUNDARY ʃ k ʁ u t̪ i n̪ i u WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY n̪ ɔ v ɐ ʒ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY s ẽ t̪ i d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY ɡ l̪ˠ u b a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY
+s u ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY v i ʃ t̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ k ʁ ɯ s ẽ t̪ a ʁ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ WORD_BOUNDARY
+k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k ũ s p i k u u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY v ẽ WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY ɐ k u m u l̪ˠ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p e ɾ f u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɔ s u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ ɛ k ɐ d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e z au̜ ʃ t̪ i v ɐ WORD_BOUNDARY ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ p ɛ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k u ɲ ɯ s i m ẽ t̪ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ k u m u l̪ˠ ɐ s õi ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p e t̪ ʁ ɔ l̪ˠ i u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ʁ u p u ɾ s i u n̪ a l̪ˠ WORD_BOUNDARY au̜ WORD_BOUNDARY ɐ p ʁ i m u ɾ ɐ m ẽ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY
+ʁ e f i n̪ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k o WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ĩ ʒ WORD_BOUNDARY e s p l̪ˠ u ɾ ɐ t̪ ɔ ɾ i u ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY
+k ũ k l̪ˠ u z õi z WORD_BOUNDARY u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY f oi WORD_BOUNDARY n̪ u ɾ t̪ i a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY b a z i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY i m p l̪ˠ ɯ m ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ a t̪ i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u ʒ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY
+ʁ e f i n̪ ɐ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e z WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY ĩ t̪ ʁ u d̪ u z i d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ẽ f ɐ t̪ i z a d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ɐ ʃ p ɛ t̪ o WORD_BOUNDARY i n̪ u v ɐ d̪ o ʁ WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ i u ɾ i WORD_BOUNDARY s o b ʁ WORD_BOUNDARY ĩ k l̪ˠ i n̪ ɐ s õi ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY v ĩ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY v ɯ t̪ o ʁ WORD_BOUNDARY u WORD_BOUNDARY d̪ e ʃ k ʁ i t̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY f oi WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a d̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ũ s ɐ̃u̜ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY
+ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY k a l̪ˠ k u l̪ˠ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɔ ɾ i ẽ t̪ ɐ WORD_BOUNDARY u WORD_BOUNDARY p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+i d̪ i a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʒ ɐ n̪ ɛ l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m a s i m u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY a WORD_BOUNDARY
+
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY
+k ʁ i t̪ ɯ ɾ i ɔ z ɐ WORD_BOUNDARY u z a d̪ ɐ WORD_BOUNDARY n̪ WORD_BOUNDARY au̜ t̪ u m ɐ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY e v i t̪ ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY p u z i s i u n̪ ɐ m ẽ t̪ u WORD_BOUNDARY
+
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY ɛ WORD_BOUNDARY ɐ b u ɾ d̪ a d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ĩ t̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ k o ʎ ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY t̪ ʁ ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ o m ɐ WORD_BOUNDARY u WORD_BOUNDARY k ũ ʒ ũ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u l̪ˠ u s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY d̪ ɯ ʒ v iu̜ WORD_BOUNDARY p ɐ d̪ ʁ ɐ̃u̜ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k l̪ˠ u ʃ t̪ e ʁ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ẽ s o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY m i n̪ i m u WORD_BOUNDARY k u ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u ʁ ɯ l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY k ʁ u z a d̪ ɐ WORD_BOUNDARY
+ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b a z ɯ WORD_BOUNDARY ʃ t̪ i m a d̪ o WORD_BOUNDARY u WORD_BOUNDARY ẽ p ʁ e ɡ u WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+k ʁ i t̪ ɛ ɾ i u z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s i m u t̪ ɐ n̪ i ɐ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f ĩ ʃ WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY
+k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY p ʁ ɔ v ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY o WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ k ɐ m ẽ t̪ WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i a d̪ ɐ ʃ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ z WORD_BOUNDARY ɐ̃ m b u ʃ WORD_BOUNDARY k ũ k ɔ ɾ d̪ ɐ̃u̜ WORD_BOUNDARY f u ɾ n̪ ɯ s ẽ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+m e ʒ m u z WORD_BOUNDARY ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʒ WORD_BOUNDARY ʒ a WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY õ d̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY f õ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY d̪ i v ɯ ɾ ʒ ẽ s i ɐ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY ĩ d̪ i s ɯ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ̃ m b u z WORD_BOUNDARY u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ o WORD_BOUNDARY ẽ p i ɾ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ t̪ ɛ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY p ʁ u d̪ u z ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY ʒ a WORD_BOUNDARY
+k u l̪ˠ u k a d̪ u WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʃ WORD_BOUNDARY p ɐ ɾ s i ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY p ɯ ʃ k i z a d̪ o WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m u m ẽ t̪ o WORD_BOUNDARY u WORD_BOUNDARY s i ɡ n̪ i f i k a d̪ u WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY k u m p u ɾ t̪ ɐ m ẽ t̪ u WORD_BOUNDARY f i k ɐ̃ d̪ u WORD_BOUNDARY s u ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+ɐ ĩ d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY ẽ p i ɾ i k o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY t̪ e m ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY
+ẽ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY f u t̪ u ɾ ɐ WORD_BOUNDARY v i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY au̜ t̪ u m ɐ s ɐ̃u̜ WORD_BOUNDARY k u m p l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ u ɐ ʒ WORD_BOUNDARY d̪ i m ẽ s õi z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY f oi WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY
+k o m WORD_BOUNDARY u WORD_BOUNDARY ĩ t̪ ui t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ a ʁ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ ɐ s õi ʒ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ p ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi z WORD_BOUNDARY i WORD_BOUNDARY ɐ k u p l̪ˠ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u z WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k o m u WORD_BOUNDARY k u m p ɐ t̪ i b i l̪ˠ i z a ʁ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+
+ʁ e z u t̪ a d̪ u ʃ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k ũ s t̪ ʁ u s ɐ̃u̜ WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʃ WORD_BOUNDARY
+n̪ ɐ ʃ WORD_BOUNDARY s ɯ s õi ʒ WORD_BOUNDARY b i d̪ i m ẽ s i u n̪ ai z WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+
+u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ʒ a WORD_BOUNDARY
+
