reference
stringlengths 6
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| text
stringlengths 1
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| transliteration
stringlengths 1
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| translation
stringlengths 1
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---|---|---|---|---|---|
Mat.1.6.18
|
Οὐρίου·
|
Ouriou
|
of Uriah;
|
G3774=N-GSM-P
|
NKO
|
Mat.1.7.01
|
Σολομὼν
|
Solomōn
|
Solomon
|
G4672G=N-NSM-P
|
NKO
|
Mat.1.7.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.7.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.7.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.7.05
|
Ῥοβοάμ·
|
Rhoboam
|
Rehoboam;
|
G4497=N-ASM-P
|
NKO
|
Mat.1.7.06
|
Ῥοβοὰμ
|
Rhoboam
|
Rehoboam
|
G4497=N-NSM-P
|
NKO
|
Mat.1.7.07
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.7.08
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.7.09
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.7.10
|
Ἀβιά·
|
Abia
|
Abijah;
|
G0007G=N-ASM-P
|
NKO
|
Mat.1.7.11
|
Ἀβιὰ
|
Abia
|
Abijah
|
G0007G=N-NSM-P
|
NKO
|
Mat.1.7.12
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.7.13
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.7.14
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.7.15
|
Ἀσάφ·
|
Asaph
|
Asaph;
|
G0760=N-ASM-P
|
NKO
|
Mat.1.8.01
|
Ἀσὰφ
|
Asaph
|
Asaph
|
G0760=N-NSM-P
|
NKO
|
Mat.1.8.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.8.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.8.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.8.05
|
Ἰωσαφάτ·
|
Iōsaphat
|
Jehoshaphat;
|
G2498=N-ASM-P
|
NKO
|
Mat.1.8.06
|
Ἰωσαφὰτ
|
Iōsaphat
|
Jehoshaphat
|
G2498=N-NSM-P
|
NKO
|
Mat.1.8.07
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.8.08
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.8.09
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.8.10
|
Ἰωράμ·
|
Iōram
|
Joram;
|
G2496=N-ASM-P
|
NKO
|
Mat.1.8.11
|
Ἰωρὰμ
|
Iōram
|
Joram
|
G2496=N-NSM-P
|
NKO
|
Mat.1.8.12
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.8.13
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.8.14
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.8.15
|
Ὀζίαν·
|
Ozian
|
Uzziah;
|
G3604=N-ASM-P
|
NKO
|
Mat.1.9.01
|
Ὀζίας
|
Ozias
|
Uzziah
|
G3604=N-NSM-P
|
NKO
|
Mat.1.9.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.9.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.9.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.9.05
|
Ἰωαθάμ·
|
Iōatham
|
Jotham;
|
G2488=N-ASM-P
|
NKO
|
Mat.1.9.06
|
Ἰωαθὰμ
|
Iōatham
|
Jotham
|
G2488=N-NSM-P
|
NKO
|
Mat.1.9.07
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.9.08
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.9.09
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.9.10
|
Ἀχάζ·
|
Achaz
|
Ahaz;
|
G0881=N-ASM-P
|
NKO
|
Mat.1.9.11
|
Ἀχὰζ
|
Achaz
|
Ahaz
|
G0881=N-NSM-P
|
NKO
|
Mat.1.9.12
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.9.13
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.9.14
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.9.15
|
Ἑζεκίαν·
|
Hezekian
|
Hezekiah;
|
G1478=N-ASM-P
|
NKO
|
Mat.1.10.01
|
Ἑζεκίας
|
Hezekias
|
Hezekiah
|
G1478=N-NSM-P
|
NKO
|
Mat.1.10.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.10.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.10.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.10.05
