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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_0 |  | {
"Header 1": "THE DEPENDENCY STUDIES PROJECT STUDY AND ANALYSIS ON DEPENDENCY GOVERNANCE",
"Header 2": null,
"image_references": [
"img_ref_1"
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"
],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_1 | Carlyle G. Corbin
International Advisor on Governance
1st June 2024
updated 1st August 2024 | {
"Header 1": "THE DEPENDENCY STUDIES PROJECT STUDY AND ANALYSIS ON DEPENDENCY GOVERNANCE",
"Header 2": "EVOLUTION OF FRENCH COLONIALISM A POLITICAL AND CONSTITUTIONAL ANALYSIS",
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_2 | | AP(s) | Administering Power(s)DGA(s) |
| :-- | :-- |
| DG | Dependency Governance |
| DOM(s) | Overseas Department(s) |
| DSP | Dependency Studies Project |
| FMSG | Full Measure of Self-Government |
| ICJ | International Court of Justice |
| IDA | Instrument of Delegated Authority |
| MDG | Mercantile Dependency Governance |
| NSGT(s) | Non Self-Governing Territory(ies) |
| NZ | New Zealand |
| PD(s) | Peripheral Dependency/ies |
| PEC | Post-Emancipation Colonialism |
| PFII | Permanent Forum/Indigenous Issues |
| PSG | Preparation for Self-Government |
| SGA | Self-Governance Assessment |
| SGI(s) | Self-Governance Indicator(s) |
| SPF | South Pacific Forum |
| TOM(s) | Overseas Territory(ies) |
| UK | United Kingdom |
| UN | United Nations |
| UNGA | United Nations General Assembly |
| US | United States | | {
"Header 1": "GLOSSARY AND ACRONYMS",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_3 | Introduction ..... 4
Emergence of French Colonial Expansion ..... 7
First Colonial Empire ..... 7
Second Colonial Empire ..... 23
International Mandate for Self-Determination ..... 27
Cessation of Transmission of Information on French Colonies ..... 33
French 'Colonial Constitutionalism' ..... 41
The First French Republic (1792-1804) ..... 41
The Second French Republic (1848-1851) ..... 42
The Second French Empire (1852-1870) ..... 44
The Third French Republic (1875-1940) ..... 45
The Fourth French Republic (1946-1958) ..... 48
Dependency Modernisation ..... 55
Loi-Cadre Defferre of 1956 ..... 55
French Constitutional Referendum of 1958 ..... 57
Fifth Republic (1958 -) ..... 62
Contemporary Dependency Legitimisation ..... 77
French Overseas Departments (DOMs) in the Caribbean ..... 77
French Collectivités in the Pacific - Ma'ohi Nui (French Polynesia) ..... 79
French Collectivités in the Pacific - Kanaky (New Caledonia) ..... 90
Matignon Accords ..... 98
Nouméa Accords ..... 105
Other Dependency Forms in the Caribbean ..... 132
Saint Martin ..... 132
Saint Barthélemy (St. Barts) ..... 135
French Departments in Africa ..... 136
Mayotte ..... 136
La Réunion ..... 148 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_4 | Other Dependency Forms in the Caribbean ..... 132
Saint Martin ..... 132
Saint Barthélemy (St. Barts) ..... 135
French Departments in Africa ..... 136
Mayotte ..... 136
La Réunion ..... 148
Concluding Observations ..... 150
References ..... 156
Annex ..... 162 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_5 | Following the signing of the United Nations (UN) Charter in 1945, international standards of self-governance for the world's colonies mostly acquired as the spoils of war and adventurism began to evolve. Conditions for genuine self-determination and consequent decolonisation were under continual adjustment and modification as reflected in UN General Assembly (UNGA) resolutions from 1946 through 1960 contributory to a global consensus on these international principles.
The international decolonisation process accelerated in 1960 with the adoption of the landmark Decolonisation Declaration (Resolution 1514 XV ) (UN, 1960a), and its companion resolution (Resolution 1541 XV) (1960b) identifying the minimum standards for the Full Measure of Self-Government (FMSG). These developments encouraged the movement to independence of countries in Africa, the Caribbean and Asia/Pacific. Recently, the primacy of the UN Decolonisation Declaration to global decolonisation was reinforced in the 2019 Advisory Opinion of the International Court of Justice (ICJ) on the Legal Consequences of the Separation of the Chagos Archipelago from Mauritius in 1965: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_6 | 150. The adoption of resolution 1514 (XV) of 14 December 1960 represents a defining moment in the consolidation of State practice on decolonization. Prior to that resolution, the General Assembly had affirmed on several occasions the right to self-determination in resolutions 637 (VII) of 16 December 1952, 738 (VIII) of 28 November 1953 and 1188 (XII) of 11 December 1957) and a number of non-self-governing territories had acceded to independence. General Assembly resolution 1514 (XV) clarifies the content and scope of the right to self-determination.
The Court notes that the decolonization process accelerated in 1960, with 18 countries, including 17 in Africa, gaining independence. During the 1960s, the peoples of an additional 28 non-self-governing territories exercised their right to self-determination and achieved independence. In the Court's view, there is a clear relationship between resolution 1514 (XV) and the process of decolonization following its adoption (International Court of Justice, 2019). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_7 | The self-determination and consequent decolonisation of erstwhile territories globally were the culmination of centuries of struggle by the people of the colonies against imperial invasion, slavery, colonisation, exploitation, settlement, and neo-colonialism by particular European powers. Of note is France which has historically colonised territories in various regions of the world through differing dependency governance (DG) arrangements in the stubborn retention of empire via a stratagem to promote political, economic, social and cultural assimilation.
During the so-called 'Age of Discovery' the "French along with the Spanish, Portuguese, English, and Dutch established settlements and colonies in the Americas and the Caribbean Sea" ${ }^{11}$ whilst also venturing into Asia/Pacific and Africa. The first French colony of Acadia (now Nova Scotia, Canada) was established in 1605 followed in 1608 by the founding of the colony of Quebec (Canada) within the colony of New France. Accordingly:
...the territories of New France was (sic) developed as mercantile colonies. It is only after the arrival of in-
[^0] | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_8 | ...the territories of New France was (sic) developed as mercantile colonies. It is only after the arrival of in-
[^0]
[^0]: 1. Statewide Dual Credit World History, https://oercommons.org/ courseware/8470 (accessed 15th February 2024).