+k u m p a t̪ ɐ WORD_BOUNDARY ʒ e n̪ ɯ ɾ ɐ l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɐ d̪ ɐ p t̪ a d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY
+p e ɾ m i t̪ ɯ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY s i t̪ u ɐ s õi ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY t̪ ʁ ɐ t̪ a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY s u b d̪ ɯ t̪ e ɾ m i n̪ a d̪ u WORD_BOUNDARY s u l̪ˠ u s i u n̪ a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY o WORD_BOUNDARY
+ʁ e ʃ t̪ ʁ i s õi ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʃ p a s u WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ̃ m ɯ t̪ ʁ u ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY b ẽ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ s õi ʃ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ũ d̪ ɐ m ẽ t̪ a l̪ˠ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ s i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ĩ t̪ ɛ ɾ p ʁ ɯ t̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʒ WORD_BOUNDARY v ĩ k u l̪ˠ u z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY ɔ b t̪ e ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY
+o WORD_BOUNDARY m ai ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ũ d̪ i z ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ a d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p oi o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k ɐ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ i u l̪ˠ u ʒ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ p ɯ z a ʁ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ b u ɾ d̪ a ʒ ẽ WORD_BOUNDARY p u ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+ẽ p i ɾ i k ɐ WORD_BOUNDARY u z WORD_BOUNDARY ẽ s ai u ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ a ɾ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY v i ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+u t̪ i l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ u z WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʃ WORD_BOUNDARY
+k u m p a t̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ĩ d̪ u WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY ʁ ɐ z u ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY b ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY ɛ WORD_BOUNDARY
+m ũi t̪ u WORD_BOUNDARY p ʁ u v a v ɛ l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY e z i ʃ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ t̪ ɯ m a t̪ i k ɐ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+ʃ t̪ i m ɐ t̪ i v ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f õ t̪ ɯ WORD_BOUNDARY p ũ t̪ u a l̪ˠ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY ũ WORD_BOUNDARY ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ e m ɐ WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY f u t̪ u ɾ o WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY f u ɾ n̪ ɯ s e ʁ WORD_BOUNDARY ũ WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+
+s u m ẽ t̪ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY
+s i ɾ k u l̪ˠ a ʁ WORD_BOUNDARY o WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY v e ɾ t̪ i k ai z WORD_BOUNDARY ɛ WORD_BOUNDARY p u s i v ɛ l̪ˠ WORD_BOUNDARY ʁ e k u p ɯ ɾ a ʁ WORD_BOUNDARY d̪ i ɾ ɯ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY s u ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k o m WORD_BOUNDARY
+p õ t̪ u z WORD_BOUNDARY o WORD_BOUNDARY ʁ ɛ t̪ ɐ z WORD_BOUNDARY i z u l̪ˠ a d̪ u ʃ WORD_BOUNDARY k o m o WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u ʒ WORD_BOUNDARY ʒ i u m ɛ t̪ ʁ i k u z WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY f ɐ ʒ WORD_BOUNDARY n̪ e s ɯ s a ɾ i ɐ WORD_BOUNDARY ĩ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ i u ɾ i WORD_BOUNDARY ɐ d̪ i s i u n̪ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ɔ b t̪ i d̪ ɐ WORD_BOUNDARY
+ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY s i m p l̪ˠ ɯ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY s ɯ WORD_BOUNDARY k ũ s t̪ ʁ u i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY
+k u m p l̪ˠ ɛ k s u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ ʒ u ʃ t̪ ɐ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY t̪ ɯ ʁ WORD_BOUNDARY s ẽ p ʁ ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY ʁ e z u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY
+i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m b i ɡ u i d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ ai ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY s u m ɐ WORD_BOUNDARY u WORD_BOUNDARY b õ WORD_BOUNDARY s ẽ s o WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+o t̪ ʁ o WORD_BOUNDARY ɐ ʃ p ɛ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY k ũ s i d̪ ɯ ɾ a d̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY
+u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ ĩ s i p i o WORD_BOUNDARY u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY
+i t̪ ɯ ɾ ɐ t̪ i v u WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ʁ u m p i d̪ u WORD_BOUNDARY k o ɐ̃ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k o ɾ p o WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ o WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY ũ WORD_BOUNDARY s ɛ ɾ t̪ u WORD_BOUNDARY
+ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY s u ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY o WORD_BOUNDARY
+s e ʒ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z o WORD_BOUNDARY i d̪ i a l̪ˠ WORD_BOUNDARY t̪ o d̪ u z WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ i ʒ m ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɛ ɡ ʁ ɐ̃u̜ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k o ɾ p u WORD_BOUNDARY d̪ ɛ v ẽ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ʁ WORD_BOUNDARY
+ɐ WORD_BOUNDARY m e ʒ m ɐ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY l̪ˠ i m i t̪ ɯ WORD_BOUNDARY ɐ s u m i d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY k ũ t̪ ʁ u l̪ˠ a ʁ WORD_BOUNDARY u WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY
+
+p ʁ u p õi m WORD_BOUNDARY u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i o WORD_BOUNDARY i m p o ʃ t̪ u WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY d̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY k a z u WORD_BOUNDARY
+ɡ ʁ ɐ v i m ɛ t̪ ʁ i k u WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY u WORD_BOUNDARY k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY p ʁ u p o ʃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY
+au̜ t̪ o ɾ ɯ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɯ m ũ s t̪ ʁ o WORD_BOUNDARY i n̪ ɯ f i s i ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a z u z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+a l̪ˠ v u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY k u m p l̪ˠ ɯ k s i d̪ a d̪ ɯ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY e t̪ ɯ ɾ u ʒ ɯ n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʒ a WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+ʃ p e ɾ a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k ʁ i t̪ ɛ ɾ i u WORD_BOUNDARY f ũ s i o n̪ ɐ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s ĩ t̪ ɛ t̪ i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY
+k o a t̪ ʁ u WORD_BOUNDARY u m WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY ʁ e k u p ɯ ɾ a d̪ u ʃ WORD_BOUNDARY p e l̪ˠ ɐ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY ɐ t̪ ĩ ʒ i ɾ ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY b õ WORD_BOUNDARY ɡ ʁ au̜ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ WORD_BOUNDARY i n̪ t̪ ɛ ɾ n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY p ʁ a t̪ i k u ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v u z WORD_BOUNDARY au̜ z WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʃ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɔ b s ɛ ɾ v ɐ WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY s u l̪ˠ u s õi ʃ WORD_BOUNDARY f i n̪ ai ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʁ i ɐ l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY t̪ ɔ ɾ n̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY v e z ɯ z WORD_BOUNDARY i m p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ s u m i ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY s i m p l̪ˠ i f i k ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY
+k u m p a t̪ ɐ WORD_BOUNDARY k ũ ʒ u ɡ a d̪ WORD_BOUNDARY a WORD_BOUNDARY d̪ ɯ k ũ v u l̪ˠ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY eu̜ l̪ˠ e ʁ WORD_BOUNDARY ʒ ɯ ɾ o WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY d̪ ɯ f ẽ s a v ɐi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p õ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY v i ʃ t̪ ɐ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʁ ɯ v ɯ l̪ˠ o WORD_BOUNDARY k o m o WORD_BOUNDARY u m ɐ WORD_BOUNDARY i f i s i ẽ t̪ ɯ WORD_BOUNDARY f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY t̪ ɯ ʃ t̪ a ʁ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʃ WORD_BOUNDARY k u m p l̪ˠ ɛ k s u ʃ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʃ WORD_BOUNDARY f õ t̪ ɯ z WORD_BOUNDARY ĩ t̪ ɯ ɾ f ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi ʃ WORD_BOUNDARY p u d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY
+ʁ e l̪ˠ ɐ t̪ i v ɐ WORD_BOUNDARY ʁ ɐ p i d̪ e z WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ʁ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ ai ʒ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+p ɯ ʃ k i z ɐ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʒ WORD_BOUNDARY v u l̪ˠ u m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʃ WORD_BOUNDARY
+k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY d̪ i ɾ ɛ t̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY n̪ i t̪ i d̪ ɐ WORD_BOUNDARY v ɐ̃ t̪ a ʒ ẽ WORD_BOUNDARY ẽ WORD_BOUNDARY
+t̪ e ɾ m u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɐ p i d̪ e ʃ WORD_BOUNDARY p u s i b i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʒ e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u l̪ˠ t̪ i p l̪ˠ ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ẽ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY d̪ i ʃ k u t̪ i d̪ ɐ z WORD_BOUNDARY i WORD_BOUNDARY k u m p ɐ ɾ a d̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u s i m a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY b i d̪ i m ẽ s i u n̪ a l̪ˠ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɔ d̪ ɯ WORD_BOUNDARY ɐ k ɐ ʁ ɯ t̪ a ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ WORD_BOUNDARY e ʁ u WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY ʃ t̪ i m ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY l̪ˠ a d̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+
+l̪ˠ i n̪ i a ɾ ɯ z WORD_BOUNDARY u m ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY m i n̪ i m i z a ʁ WORD_BOUNDARY u WORD_BOUNDARY i f ɐi t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY i WORD_BOUNDARY ɔ t̪ i m i z a ʁ WORD_BOUNDARY a ʃ WORD_BOUNDARY
+
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY d̪ e WORD_BOUNDARY k ɯ WORD_BOUNDARY v ẽ WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY m ũi t̪ o WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+
+p u s i v ɛ l̪ˠ WORD_BOUNDARY p u ɾ ẽ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY m u m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY ɐ̃ m b i t̪ u WORD_BOUNDARY m ai ʃ WORD_BOUNDARY t̪ e ɔ ɾ i k o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+
+d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY l̪ˠ i d̪ a ʁ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ĩ d̪ u z i d̪ ɐ WORD_BOUNDARY o WORD_BOUNDARY s e ʒ ɐ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ u WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY u WORD_BOUNDARY ẽ s ai u WORD_BOUNDARY t̪ e ɔ ɾ i k u WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ ɛ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY m ɔ ʃ t̪ ʁ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi �� WORD_BOUNDARY
+ɔ p ɔ ʃ t̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɯ ɾ a ʒ ẽ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ m a ʁ WORD_BOUNDARY u m ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY k u m p ɔ ʃ t̪ ɐ WORD_BOUNDARY u t̪ i l̪ˠ i z ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+f ɯ ʁ ɐ m ẽ t̪ ɐ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ ʃ WORD_BOUNDARY s u ʒ ɯ ʃ t̪ i v ɐ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY k a z u ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ĩ t̪ ʁ u z õi ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+ĩ d̪ u z i d̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY k ɐ p i t̪ u l̪ˠ u WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi ʃ WORD_BOUNDARY
+s u ʒ ɛ ɾ ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai ʃ WORD_BOUNDARY
+ɔ b s ɯ ɾ v a d̪ ɐ ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ p e n̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY l̪ˠ ɐ b u ɾ ɐ t̪ ɔ ɾ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ m ɔ ʃ t̪ ʁ ɐ ʃ WORD_BOUNDARY
+ɔ ɾ i ẽ t̪ a d̪ ɐ ʃ WORD_BOUNDARY p e ɾ m i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e k u p e ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+m e ʒ m u WORD_BOUNDARY s ẽ d̪ o WORD_BOUNDARY i m p u s i v ɛ l̪ˠ WORD_BOUNDARY d̪ ɯ t̪ ɯ ɾ m i n̪ a ʁ WORD_BOUNDARY p ʁ ɯ s i z ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m u d̪ ɯ l̪ˠ a ʒ ẽ WORD_BOUNDARY o WORD_BOUNDARY
+ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY ɐ p l̪ˠ i k a d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY p e ɾ m i t̪ WORD_BOUNDARY i d̪ e n̪ t̪ i f i k a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY f ɐ z e ʁ WORD_BOUNDARY k u ɯ ɾ ẽ t̪ ɯ z WORD_BOUNDARY ĩ f ɯ ɾ ẽ s i ɐ ʃ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY s u ɐ ʃ WORD_BOUNDARY
+
+s ɐi ʒ WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v o WORD_BOUNDARY au̜ z WORD_BOUNDARY a l̪ˠ v u z WORD_BOUNDARY ʃ k u ʎ i d̪ u ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY a l̪ˠ ɡ ũ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ u ʃ WORD_BOUNDARY
+ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ z ɐ z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɾ ɯ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY v ɐ ɾ i ɐ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ʃ t̪ i m a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY m ɛ t̪ u d̪ u WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY i t̪ ẽ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY
+p ʁ u ɡ ʁ ɐ̃ m ɐ ʃ WORD_BOUNDARY k u m p u t̪ ɐ s i u n̪ ai z WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ĩ z ɐ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+m ai ʃ WORD_BOUNDARY f i d̪ ɯ d̪ i ɡ n̪ ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY m u d̪ e l̪ˠ o WORD_BOUNDARY ɔ ɾ i ʒ i n̪ a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u b s u p ɛ ɾ f i s i ɯ WORD_BOUNDARY k u m p o ʃ t�� u WORD_BOUNDARY p e l̪ˠ o WORD_BOUNDARY ẽ p i ʎ ɐ m ẽ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY p ʁ i ʒ m ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY s ĩ k u WORD_BOUNDARY au̜ WORD_BOUNDARY p a s u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY ʃ k a l̪ˠ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k o ɾ ɯ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY
+u m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY s u ɐ v i z a d̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e z u t̪ a d̪ u z WORD_BOUNDARY ɔ p t̪ o s ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a ʁ WORD_BOUNDARY a l̪ˠ ɡ ũ z WORD_BOUNDARY d̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY k ɐ ɾ ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m u ʒ e n̪ ɐi d̪ a d̪ ɯ WORD_BOUNDARY
+
+ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ɐ̃ m b i t̪ u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a p ɐ ʃ WORD_BOUNDARY
+ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k o ɐ l̪ˠ i t̪ ɐ t̪ i v u WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ u ʃ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY t̪ e m ɐ ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY
+ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY m a p ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k o WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY s i n̪ a l̪ˠ WORD_BOUNDARY ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY s WORD_BOUNDARY ĩ s ɛ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY m ɛ t̪ u d̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY l̪ˠ ɛ v ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY k õ t̪ ɐ WORD_BOUNDARY s u m ẽ t̪ ɯ WORD_BOUNDARY u ʒ WORD_BOUNDARY ɡ ʁ ɐ d̪ i ẽ t̪ ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s ẽ d̪ u WORD_BOUNDARY
+ɛ ʃ t̪ ɐ WORD_BOUNDARY k l̪ˠ a s ɯ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY m ai z WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+ũ WORD_BOUNDARY o t̪ ʁ u WORD_BOUNDARY m ɛ t̪ u d̪ o WORD_BOUNDARY e k i v ɐ l̪ˠ ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY s e m ɯ ʎ ɐ̃ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY
+au̜ WORD_BOUNDARY p ɔ l̪ˠ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY u t̪ i l̪ˠ i z a d̪ ɐ WORD_BOUNDARY n̪ ɐ z WORD_BOUNDARY a l̪ˠ t̪ ɐ ʒ WORD_BOUNDARY l̪ˠ ɐ t̪ i t̪ u d̪ ɯ z WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY
+p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY p o k o WORD_BOUNDARY ɐ d̪ ɯ k o a d̪ u WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʁ e l̪ˠ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY
+l̪ˠ ɐ t̪ i t̪ u d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY i WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY a WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʒ WORD_BOUNDARY ʁ e m ɐ n̪ ɯ s ẽ t̪ ɯ ʃ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY l̪ˠ ɐ ɾ ɡ ɐ m ẽ t̪ ɯ WORD_BOUNDARY d̪ i f ũ d̪ i d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ z WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ o d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ l̪ˠ i z a d̪ �� WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY a WORD_BOUNDARY
+ĩ s t̪ ɐ b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f i l̪ˠ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e d̪ u s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY p ɔ l̪ˠ o WORD_BOUNDARY e k o ɐ s ɐ̃u̜ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY ẽ WORD_BOUNDARY t̪ ai ʃ WORD_BOUNDARY k ũ d̪ i s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+
+ɐ n̪ ɐ l̪ˠ i t̪ i k u WORD_BOUNDARY f ũ s i o n̪ ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k o m o WORD_BOUNDARY ũ WORD_BOUNDARY f i l̪ˠ t̪ ʁ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY b ai ʃ ɐ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ WORD_BOUNDARY ẽ f ɐ t̪ i z ɐ̃ d̪ u WORD_BOUNDARY
+ɐ s ĩ WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ ʃ WORD_BOUNDARY f ʁ e k o ẽ s i ɐ z WORD_BOUNDARY e z i ʃ t̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ɛ WORD_BOUNDARY ʃ p e s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY
+ĩ d̪ i k a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ɐ̃ m b i ẽ t̪ ɯ ʃ WORD_BOUNDARY k o m WORD_BOUNDARY p ʁ e d̪ u m i n̪ i u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+f õ t̪ ɯ ʒ WORD_BOUNDARY ʁ a z ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY n̪ u WORD_BOUNDARY k a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ʁ e z u t̪ a d̪ u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ɐ p l̪ˠ i k ɐ s ɐ̃u̜ WORD_BOUNDARY
+m e t̪ u d̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY v e ɾ t̪ ẽ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY t̪ ɛ z ɯ WORD_BOUNDARY ʁ e z u t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY a l̪ˠ ɡ u m ɐ ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi ʒ WORD_BOUNDARY l̪ˠ i ʃ t̪ a d̪ ɐ z WORD_BOUNDARY a WORD_BOUNDARY
+s ɯ ɡ i ʁ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY p ʁ u b l̪ˠ e m ɐ ʒ WORD_BOUNDARY ʒ i u l̪ˠ ɔ ʒ i k u z WORD_BOUNDARY ẽ v u l̪ˠ v ẽ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY
+
+m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY d̪ ɛ v ɯ WORD_BOUNDARY ẽ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY p a ɾ t̪ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY s o b WORD_BOUNDARY ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY u WORD_BOUNDARY e v ẽ t̪ u WORD_BOUNDARY m ɐ ɡ m a t̪ i k u WORD_BOUNDARY t̪ u l̪ˠ ɯ i t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+p au̜ l̪ˠ u ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY ʁ e ʃ p õ d̪ ɯ WORD_BOUNDARY m ɐ s i s ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY
+p ʁ e p ũ d̪ ɯ ɾ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʁ ɯ v ɯ l̪ˠ a d̪ u ʒ WORD_BOUNDARY n̪ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY
+e z ẽ p l̪ˠ i f i k a d̪ ɐ WORD_BOUNDARY n̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃ d̪ u WORD_BOUNDARY m ɐ ɾ k ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+
+d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY k ɐ ɾ ɐ t̪ e ɾ i z a d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY k ʁ u ʃ t̪ a l̪ˠ WORD_BOUNDARY ɔ k u ʁ i d̪ u ʃ WORD_BOUNDARY
+n̪ ɐ WORD_BOUNDARY f a z ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ u v ɐi t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY f ɐ b ʁ i k WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY p ʁ u t̪ i u z ɔi k u WORD_BOUNDARY
+d̪ u ʃ WORD_BOUNDARY t̪ e ʁ e n̪ u ʒ WORD_BOUNDARY ʁ i b ɐi ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ WORD_BOUNDARY k l̪ˠ ɐ ɾ ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ WORD_BOUNDARY p u z i s ɐ̃u̜ WORD_BOUNDARY ʒ i u ɡ ʁ a f i k ɐ WORD_BOUNDARY
+k ũ v ɯ n̪ i ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY p u l̪ˠ ɐ ɾ i z ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ĩ f i n̪ i d̪ a d̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p ʁ u v u k a d̪ ɐ ʃ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY p u s ui WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY
+ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e ɾ p ẽ d̪ i k u l̪ˠ a ʁ WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY s u ɐ WORD_BOUNDARY d̪ ɯ k l̪ˠ i n̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɛ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ p ʁ u s i m ɐ d̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ i ʒ ɛ z i m u WORD_BOUNDARY
+
+u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p u ɾ s ɐ̃u̜ WORD_BOUNDARY p ʁ u s i m a l̪ˠ WORD_BOUNDARY ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY ĩ s ɯ ɾ i d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY
+d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ̃ m p l̪ˠ ɐ m ẽ t̪ WORD_BOUNDARY ĩ t̪ ʁ u d̪ i d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY b a z i k u ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʒ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY
+k ũ s t̪ i t̪ u ẽ WORD_BOUNDARY u m ɐ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY ɐ l̪ˠ i ɲ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY k u ʒ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ u t̪ a l̪ˠ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY k u m p u n̪ ẽ t̪ ɯ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY
+m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ ɯ z ɔ i t̪ u WORD_BOUNDARY k u m p ɐ ɾ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f ai ʃ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ z WORD_BOUNDARY ɐ WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ s ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY i WORD_BOUNDARY b u z iu̜ ʃ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɐ s u m i ʁ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s ɐ̃u̜ WORD_BOUNDARY