|
Μανασσῆ·
|
Manassē
|
Manasseh;
|
G3128H=N-ASM-P
|
NKO
|
Mat.1.10.06
|
Μανασσῆς
|
Manassēs
|
Manasseh
|
G3128H=N-NSM-P
|
NKO
|
Mat.1.10.07
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.10.08
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.10.09
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.10.10
|
Ἀμώς·
|
Amōs
|
Amos;
|
G0301H=N-ASM-P
|
N(k)O
|
Mat.1.10.11
|
Ἀμὼς
|
Amōs
|
Amos
|
G0301H=N-NSM-P
|
N(k)O
|
Mat.1.10.12
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.10.13
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.10.14
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.10.15
|
Ἰωσίαν·
|
Iōsian
|
Josiah;
|
G2502=N-ASM-P
|
NKO
|
Mat.1.11.01
|
Ἰωσίας
|
Iōsias
|
Josiah
|
G2502=N-NSM-P
|
NKO
|
Mat.1.11.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.11.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.11.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.11.05
|
Ἰεχονίαν
|
Iechonian
|
Jeconiah
|
G2423=N-ASM-P
|
NKO
|
Mat.1.11.06
|
καὶ
|
kai
|
and
|
G2532=CONJ
|
NKO
|
Mat.1.11.07
|
τοὺς
|
tous
|
the
|
G3588=T-APM
|
NKO
|
Mat.1.11.08
|
ἀδελφοὺς
|
adelphous
|
brothers
|
G0080=N-APM
|
NKO
|
Mat.1.11.09
|
αὐτοῦ
|
autou
|
of him
|
G0846=P-GSM
|
NKO
|
Mat.1.11.10
|
ἐπὶ
|
epi
|
at [the time]
|
G1909=PREP
|
NKO
|
Mat.1.11.11
|
τῆς
|
tēs
|
of the
|
G3588=T-GSF
|
NKO
|
Mat.1.11.12
|
μετοικεσίας
|
metoikesias
|
carrying away
|
G3350=N-GSF
|
NKO
|
Mat.1.11.13
|
Βαβυλῶνος.
|
Babulōnos
|
to Babylon.
|
G0897=N-GSF-L
|
NKO
|
Mat.1.12.01
|
Μετὰ
|
Meta
|
After
|
G3326=PREP
|
NKO
|
Mat.1.12.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.12.03
|
τὴν
|
tēn
|
the
|
G3588=T-ASF
|
NKO
|
Mat.1.12.04
|
μετοικεσίαν
|
metoikesian
|
carrying away
|
G3350=N-ASF
|
NKO
|
Mat.1.12.05
|
Βαβυλῶνος
|
Babulōnos
|
to Babylon
|
G0897=N-GSF-L
|
NKO
|
Mat.1.12.06
|
Ἰεχονίας
|
Iechonias
|
Jeconiah
|
G2423=N-NSM-P
|
NKO
|
Mat.1.12.07
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.12.08
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.12.09
|
Σαλαθιήλ·
|
Salathiēl
|
Shealtiel;
|
G4528H=N-ASM-P
|
NKO
|
Mat.1.12.10
|
Σαλαθιὴλ
|
Salathiēl
|
Shealtiel
|
G4528H=N-NSM-P
|
NKO
|
Mat.1.12.11
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.12.12
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.12.13
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.12.14
|
Ζοροβαβέλ·
|
Zorobabel
|
Zerubbabel;
|
G2216H=N-ASM-P
|
NKO
|
Mat.1.13.01
|
Ζοροβαβὲλ
|
Zorobabel
|
Zerubbabel
|
G2216H=N-NSM-P
|
NKO
|
Mat.1.13.02
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.13.03
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.13.04
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.13.05
|
Ἀβιούδ·
|
Abioud
|
Abiud;
|
G0010=N-ASM-P
|
NKO
|
Mat.1.13.06
|
Ἀβιοὺδ
|
Abioud
|
Abiud
|
G0010=N-NSM-P
|
NKO
|
Mat.1.13.07
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
Mat.1.13.08
|
ἐγέννησεν
|
egennēsen
|
begat
|
G1080=V-AAI-3S
|
NKO
|
Mat.1.13.09
|
τὸν
|
ton
|
<the>
|
G3588=T-ASM
|
NKO
|
Mat.1.13.10
|
Ἐλιακίμ·
|
Eliakim
|
Eliakim;
|
G1662G=N-ASM-P
|
NKO
|
Mat.1.13.11
|
Ἐλιακὶμ
|
Eliakim
|
Eliakim
|
G1662G=N-NSM-P
|
NKO
|
Mat.1.13.12
|
δὲ
|
de
|
then
|
G1161=CONJ
|
NKO
|
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