tendant Jean Talon that France gave its (North) American colonies the proper means to develop population colonies comparable to that of the British. For most of the history of New France, even Canada was far behind the British North American colonies in both population and economic development. Acadia itself was lost to the British in the Treaty of Utrecht in 1713. ${ }^{2}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_9 | Before the cession of Acadia to the British, the French colonial expansion in North America proceeded with the establishment of Louisiana in 1699 and the creation of an accompanying extensive trading network from the southern part of North America through to what is now present-day Canada. The Louisiana Purchase of the area by the United States (US) was completed in 1803 with France maintaining only St. Pierre and Miquelon through to present-day. From the eighteenth century versions of Royal ordinances defined the système de l'Exclusif whereby overseas territories were under the authority of metropolitan France. The raison d'être of French colonialism was - and remains - to benefit France. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_10 | The current Analysis examines the evolution of the French colonial empire with specific attention paid to the selected French-administered territories in Asia/Pacific, the Caribbean and Africa which remain along with territories of other European and North American powers as the 'remnants of empire.' In this context, the genesis of the various forms of French Dependency Governance (DG) is examined, and the subsequent evolution of these political and constitutional DG structures reviewed amid the maintenance of French unilateral authority within the framework of contemporary geo-strategic and geo-economic power projection.
[^0]
[^0]: 2. The Latin Library, https://www.thelatinlibrary.com/imperialism/notes/frenchempire.html (accessed 12nd February 2024). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_11 | The initial French encroachment in North America in the early 1600s marked the beginning of the First French Colonial Empire. Such imperial expansion advanced into the Caribbean region with territorial settlements established on the northern part of the South American Coast in 1624 in what is currently French-administered Guyane. A French colony was also created in 1627 on the eastern Caribbean island of Saint Kitts which was shared with the British until it was ceded to the British (along with Newfoundland, Nova Scotia, the Hudson Bay) in the Treaty of Utrecht in 1713 ending the War of the Spanish Succession. During the period, the eastern Caribbean island of Dominica was colonised by France from the 1690s to 1763 before it was transferred to the British at the end of the global Seven Years War pursuant to the 1763 Treaty of Paris. The French also lost its other colonies in North America and Asia to the British. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_12 | Earlier, the eastern Caribbean island territory of Saint Lucia had been colonised by France in 1660 before the transfer of governance to the British in 1663. Subsequently, the island changed hands between the two European colonisers some 14 times before the British took full control in 1814 after the fall of the French Emperor Napoleon Bonaparte. Both Dominica and Saint Lucia ultimately became British colonies before gaining their independence in 1978 and 1979, respectively.
During the period, Caribbean colonies were also founded and administered by the French private sector including Compagnie des Îles de l'Amérique on the Caribbean islands of Guadeloupe and
Martinique in 1635. History records that "(g)alloping demand in Europe for cane sugar drove French expansion in the Caribbean (with) French settlers first arriv(ing) in Guadeloupe in 1625 and King Louis XIV claim(ing) Martinique in 1658" (Smith, 2023: 6). The French invasion in Martinique was strongly opposed by the indigenous Kalingo (Carib) inhabitants who were ultimately defeated in battle with the imposition of French colonial rule to follow. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_13 | This was followed by the importation of Jesuit missionaries with the aim of converting the indigenous peoples to the Roman Catholic Church. These developments marked the beginning of the period of Mercantile Dependency Governance (MDG) with the island governed by a succession of French private companies whose principles had included the French clergy.
At the same time the indigenous Kalinago (Caribs) had continued to resist the occupation of their island by refusing to work as laborers on the French sugar and cocoa plantations created on the land stolen from the indigenous peoples by the French mercantile class. As a result, King Louis XIII of France issued a La Traite des Noirs (Code Noire/Black Code) via proclamation of 1685 as "a collection of royal edicts" (Smith, 2023: 21-22) authorising the capture of Africans to be introduced as slave labour in Martinque and throughout the French colonial empire in the Caribbean. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_14 | In French Colonialism Oberlin College history professor Leonard V. Smith wrote that "the semi-private Compagnie des Indies Occidentiales (West Indian Company) sent two ships to the West African Kingdom of Ardres (in today's Benin) to establish a base for commerce, meaning primarily the trade in enslaved persons" (Smith, 2023: 6). The French Code Noire was somehow con-
Map 1 The French Empire in the New World (Mercator projection)
sidered "relatively humane (yet) it became the agency of great brutality in the hands of some French colonials" (Franklin, 1967: 66). Thus, the plantations in these colonies were built and sustained by free labour through chattel slavery with the forcible abduction of Africans from the continent. According to Williams:
The monopoly of the slave trade was at first assigned to the French West India Company in 1664 and then transferred, in 1673, to the Senegal Company...The triangular trade provided a market in West Africa and the West Indies for metropolitan products, thereby increasing metropolitan exports and contributing to full employment (in Europe) (Williams, 1970: 137). | {