+n̪ u ɾ m a l̪ˠ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʎ ɔ ɾ ɯ ʒ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ ʒ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY t̪ a l̪ˠ WORD_BOUNDARY
+ɔ b s ɯ ɾ v ɐ s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i ɡ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY d̪ i ʃ t̪ ʁ i b u i d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY f ai ʃ ɐ ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ ɾ i ɐ̃u̜ WORD_BOUNDARY ũ WORD_BOUNDARY s ĩ k ʁ u n̪ i ʒ m u WORD_BOUNDARY
+ʒ e n̪ ɛ t̪ i k o WORD_BOUNDARY i ʃ t̪ o WORD_BOUNDARY ɛ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY s i d̪ u WORD_BOUNDARY ʒ e ɾ a d̪ u z WORD_BOUNDARY ẽ WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p o WORD_BOUNDARY ũ WORD_BOUNDARY p o k u WORD_BOUNDARY
+d̪ i f ɯ ɾ ẽ t̪ ɯ ʃ WORD_BOUNDARY s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY k ɯ WORD_BOUNDARY u z WORD_BOUNDARY ʃ f ɔ ɾ s u ʒ WORD_BOUNDARY d̪ i ʃ t̪ ẽ s i u n̪ ai ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+
+k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY ɛ WORD_BOUNDARY f ɐ s i l̪ˠ i t̪ a d̪ ɐ WORD_BOUNDARY d̪ e v i d̪ o WORD_BOUNDARY a WORD_BOUNDARY s u ɐ WORD_BOUNDARY l̪ˠ a ɾ ɡ ɐ WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY m u t̪ i v ɐ WORD_BOUNDARY f u t̪ u ɾ u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY v i z ɐ̃ d̪ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY u WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s i ʃ t̪ ɯ m a t̪ i k u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s u ɐ ʃ WORD_BOUNDARY p ʁ u p ʁ i ɯ d̪ a d̪ ɯ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY d̪ i ɾ ɯ s õi ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi z WORD_BOUNDARY ɛ WORD_BOUNDARY
+s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY ɐ WORD_BOUNDARY k u l̪ˠ ɛ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ai ʃ WORD_BOUNDARY t̪ ai z WORD_BOUNDARY ʃ t̪ u d̪ u ʃ WORD_BOUNDARY
+p u d̪ ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY v ɐ l̪ˠ i d̪ a ʁ WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY k ũ k l̪ˠ u z õi z WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY b ɐ z i a d̪ ɐ z WORD_BOUNDARY ɐ t̪ ɛ WORD_BOUNDARY u WORD_BOUNDARY m u m ẽ t̪ o WORD_BOUNDARY ẽ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ s WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ z WORD_BOUNDARY ɐ l̪ˠ ẽ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY v i ɐ b i l̪ˠ i z a ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY e v ẽ t̪ u a l̪ˠ WORD_BOUNDARY k ʁ i ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ũ WORD_BOUNDARY m u d̪ e l̪ˠ u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY a WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY d̪ ɐ ʒ WORD_BOUNDARY ʁ e v ɯ ɾ s õi z WORD_BOUNDARY i WORD_BOUNDARY n̪ u ɾ m ɐ l̪ˠ i z ɐ s õi ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY
+
+m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʁ e l̪ˠ ɐ s i o n̪ ɐ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ ɛ t̪ o n̪ i k ɐ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɔ k u ʁ e ɾ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY i WORD_BOUNDARY u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ a d̪ ɐ WORD_BOUNDARY ɛ ʃ t̪ ɯ WORD_BOUNDARY
+m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY ɛ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ u WORD_BOUNDARY p e l̪ˠ ɐ z WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY
+ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY d̪ u ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY m ai z WORD_BOUNDARY e v i d̪ ẽ t̪ ɯ z WORD_BOUNDARY ʃ k u ʎ i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY a WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ĩ t̪ ɯ ɡ ʁ ɐ̃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+k u ɲ ɯ s i d̪ ɐ WORD_BOUNDARY p ʁ u v ĩ s i ɐ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b o WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ʁ u z õi z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ʁ a z ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɐ̃ m b ɐ z WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY ʁ ɯ ʃ p ɛ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY
+
+a l̪ˠ k ɐ l̪ˠ i n̪ ɐ ʒ WORD_BOUNDARY d̪ i f ɯ ɾ ẽ s i a d̪ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY k ũ s t̪ i t̪ u i d̪ ɐ ʃ WORD_BOUNDARY p ɐ ɾ s i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY ĩ t̪ ʁ u z i v u ʃ WORD_BOUNDARY s o b WORD_BOUNDARY
+ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY i WORD_BOUNDARY ɐ p ɔ f i z ɯ ʃ WORD_BOUNDARY f u ɾ m ɐ̃ d̪ u WORD_BOUNDARY t̪ ʁ ɐ̃ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k u m p l̪ˠ ɛ k s ɐ WORD_BOUNDARY ʒ i u m ɯ t̪ ʁ i ɐ WORD_BOUNDARY a WORD_BOUNDARY
+k u m p u z i s ɐ̃u̜ WORD_BOUNDARY l̪ˠ i t̪ u l̪ˠ ɔ ʒ i k ɐ WORD_BOUNDARY d̪ e s ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY ʁ e l̪ˠ ɐ s i u n̪ a d̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY t̪ e ɾ m u ʃ WORD_BOUNDARY
+m e n̪ u z WORD_BOUNDARY e v u l̪ˠ u i d̪ u ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY k u m p u z i s ɐ̃u̜ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b a z i k ɐ WORD_BOUNDARY i WORD_BOUNDARY k ũ s ɯ k o ẽ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY
+m ai ɔ ʁ WORD_BOUNDARY k ũ t̪ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m i n̪ ɯ ɾ ai ʃ WORD_BOUNDARY f e ʁ i m ɐ ɡ n̪ ɛ t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ ɐ ʃ WORD_BOUNDARY
+ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɛ WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY u WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY
+v u l̪ˠ u m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ ɔ ʃ ɐ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY s u i t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY e z ẽ p l̪ˠ u WORD_BOUNDARY d̪ u WORD_BOUNDARY n̪ e f ɯ l̪ˠ i n̪ ɐ WORD_BOUNDARY s i ɯ n̪ i t̪ u WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY f ʁ a k u WORD_BOUNDARY k ũ t̪ ʁ a ʃ t̪ ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u s ɯ p t̪ i b i l̪ˠ i d̪ a d̪ ɯ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY f i k ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY u n̪ i k ɐ WORD_BOUNDARY
+k ũ t̪ ʁ i b ui s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v ɐ WORD_BOUNDARY k ũ s ẽ t̪ ʁ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY b a z i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ʁ e l̪ˠ ɐ s i o n̪ ɐ̃u̜ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY d̪ u t̪ u z WORD_BOUNDARY i WORD_BOUNDARY o t̪ ʁ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ĩ t̪ ɛ ɡ ʁ ɐ̃u̜ WORD_BOUNDARY
+
+ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u z WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʒ WORD_BOUNDARY ʁ e ʃ p ɐi t̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY p ɐ l̪ˠ i u m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY
+ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ ʒ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY ɛ WORD_BOUNDARY
+s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY k ɐ ɾ ɐ t̪ ɯ ɾ i ʃ t̪ i k ɐ ʒ WORD_BOUNDARY d̪ i f i s i l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY e s p l̪ˠ i k a v ɐi ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ĩ d̪ u s ɐ̃u̜ WORD_BOUNDARY p ʁ u v u k a d̪ ɐ WORD_BOUNDARY
+u n̪ i k ɐ m ẽ t̪ ɯ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY k ɐ̃ m p o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY u ʒ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY p u ɾ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+k u m p u n̪ ẽ t̪ ɯ ʒ WORD_BOUNDARY ʁ e v ɛ ɾ s ɐ z WORD_BOUNDARY ĩ f l̪ˠ u ẽ s i ɐ̃ d̪ o WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z ɐ s õi ʃ WORD_BOUNDARY t̪ u t̪ ai z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ z WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY
+k u m p u n̪ ẽ t̪ ɯ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY p ʁ u d̪ u z i d̪ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY p e ɾ i u d̪ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ u ɾ ɐ̃ t̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ʁ i ʃ t̪ ɐ l̪ˠ i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ e ʃ t̪ ɯ ʒ WORD_BOUNDARY m a ɡ m ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ t̪ i v ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY oi t̪ u WORD_BOUNDARY s ɯ ɾ i ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY
+p e l̪ˠ u WORD_BOUNDARY m e n̪ u ʒ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY p u s u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY s e p ɐ ɾ a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY s ɛ ɾ t̪ o WORD_BOUNDARY ĩ t̪ ɯ ɾ v a l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ẽ p u WORD_BOUNDARY k ɯ WORD_BOUNDARY
+p e ɾ m i t̪ iu̜ WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ a ʁ WORD_BOUNDARY ũ WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY ʒ i u m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ ɐ WORD_BOUNDARY
+
+o t̪ ʁ u ʃ WORD_BOUNDARY p l̪ˠ u ɡ ʒ WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ k ɔ ʁ ẽ WORD_BOUNDARY p ʁ u v ɐ v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY p ɯ ʃ k i z ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY
+ĩ t̪ ʁ u d̪ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ ɾ i d̪ u ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY ɐ n̪ ɛ k s o WORD_BOUNDARY u m WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY k o ʁ WORD_BOUNDARY v e ɾ d̪ ɯ WORD_BOUNDARY k l̪ˠ a ɾ ɐ WORD_BOUNDARY i WORD_BOUNDARY s u ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY l̪ˠ u k ɐ l̪ˠ i z a d̪ ɐ ʃ WORD_BOUNDARY
+n̪ ɐ̃u̜ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY t̪ ɐ̃u̜ WORD_BOUNDARY e s p ʁ ɯ s i v ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY s u b m ɛ ɾ s ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY n̪ ɔ v ɯ WORD_BOUNDARY u WORD_BOUNDARY k ɯ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY
+b ẽ WORD_BOUNDARY m e n̪ ɔ ɾ ɯ ʃ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY k u m p ɐ ɾ a v ɐi z WORD_BOUNDARY ẽ WORD_BOUNDARY d̪ i m ẽ s õi z WORD_BOUNDARY au̜ ʃ WORD_BOUNDARY p l̪ˠ u ɡ z WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+ɐ ʁ ai a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k a b u WORD_BOUNDARY p ũ d̪ ɯ ɾ ɐ̃ d̪ u s ɯ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY p ʁ u f ũ d̪ i d̪ a d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ẽ k õ t̪ ʁ ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY ɐ WORD_BOUNDARY n̪ ɐ t̪ u ɾ a l̪ˠ WORD_BOUNDARY s u ɐ v i z ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e l̪ˠ ɯ ʒ WORD_BOUNDARY ʒ e ɾ a d̪ ɐ ʃ WORD_BOUNDARY
+d̪ e v i d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ ʃ WORD_BOUNDARY f ʁ a k ɐ z WORD_BOUNDARY i WORD_BOUNDARY ɐ̃ m b i ɡ o ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY f ɐi t̪ ɐ WORD_BOUNDARY ɐ n̪ a l̪ˠ i z ɯ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ WORD_BOUNDARY
+s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɯ ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY f i k ɐ̃ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ɔ b s ɯ ɾ v ɐ s õi z WORD_BOUNDARY ẽ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i v ɛ l̪ˠ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ f ɯ ɾ ẽ s i ɐ ʃ WORD_BOUNDARY
+
+ẽ b ɐ z ɐ m ẽ t̪ o WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY au̜ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY ɛ WORD_BOUNDARY k u ʁ u b u ɾ a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY d̪ i v ɛ ɾ s u ʃ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u ʃ WORD_BOUNDARY
+
+d̪ ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ z WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ ʃ WORD_BOUNDARY p ʁ ĩ s i p a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY e u s e n̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p e ɾ i u d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʃ WORD_BOUNDARY
+m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY u WORD_BOUNDARY p ɐ k ɔ t̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ a ʁ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɐ̃ m p u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY f u ɾ m a d̪ u ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY e d̪ i f i s i u ʒ WORD_BOUNDARY v u k ɐ̃ n̪ i k u z WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ i k ɯ ʃ WORD_BOUNDARY
+
+
+ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY f u ɾ t̪ ɯ m ẽ t̪ ɯ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ o WORD_BOUNDARY au̜ z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ s u s i a d̪ u z WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ̃ t̪ i ɡ ɐ ʃ WORD_BOUNDARY
+z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ̃ s f ɯ ɾ ẽ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY f o ɾ ɐ̃u̜ WORD_BOUNDARY ʁ i ɐ t̪ i v a d̪ ɐ ʒ WORD_BOUNDARY n̪ u WORD_BOUNDARY f i n̪ a l̪ˠ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY au̜ WORD_BOUNDARY
+p ɐ l̪ˠ ɯ ɔ ʒ ɯ n̪ o WORD_BOUNDARY ɐ z WORD_BOUNDARY ĩ t̪ ɯ ɾ s ɯ s õi ʒ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ ʒ WORD_BOUNDARY z o n̪ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY n̪ u ɾ m ai ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ʁ i f t̪ ɯ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY l̪ˠ u k ai ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ai ɔ ʁ WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m a ɡ m ɐ WORD_BOUNDARY a WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u ʁ u b ɔ ɾ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY s ɔ WORD_BOUNDARY ɐ WORD_BOUNDARY e z i ʃ t̪ ẽ s i ɐ WORD_BOUNDARY d̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY i WORD_BOUNDARY ɔ WORD_BOUNDARY
+s eu̜ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m o WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u WORD_BOUNDARY n̪ u WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k a b u WORD_BOUNDARY f ʁ iu̜ WORD_BOUNDARY k o m u WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY
+s u ʒ ɛ ɾ ɯ WORD_BOUNDARY s eu̜ WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɔ k u ʁ ẽ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i z a d̪ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY i WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY
+
+
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ o WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY n̪ u t̪ a v ɛ l̪ˠ WORD_BOUNDARY ẽ WORD_BOUNDARY s u ɐ WORD_BOUNDARY e ʃ t̪ ẽ s ɐ̃u̜ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɔ WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY i WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY e m ɛ ɾ s ɐ WORD_BOUNDARY s e ɡ ĩ d̪ o WORD_BOUNDARY u WORD_BOUNDARY k ũ t̪ ʁ o l̪ˠ ɯ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ a l̪ˠ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY
+ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY ɐ WORD_BOUNDARY f a l̪ˠ t̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY p u d̪ ɯ ɾ i ɐ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY e s p l̪ˠ i k a d̪ ɐ WORD_BOUNDARY
+p e l̪ˠ ɐ WORD_BOUNDARY p ʁ ɔ p ʁ i ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɐ̃ m p u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɐ t̪ u a l̪ˠ WORD_BOUNDARY s u b p ɐ ɾ ɐ l̪ˠ ɛ l̪ˠ ɐ WORD_BOUNDARY au̜ ʒ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ u ʃ WORD_BOUNDARY
+
+k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY k u ʁ ɯ l̪ˠ a t̪ o WORD_BOUNDARY a WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY p ɐ ɾ ɐ̃ n̪ a WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ u m i n̪ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY