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PxYngfWoLudYNPublsbIo2kPqQASf5VyGn6DqPiDSn1a41S5tL66GbWOA4jhGSBkdzQKx3El5LG6jch3dvSq1zr+mxMkUl/DHK/ADSqpJ9gTXPR+Cby9Jk8Ram9zuGBBbbo0THcY5JPerKeC9DsbO4VrF7hGHJlJZjRcdjb82aUq8LqVxn1yKsLLcsMfLx7Vxvw7jkj0DzTK5jknleKJs/uo87QuT15BP4118E25yBSBjxNODzj8qeLiXvihh3qNlJ6UwHNcP7flSi4fZjj8qiAycd6R0bHFAhh3NDIr5DN3B5rktS03WtG8RPq+g2tpPFcw7Li3dzGu4fdYcHpzkY5zXXxZLfvKkkmHlmOIDJPc0Acvp2k6jda7b6vq9/HPPChCw20RSNM545JJPJ54+ldQHkQnaAF9DUMSyAkYXPUjvU8ckchALqfqaAHfaZMcYpPOmJ7VJ5SZ4OT7UmASQKAE8+QdSKaZ5e2PyprIwbJ6U5JIlUs3QdaAGG4m3YyufpS+bP6r+VU08QaZc3Rs7a+tJLwEgwLIDIMdQVHP/wCqrvzKTvKnHUL1FAw8+YHBx+VH2iXPb8qVCsw3L+tDJt+tAgkLzJhjge1c/wCJNDuNY0yOKCRIrq3mWeGVugK5xn863iWxTxOq4J7dqAOJg8dXWh6fMPEek3iyQk7p7UB42GeGzuGO3HNdhpeqx6pYxXVthoZFDKwbPXt9aw/Ethf6vol5BYNEkrINnmDcrYOSD715h4et/EunNepHBdwm0cefFaMHyMA7gmeRz/CT+FIdr7HvgL46g00mQHtivNfDvxHgitGTWJy7hMxzRIds3P3VHVX9VYA1tR/EXTLZSmoW19pzgbgt3Ay7gTgEHGPfrTFY7HLY5IqHcEBAwCT3ot7hLmCKdGDRzKGQjuCMg1IBGxK8EigDi/Efg1r3U5tTsr5YZ5VVmilgWSNmQfKeeQfcVn+HPHqT65LoOrxw2mpxDaGVmZLg7QTtyoA69zXozorjaVU8d+a5/U/Bmg6rO1xf6dC8pG0SAkMPxFAzF8VKt3a2gOjTaiTMAHgkKPDz97I5IrA8O+J9X8O3dvpeuWd2umxlla/mYt855GCOdvBGT61r6Xe6j4c1WHRNVmH2W4B+wXe7qB/Cx9eRitSeyutR1a1VL2SGKEkzQmIFLj6+lIeguh/ELQPEWqTWenXTfaImK7JBtEmOu055rqTMVlUHG0559K5G68EaGTJAljHAruZS9udjK57gjpXPape+KvC+ntJHf2lzYQSKWa4z5xX+6Bg5+tMmxreP9PW4hfVraUrc2MZSUHO1o2I3KR69CDV/w1olrpeg2sNkGEEkYkBkYFhuw2cjv2rkv7Ilm8VavbPPJb6jLI08UxG+OSB/4SmeCOK73QtKTw/pUNjHK0qIuPMdtxJJ/l2xSKLfkqigYXrk7BgE/wCNSiV0XCGlWPgk0zPzYpiH+Y78tTg7+ppVUYp+0CgBoZvU0bm9TTwBS4FAEO5vU0F29akIFNIFADN7etHmN60/C0YWgBnmN60b29aftWjatADN7etG9vWn7Vpdq0AR729aN7etSbVo2rQBHvb1o3t61JtWk2rQAze3rRvb1p+1aNq0AM3t60b29ak2rRtWgBgZs9aUs1OCjNOIFAFcswPSnqxPWnEDNKFFIY2SNAIZCM7T0ryLSVh/4aNvRjJEPH/foV7BPjyE+teO6Qq/8NIXpx/yw/8AaVAHttFFFMQV4j8c939s+G9gZm8w4VG2sTnsexr23tXjHxqBPiTwr6efx+YpMaLlnf6na6jFbWupahFesm9bHVwZElHHEchyc8gda7TQfFsGqSNZXMUlvqMQxNbyLtwfY9x71n+NLWRdNsb2KEsNOnjuNwyTtwQ34c5x7Vd1TQrHxFbW10WZ3KB7e6jfEse7n5SPbpnNAaGy2p2Qufsyyx/aSNwj3fN+VXkkBUZPJFecXHgpbQx3emzvNrMVylx9pvyGLBf4DtAwp9sfjXQaB4pF/M9hqUK2eqp9+2zwcHBK56igDp2LH7vSj5hyaiFwd21F3gHBKnoad5wbI2nI5xmmIkBY5yOBWVreuWuiWMtzdSBQgwkYOWkY8AAe54rC8QeI5ZZItK0GaOTUbkhc/eEC4yWbnj6VCmg6XoUC6vrd493cwIGF1etkAkYwijgDnoBn3NIZDYadrHiC3+2apq11ZCbkWVm/khR2BYck4x0qBrXwzol8m2ym1HVn/wBWpPnzHH+0ckD8asW0Or+MpjdtLLpWjMcJHAAJ7gDoXJzsX0C8+9dNo/hvTdFEhtLbEkhy8rs0kjn3ZiTQBxuow3GvQuX8FoT0R7mVFKH16buPat3wfpGoaRp3kXt15jlsqgO5UHpk810x2RtwHGewPFSLgDIFMLkighRmgmmB80vWgQbuaUHNJt5pQMUAOooooAKQmlpCKADNLSYpaACiiigAzRmjFGKADNGaMUmKADNGaKTFAC5o3e1JS4oATNOpMU0mgB9IelR7jTxyKBCZanA8UE+pqN5UUfM4H1oGSbhRuFUJLuIHglvcVGbtSpwGz9aANEyDHFCPmsdr1k71G2ruvAFAtTcL4BwM4rG1zxBpmhWLXmqXEcSDoGIyT6Cq02ufYUNxeFYbcDLSMcAD615V4y1+68RXM7xWcM2kWrI0d/GjB1bBBxnIKkdePxpDRuX1+/iwQ3baHbNEmJLfzJ/JuZAe6EYwORwa6rwXY6hbabLHq0pdmlZ445JPNaJCOFJ/ix71zem+AtF8RaRperwCe3kS2izFE21BwDgDqOnYg16BEkaRRpEGXYMYYk9vegdyTYrOCq4CcDFNKktt7ZqWP71S7AeaYhIh5Y4pWamO2DSZoAduo3UyigBd1G6koxSGBc0qsTTdtOUUASE5WoTIwOBUvam7ec0wAylBmmTXSW8fmTHCHjNSmMSLg8VHJArjY2CByM0COL1aa78SXk+g2AKWgULe3a8NtYZ2L9VP612trataQRRw4MccYRV6cD+tcT4h8zwvqsPieC4RIZ5I7a9QjgoXChh6EDHOOgx71af4h2ccctzFpl+9gjANd7AI8d2HOT+VIZ2BkSP5pFVNoy2cYX8TXCyXN7411G8S01B7LSIsxqIRh7kjrz2HUcUy+u28d3EFjYM66FDKDc3HKm5wCdi+oz1Pt712Flp8VnAsEFukEKZ2ogxtGc4oEN0zS0sNNt7SEFYYVIUMckjOf5k1ZijWNjjrVgyBItoHaq8PzOaYEjMQKj3MASACPc1IQdx4z9K4zxhdytZR6Vbuwu9QIhVYzyqnhm/AEfnQCOsS6gAyxiD+m8c/SrasHUHHUZI74rj7rwDo13aMsUM8N2FBFw08jmNvYsxx+FSeDNQvtQs5ILmVGubKUwTyLykpXI3D8uRQI6iWIup8vBb0rN1O+tdItWubh44okHzPIdoz6fXrV+4YRxOCCT7V5/fx/wBv+PZobvbLZabCjxxFRs3uTksO/wB0YoYInk8Saxrd6zaJaxwWar/x9XUbDeR2Az0PrRHrmu267p/DrOc4EltICp9/WuiZRFbqOy4CqvQCkymzgMAR93JxQPQoaf4402ecWczNaXY+9HONv5E9a6VL2FkDIyse+D0rEubWz1CAQXFnBOn92VN35Z6VzGraBHo9tcaho11dab9nGXjRjJG/fBRif0IoFY9DefcVyBtYZB9qeNkUZTAO7nBNeU6Fq3inxajXcdzJpSWy7UPkBvPkBOThugIK9PzrZk8Qa7pyBdY04XCjhbiyLNu/3kJ4/OgLDNV+Gmm6jcTXUU72Esrl5AQGRmPO4A9D7j1pNFjh8CM8uq+Ip7i3lwEgb5gCOuB9KnOseKtUjP2PTLWyBXiS4uN2B67do5/Gk0vQUtpftmpTz3+pkEefMBsjB6iNRwtA7nZ2Gp2+o2qT2WxomG7IIqQzeYeOe9cBeeHp9LL6toE9zaXAYk2yNmCT22HhfquK3tC8UabqForvILaVSFkgmIWRH7gjPTIODQKx0cm/YMDNM8suuHHXrTo7xJAdi5AJAIPWneY5GSuKAIPL8pNg6Fs/jXN6xp2p2Oux65pccMryReRdQzSYWUZJX24yPyrq1PmcEUMFX7wJx0FAzhdH03Vm8Wy3j6QdPili/wBJDSCRZXH3WXHAxk+/TniupvdPW50qezn2tHMjKxC425GKvK3mEAB+O7HNSXEIMBHPPpQByvgzV3Al0DUGC3umnZGx486P+Fh+HFdg3zLuiClvUHrXN6z4Z0/V1gea2IuIvuXEbMki/wDAlINZCWfiTw7eK2mTT6rp55ltrmUFx/uvjI+hzQB3iGQ/eUU91UqVIznrXG/8J3bwOBcaRqVuP498OcH2IPNadn4y0G+jBjv0jOcES/IQfTBwaBWLeqaHY61ZNZ38STRA7k4wUb1B7VyFpPceFNfttKurr7Rpl4pNrNNjdG/9wt7jOM+ld3C0UgaSMb0YfeVgQaxfFnhoeJNMhtUnEEscwlWQoG5H/wCugZeWZdrEZEmATntxVLWNNj1rR5rGVAscqn5+uG7GuestavNH1r/hH9fuYp5Apkgvl2oGTsrAAAHPHWuztduBIzf7o9aAZ5deXGvaB4h0661Dy7ufy2soxE3/AB9DIYEZ+6fkrqbPxJqB8TW2l3+lwW5uIi6hJg7AAZ5xW3q2h6fq9oYLu081N25S3BU88gjBHU1V0bwtp2i3DXCRSPcMu0TyyM8gHoGYkge1Fh3NyLc0O49zjHpUe3D1JEWjXbnKk8UEZOaBDlPFOzUecUoNILD80maSimAhamlqU00igA3UbqTFLigA3Gl3GkxRikMXcaTdRijFABuo3UYoxQAbqXJpMUYoAXcaNxpMUYoAXNGaTFGKAFB5FPLUwDkU40ANLYpwbimNSjpQA6c4hj+teQaQf+MkLz/rh/7Sr16f/Ux/WvIdH/5OQvP+uH/tKgEe20UUUxCdq8a+NDD/AISTwqp7T5/WvZe1eK/G2aO38ReGJZciNZcsR1AB5pMaPXWiWe3XcSyug+XGQcjvXC3y33giaOS1LSaFJOFliY5a23HAKdwuWHHYHrxVjTH8UapbtqSXkFjAzbre2lhBHl9ix6gnPanr4TutVuRP4h1BLraweO3gXZEpBzkjuc0xdTqY41uTHJFJkYBB9eKyvEGgWmpwRmPMOoQNut54+GQ/1B7itiBABjAQL90D0qbOz5yeaAucnbf8JnbQLaSf2QHxzcb3Zj7ldnU/Wlbwne6i6/25q9xcQjkw2wMMZz/48fzronmUsJC5IBwPf/GrCXKTArG+Xx2FILmVa6PpmkRJFp9ukCMedgyW+pPNc+6W3i3xu8UxM2n6bEcgHKNNuGPxHP4ijU7u98Qa1J4esW8qKJd2oXK8MM9FX0zzzXTaPodpo1nHb2EYiRevcse5J7k5zQM04IBEhCsdp6cYxUxbbgGmIJAfmOakIBOaYhMg0Yz2p1FADQoFLilzRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTS4FADqjJ+alD5oYjbmgLjgBiq883ljg1VuL3ZkA1QkuzJ3oEWZb4jODVRrzcfmGR71CxzTNh9KRWhP5uT8oAHtSF+DTFGKUjg0AIAW5phI2lz0HOR2qeMbk2jrWTrOq2eg2DzXbcsAoQHJYnoB6k9KZJyXi7x1pl1oYto7a4dZJDFLLNA2xQDgsv97nPHFdZ4GsNPTwjaxW9wt9aOMiV0K5z2wfp0rB8P8AhzUGv41ltJLLQ5kd5LS5mE3mbuQQvVeea7fTNKs9Lt1srK3FvZx8xxrwAaCrmmsX2f8AdxgIg+6qgAAUzymZ8jpUyAlsk5qQ/KOKBDAgVfekLkHFLuJzTcZoAOtJgUvSigANJilNJQAYpQKSnA0higUvSgUGgBuaCcUhNIaADzMU3azNuBoIp6HjFMRVvLCzvbfyLu3SaLIOxuhxyP1qFbey8lLYQqFT5duwYx6Vp/KByKhAQSZxQAxIre3WNYIwirwFUYA/+vVhpcDcTknrR8jYwBQybu1ADQfMpQgTmkwEprTcEUAOnlEaIR1LDPNchpCx3fxH1eaYbmghiSAdkUk5Ptk/yFb7kyScknHSuX1XTb/TNQl1/SJD5/yfarX/AJ6opzwPXrSGdV4m1H+yfD97f5Y+WnAX34H6mszwbpz6XoVrCx3SyM1xK3+1Id7D82rD1XXrbxhdaRpOl3Ze1mHn3yJ1RFx8renJH5V3KJHaqQmMEADH0xTJY+WdTHJuHT0rz5FfT/iDf2j4X+0LdZkOePkOCv5sK7k5CsSM5rmfFVnMbvTNUsYPtFzZSlmjBALoRyOfcCgSNRAXjy2RjjmnthU65rE07WU1mWQW29Z4sCa3lG1kPpg8/wBK1AWDBJOD6GgY9Hy3TFOm5QDPHfimkBRxQjDPPNABbRiEEhiQemR0pZHG7KMUOOSO9S7gRTCVz0FAioIirZV2qwrgDBFOyDRtBoGId7Evn5APu+9cj4ys9Ii0a+v5LdftuVKTEY2tuAB+nvXWjIkx29KjuIreVhHMish4IYZGKAOI8I6/qV14iEVzrlpcWkkCkRSZieNscBMgbwW9Ca9a+0osQ3csR2FcJr3h+DVtMmghhh+0hT9mk2gGM9Rgjpz6ViweMdb+zGaDRmENiqm6MoYMexC8c4xn8aQz1GFt7ntT2kAbBGazrG/tryyimgmDpKN6sO47VfSReFI59aYDsjsBSht3BpjHB4oU0ATq6quKglKock4B7U7NBKnqM0CKksK3AAZyyjoCKpzaJp9xFIlxYwzFlKhmUZGR64zWrvXpgUm3cc54oHc5Gy8Najptt5Oma7PaqGJ+zyRiVBn8jRD4o1HQrkQeIrVmtj/qr+CL92f98Akr+NdkzKFwcc9aqvALohZuYl/h7H60CPPNQtNI8S+NJYJrmC9t9St0MTRSBjGY8MVwDkZ25/Gu/tYba0iSFcrbwrgFzjbisvV/Cdnf2E66fP8A2dM/Pn2/yupHvVa51ePw/Y2mnzQ3GoXEv7uMhcmZvr0oHuT6V4t0vXtQa1tJZ1lVSyeYhAkUd1PQ9RW95zowik5avGrzRdbsr2ylTSru306FmkiMKC4a2TgsoKZIzjv6GvV9L1ODWbWO8tz5kTKQrsMH8ffNFwsaOe9LS264U7uaRuGoGNPWlFBoFIB4FLSA0tMQ0jmkIpSaQmgBMUuKKM0AGKMUtFAwxRiiikAYoxRRQAYoxRRQAYoxRmjNABijFGaM0AAHNKaTPNBNADDTh0pDSg8UALOP3Mf1ryDR/wDk4+9/64f+0q9fnP7mP615Bo5/4yQvf+uH/tKgEe2UUUUxB2rxT42qreJPCy4BLS4wfTNe19q8X+NaH/hI/Cjgf8t8fqKTBHqkO+K3iRQp+QZHYfT8qlG51AbGBTVdcLgjIRc+1KJTkkABR94ngUwFZjuCqRu7Vka3qVvpUDXd8zmFeFROrN2H1JqzdapZWBLahdQQA/dLSBSR7ZxmuX8W6nZ3j6MljPHdXi3qTR2ytuEi7SCW/OkCRNbaZrniCSS7ub2fSIyD9lt4CC6r6uSM8+lSrpfjCW0FjNq9rHByGuYoP3jD6EkA+9dhGczKTGASOvftVgRqudoxmmO5h6HoFn4ct5IrLcxlbfI8jbnkb1Zjya149x5bg+1P8sDkDkUoGeooEOBpaaBS4oAWiiigAxRRRQAZozRijFABmjNGKMUAGaM0YoxQAZozRijFABmjNGKMUAGaM0YoxQAZozRijFABmijFJkDvQAyR9tMVt3WpGUNUEh8rnpQIc52DNUprzAIzTZ7zPGaz5H3HrQFgnk3k1CKU0UAKKcDSCnUBcTNBPFFFAXGSExyCRXwMdO9cnpNtaap8RtRF0Le9kRVe2kU7kjXuAvQN+tb+tXwsdOmuZHEaqhG/bk5PAGPXmofh7pLWHh6KWe2e3upGaSbeQTuZsk+2c8DtSGdUqZnEb7ti9Mmp5wBjb0FNwTMCMketOlHSmIWM/LTm5FMXpS0ihuKWiigBCOaKU0lMQmaM0YoxQAUoNJS4oAUGg0lGaAEJpM0pFJQAU5aTFKBikMUjNNKA0tLQAigLTw1NoxQAjjNR+XUhNA5NAEYhGaVrZCGkyRIRjNTKKewDUxGNYadaWcztFaW0TM2SY0ALc98da0Zl3MD/ACqXyEU7lAzTWHegRCy7kxmoLrbFG4iC+d5Z2kgH6datBlGcnP05rntb8S6ZpRb7XcKJ9v7uKPLOx7YUCgLHMeEI5LmXUtYu5Xk1N5zbyhh9wI20KD6YANdaU+cMSc1z/hOG6g0ie7ugyzXs7zyI4xtLMSB+Rroid2D7UAxGpuKcBmlxQITNNJBpxppHtQAAgU7fTMe1LtoAdkk7qaxRjz1pV4GKXygTmgBGwqgjjHQ+lc34yZv7JiuDLKkC3Ci5WFipaPnPP5dq6OdSUwKq3lrBqtnLY3cIaGRCjcnNAzS0rTLaxtIobWJIbdFxGFORgcck98VqwmORdykHtmvPYdO8Q6U27TdWiuoV48i+BZhxzhl4A/4CauR+NhZT+TqumXVlcL/DAjSxt7hgv6UDO5bav3uvakWSPJGelcLdePNPjuYJpIdRjtpHVPOkiCRgn3Yg+vatLVfFmmaRPZtNL50Vxgo9v8+RnGSRnigSR1WA3K0MmBUVvcRv8yE7WAK+4PSpywYcc0AVyADTlbFNcfPilA9qBjsZPNLyOlRk4pVbPegVhVzyqd+tZniHRLHW9PNtdKOu5SnDxt/eUjkGtRfkOR3pojXzxMfvCgZw0msa34fs59P1OO51SOdWhs7hFBZjyAsmBxx39q3fCGlzaN4etLO6kBmEbOdoAC7mLbTjqecVuXCxmMIoHOM/5/Ol2AYA+YY+93oAWJuvNKTk0gVVPFL3oAQilFLijFAADRRiigBCc000tIRQAZozRijFAC5ozRijFABmjNGKMUAGaM0YoxQAZozRijFABmjNGKMUAGaM0YoxQAA80pNIBzSkUhjCcU4HimkZpw6UALcf6mP615Bo/wDyche/9cP/AGlXr0/MMf1ryHR/+TkL3/rh/wC0qAR7bRRRTEFeKfG6SVvEXhiKIDf5uVLZxnPeva+1eM/Gk58ReFU/6b5z+IpMaOva18WT7VjGkW52jLF3fcP93aOfxqSLwpqMpVtS1y+dj0W3YRon065rp7WJERNoP3Bgk5NWWG4YPT2pibOXsPA+l2V008sb30jcmS7IkI+ma0NO8OaTYXLzWmmxwSk8vt5/D0/CtVYlXgZ/OpQMCgdxgXYeuew+lPzmgqDRgUCFopDxQKAFooooAKQmlprUCDNOqOnAmgY6im5NKKAFoooFABRRRQAUUUwkigB9FR7zShjQA+imgmnZoAQmgNmjFGAKAFpCAaCeKrySuoJBoFcfLKIhzWbc3e/IqtdXczybSwx9KrFjnk0AKxyxNNpeooxQAmM0Yp4FIRTEIOKKDTaBWHU1yVViDyBxQTVDXtSl0fQLvUoYPPlt13eV/eH+FAWMXXVm1/W18O2+Fhj23N1ITwoz8q/U84+leiRJEYF2LsCDAFcj4K0xlgk1K8VGu9RYzNIhzlf4R+HP0ya6+BA4YNnA4FJFMQS7TjrUgO8ZqIxIJcDP51YVFA4oHoR9KM0r9aRBnrSGFGalMa7ajIANMQnWkpTtzxTwqnrQBHRipvLXFRkAGgQ2ingAnnpTyqY45NAENFSbRnmmOQvSgBKXFNR8mptoIoGR0tRyuU6GmrI23OaQybFFNRyepFNLHd1oAkoqNnNNDk0ASGhRSA5FL0FAD+gqMyAHBpck8UoiRuuaYh2/K0hOUOTj3p/lLjv+dGABjtRYRxXijxrZ+E7mK1lAmuLj/Vx5wT/9auZtV1WS4/4SePRJLiG+2hoyALmDGfug8FTmvTrmxtZ5knlgRpY+EYjkVXu/3izQMSqSRMrEEjj14osM5vRdXi1m3mYW8kMsMhjlSTG4MDg5wSOoPTpWyQFG0HNcf4U3RJdaXaqJ7Szf5b9Vx5vzYIPHLBjgn1FdeUC9Qc4oQMAafxUajNSYpkiYzQQKWmliKAF20YpnmNS729aAFIwadvwKZkmigAJzTCg3Zp+0UoUUDFQLjn/CokCQloxEpU9MinkUgJoC5zni3w62taZGtuEeW3ffDG7YVh3B+uKxYtEs9O07zteurazgSKSK1skmVjEpOfvZy54HSu/wpZMk89R2rl70DVviFYw3McSW2mRGXYy7jOGHGB04yKmw0zc8EzSv4csm1As0rFhHvBBChiEz/wABC10seQ7HtVVpEZlaBNm4c5H+cVM80UFvI0hIZFJPPpTEEkmZOKlVuOa86OseIbzQj4jgvYIoifOis3iXY0Pu2Mg+ldpompJqWl218YmjE0asVIxjI7UimXn5pIxU7xjGQOKgJK8jinYVyccrSFV/iOKijlfJGaYzs0wUkAH1p2FckdSR5iDeg6kGmxzrIuUxgHBIOa5rxpqFtpej4cz+VO/lfuWwVY5GaqeBJ7K1sX0tBd/aoG/fR3D7myTkMPVcEHNJ7j6HZ5PvTg1RSu4CmMhlPpTxjYCetAXJBzRUe80u8mgQ+ioy7etAcmkMkopoJNPAoCw3FGKfTcUBYKKKCxpgGKMU3caNxoAdijFJk0ZNAC4oxSZNAJoAXFGKXNGaAExRilzRmgBMUGlzSHrQA00uOKQ9aU8LSGE/+pj+teQaR/ycfef9cP8A2lXrs7HyYvqK8i0b/k4+9/64f+0qAR7bRRRTEFeMfGj/AJGbwr/12P8AOvZzXjHxo/5Gbwr/ANdj/OgaPX7f/Vp/uLU1Q24/dp/uLU1MTE70+m4paQC0UUUAIaBQaBQAtFFITgUABOKYTk0hBbpTRE4bO7imIeVx3pRxSBSR1oDAHFADs0opAM96UcUgF7UgpaBQAUUUUDCo2qSmNQAynA0m2nBaBiilpBTsUCCiiigBD0qpPwhNWieap3zBUxTJZiTHMxpp60PzKTQaQxe1APNHajHNMQ4Gg0gpTQA002lJpKADFYni+5eDwnqHlNiaSMxJ64bit9cd65vxPHHcaxoMNwSLKW8VJMd34KD6ZoA6zRLZLPTLWBF2pEm1B6DitCA4ZhnvRGipHgDgdPypq5BNICQjMmamB4qEMKduoGI/JpFOKUtUbnnikUT7wRTJBuGBUUeaJpfI3FPvbeM+tMQx8Qtt3Ek04fdyzFfqK4jw94i1TXPFuq2jxW3kadIsbYB3vuAP9al8Z+IdW0vU9IsLOO2Y6hKY0RwcrjGSfzpBY7ZLgRoM5IPelY4G/qDVS3t57WAi4ljll77Bgfl+VSQviZQ/O7oM9KAsTFg6bF6+tR2+EJbezD0NMupGhjmCkqApJk25C/U9K5H4f6jqOqJq11e3aXEcN40MBVcAqrYPrQFju9u4bulRvHu70sszM3lqh27clh/hVMyMrJiTezHG0A4z9aYrFhEwxqxsIXOarPFLwQcHqR6UiySJgNypO3OR1oGJIN5IFSx24K8sKJWW3GXHNYXie+uNG0G51a3ERMKGQmQE5HbvQBtmNY+rN+Io2HG7NeY3fjXxFpvhvSNfvktpYLyRFFsgKP8AMRjnnPBr06K43xxySDDyopEY6gkdKQNDdpanCDvUQuijhGjwCxAbPGc9KfLc7FkyNoTpkjmgLDsbaM5qOOUSoG7MOPepViY80wEHJp7N5eM5P0puCrYxkjmsLX/FeneHIY7i+udgfOFVGckDqeAf1xQB0CyginE5FZ2nXkWpWaX1uzNE6hxuUqcfQ1eRvNTcvSmgYhUt0qpPAJG77yMde1Xo+pzUU2Gkx3x2GTTEedW0A0DxrJosEpWxuIfPMGSVik3clfTPJPPXmumefc5VTuUHbkVynxCjsbFPt7wNJesRB9oSYxhcnA3HB+XJHatjw3YtpGiRWk119qkZfMeYknr2BPapG9jYQcZpd3OKbC4dSRTRnzDTJJe1Man9qYwoENopcUtACClpBS0DFzSjpSYpQaAEpMU6muCVwvBoENZMgAn8a5y6/wCJf8QNNlB3C9hktW28YYEMCc/7nauhZH+zkBSX7N2FcZpyXfh3XY7vxKBdPOPKtr2M7hGzEYVl/hJHcZpFI9KZVR4yTxisbxZBf33h25i0yJnu5MqApwSp9K2kXAEbOHdfSrEcW7hTg0wR503hvWdR0yHTLmVdL0mIJGttHteVwuDkuAMdPSu/t7dILWGGMARooAH06fpUrRy5IbGPpTkHqKQxxb5cVC4qY4pu3PNUSV1yjZNOWHzZQxGR6HvSXMiLGSx2gd6zNc16x0bTkuby8SGNvkUYLFm9MDmgDnPEQudd8Rz6FHdNbadBB5l0IgrGQsQFX5geozmsbwXokfhXx1Jp63M0++33RMzsxVM58thnGB2OBWp4SlN7dazrHkukN5cloQ/3to7n2OePpUuo6DcxX93qlhdz2upNA2XVN4mIHyL165xUjO+QxsoRBjnJx60x1wTXM+FNdl1bTY5N2+4j+S5RsBo5M9CO3rXSh/nKt1p3Faw0mnAU1+oxUqEAdKQyMikFSOc1GOtIZItPFMWng0FC0lGaTNAgpDS0hpgNooooELRRRQAUopKWgBaKKKACiiigAoPWig9aAG96Vvu0nelb7tIYyf8A1MX1H8q8j0b/AJOPvf8Argf/AEVXrk/+pi+o/lXkejf8nH3v/XA/+iqAR7bRRRTEFeM/Gj/kZvCv/Xc/zr2avGfjR/yM3hX/AK7n+dA1uev2/wDq0/3FqXFRQD92n+6KmxQISlzRikoAdmikpaAENAopGOBQAuaQ8/Smg7qZJOikoGG/GcHigQSkxjcDxmud1jxfa290dNs4J7/UFPzwW2CYx1+YngfTOag1nxTP9t/snSLSO8viuZCzYjgHQFm+uOBzR4a0JNE08210iG4lLSSuq/fdmLZ/XA+lFx2K9r4/soL1rXVY5NMkCbh9sIUMPY966az1iyvbKK8hmjkhl+46HIPGciq11pdtqFi1nMqucYD4G5PpwcVytl8OdJtFjt7q7vLyFF2pDLclVRRwPlTA6dyKVwsdyt6kzskTKSBzjtTluGMhjZWBHU15/qmkeFtFPmWl0+h3KDKGylIeX/eQfe/EUzwxY+JptShv7q/uU0/LbkvJC7zKcYKrwqDjsB1oCx6Upp9VY2bzgF5SrVMAptOpjUALS4zTVp4oATFLiikyKAFoozR2oAM0mc0w5oANAAxwc1l6jLnABrRuDtiJrn5JDIx+tAiM0oGaTvThQIXHFNPFPpppgJmgmkNJQAE0ZoooAevSuf8AErompaHM/wDx7R3qs/8AvfLt/WugHIwOtcx4xgluLaxsrckSXF0m3HbBBJ/X9KA6nfQksik8BuRTjjnFQ2G6KILM+9hxz2qywQAkEUAQFsGnBuKiYNv6cU8AkdKQxx6U3nNPHHWl4pDFQhB83FR386W6TXDYVEiJDt909/zp5QNznpUN7Yw6la/ZriKOZP7siBh+opgeW/DbSrfVodc1a5luVefUHZTA5G5QABwOe1PuIbb/AIXHolpDcNL9mt2lbe5baxwMfXivStO0TTtIjKWtnBag/e8lAu4enAFUZvCuky3f2pdKshKDnzTAhc/8CIzSKuch48n8nxZ4ahl1Ka2t533yeW+A4C8D6lscU3wxq02sfEjW2uJ2BtwsUEKHIXABywHTOa7+XSrW7uLaee2hmkhz5byxqxj9cEjilTS7Szaf7PDHbtOdzyxqFJPrkc/rQFzzafxHFrd14gt9QzMbRikNgvfA+969+vtWh8Np7O2+FsbC4igzES7uwAV3x3PvXZJ4dsm+2Sm0i33YxcMEAMo98U9NGtX0g6Y1nD9jC7Bb+Wu3H5UCucP4GM8Wv3FnqVqf7Sji3reRS7oZUJ4xz1rEa6Gu6b4quNTuJjdWspitIAeY8DIKgd8mvVNO0iy0SPyLW0hggPPlxIFH6VGnh7SzrD6mumW63Tjmfyl3n/gWM0AcXqFze2fwchfUrmZb1LSMMyNhvMOAB9etYWoQahH/AMITHe3c0d88kchVXJHlL8w3e/Fep6lpVvejyrmLz4ywcqeBkcg0jaVbPewXj2UTTxLtWVkBKjOeMg46mgDSTZdWrc7/AEbHtXnvxW1JbbwVLarJlriRYSAQcAsK9BiPzMANoJ5wOtZ1/wCGtH1O4We70m1nlHG+WFXP6g0xHlviuGPwvo+h3unXX2m8HkolrOd4xwMhT0+orqfFvieTTBoEVy62sWosEuJM42KACeexO4/lXVQaFp1pfC4s7G2tnAwZIolDY9MgVY1HRrLUWt5bi3jneBt0ZcA7D6jPSkO55p4Qls4filqoXfCEgCxxnncT1c1J4hhbw98QYmjuZnTVLSbMZckCUKduB9cV3j2kGlfbL6205POlw03lIA85rEtLS68Taxb6nqWkfYY7DP2ZJfvscEZPtzQFza8P2smn6PaWjs0kkSncz9ckk/1/StYyFajIVGJ3fM3Jx60pXcKYh4YStwcHoea4Wfwvf6n41ln1b7PdaOnNrAw+4fX2rs3iGO+aRI+h2AN3NAE8VnFFEFTgBQoA7CnAiKMgdKiaUouBSLvkQkCmIYzSFv3fWquqXQ06zmuncLsjJ3MMgHtxVsP9nDOw4Fcx411u1tLRtPuIHubm8jYQWkecv7kjoOetFxnM6Tplx4jex1zW3WYbWKWzQ7QQTkHHtwRmu08lEwqDEYXH09qzdCtL610CyhvZ/MlijCM/dQOFU+uBxWozfL04pITGxqqcCngc5qNOvSpaYhaaaXNIaBCUUuKKAG9KUc0hFKKBjgOKQ0oPFIaAG7qVGy1JilQYagQ4s24L/e4zXG+MJJ7jWtGsdKzd3dnMJpYApZVXGCXPbg5FdbM5BA64rmtZtNRt/ENnrek