+d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ u z WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY m ɐ ʃ k ɐ ɾ ɐ̃ d̪ o WORD_BOUNDARY ɐ s ĩ WORD_BOUNDARY ɔ ʃ WORD_BOUNDARY
+d̪ i k ɯ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY p e ɾ i u d̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ ɾ i ɐ̃u̜ WORD_BOUNDARY m ũi t̪ u WORD_BOUNDARY m e n̪ u z WORD_BOUNDARY e s p ʁ ɯ s i v u z WORD_BOUNDARY ɐ WORD_BOUNDARY e s p ʁ ɯ s ɐ̃u̜ WORD_BOUNDARY
+d̪ e ʃ t̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ t̪ ɐ ɾ i ɐ WORD_BOUNDARY b ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY p e l̪ˠ u ʃ WORD_BOUNDARY k ɔ ɾ p u z WORD_BOUNDARY a l̪ˠ k ɐ l̪ˠ i n̪ u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ a ɾ ɐ̃u̜ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY l̪ˠ u k a l̪ˠ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ ʃ WORD_BOUNDARY
+
+f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u ʃ WORD_BOUNDARY k u ɾ v i l̪ˠ i n̪ i u ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY p ɐ ɾ ɛ s ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ ʁ WORD_BOUNDARY ɐ s u s i a d̪ WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY
+k ʁ e t̪ a s i ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u z WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k u ɾ v i l̪ˠ i n̪ i ɐ WORD_BOUNDARY ɔ k ɔ ʁ ɯ WORD_BOUNDARY
+b u ɾ d̪ ɯ ʒ ɐ̃ d̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY l̪ˠ i ɲ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY au̜ WORD_BOUNDARY l̪ˠ õ ɡ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ o d̪ o WORD_BOUNDARY u WORD_BOUNDARY s eu̜ WORD_BOUNDARY p e ɾ i m ɯ t̪ ʁ o WORD_BOUNDARY ɔ WORD_BOUNDARY
+
+ɐ s u s i a ʁ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k WORD_BOUNDARY a WORD_BOUNDARY u m ɐ WORD_BOUNDARY z o n̪ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ ɯ f u ɾ m ɐ s ɐ̃u̜ WORD_BOUNDARY f ʁ ɐ t̪ u ɾ ɐ m ẽ t̪ u WORD_BOUNDARY
+ɐ p i k a l̪ˠ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ u s ɛ s u WORD_BOUNDARY f l̪ˠ e k s u ɾ a l̪ˠ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɔ ɾ i ʒ i n̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ẽ s ɐ WORD_BOUNDARY
+ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ ɐ WORD_BOUNDARY f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY l̪ˠ i n̪ i a ɾ ɯ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ ɐ WORD_BOUNDARY
+f ʁ e k o ẽ s i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY k u m p õi m WORD_BOUNDARY ũ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY a l̪ˠ t̪ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ẽ WORD_BOUNDARY k u ɾ v ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ẽ WORD_BOUNDARY a WORD_BOUNDARY
+p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY b a z i k o WORD_BOUNDARY ẽ v u l̪ˠ v i d̪ u WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY p ʁ u s ɛ s o WORD_BOUNDARY u WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m ɐ ɾ ɐ̃ m b ai ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+s ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY ũ WORD_BOUNDARY n̪ i t̪ i d̪ u WORD_BOUNDARY p ɐ ɾ ɐ l̪ˠ ɯ l̪ˠ i ʒ m u WORD_BOUNDARY k o m WORD_BOUNDARY a WORD_BOUNDARY
+m e ʒ m ɐ WORD_BOUNDARY i WORD_BOUNDARY f ɔ ɾ m ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY s u ɐ WORD_BOUNDARY v e z WORD_BOUNDARY u m ɐ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i k ɯ WORD_BOUNDARY b a z i k u WORD_BOUNDARY k ɯ WORD_BOUNDARY ʁ e z u t̪ o WORD_BOUNDARY
+n̪ u m ɐ WORD_BOUNDARY k ũ s i ʃ t̪ ẽ t̪ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY õ z ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʃ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ i ɾ ɯ s õi z WORD_BOUNDARY ɐ n̪ o m ɐ l̪ˠ ɐ z WORD_BOUNDARY ẽ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY a WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY t̪ i p i k ɐ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY ẽ ʃ ɐ̃ m ɯ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+d̪ i k ɯ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY p au̜ l̪ˠ u ʁ iu̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʒ ɐ n̪ ɐi ɾ u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY p u ʁ WORD_BOUNDARY k ũ s ɯ ɡ ĩ t̪ ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+ɐ p ʁ ɯ z ẽ t̪ ɐ̃u̜ WORD_BOUNDARY ʁ i a l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e l̪ˠ ɐ s ɐ̃u̜ WORD_BOUNDARY ʒ e n̪ ɛ t̪ i k ɐ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY t̪ e ɾ i ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY p ɐ ɾ t̪ i ʁ WORD_BOUNDARY d̪ u WORD_BOUNDARY a l̪ˠ b i ɐ̃ n̪ o WORD_BOUNDARY ẽ t̪ ʁ ɯ t̪ ɐ̃ t̪ u WORD_BOUNDARY ʃ t̪ u d̪ u ʒ WORD_BOUNDARY m ai ʒ WORD_BOUNDARY ʁ e s ẽ t̪ ɯ z WORD_BOUNDARY ɐ ĩ d̪ ɐ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY
+p u b l̪ˠ i k a d̪ u z WORD_BOUNDARY ĩ d̪ i k ɐ̃u̜ WORD_BOUNDARY u m ɐ WORD_BOUNDARY i d̪ a d̪ ɯ WORD_BOUNDARY n̪ i u k u m i ɐ̃ n̪ ɐ WORD_BOUNDARY s i n̪ ʁ i f t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k o ɾ d̪ u WORD_BOUNDARY
+
+f ɔ ɾ m ɐ WORD_BOUNDARY ɐ ɾ ɡ u m ẽ t̪ a d̪ ɐ WORD_BOUNDARY ɐ̃ t̪ ɯ ɾ i u ɾ m ẽ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY u ʒ WORD_BOUNDARY d̪ i k ɯ ʒ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY d̪ u WORD_BOUNDARY k ʁ e t̪ a s i o WORD_BOUNDARY ĩ f ɯ ɾ i o ʁ WORD_BOUNDARY a WORD_BOUNDARY
+m ɐ n̪ i f ɯ ʃ t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ m a t̪ i k ɐ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY a WORD_BOUNDARY ʃ ɐ ɾ n̪ ɐi ɾ ɐ WORD_BOUNDARY ʁ e f ɯ ɾ i d̪ ɐ WORD_BOUNDARY ɐ s i m ɐ WORD_BOUNDARY k ũ s t̪ i t̪ ui WORD_BOUNDARY a l̪ˠ v u WORD_BOUNDARY
+ĩ t̪ ɯ ɾ ɯ s ɐ̃ t̪ ɯ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY n̪ ɔ v ɐ WORD_BOUNDARY ĩ v ɯ ʃ t̪ i ɡ ɐ s ɐ̃u̜ WORD_BOUNDARY ĩ f ɯ l̪ˠ i ʒ m ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ u WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY f oi WORD_BOUNDARY
+p u s i v ɛ l̪ˠ WORD_BOUNDARY ɐ WORD_BOUNDARY e l̪ˠ ɐ b u ɾ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY m u d̪ e l̪ˠ u ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v u ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY
+a ɾ i ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY v e ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ a d̪ u ʒ WORD_BOUNDARY d̪ i ʃ p u n̪ i v ɐi z WORD_BOUNDARY ĩ t̪ ɯ ʁ o m p ɯ WORD_BOUNDARY ɐ z WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʃ WORD_BOUNDARY t̪ ʁ ũ k ɐ̃ d̪ u WORD_BOUNDARY
+i WORD_BOUNDARY d̪ ɯ b i l̪ˠ i t̪ ɐ̃ d̪ o WORD_BOUNDARY u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY t̪ ʁ ɐ̃ z v ɯ ɾ s ai z WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY m e ʒ m ɐ ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ WORD_BOUNDARY ĩ v ɯ ɾ s ɐ̃u̜ WORD_BOUNDARY k u m p a t̪ ɐ WORD_BOUNDARY
+s e ɾ t̪ ɐ m ẽ t̪ ɯ WORD_BOUNDARY k ũ s t̪ i t̪ ui ɾ i ɐ̃u̜ WORD_BOUNDARY e l̪ˠ ɯ m ẽ t̪ u z WORD_BOUNDARY i m p u ɾ t̪ ɐ̃ t̪ ɯ ʃ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY f u ɾ t̪ ɐ l̪ˠ ɯ s e ʁ WORD_BOUNDARY ɐ WORD_BOUNDARY i p ɔ t̪ ɯ z ɯ WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY
+
+ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY d̪ ɯ z ẽ v u l̪ˠ v i d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY ɐ p õ t̪ ɐ WORD_BOUNDARY p ɐ ɾ ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ ɐ t̪ i v i d̪ a d̪ ɯ WORD_BOUNDARY
+n̪ u WORD_BOUNDARY ʁ e ʒ i ʃ t̪ ʁ u WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k u WORD_BOUNDARY d̪ u WORD_BOUNDARY m ɐ ɡ m ɐ t̪ i ʒ m u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ f ɯ t̪ o WORD_BOUNDARY ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ o WORD_BOUNDARY o t̪ ʁ ɐ ʃ WORD_BOUNDARY
+ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ ʒ WORD_BOUNDARY n̪ ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u z WORD_BOUNDARY i WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY p u d̪ ɛ ɾ ɐ̃u̜ WORD_BOUNDARY s ɯ ʁ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʃ WORD_BOUNDARY k o ɐ̃ t̪ i t̪ ɐ t̪ i v ɐ m ẽ t̪ ɯ WORD_BOUNDARY ɐ t̪ ʁ ɐ v ɛ ʒ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY m e t̪ u d̪ u l̪ˠ u ʒ i ɐ WORD_BOUNDARY