28ZdIWiuzJLsRlxxux1xikUj0K0B8rzJQgkkGTt+nNSxI0bk9j0rjPBniK71ea9hmjs3jtsBJ7bdhzgEgZ64z2rs4pXkX5hjFNAJJKS/NAOeaikB8zPapEIxQA1mxUkbjbzUEuT0oiBI5pgxrbWjlGNxz3rhvE9qLTxpo+oSDdbTRmAKw+WOXjGB757+ldvJLEgcE478V5kddg8YeMfs0N8rabpUizKmw5kfnv2xtpAjuz+4tmijRV55I604j7RC6ltrFSAR29/rSbP3bODkOcihcKDkZBHINAHHaJ5vhLX4rSS4aSw1Bi6XEqDcJc42s35YzXoltKk8IkbG7GTXH+KNLutX0+BYVifyJ0lEcv3ZiOzY5x9KueHvEh1G6ubG8tVtr+FRmINncnYg9wPbpkUhvU6Yo0o3JQNy8GpYZVjjVemelLKFYZHWgRFnNLSBTik5pDJAaXNRAmnCgZJRmm0tAC5pDRQaAG0oFGKKYgooooAKWkpaAFooooAKKKKACg9aKD1oAb3pW+7Sd6Vvu0hjJ/wDUxfUfyryPRv8Ak4+9/wCuB/8ARVeuT/6mL6j+VeR6N/ycfe/9cD/6KoBHttFFFMQV4z8aP+Rm8K/9d/6ivZq8Z+NH/IzeFf8Arv8A1FA1uewQf6tP90VNUMH+rT/dFTUCCkpabmgBc0uabS0ARu3pSqQVyxpxUGomiJf29KAI5VZ4mMTbSPWuN1m/vNd8QPoumXrW1rbRhry6gAZyzHiMFuBwCT1q54wbX47eOPQ43bzJCZ3j2lkTHYEjmud0++h0nRp9N/sXWbW+kDESvB5xZj/EWQlQfqRSGkaMd7Y+HVOh+G7SXUdRLlpz5vU/3pJMYBJ9AT7DrVqHSfFepsst/qFppg7RWUXmv+Mj8Z/4DVnwVpy6b4csYJ7L7PdPEkkxYZZpCMsSfXOa6sjcvBpiZyf/AAg0DuzNq+sfaD964FxhvwAG3/x2njwDpRGJptSlb++byQE/XDY/SunSN1xlyfrUvagDCsPDGj6SwaGy3Sf89ZGLv/30STV824jYuu7B7E9KtlxmlJDjFADInGAMYqYUwLinCgBaQjNLRQA3pSZpT1oAoAAc0w5DZPSlkk8rHBI9qhM8UsW5tyrjkkEY/wAmgCXdnpUi8iq0OwIMNkHv2qfOD0oAfikNIW46UKd2aAK98cW7Vzycs31rZ1F/lK+tYyjBP1oEB60A0hPNJmgRJmkptLTADzRilApaAGUU7FFAAvy85rC8VPcobDUbGEymxuPNkt8/NJ04H5Vu54poXDbsnjoe4oAsWOq2urW1tfWrbYJl3Ek/n+pq7DPHJnKHaDySwrgItH8Q6XbzQaReWpg85pYoJYSMbuwPp7Vcg0bXvKzd6/OkjD5lgjUAH0BOaQzuDIhGUX5fXNTwbHTORmvLdQm8R+GbCS7XWIZ7WGQMIpovnYHqNwOM/hXfw3LzJG5AGVUnHrigDQmAHSo1yaeD8uKVAKLAHQUwMQ+amYcVCRzQMHUy85oZyqbOc04Cl2A0AQpIVGORmlZd46mpTEKAmKAFjm8sAf1p3mjOelRlRmg0AEmHHrTVO0YpCTQOaAF8zbz1qM3BORipduaBEOtADYmPU093B6Um3HamnmgBAMjGTTkyhJzxSKKftGKAEdRIQxzwc8HmoQu6Vsbhu681ODjincEUARLbhDkVIeBilFLjNAEYzmnZpxXioWODQArgHtT45fLXb096Yx+TiojudNgHLUAZmteJLHR18q686WaXPlR28e92+grmNEtr681U69rIVZnjKRW6LgRISD83fd8oqvrmsLa+N7a41G3msLS2t2Q3DqzrJuyOCoIXt1PftXURSRXbB8/KRlCOQV9c0hiKrAtnOCcjNTjO3FNM/mkLtK44yR1p+MLTJYgGO1LTc5opiHUlJmlpiCiijNACHrRRRSGL0pw5qPNOU0AOxTJCFUnPNPz7VE8e4nP5UAN3BVSWVSY271xWu+MNKnTVtMiimScDYN/SRtwQhfXBPP0NbXiKx1S+037HY3otyzZOeh9uOlcVp9udcSLRLSwt7ee13G9n+86kNglT1ySc5460hoboV3eaX4qjibVha20YXzWmkHlsnlgYCqODnvXq1n4t0WW6jtbfVYbh5DtVVB+Yj0NZtpoWl6fZJBDZxgEc7lDMx75JHrTdW0Kz1Cwa1EMcMyoWjlVdpRsdRjpQM7MMGYhhtPoailO37tcp4H1ZtR0G1e5LF4U8p3IJ+YcHJ7c10ZfHQMR16GmhMsYLJ8oy1OV1UBernqPT61XjnKOq7Xy5wMDNcV4jlvdc8QroFlcSQwW6Ca8mibD8j5VH8/woA3/EGu6bo1m1xPlpGYRxwrgtI5IAUD8RXM+DLAadp00txaLDc3krSlMf6tDjC5/M/jWVYeHtSl8URz6rFHc29vDtiuGY5JU5ViP72cc98V3JC7lPJPv2oAdA7Mxz0HSpJORgUg4HFL160AVnJGFxnnjJ4rkddsrvR7uTxFb6mwkjWOP7OYhgjOCAc9/6Cu0fC8Yzmq15pdtqcLW93CZY26rjjOeKQzXt7q21OGF0fBKqSueVyoOD9D+tWkyrbc/KK4Lw9Db6d431O100l4fsiCXaSypISOMnPO3nH413rBfIGDlsc0IGTqc0MvFMhJEfIpxbNFhDcClApvenCkUFLRilxQAUhpaSmISiiigApcUlLQAYooopiFoozRSGFFFFABQetFB60AN70rfdpO9K33aQxk/+pi+o/lXkejf8nH3v/XA/+iq9cn/1MX1H8q8j0b/k4+9/64H/ANFUAj22iiimIK8Z+NH/ACM3hX/rt/UV7N2rxj40f8jN4V/67H+dJjR7BAf3af7oqeoIP9Wn+6KnFMQUmKWkoAMU0nBp9IVoATJNLjIpMYpRQBHIgPLHp09qjMMUozJtcjoSORVg4IwaTC9gKAGIq5yBUmBQAB0paACijNJmgBNgz0pQAKNwo3CgANAoNAoAWiiigCMtT/4aYwFO/goAx9fvjpWh3l2TkxxEp9Twv6muJt9G8TeItMtbfWdSheyYpcSqkZRpBwwjz0x2Nbvj2Czn8P7NR1hNMTzgVlHQt6Ec5/8ArVzNnrera3pukaT9t+zm5lnge6hiAaSJASCAemVHWkNGt4EZv7S1a0sVdtDjnBtpDnAboyD1AwK7/dsbB6Vk6Lo1to2nwWVtvEUSjaWbljycn35qDxJ4nh8NxRSSW8t1JcPsiiixuY4J49sA0xG75q5xTgAASKy9H1i217TYL61OElGdrfeX1B9weK0xnGKQFG9TcpOKxyOTW/eL+4JFc7vO9qokQ9aSkJ5paAHA8Uo6U0U4UAOAoxQKWgBKMUUUAGKMZooJwM0ARSROXBBIUdhVlJCB8xqIPnvRmiwJmZ4i0c63p1xYKuTKu1DnG1ux/On+DL9tQ0G2ySZoh5cueoYcEVorNg/L174rntEY6J43vbJji01GM3kI/uuDhh+OVoGjuN/7wrUgqCEh2/2utXFT5aAG5yMYoK0jkLUfnc0ASgUvSoxJmnA5pDFJpuaUmmmkMU0w0FqbnNAgxSilApaYAKfmmUUAKabil60uKBDQKdRRQAu0Gl4pM0ZoGFAOKbRQBJnIxTDHmgHFLvoAQMqfeFMZWf50OFFOZQ/WkGVUqOnpSAzbuyjv8phHTo6MucjvzXI3Gn33hOSKWwMl/oqsUmgcb5LcdQynriu9jUqxKcGmGEANFj5X+8PX60wOastasNajZ7O+jmC4IUMNw9sdc1fD4i3E8Vm+JfCf2mOPU9K8iHV7dsxyqgHmj+6+MAjqMnpmoNE1P+0ZZrS7zbahbDE1u/JJ9VPdT/jQJmusobNPBzTU2gZxjJxUmBj0piDFNPFOzSUxCUuKKKAExRS0YpDEpRRijpQAZoBx1pKDQAkq7huXrUUJaOYuGG5vvcdafvwcU4bDyAM0ATb0PbntUbOVzhqOgpjDJ4oGc1q3gzSb7zxb24huZVysiEqob1IHXv8AnWJo/wAQNS0bUJNI15Va3tiI2nRMeWAo2+5J4/OvQQCBjke461Rk0XTrq5juLq0tpZ4+kzxgydcg7jk5FA7mVqF/q/iJIUiS50zTictPv2yyj0UDkDHetPS9JsdHDC0TYknLFyWZ/wDePetQKvl7GYsB3JNQtGCegIFBI9EXcSBx/T0od0U4xzSqQFxTHQM2aAF3bhxStyMCkC4pelAyIq3TPHrXPeK/D2ravLbCz1gwwIGDRcgMTgjp9K6UjNSK7qPlxxzQB5+mh6tofhq+uZNWayeNWdYLXkM/cuTyzMcnv1r0LQ5SdItJZ3MkjxqzM3rgH+tYfiPQ213S5rN7h4fPxudOoXPIwfWsLw1rr6Xr13oN1qZntYERbaS4RYip6FRgAHt1oGepJKjrhRShc1WgnjZVKssnH3lq4FYjigQzYKTGKUnBwaOtIdxKQmlpjUgFzRUeacDQA6iiimAUuaSigBc0UlLQAUuaSimIXNGaSigBc0HrSd6U9aTGhvelb7tJ3pW+7SGMn/1MX1H8q8j0b/k4+9/64H/0VXrk/wDqYvqP5V5Ho3/Jx97/ANcD/wCiqAR7bRRRTEFeMfGj/kZ/Cg/6b/1r2evGPjR/yNHhT/rv/Wga3PYIP9Wv+6KmFQwf6tf90fyqcUCCiiigAooooAQ0Cg9aBQAYo2ilzRQAYooooAMUmKWigBmKMU+koASlBpMUo4oGLSUUUCDApT0oooAy9Y0ay1mxa2vLOK5jJzsk6A+tc7pXgSLTNWtZotTuWtrXcYrWTD7CykHD8HGD0xXZsu6kHy5Gce9AGJ4k1iLQ9EnuXbDIAIxjJdj0AHeuf0vRdRubqz1bXb7z7opmO0EQEcBYc49cDI/GjxLJ9s8Z6Fp86BLSOQziU9JGXGF/X9as+PdQudP0VWtZ5YFlljR7mMcRJ3Oe3/16ARyGtaLJpd4+kadf3t3cXLtcW9pbAKkAdyWkkbdkjkkDHbpXq9gJEs40PLIoG4nrx/jWF4Z0rSrNXv8AS7p78XRIe5eTzC5HB5/DH510qPzjaRjtQhsiut32Y5rnivzH6108yhojxXP3CbGPHemQytjmnAUg61IBxQA0U6jFBoABRmiigAopM0lADs0h6GjNITxQA1RUgHFMBFPB4piIIwY5mJGR6Vg+Jc2+paVruT5dqpgulAyERsEsP++a6Mgk1UvbVJreWNwGWRNrAjg0hm7azLJAZocFHUbWznNW45iF+fiuQ8A3Ev8AwjYtZCS1pPJBk/7LEAfkK6t/mUA/fI+73oDqP8xHJ5pjiMc1SaeK3y0jKoHUlxToNRsL4BbeaOXt8jg/h9aBllGVzhacW29aaY1i/wBThj3wRSgbvvcGkA8OPWjrQI09aXb6UWHcAme1JtxT92OKdjPagRGBRinHim5oGFFOFFACYooxRSCwHikzQaSgLC0lJmlzTAXNFJS0AJRiiloATOKTdk0EZpVWkMeuF5pvDPzSkcU0feoExlzEBHhB8o5rgvGMDafJB4mtl2T2X/Hwp43Rdx745I+tehSYwO9Yeuaamu2NxptwcQTp5bN02g8ZqhDI5UuEVox8u0H8e9OBy5X0rE8MXklzp0tlMwF3ZTNDMf72Oh/H+lbKnExz3oBkhGKQ0pNNJoEJRn3opMUAKKcDTRS0ALSGiigAoPNGKUCgCIpzUipxThj0p3FADDSCnGkFADsZpdkZ69abmmk0wHnGMCkA4qPPPWng0gDbRinZBpMUAJSGnYppFACrTiG7UiHFSA4NMZB5hicOy7iO1VLyxsdTRvt1tb7Qd2ZQBtOMdatSZMmfQ1zXijQ7/WZrdLW8gNsgzJbTbsSH3wDxSAwPCdtqsfjOe40t4YtKtZ2hubcSs64/hKk5BP0PpxXrkUrxwcMWZjn6V4Uw1O21ia8t7T7NBa3UUMgs5Cwjzu6D+IHByMcYFe72rxyQREfcdd2W680kDJFJdcnrS9KdjsKjc4NDBC5prc0Zo60ihgHNPFIBTwKBAKXFLRTAbRQaM0AFKDxSUCgBaKKKYgoozRmkMO9KetIDzSnrQCG96Vvu0nelb7tIYyf/AFMX1H8q8j0b/k4+9/64H/0VXrk/+pi+o/lXkejf8nH3v/XA/wDoqgEe20UUUxBXjHxo/wCRo8Kf9d/617PXjHxo/wCRo8Kf9d/60DW57BB/q1/3R/Kp6gg/1a/7o/lU9AgooooAKKKKAEIopaSgAoxS0UAFFFFABRRSZoAWjFJmlFABikxS0UAJRQTik3UAOzSE4pNwoI3CgBVORSYyTmgDbUUsyRYZieTjpQBynjqylXT7PU4AC+m3AuCAdpZe4B+n8qy9Q8SXOtGPRNEQQy3totz9okYgpGSvCju2D61Z8b+JmtLG40mx8i4vbiJlQM42w4GWZz2HNVfh3oJk062129AMzW4itFz/AKiHHQfXAoH0Or8O6RBo2mxWlsu2NB83OSWPJOfc5P41tYA5pkUYWMCgnZyTTJFkbEZNYF2+9z9a07q6XyiAeaxWJLGgQxetSCmY5pw60APpDS000AITSUGigAoopcUAJQelLikxQAgFPHSkozQBCZGZyoH1rJ8S+IbDQdJV5yWupcrDEDyWrbj/ANZkde9QXOkaXd3Ec17ZxTyR8o7jlTQBx/hjxHHpGjLby6RqUl7K7SsojOJHc5Yg54Ga2m1DxTqw2pDDpVqf45CJJcewwB+YNdHKVaNgkhGfQVU8vA5O4+poAwm8LafO6yamJtTm7yXbmT8lJ2gfQUp8H6PxImnxQOPuSwL5TL+KYJrdhRgTkmpmGVoHc54XniTQAPtay6xpn8Myf66P6juBWzpni3RNQwqahGZehR/kZPYg1KBIQUMjbPSqV/oelXoDXGnW9w/YugyP0oA32uIXAaEmVT3TmpIphglQSB7/ANOtcOnhgWx36ff3+mLn94kMgkRvorKQKdpviK80u9Gn+ILq3WMDNvdIjqJgT0YYwCPXIFAHceZuPcGp0bHWqNvLb3ciOjtyMj3FX2XzAFHGKAEc56UzFB/