+p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ʁ e z ẽ t̪ ɯ WORD_BOUNDARY t̪ ʁ ɐ b a ʎ o WORD_BOUNDARY ɛ ʃ t̪ ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ɐ s u s i a d̪ ɐ z WORD_BOUNDARY ɐ WORD_BOUNDARY k a ʎ ɐ ʃ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY
+d̪ ɯ z ẽ v u l̪ˠ v e ɾ ɐ̃u̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z o WORD_BOUNDARY o WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɐ d̪ ʒ ɐ s ẽ t̪ ɯ WORD_BOUNDARY ɐ ʒ WORD_BOUNDARY b ɐ s i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+s ɐ̃ t̪ u z WORD_BOUNDARY i WORD_BOUNDARY k ɐ̃ m p u z WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ẽ WORD_BOUNDARY au̜ WORD_BOUNDARY ʒ a WORD_BOUNDARY k u ɲ ɯ s i d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b a ʁ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY ʒ u ɐ̃u̜ WORD_BOUNDARY i WORD_BOUNDARY a WORD_BOUNDARY
+k a ʎ ɐ WORD_BOUNDARY d̪ u WORD_BOUNDARY u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY ɐ̃ m b ɐ ʒ WORD_BOUNDARY ʁ e z u t̪ ɐ̃ t̪ ɯ ʒ WORD_BOUNDARY d̪ u ʃ WORD_BOUNDARY p ʁ u s ɛ s u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ i ɐ t̪ i v ɐ s ɐ̃u̜ WORD_BOUNDARY t̪ e ɾ s i a ɾ i ɐ WORD_BOUNDARY
+
+f u ɾ m a d̪ ɐ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY p e k e n̪ ɐ WORD_BOUNDARY ɐ̃ m p l̪ˠ i t̪ u d̪ ɯ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ ʒ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʃ WORD_BOUNDARY
+d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʒ WORD_BOUNDARY d̪ oi ʒ WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʒ WORD_BOUNDARY ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ WORD_BOUNDARY n̪ u WORD_BOUNDARY ẽ t̪ ɐ̃ t̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ẽ k õ t̪ ʁ ɐ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY
+s u ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY k u ʁ ɯ ʃ p õ d̪ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY n̪ u ɾ m a l̪ˠ WORD_BOUNDARY ɐ̃ t̪ i t̪ ɛ t̪ i k ɐ WORD_BOUNDARY m u ʁ i a k WORD_BOUNDARY i WORD_BOUNDARY b a ʁ u ʃ WORD_BOUNDARY
+
+
+ɛ ɛ n̪ʲ ɛ d̪ ɐ b l̪ˠ i u ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY m ũi t̪ ɐ WORD_BOUNDARY s i m i l̪ˠ ɐ ɾ i d̪ a d̪ ɯ WORD_BOUNDARY k o m WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY s i ʒ m i k ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY
+p u ʁ WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ ʒ WORD_BOUNDARY d̪ ɛ v ɯ s ɯ WORD_BOUNDARY n̪ u t̪ a ʁ WORD_BOUNDARY t̪ ɐ̃ m b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ e t̪ ɐ s ɐ̃u̜ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY
+k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY i WORD_BOUNDARY s u ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY k ũ d̪ i s i u n̪ a d̪ ɐ WORD_BOUNDARY ɯ ʃ t̪ ɐ̃u̜ WORD_BOUNDARY d̪ ɯ ʒ l̪ˠ u k a d̪ ɐ ʃ WORD_BOUNDARY p u ʁ WORD_BOUNDARY ũ WORD_BOUNDARY
+ɐ l̪ˠ i ɲ ɐ m ẽ t̪ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ d̪ ɐ b l̪ˠ i u ɛ s ɛ WORD_BOUNDARY p u s i v ɯ l̪ˠ m ẽ t̪ ɯ WORD_BOUNDARY ɐ s u s i a d̪ o WORD_BOUNDARY ɐ ʃ WORD_BOUNDARY f a ʎ ɐ ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ʁ e ʒ ɐi t̪ u WORD_BOUNDARY
+
+d̪ ɐ WORD_BOUNDARY b ɔ ɾ d̪ ɐ WORD_BOUNDARY n̪ ɔ ɾ t̪ ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY ɡ ʁ a b ẽ WORD_BOUNDARY k ɯ WORD_BOUNDARY d̪ ɯ z ẽ v ɔ l̪ˠ v ɯ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY s u a v ɯ WORD_BOUNDARY d̪ u WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY
+b ɔ ɾ d̪ ɐ WORD_BOUNDARY s u WORD_BOUNDARY e s t̪ a WORD_BOUNDARY m ai ʒ WORD_BOUNDARY b ẽ WORD_BOUNDARY ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY p ɯ ɾ f i l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY t̪ ʁ e ʃ WORD_BOUNDARY k o m u WORD_BOUNDARY s u ʒ ɛ ɾ ɯ WORD_BOUNDARY ɔ WORD_BOUNDARY
+m a p ɐ WORD_BOUNDARY m ɐ ɡ n̪ ɛ t̪ i k o WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY f a ʎ ɐ WORD_BOUNDARY ɐ p ʁ ɯ z ẽ t̪ ɐ WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʃ p ɔ ʃ t̪ ɐ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY k ũ t̪ i n̪ u ɐ WORD_BOUNDARY ẽ WORD_BOUNDARY p l̪ˠ ɐ̃ t̪ ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY
+
+u ɛ ʃ t̪ ɯ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY a ɾ i ɐ WORD_BOUNDARY k ɯ WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ɯ WORD_BOUNDARY au̜ WORD_BOUNDARY s u WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY i ʎ ɐ WORD_BOUNDARY ɡ ʁ ɐ̃ d̪ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY f oi WORD_BOUNDARY
+ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ u ʃ WORD_BOUNDARY p ɯ ɾ f i ʒ WORD_BOUNDARY d̪ ɐ ʃ WORD_BOUNDARY f i ɡ u ɾ ɐ ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY k o a t̪ ʁ u WORD_BOUNDARY i WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY s ĩ k u WORD_BOUNDARY ɐ WORD_BOUNDARY p ʁ e z ẽ s ɐ WORD_BOUNDARY d̪ ɛ ʃ t̪ ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY n̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY k ɯ WORD_BOUNDARY p ʁ u d̪ u z WORD_BOUNDARY u m ɐ WORD_BOUNDARY f ʁ a k ɐ WORD_BOUNDARY ɐ n̪ u m ɐ l̪ˠ i ɐ WORD_BOUNDARY p u z i t̪ i v ɐ WORD_BOUNDARY ɐ p ɔi ɐ WORD_BOUNDARY ɐ WORD_BOUNDARY i d̪ ɛi ɐ WORD_BOUNDARY p ʁ u p ɔ ʃ t̪ ɐ WORD_BOUNDARY
+
+d̪ ɯ z ẽ v u l̪ˠ v eu̜ WORD_BOUNDARY n̪ u WORD_BOUNDARY t̪ e ɾ s i a ɾ i u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY k ũ t̪ i n̪ ẽ t̪ a l̪ˠ WORD_BOUNDARY d̪ ɐ WORD_BOUNDARY b ɐ s i ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s ɐ̃ t̪ u ʃ WORD_BOUNDARY
+s e ɡ ũ d̪ o WORD_BOUNDARY ɛ ʃ t̪ ɯ z WORD_BOUNDARY au̜ t̪ o ɾ ɯ z WORD_BOUNDARY ũ WORD_BOUNDARY e ʃ t̪ ẽ s u WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY ɛ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ u WORD_BOUNDARY s ɯ WORD_BOUNDARY ʃ t̪ ẽ d̪ ẽ d̪ u WORD_BOUNDARY p u ʁ WORD_BOUNDARY s ẽ t̪ e n̪ ɐ ʃ WORD_BOUNDARY
+d̪ ɯ WORD_BOUNDARY k i l̪ˠ o m ɯ t̪ ʁ u ʒ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY d̪ i ɾ ɯ s ɐ̃u̜ WORD_BOUNDARY ɛ n̪ʲ ɛ ɛ s d̪ ɐ b l̪ˠ i u WORD_BOUNDARY s o b ʁ ɯ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY p l̪ˠ ɐ t̪ ɐ f ɔ ɾ m ɐ WORD_BOUNDARY ɛ ʃ t̪ ɐ WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ WORD_BOUNDARY e s t̪ a WORD_BOUNDARY
+ʁ e p ʁ ɯ z ẽ t̪ a d̪ ɐ WORD_BOUNDARY p e l̪ˠ u WORD_BOUNDARY n̪ ũ m ɯ ɾ u WORD_BOUNDARY k ĩ z ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY f i ɡ u ɾ ɐ WORD_BOUNDARY d̪ oi ʃ WORD_BOUNDARY s ɐi ʃ WORD_BOUNDARY p ɔ d̪ ɯ s ɯ WORD_BOUNDARY ɔ b s ɯ ɾ v a ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY ɐ WORD_BOUNDARY k a ʎ ɐ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k ɐ WORD_BOUNDARY ĩ t̪ ɯ ɾ p ʁ ɯ t̪ a d̪ ɐ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ u WORD_BOUNDARY s WORD_BOUNDARY ĩ s ɛ ɾ ɯ WORD_BOUNDARY n̪ ɐ WORD_BOUNDARY e s t̪ ʁ ɯ m i d̪ a d̪ ɯ WORD_BOUNDARY ɛ n̪ʲ ɛ WORD_BOUNDARY d̪ e ʃ t̪ ɯ WORD_BOUNDARY ʁ i f t̪ ɯ WORD_BOUNDARY
+s u ʒ ɯ ɾ ĩ d̪ o WORD_BOUNDARY u m ɐ WORD_BOUNDARY ʁ e ʒ i ɐ̃u̜ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY ɐ k ũ m u l̪ˠ u WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY s e d̪ i m ẽ t̪ u ʃ WORD_BOUNDARY k o m WORD_BOUNDARY s e ɾ k ɐ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY t̪ ʁ ɯ z ẽ t̪ u ʒ WORD_BOUNDARY m ɛ t̪ ʁ u ʒ WORD_BOUNDARY d̪ ɯ WORD_BOUNDARY
+
+p ɔ d̪ ɯ s ɯ WORD_BOUNDARY k ũ k l̪ˠ u i ʁ WORD_BOUNDARY k ɯ WORD_BOUNDARY u ʃ WORD_BOUNDARY k ɔ ɾ p u ʒ WORD_BOUNDARY m ɐ ɡ m a t̪ i k u ʃ WORD_BOUNDARY s ɐ̃u̜ WORD_BOUNDARY u ʒ WORD_BOUNDARY ʁ e ʃ p ũ s a v ɐi ʃ WORD_BOUNDARY p e l̪ˠ u z WORD_BOUNDARY a l̪ˠ v u ʃ WORD_BOUNDARY
+m ɐ ɡ n̪ ɛ t̪ i k u ʒ WORD_BOUNDARY m ai ʃ WORD_BOUNDARY p ʁ u ɯ m i n̪ ẽ t̪ ɯ z WORD_BOUNDARY ɔ b s ɯ ɾ v a d̪ u ʒ WORD_BOUNDARY n̪ ɛ ʃ t̪ ɯ WORD_BOUNDARY ʃ t̪ u d̪ o WORD_BOUNDARY i WORD_BOUNDARY ɐ z WORD_BOUNDARY ʃ t̪ ʁ u t̪ u ɾ ɐ ʒ WORD_BOUNDARY d̪ u WORD_BOUNDARY
+ẽ b ɐ z ɐ m ẽ t̪ u WORD_BOUNDARY ʁ a z u WORD_BOUNDARY