d8ZpN+aBjwaWo805TxSGOpMUo5pQKQDCKQ1IVppFAxmKKdRQISloopkiUtJTsUDQoFKBSCnCkUDdKi/iqRjxUX8VAhzjIFQzQlgu3rmrAORQHDfL6VSJZ5/pDiHx3rMI4jeGGR/8Af+eugxuO/wBa5yRTafEqVSP+Pix3fUqQM/8Aj1dNH/qgvpQA3BNGKdiloAbilxTgKXFAiM0U49cU2gAooooAKUUlGPegBwpaQUZoAKTFLQeKAGmmmnHmmkUANpRmlxTgMUAAp+abmjNADqQ0lJQA6lzTM0Dk0wAjcafFAEO4Fi2MZBpu4A0yW7ht7dpZZBGF7k4H50hnNw+E5bKV/wCxtXvLJS5d4diupYnJOGBAq34R1i/m1zUdJub5L0WrDbOqgDBxlTgD5gT+hrG8QeOxb20A0Ge1vZ3mCucGUjvgICD+NReEda0yxvdSu712gW7vESOTYyKXZR8mMcEHgnuc9KkZ64igkd+KhuEwahs5d+CWIYjIHYirEh3daYiAU4UpFAWkUKBS0tJQAtBNNoJpiENFFFAC9qBRmgUALiilpMUAGKMUUuKBCAc0p60YoPWhjQ3vSt92k70rfdpDGT/6mL6j+VeR6N/ycfe/9cD/AOiq9cn/ANTF9R/KvI9G/wCTj73/AK4H/wBFUAj22iiimIK8Y+NH/I0eFP8Arv8A1r2evGPjR/yNHhT/AK7/ANaBrc9gg/1a/wC6P5VPUEH+rX/dH8qnoEFFFFABRRRQAGkoNFACiikFGaAFooFFABSYpaKAG4pwoooAKKKKAGkUwoalpDgUAR7TTwDt4pC4HekMyDvQIAH2nJ71xnjoeI8Wp0dLl0+Yyi3KBgcfLjcRnB7DOa7A3MY6mo/tkW45I5oGeZeGvBceo3Et3qVnexQMPLjhmIDyHqzydzk9vavTra1EECxpgKvQAYA9qie+hiAw2arz6juH7s80wuajMEXk1Qurkdqofa5n+8aY0hbrQIjlkYt1pmaG602gBxoB5ptLQIfmkNJmlzQAlFLS0AJilxRiigAxRiiigAoNNp3WgBOnTimkFjk06nUAMJIGKbyaceaAKAsMII6GkUtnrU3FIABQFhy9KXAY8009KTJoAR2kB2AjYeoI6027iiuYfImhimt2++joDn2pTuPNNUnkdqBnNGLU/B8pvtIaW70sNm4s5DudB3KnsB6V2trfx6hpqXltcLNFLhkdfQ8j8xVL5WBQHO5SpU9Dnr/SuSs7seEtR+w36bdJnlaS2uUORCT1Vh2A7elAHpAhYwgk8kVGFJOKz7PxLp8wVINStbhTwAjZNaDvn51ZRnnFAC+Ww5p60Dc6gA8mlEbJ940rDuOApwIFNFNbPalYdyXcKaeajAanDIosFwK0Yp4IpCy0xDcUlOyDS4oAbRS4pOlAC0UmaCwpDuBNM70vU0qrlsU7BcXotVo22TEk9amuN0YHOPaqVzdRWiySTOsSIMs7nAxTJOR1Ii6+JFmsfHl2ErM3XhmjwPrwa6IAh2rnvCircw3mtTJtkvbpmj3feEY4X8Dk10AfdI2KAHUopKWgQ4cUuRTM0fjQAj9c02lNJQAUUUmaADNFFFACinZptLmgBaQ0ZpM0AFFFFABRRRQAUUUUAJmkp1GKAExxSoMUopelAA2MelULuH7VBNbizW53KflboeKuk5oC7FbaSMjnFAHhUDWGl6tLePGYNUjB8iystjbiQRgEMckemAfavTPh1pUsujte6nOZ0mcSJb3MQEkTZ64Pc4z+NVLj4aaI2rC7FxdQPkuvluRsJ9D2rIXxVqGgS6k2mXP2uFZliWG7nLvuBALDvjgjFIu57MfLkmDJwduPwp5UjrWFod/NqOmw3t0I4pnX5gjZAPp14PtWwjtgbznPSgkmHFJxTG3Yz2oVqB3H0hp2RSGgLjCaKD1ooAM0ZpMUUgFpaSlpgLmjNJRmgBc0ZpM0UALnmlPWmjrTj1pAN70rfdpO9K33aBjJ/wDUxfUfyryPRv8Ak4+9/wCuB/8ARVeuT/6mL6j+VeR6N/ycfe/9cD/6KoBHttFFFMQV4x8aP+Ro8Kf9d/617P2rxj40f8jR4U/67/1FA1uewQf6tf8AdH8qnqCD/Vr/ALo/lU9AgooooAKKKQmgBCaSlNJSGFHNOFLimIQUtFFABRSbqNw9aAuHSjdTGkUd6qyzgdGpiLm9fWmmZB3rJkuT2NV2un9aANp7hR3qu90KyTctTDOxoA0JLo+tVnunqt5hNHWgBz3DnvTBK3rTtoo2CgdxpG/kmnKNvel2008UCHFuKaWpuSaBQFxaXFJS5oEFJS0lMAzSim04dKQCilpBS0AFFJmkoAKKKKAClFJSg0ALSGlpDQAhpM0tFABRmilxQAlFB4pM0AOFG0U2nA0AMMILZB5prQx7GQwI+45JYZqYdafwaBnPXPhXTLly76ZArN/y0hjWNx7hlAIPvmqy22veHpALK6/tOzHW1uQGmjH+zJ1P0NdSzZUrVVpTHgEE46GgCna+P9KgmMN4lzYzNgBbqMqAfryK6SDUPtEfmkgxt90jmsKe2t9SgeK5tfOUjlSPvVghdQ8Lyqumx3F7pGNr2xKtLb5OT5a55X2oA78OxOR0qQFhwRWJo3ivQr+IJDdKJhwY5cI4PoVJqxeeI9KsP+P2/gtyfu73XJ/DOaBGqGpTmsKLxXoTyCL+1rUytysfmLkj161qx6laOi/vV+Y4UqQwP5ZoGSMxqNt/WntNGGwVI9KkWWPjeQA33ST1pAMiJ71Y7UwgZ45+lLnigBTTTig0w5zQA1s9qYQ1TPwmQKELFckUWC4yNXJqXzFU4z83pUZmdAdq5PpVK+u4baJp5PlZRyxYAD8aoRZmuQSWcKVUcknoK8+1e6l8a3n2O0Zv7EjbbcSEYNwQeUH+z6n3ou9Vu/FDyWejtLDo2Qs903Bl55VVPPrzmtuzsBYWccEA2QRrtVT1I9zUjLCRpHBEkaACMBFUdAB0/nVhE25OeTUcJx2qcc0xDaKdiigBKTNLRQAlJQ3WigApKdRQA2iloxQAUUUUAGaKKKACiiigAooooAKKKKAClpDSZoAdSNSilOKAIiTTwTijAzUi4oAYoV5NrDj1NZGqeEdNv7S5hNrbxLcD53SJQ2e5BxWyQBzUUmZcHOAKAOBFjfeAbKE2N099pgk/f280YLrz95SuOceoNdb4V8Tz67PdC4sTaeSyqADlec9Rjg8frWizQlkDqpbIBzjA+tcMutGLxPfzeHo5LuARL9rhRgfOmY8Mo9gGye2RQNHqQkeRto5TsaeBisTRfEFjeTfY4ryF5kUGWFGBaEnqGweorckKbwqqSW6cijQLBk08dKbGSSQwwB609mUcZoAjI5opTz0pnQ81Ix1GKBTsUANpc0GkpgGaKKTNABmiiigBR1FPPWmDqKeetIBvelb7tJ3pW+7QMZP/AKmL6j+VeR6N/wAnH3v/AFwP/oqvXJ/9TF9R/KvI9G/5OPvf+uB/9FUAj22iiimIO1eMfGj/AJGjwp/13/qK9n7V4x8aP+Rn8Kf9d/6ikxo9gg/1a/7o/lU9Qw8Iv+6KmpiCiiigApD1paSgBDSUp60tFh3AUtFGaBBSZHrVeabbnmqEt4R0NAjQlkC55qhNdbc81Te8Ld6haQt3zRcLEz3hz1NMNyW71AVyaXbQBJvLUm2mjil3GmICopNopSaTNMLhtFKBiikoC46lzTc0tIBc01hS0GgBmKMU7FFAhtJUmKbimMQUuKUClpANxS9KM0uKAEpM06jFADaKXFJQAUUUUAFAoooAdRikpaACiiigAooooAQ03FONJQAlKKMUooAXpSFqWkxQAdaQ46lc04CgigLkYcOdqfKR3FK6hlC5IcfxCgKFbIpwODQIzrzw3pGoKTdWMJmPWXb8351XtfDWmWTkxafbgkY3nJY/nWyZMdKYWLHJNAzKXw5pSKyDSbQI5yw2dT61XPhDRkYtHFPDnqsUrKD+FbwJzk1J5nGM0DuclD4au7W7kbStXnto5PvxyL5g/XkVS/tvxjp/irTdKu3tjp8rEJOFBaUDkcfw8V2UhfIIJ/Diue1ZY7nxnoMEYAcM88jjqSIzx+I4/GpKR3qS7cqevGcVNEdxpojAjLHjOCBUcb7XNMRaAycUOAg5qKOUbzmnXZZ0Qx43Z4pokguLyG3haS4by0XqzDgfU1n6b4l0zUZZILXULa5KdVhkDEfUCvMPiBHdeIPEdvov2m9gVhg+ZKVhmJGcYHXj3rR0L4eRWFuIrzUp1glAEsUBEe8ehI5I/Gi4+XQ6fWvGFrYz/ZklW7uCcLBZ/PJ+I7fjWVHo93rs32rxEkix5zDp+75FHq/qa2rLSbHR4PJ0+2hgh65jjVSfqQMn8auozEAbjtHb1oArRQpBGsccapGoChQMDAqzvHl0jsCMAU0HjFAhVYE8CnU0AClzQAE0CjGaOlAC5pM1Gxpm+gCVutKKbGNwzUgWgBKKdtpcUAR0U/bRigBlFPxSYoAbRS4pcUANop2KTFACUmfanhc0FaAG0lOxS7aAI6MVJs96TFADc0bqdijaPSgBm6pFORSbRS9KABzxUQOKe3NNxTAI0jdyXXIP3h61yN98PdO+1Jc6dLNZN5jPM8fJkU/w57CuuX5TmpxKNu3saAPIfElreeDNRjn0u6kQ3m1LWOFDvKjACtxjHAJ9a3LhvE+l6bJ4vub4C8hTzJLPP7vZgcfXqc+/tXdSwxS4aRQSnMeRnb6YzUNzZRanbva3Kh4ZAVkXswPakM2tNvRd2SXBViJxvBVTgDFPWS3cNJLJ5QXIy5wK4hND1jTIoIdI16dzBgJa3aq8e3uM43frVLUfBtxqtlqNxqk9vPrNxg26gMYoOeQFOQD70h2PR1n2dAWTjDDkHNSZ3DdivP8ATfF0mhxR6frlrcwPbosSzxAvC46ZL9V+ldxZ6jDfWUdxbvHLC44dG3CkBZXmpCOKbGNwyKXPOKYDTTakIphFADc0ClxS0AJRRRQAo6inHrTR1FOPWgY3vSt92k70rfdpAMn/ANTF9R/KvI9G/wCTj73/AK4H/wBFV65P/qYvqP5V5Ho3/Jx97/1wP/oqgEe20UUUxBXjHxo/5Gfwp/13/qK9nNeMfGn/AJGfwp/13/rQNHsMX3F/3RU1Qw/cX/dFTUCCiiigBM0UtNNAmBppbAprviqU1zjvTEWnuAo61UlvsHGapS3O49ars26kNFqS5LVWc7qjzRmgBNtKBilzRmmAtFA6UGgQYoozRQAvWjFAozTACKaeKcTTTSAM0UlLQAuaKSloABR0oFBxQA0v70galfb+NLEFJwetADlOelI0iqcGo2D7yF6U59saB5XRFzyzHAoGhd6DmnghhkYoBR0BTY49UyQf0qN0khYNIAF/lSCw5jzQKeVyARzmk2kdqYAelMp2aTFAgxSYpaKAEooooAWlpKKAFopKKAFpM0lFAAaKKKAClpKWgAzRRRTAM0maMUlIBTzSYpaKAEKZpQmKcDS0CGEYpo5JqRuaaBzQMR0LbFH8Vc9pypf+PL66wdtjbrApPZyAT+YNdMQCnPWuT1CZtD8VWGpIAIr+RbW6GPlOejfXpSKR6Csu5EB7iniIdcVFgb/lOV7Gp0bIxmmIbs54qCcSpIpUkc1OXw1PGx1560Acb42sbq905bq2iQ3NlKk6ALywAIIH4GlsNaTWbRLyDY0RUEopGY+nB9811QcsZExx25rhNQs7bSPGemTWqiNL7zI7jYMBnKsw46YyBQCOjjYMozyKUkA4FIihCwHUUjdaAHbQaAuO1CdKUtigQ1jTA2TTj81GzbyaYEijimucUKSWA6fWnnYPvEUAQYLHgUvlU4jkFeBQH2thqAEB2DFKH4pGZXOBSZVSAT1pAPD5pd9OCLjPFNIWmAb6TdQNp6UHaOpFIBC9Aej5M9RS4UDNAAGyaUkAU0kAZ7UwSo5wp5oAfupwINM4zg0pIHegB2cUFuKYGyR2zSSYBx3oAXdg9acHpFiOATzmj5AcZFADwc01jSkDtTiqleTzTAh8yjzKUqAab8uaQDg+adnikCrjNOG3vQAwmgc08haTK9sUwExQBijdz0pc0hj8qfvUhjJ5jwKbtzQWKjAoAQzrZo0s0iLt/ix0Fcfc+NotU1b7HpMtjOy5zdXExjjQ+mOCTXWtFHcxtDOgKPwc1mR+EtGtonhi0u1CO24naCSfx5oAoPZ61rpW21DVdPtbPuNOYs8o9DvJH5DNdXoWk2ehaWtlZKUgySVc/MT3Jx61zV54Q0ea3lUW4ty6lUljdtyH1HNWfBuqTSadcWd43m31lN9mlcqRlR909xn8aQztI3RVwuRTd3zU2IboVkXO1h+VPJRRTEBajrTAQ3SndKQwpCaWkoGFFFFIBR1FOPWmjqKcetADe9K33aTvSt92gBk/+pi+o/lXkejf8nH3v/XA/wDoqvXJ/wDUxfUfyryPRv8Ak4+9/wCuB/8ARVAI9tooopiCvGPjT/yM/hT/AK7/ANa9nrxj40f8jP4U/wCu/wDUUAj2GH7i/wC6KlzxUUP3F/3RUvagBRRQKKACmt0pkkgWqst6oBFMRFd3Gw9azJJ956066k83OKqquKBD8ZOaXFO7UlADdtGKdS0ANxRinUlAB0pDRmigAooooAM0ZpMUUALSZoooAKWkpaAFxRRTWNAAxIHAqNnY59B3xUqnIxiosxRsxkb5cEE7gMH8aAKOr63p+jRo1/PFEXGFUuMt9BVWw8UWNxNFbS2t1aXEx/defEVDrjIIJ9qx7PTbjwpfXGpNaWGpYZiJ57orMoPYbsj8q3byXT/GfhIGxmWO7UefbxJIBIkw5APr0/KkM30TeuEwTiuV1G1TXfFem6LInnW0Km5uY+xA4Cn67v0qkvizVbGwNyumMyWgCXEk0wDEj0UDmtbwRLHc3Orau+Wlursxqc/cVc4X9aAsXpfAPhyaaQDTBDgceW5TH0x0rI1DS9W8K2cs9vdre2K5Y2t0u6UKOTtb/Gu8KgON6sCfU9ake3SQbmCt8pGG6GmDZy+l6guoWMd3AS0DAEe1XDLnjpmuasyPD3ibUNNePbDqVwZbNh9xDgllA7dR+VdG4LZLYyuRxQDDcM9aXdUOCTThxQIkBozQKXFACUUUUAFFFFAC5pM0UUAFFFFABRRRQAUopKcKADFGKKKAExRilooAbiinYpKAAUuaSjNAAxxTQ3NDUwdaAJd2WABxXN+M4d39l2fDPPexuG/uhCGJ/IYroeA2TjH1rm/Fkpa90QqC06X0WIh95hkbj9MZ/KkUjubEYhRd27Aq7Gh54rkbnxhounyyq2oRCQHlQCcY+maisvH+j3EqxtNJaO5+VriMqH+nb9adxWOuZRvweKGXnanJH3vaq0M4uZQQc8ZB7Gua8a6zrmiWttPo1qJpZGKyMV37OBj5eO5P5UAdeYlEbnODjmuE8UyJF4t0GT+D542UdpCjYP8ASuu0y6W901JpGHmPGN2Dkbsc9P5VxnjaJ7e60nVFYq9vKkJA5Bjdgpz7/N1o6Ajo41Kh89aXGRSKF2FlJKt0Jp46UAIOKRlFKeKQ80AIcqOKYsvPz8Cpe1MZRJxxTEZPiGfU9N0m4vbKGCXy1Mm2QkZUDJrH8F+NrLxNA8MqrDeq2GhY4/KtfxUBD4X1HcXKi2kHB9V/+tXIal4Fj1bQtO1bSJmsdYiiBjZeBIMd8daQHUeKdWvdG0v7XY21vcIHVWRyQy5IAOB2ya1rBZjZxPftF57qGCIcgZ+teX/8Jo1/pL6DrtuYNWV44wrDCyKJV5HqcAmtvxn4kvNM1XQ9FsZxavehFe4xkqhO0gZzg49KBndkKs20IAcZ49KcyFWDOvB6VwHjaG88K6Ja65pGp3wljcCeK6lMqureitnHQ9Ki8d6/qB8K6Zq9ncXFjLctGv7tsDDLk54oA9KDYUcCmygIuTjnpyK43W7C6tfAUd3bajdxyxQ70lEnzFyoPzfian8RWF/N4Rgi0/ULiPUreHfHJ5hy5xkg+tAHTkNt3Iuc9s9qcSqRb5QFU8AkjmvN9E8R3Wr+BLe0iu7tNYkmEDlX+dXByzH2IDVe8fNd6D4Linsb+5jnhKjeJMk5ODmgDuwIwoYgYJwDnrUYkXzShxj1zXCaPfQ3l9osUWparFckGSQSMxRxgZBycc5qn4xu9StfHOhWkeo3kdtfMTPCsmAMenpRcLHpUgCLhiMGoYIxG+5wFzz1pbu2ISW3MsqkrwyOd/Tg1wHw0utR1O+1KW9vLm5lgnMcRkkJQAdMj1oA9FmTyxlgPzFQAl227cd/wrjfibql7pOj2l5ZXlxBK1wsZeJ8Ag8/0qbRb2K91rTzFf6qWFvukgueYzlSAQTznPNAJHV3RdI2WAKZCPl3HgH3ri/CvibV/EepX0CWFlG1o+x5Wc4biu3cNCF84ZYHPFeV/Dr+021fxG1jLbLELk5W4DHnPGMMKAR32j3msXGsXdpqFnAkMahoZISSGB+tbUu37ygELw2KwdJXXJTqMGrzqT5gEDwEhRHtB+XJJrziw1pUl8TxavrWpolsQtsyTHcv9KAPYlZscj2xnoacSySbHGD7mub8A3Wp3nhe0m1ecTXDLkSY5ZTyucd65bx54ovLfVBeafcxraaZPGs0RYF5MkbuPQA0XA9Oc/Lkc+1R25WVmJGNvWqjm31jw+Lq3u2SOWEOhifDZx1/OvOdJ8U6z4Xit5PELzX2l36ZhvF+9ECeASKAPVA3mSbYxuXPB9v8invhDtbG761w+gXbG613UYtSnuoLdd1qrykpjYHI+ucioPBF3deNYL7UtV1K62LM0cUNtL5QQADrtwT17mgD0DzIthBYbh7g1WeVc4QZfuM1z/8AZt7pfhrVFl1W7eQK0sEjyHegHbJJrivDuuyX/hSG6v8AV9ZS/knCCePJVjv4z2x60XHY9WBOealUetMtEAKeYS8vlgmQdG9z71LKQh4oEHSmsc03JanBTQIRAGOCaGPzbc8AUMpqEx/NnNAGR4j8SQ6BpqTG2kmZmwgj/hPqT2+tchY2Op+Ir+Zbdo4pXuBd3NxGdyRkD5Yxj72ckk+3vXo7WyTpMskcbxSKVZGGcjFQabptnp1r9msbZLaDdu8uMbQW9SO9BVzlLrVfFGma/AdRuHGlxsd0sEPyyg5wG44xnrXZ6V4o0jUzJFb3azugG7cdu38TSiBEmDEZ9j2rjvG3h63vLka3cxSy2lso+1WySsGaJfm3A56jJOO/SkCPT4wdqnZgEZA60jnb14qto7QPa28turiKRd0e70xVucFsg0B1EQ7hTyMU2JdtSMeOlIZFnmlFJ3pRQAoHIpx600dacetADe9K33aTvSt92gBk/wDqYvqP5V5Ho3/Jx97/ANcD/wCiq9cn/wBTF9R/KvI9G/5OPvf+uB/9FUAj22iiimIK8Y+NH/Iz+FP+u/8AUV7PXjHxo/5Gfwp/13/qKAR6/D9xf90VY7VBD9xf90VPQAVBPL5Q61MzbRk1kalcBxhTQAs91kHBrNldmPWm7mNKOnNAho460pIpH68U3JpiJAeKKQU4UAJS0ZopgJmijNJSAKKKKACiiigAoxS4pDQAmKKWkNABS03NFADs01gTRUi4oAfBBnHNcv4+tWm8OT+WD5sTh1jQn95jnBx2rp92OBSDDEg9OlAHmniP+zNNvLP+yrSzvLP7MLiWWWV5c8quM7uBhienars3gzSrp2l8K3Vuk0ZDz2hlIUuQCcOuWU+/PpiultPDGiWcNxFBYxL5y7HGM5XOcfTgVn/ZY9F8U6DHpqrbvK727xRjAkQKXJPuCOpoGZejaJpGozyRz6bPa3tlIEmhF0zpKTghi3fr0I7Vf1nTf7EivtYsL+7sMgO9rbAOHYnGQDwOvWremqIvH/iAw4W33ReavbzSDn9NtbN+nnWk1vKnmQuhjwRngj/HmkMyPDGm+LftUN/qd7/oPl7tks6zM+emAEUL+ZruBKszptyoxzXC+G7nUPDl3D4c1DLW0oJsrjJIKhSQn1AHWu4WWNlxkZThuO9NCZx3xAKxnSSgEbrfK32h/wDVpwc57jk+lbFu4aM5OW5DHsT7VJrWmR6hoF9aMu4yoQoxkg9QQfqKxfC1zJfeHraa55uoAbedv+miNtP6igDXiA596bj56kVSnWkxzmmIVRxSnpSigjg0CI6KKKQwooooAKKKKACiilxQAYpaSloAKKKKADFFGaKACiiigAoz7UUtADaQmlNMNAAeaEX5qFp4IoAbKGwNuB71xvie3Nlra38s8q2jWbww3ca71tpXyMuOo69R0612ZJLYzxSSW1q8Tq8SsrKQynoQRQM4vRZ4tFsLa21TRLiKEjc93BGLiOX/AGiV+bn6VuLfaBrMDx21za3H8PlMMMP+AkZFY+mX9z4TuX0/ULeQ6VNL/o0w+dYNx4VieRzn25rqbjwzpmrxF7ixRZB92RPlYfiKmxVzE8LzXOla9caBcyySKYxLZyS9QmfmTPfB/lXaT2j3li8UhGxxhieoHtXNaX4Le21u3vn1e6l+yhhDDJ82NwIOW79a63bMqqrPnB61SJbMjRfDtl4d0pbW0lcxK7SANk8nr3rM8a2j6j4euBCCJI8TIccAowcD81rr5gDAQTxVSeBZ7F7d1zBIpV8dcEc0wOa0W/XUdMtpxkGVc47A9/1BrT3bTg9a43w9dz6LdDQbu1dGWaRbOQjiVevH0zXYOjNKC3BHBpDYshwKReRSupxihQQKBDu1MVQW5NK2aYv3qBGd4g0i51nRrmwW6FvDMCGcR7mwRg4ORUmg2UmmaZHZ3l19o8tQsUmzaQPfk5rS+Y8A8VCyOGyx4pgc94o8IWHiC4tbsoEvIJlkWVRyQD0NW/EfhCx8TW8BuZGtrqLBjuI+WUjoPzrcRW27snpUMgnJ+RsUAcvqvgy91KGC21zXXu7aJg6xJb7N+Om47jmr+t+HbLXtB/suaR4UypiKjPllemK3IPNb5Zn+bsa55b6+1bxN9ksZFjtLEkXExH+sc/wfgM/lQCGR+GdU+wxWN/rb3VihBWFbcIXUfws2459OldJCkSseM8DCnnHFc74p8Z/8IvYSXU9ndTLHgLtiOwk/7R4rY0S9bVdNivjCYfOXeq+1IZj6N4NsdE8S3+qWxy10SY48cR5POKm8W+HY/E+lCxnvDaRZHKR7jwc+orGn8a6qup3K2Ph251GzikMSXEIyGI4PHXrXQQ3l5/YbX+oW39nyJz5G8Fz6DHrQBlw+HdQiFnE+tyfZ7dlK7YAGYDsTmna34NOs+KLTWm1R4mtzmCMQblT6/MM/pWVfePNS0mZLi/8AD89vYs4QzuRuGehIru2nYwxyJyjgEEDk59BSsO5kQaVex3l3Pd6xJcyTReWjtDtEXuFDc/nWTofgi80KC/XTtdlT7U26Qva5JPPT5+OtS3njaFPFtnolvAbhpm2tKv3UI6jPeuvSZiHDDGw4piOR17wd/bGh2NhPqMyJaYO/YHd2Hcnj8qtpol/PLZNc668kNsylUW3CFgABtJz0roCzMcZODWZqmp/2ZC7tZT3Kopc+Qu7H1oA0p0DoQjt5mOvpXIeHfCE3hrUry5ttVd2uW3yJLDnJ9jkYqTwr4qbxXHPc29q8McMrRjfjJIqPWPGOoLq02m6ZoE+pC2wJZUOFDenNAHWxK2xvJO2Q5AJPTP4VxOneAoLK61IXV3JPb6gSbiNoARn1BzVjS/GWq3utW+l3PhqewaRd/mOwwqjqa0dV8TpZ61/YlhA2qakRuMEeBtHqTnigCvo3ha68P6dcWdlrbtp8q7VV4tzRe4O4dKhs/BGnvok+nyNFPLLvL3ssP7zLE84z2z61s2Et1a2E8+prDBg58uNi2PY571zGq+ONSsVe9k8M3SabGRm5lAVsZ67euKANbRfC9xoHh+TS4dVaaAqViaSHLR57jmrWmeHIYfDp0nU3W/tguIzIm0r+ppb25vNW8Npd6JOIppFEkWRw/qv1qTw5q3/CQaKlw/7mYfLLC3VWHBH50AUPCfhG28OWt3brN59vcTNJtdMFARjbnJyKp6Z4Ol0TULuXRdTa3hnbc1vPD5qZ9uVxXZLuCANTAsmeDQI56PQLyTSbqzuNVkleZiTO0X3Bg5ULnpz61naT4LudI0JtJstbdLLLHLW+5gT1Iy3FdwFOB60BSAQSMUDuVLJGt7aOPJkKRhPMbq2O9PfLHNWCV6YphAPQUCGJxUgamEYpDmgB7HNRBfmpwp2RQAEelKVwM03J7GnEnFAChgOeMiua8aXnl+HZrKORPtN632aKHcN2H+Xdjr3roiVCklSx9B3rz34g3N3Z6vaX2mWd4LpYNv2iEbok5OQ4/GkUj1HTCLG2tLVQWWNApOPYVoMwYZrI0TUor+yguLeRbmGRctKn3SeOn41pErL9zqDQBKAO1DUkaso5pWOaAIiOaAKU9aKQAByKeetNB5px60DG96Vvu0nelb7tADJ/9TF9R/KvI9G/5OPvf+uB/wDRVeuT/wCpi+o/lXkejf8AJx97/wBcD/6KoBHttFFFMQV4x8aP+Rn8Kf8AXf8AqK9nrxj40f8AIz+E/ef+ooA9hi+4v+6KmzUUX3F/3RSgneRQBFdSbYSO9c+zlpDn1rWvnxkVjn7xNADsCko7U09adibgRmjFKOaUjFACUtJSUALmjNJRQAuaTNFFABS0lLQAUUUUALSGiigApDS0lACUUtFACZp6mo6kUUAIxpEbmlYU1ODQMbIGUh0+9msCBZLzxrrFwFBktbJUhRuqllByo98kfjXSZIOQcVy0+oR6J43F7O7xx3FuYZJWB2h8/Ic46dB+FAC+CY/+JH9oDF5riVnuGY5JfOOfwArp8YIJPTtXC6R4ih8OPJo2rCLzB++t57IGRZVZjljxnp3xXV2GuadqU5trK9huJgMlFbn3/KkMNY02PWY4vNmaCS3fzoZ4yd0bAY/Kl8J6zNP9vtNUZRe2DfvpG4MqY+V8f56VeeIx71xhu/euc1vRdQbUGvNIuIxLc2wtZ4pY9ylQSQ2QQcjcaYHYaX4gsNZSaSyuILhEfyyUIIB9K5GxW3sPGWs2mxIPtBSaJVGBIu0BiPfdyaybzwhH4c0S5utOvrtbiGNXCrPtjZwRn5cdwcVb8WX9teaNpetx3UNvqVsI7pIWI37XxuVhnIBVj+dAHXRtvj7jnvRnBqG1mknt4QAnmPGrkr0ORnin4IfafvUEskBoLcGmMCtJk0wFooopAFFFFABRRRQACnYpAKWgAxRRTTQAuaM0mKTmgB2aM0ylzQA8UUgNLQAUZoooAQimmnZpDQAgFBoFLQBGd2fanNIUX5etLiniJXHNAzI8R6XFreg3Fh0eVDhgejY4P6U7wz4piudIht7iaOG9iAWeOU4YtjqM9uP0rTJCybAOPWsrVNA0vVXke8s4RM44uAo3A9jn8aAOqE5ZRIjoyAcgcmpS7SLuHbniuC0PV7vQLi20HWBDJGwKWt7DwHI52sPXGe/NdsHcwkY2EjIx3FNCZHdajHYwtcXM0cNvHnfJJwBSWuq2urWS3GnzpLbyEhZF4GRwa5DxJ4Zu9b1S0nGqLDDbxshWSPeM8fMBkD8wagudRg8JaDb6NpkiXl5cGRIJt67BIQS25h06kgdzikND9S333xCsoI9x/s6Jp5W7BjwOfwrpnkIlyxDM3NYugaT/AGZayFpGlv7lR9qlLli569zjAz2raEeMbuGFAyQAY5oIFMdsYoVsigkHFRgVK1MoAcpx3pxwetR0uaAJM8Y7UgOKZmkyaAG3hK2M0o/gUnjr0rlPh8zHwlHeN/rbmV5ZSOpYk811/EkLRn7pByPWuF8JTrpN5f8Ahy7cxvHM81rkY3wscjHvyBigEQfFuJH8CXLljnenA+tdD4d85/CthDD8rNb4UntkVW8R+GbnxNppsZNTjt7Z8EqsGWOPct/Srekadf6XaRWg1BLxYV2J/o4jIHucmgZzj6J4v0nw+sWmataKbZS7R+SBuOcsSep5rd8Ca7c+JvD8l5dL/pMbGMgnCvjio9Q0bWNW3Q3Oq21pbscNFZwssjA9QWLHr9K1bPTf7D0tLPSEijCjjzAWXPqcEfzoA4jx+PEtvbpqWoQ2M+lWrhmtVDHA7EnP86v6r4ukutI0z7JY3UUeoxh3mgjLeVHjov16Vav/AA1qXiULaazqsZsVIJtbSExiTHTcSzE/pXW29tDZ2kcCxqkUK7Y1A4UCgDxzUdatY/G/h5rTT7qOC1jOyExbXYliSeepr0y68VWlm8SzWdyrzqH2iItj2OKyrzwrNqfjfTteN+q/ZBtWPy+oznrn+ldgjbLhpg5L+hxigZzUXjzSjNse3u1bsPIJrXmuRdaNeyRAhWtmIz9DxVtpZpJ8qxUHg4rL1Szu/LkjtrpIBMu1y0W/g/iKAOJ+DUTHRdSXdwbxiDnpjGa7y8vbPRNMnvZERRGCzso+Z2PQZ9etYPhXwnc+GY5IIdbEkUrtIyvbZOT6HdxVzxF4dfXLmwjNy0VvBPvkiAyJQB3oAj0iCdreTXLtP9NvojIqHqqD7ij0+Xbn8a4n4fWer6kuu6hbap9mupZzvIjDuAp6fMOBXrjwRruyckD5ccbeMVyFj4HutC1i81HR9VW3hvOZbeSAOpPqORzQIr+EPEWtT6rqeh6y6zXNg7BZUXaHAOOar+MrXxJeadLIqWbWEA8yWFlO51Xnl+vbpXSab4bXRRdXELtPfXknmzXMxyWPbjsBmqV94a1rXWa01DVoYLNxl47SDY0g9Cxdv0FAFvwprkOueFrG7trX7MgHl7OgGD1FZnhLdH4h8TRqcRLe7l9mO7P8q1iLLwtoBjRAlvapnjkkDnHvVbwfp8sWly3tyNt5f3BnlX+6DnA/WgDo5mJVMUyMsDzTnyCox0oY8UCHFzmmmRjSA0pFACbjmnA03FLzQAtFJSHigAbpUeGJp+CaeoC8HrQAixtilIPSnZZhlcfnQqPliSMCgBoTLDPNZ2sW3laNf+XePbuYnZZUbBQ7fvA+3Wm6x4htNHKCaTdK/EcMQLO/foKy103UPFckc+sQfY9JU5SyfmWb0MhBAUf7POaRSNnwJbLbeFLW4jg2mVTI5ySZCeCeevSuntgpO7GM81yHifw/f62lhDpOrmxitn3SRRAhmHZeuMYrrLfEFskRzuUYyTz+NAMsuQKjzk0M2VpiZzQA8ikp+KMUANHUU49aMUHrSAb3pW+7Sd6Vvu0DGT/6mL6j+VeR6N/ycfe/9cD/AOiq9cn/ANTF9R/KvI9G/wCTj73/AK4H/wBFUAj22iiimIK8Y+NH/IzeEv8Arv8A1Fez14x8aP8AkZvCX/Xf+ooA9hh+4v8AuinqMMTTIPuL/uipB1NAGRqRxJis1q0tTH72s1qAYdqaTzTgeKbVEDlNONNFOPNIY2kxSmigBKdilxS0ANxRinUmKAEpMU6koASiijNABS4pKUdKAEpKU0lABRRThQAmKUcUtLigBtAHNOxSGgBSgIqN7ZJI3Qorb1Kncu7r9advPSnAmgZycPgCyhu/Mt3vIZix2yxy/MqnA2jPReOlZa6FNLqEtl/aMlrdaPEZVurWEeZLE4yFPQbsqOefwr0BJ23kDHHrXF+LLYW9zbXtt50d9LKkQuFkKqBnOHx1GAR+NAF/wlrb6hoMBurpJroAq/KlgAcKSAeDgDNdDuV8DnHqOK47w7CNQ12+1hjFBIsslpHaxgAEIcFm/wB4gkfWuylQqqZGGI5A7UDK+o2SalpE+nyt8sq4yOoNcFfeH5IvsVlcyRajqt5exZkjiwvlR4VgT2+VTwcfjXoYTKMW6DiuQ8XabH4gvNP0WOESXcshfzGGfJQZ3N9eoFIC3pDyeH9Wk8P3bGJGYvYTsSQydfLPoQSTz2IrpYX3fMeX71zvie0dYvDmkbUdWuB+9flwI8Hg+tdBAxdy+AAUA/KmIlfmm088004piEooopAFFLRQAlFOooABRRRQAUUZooAMUYprMRTPMNAD8UU0EmlH0oAWikNJmgB1FJS0AGaKKUUAJTqKQnFAC4FLmmZpRQAOoIzUTbsYAyPepGNMV8GgDN8W2Y1PQnigUJdW5E8DAch1O4fnjH41Y0HxZpeq28Vv9oxfogSaCQbXU9PunnHvVwgNg/jkdayNW8Pafq8eJY9s4GIp0GHiPqDQBW8R3dzq+u2/h+zDrboBJeyJwVQg7Vz2zz+VYOp6C2iS3hg03+0dIu9iSW8Q/fJtUDcp7HI611mjaHHpH2iR7qe5vJsb55TyQM4H61eVAu0ZOF/WgZleF7G+t9CtJbwsHAJCP95AScA++MVsvIxcE04NngZwOlMJGaAFY5FKh4pAMil6UCHE02jNJQAtAFJSigAPFFBpKAAqNhbv6VA2nwT3EV00MZliBCuV5A+tT5waeGOMUAV8FZWIBJqZcEZI5pwUZzQTigAJz2pJG+XpQXApm7JoAiDENwCPxqcN5w2npS4BHSgLg8UAQvFt4AP1p6xYHWpSM0w0DuKoCHdStL5uAVBpmaepAoAciDNNdyhxjNDSY6UKd3agBu3eOTzSeZsIXGRUpGBURbnpQArScdKiX72QCD9amHzDpSkYFAFC+0621CFIp0ZgrBmweuDVpAIj+7Xav92n5PrSE7qBCk7uabg1IoGKNtADAKdTWOOgpAaAJBzS4FNzgVGzndQMlqNsg5x8vrSyOY0BAyajvru2sdKlu76QRQRoXO7gkAZoAmRihJdTtAqhqWs6dpkW/UJkhJ+6hcF2+i9TWLarrXiaa3uJJJdK0h1yqRH98/vntXQaT4O0bTbg3KQvPMxyZ7g75CfqaAMQa/ezsDpnh+/dTz+/CRBh6gs1Fxf+Ib5PLttC+xTfxT3FzG0ae/yFifpgV3TRxsgzuAX361ynirXpLey+waazyahfjZbBcnAH3m9sZFDQbnM2U1tazywaZZ3GuauCftF/uAjDZ5G8naB2wMmoNXvL97iNNS8Vafpl/bsskdmpIjVs/wAZ/iyMV3GkaRBptlbWNuzLHAoBZeCxxyT9TnNcr4x09bOc6tbTSLdu6W8UajKz5PRs9TzSKRJ4Ymv28XQpBq02pwRQs1/Kv+qDkrsVfcYboTxXojb2RuOSc/hWNodzpib7bTvswliIWaOHGVbHcDp3rftcIpLtkk9DQhMVI8RDPWnKBmlds9OlMXOaBEnSkzRzSGgBc0h60lKetA0N70rfdpO9K33aQxk/+pi+o/lXkejf8nH3v/XA/wDoqvXJ/wDUxfUfyryPRv8Ak4+9/wCuB/8ARVAI9tooopiCvGPjT/yM/hP/AK7/ANRXs9eMfGn/AJGfwn/13P8AOgEewwfcX/dFSL1NRwfcX/dFSL1NAGTqf+trMatbUly+ayW60AJ2pKfjikxiqIFFKeKBQaQxDSUE0maAHilpgNGaAH0maSkJoAUmkzTSeM00EMeXC/WgCSk70zYP+e6fnSjA6OG+lADxTgKaDThQAEU3FPpCKAG4pQaSigB1FNzRQA7NBptA5oATHNSCm4pC2KAAx7TnFVNUs4tU0u5sZjlJxwCO4yQfzq6z7kxnFREqEU7SSOh9KBnHabZHVdPkuLFRaeJ9KzFKVO0XaKeA4GN25R1OcZrc0XWl1e3DMWguYfluLZhgow/pVO0vrGy+IU817IlirWYVXlICznIJ56Z471DNf2uo+M4r7Ro5pYDCyXtwIykb4+7gn73PpQB1hYeRx3YVirsHxKjjDCMR2W7f/wA9Mt0/X9K1CcnpheOtYPibTNRfUdP1TRo4nu7bcJBKxUEMpHYHOM5x7UAO1bVTr/iW0sLO1ZP7Jug8879NwCttH1/rW+kmCcgDtxWNoujfY/OvZruW4vrtg9zLIoXLYAwoHbitlEAb2oAUnNNwc1IQM8UmPagBKXFAFLigQlJmlxSGgAzS5plOFADhRQKcelADDSZpG4ooGO4zTXcR8kVFM/lI7lwoQEkscAAZOf0rCXxvpmQ04uILQ52Xs1uyxPgfwnn6c4oA6JW8wZApw+lUtK1yx1WyNzaSiVFOGwCMH8aumVWAI70CENJijPPNKDQAYop3WkIoASlBopKAFzSHmilFACYpRS0hoAQjNN20pOKAc0AKODSM3PBxTwKYyjNAE4beo5yaXaoFQqdtOLgigBGwDUZHNOJzS7eKABaDzSZxRmgAxSUu6nAZoAZTgOKXFMZsHFACmkpFbNP7UAIBzmlpOlGcUABOKTNGc0vFACde1KFFFGaAHilqPNIWoAkpuOaRWzTzwKAGEYqMvg4xTi/NGFJyaAHr8wo80RnGKb93GSAD0rK1LxDpmlXUdre3YgklBK/u2cYHXO0HFA0bW/ePamsvNc4fFSMxi02wvdSz/wAtEQRRj8Xxn8KlXXNVH/Mp3j+7zxKPz3GgdjoFXjtSMPTmufbX9RU/P4Z1ND2CeUy/nv8A6U061qxAY+F7oDP/ACynjkf8VJGPzouKxv59qTdzWBJ4g1K34n8LajGvdsxEj8A9MHi22U5XT9Vkc9EFiw/U/KPzpgdHuwM4pvn+oNYY8S3bcr4a1Ujr9yLp/wB/KSXxfBDgX+j6jYnsZYA4P4oWoEbvnDPIpxYelVNP1Gw1Cza7tryOaMHBwpGPw6j8QKry+I9GtWZJtVtNw6oJFYj8ASaQzSDg9qeuMZK8+lYX/CZaGM7bp2x3W2lI/MLiopfF9i422UV5dTnpHFayfqWAAH40hm3cX1vp9vJNNOkYUZ3OcYPpzXOC3u/Gfk5tzFoKzeaTMctclcfL7LwfrVuw8L3OszR6p4heNWXDQ6dGd0cPPVz/ABN+ArtbdYlt1h2KFUYULximBVhhITaihGH3SOw9PpWjGfLjAkbPrmoSpB+WmzlkiO/vxTJMTxTrculaJe3kECSGCFpFDHAYgZArndG0y7vb2DXtTuEe4WMiKGJMJGGwScEkk8DqT0p2sMmreItM0bLG3g3XNwo6f7AP4iultYFtgd67sjHHakUtAFykMSEkLFtJck44AJNczodqfE2tprt2/l2ltIws4VHDt3c56dqTxI8msana6BZuAXPnXoHGyJedp9Cxxx6GuysIrO2jhiQRw7AFWMY449qQzl/DWla9p/iDUri5FnFbXDZ2wRgNIR0JPrXaPCVQHox608kSnKvuA7DtSyEkAA0yRU/1YB604YpisEXLU9HSUHb2oGOxSEVGJMvtqQUAJSHrTyOKYetJghvelb7tJ3pW+7SGMn/1MX1H8q8j0b/k4+9/64H/ANFV65P/AKmL6j+VeR6N/wAnH3v/AFwP/oqgEe20UUUxBXjHxo/5Gfwn/wBdz/MV7P2rxj40f8jN4T/67/1FA0ewQH5VH+yP5VMBioIfur/uj+VT9qBFK+TchPpWEfvmujuh+4aueKnzDQAdqaTTyMUwimSANLmmmkzQA/GaNtN3Y7H8qXzPrQAuyl203zB70nmfWgBxph3dlJ+gpDJUTMp6rMf9wmgB+yUnIX8CQKCsrcfZ4z77xVdgh7XP4k0m1PS4/M0AWPKl/wCfaP8A76FKsUp6RIvsHHNVtqelx+Zpdqelx+ZoAs5KnBUg+mc08E+hqsrADGLj82/xp4Yelz+BNAE+6jdUQYf7X49acD70APopoOaeKAExRThRigBtAoooAdTSuaKWgBNoxzRjsOlLjIpRwKAKl5Y217EI54YpYwcmORQQT61LawRwwCAAJEPuonRR6CnmNScmkAVTxQBLJjaAvaljdol+Xqeppi0pNAAoFBpBS4yKBiZxRmlxSYoAAaXNNpaBBmkIpaKAG4pRS0CgBw4oJopCM0AROeaBgg5OAKk8vNK0S7SPUUDOX8WTInh+e2Vz5908cUC+rFgSCPTAIrrLXRYLjSIbW+tITEsaYgI+VSAO315ri/GVuWsLW9FuzzafKjxFPvYz8wA9xn862LD4h6ZLN5WoRzWU5fYY5xgqD90/TkUAZWhRzabrmt6ZCiSW8EyymUjlmcYIP0CjFdL0UMOprF8N3C32peI7qAs9tPdfuZCMBwB/9cfnW6iD8qAFXlRmnqopQBSFgKAHYpDSBgaXrQIbmig0UAFKKSigB1IaSlNADSM0AYp2KKADNFIabmgB1JigGlzQAYp2eKbnNIOTjNADsbqYWUHFOkOzjofemsY0TdJxmgBQQelKJAOO9OVV8sMDwenvTDsz70DHlhjNQ7lZjTwVDAHvST+Uke9CCO/OKAHIvPtUu3PQU2MNGuJBgn3pnmsTxQIVxtbFJtzRnPLdfSnqQRk0ANK7Rk0wuoOKc7FgQOQKaIvkMhA2jqc0AG8Um4UhCnp+VAAIyOlADgc0u3PSnIgxTugNACBdtGQwwKA248047FXINAWIwq7uaJysaBlG76c0kgIbaR8xHQmmS3a20EuXVGjUsMnngdaB2Of1TU7691mLRdIfy7pV3XUxTcsIPQD1NaekeCobO5GpXkp1C8cEefP156gL2qLwLYMdHa+nbzJ7yQzyu3XOcAfkorsFxIn3QuByKEJldItoZBHGAe4AyKekRB24H1xSLMiyFRyw7VKbmMH5s5p6CuxZVaOHcpxjrXGav4qu7bxL/ZVjaW7TLFvY3Myx7iTwBnk12ZYyoXQng5ArnAtt4pvLux1TQi8No+yJ7mMEPx1H50DRRTxJqMTeXqGg38ZXkPZIZlP0I5p0PjnQZZzDNdLYyE42XgaFj/31iqlz4T1HQZHvPD08giQEtp8khMbey8/L+FXLG9s/EOmR3IgR4JAA8TxqfLbHIIx60hnR206zRK8E6NG/3HU8H6GnJCpdlmZTnqx/zzXEz+Ekhbz9Ank024LZxAQIn9mQcVas/FrWMqWHiaz+yT9FutuI5PfPai4WNK58CaPqd613Pblc8FEkKrJ7kCtOHw5Y2UapbWUCIvGAOKns7+K4hWS2kSWE9HU5BFW1kdvvjA7UAVhbRRpgW8OfcZpEt41feVRcc7QBirRijbmmmFBQAERsxYgDPXApVjBPydPamFVxjPFSRkoPloQEjFYQN5A+tZ+s3cVrZyzysEjjTzGLHAwKsSSeYuXXcQelcD4w1K+16S58O6VYi8eExtO+8DYd4O33GOtFwQ/whbyTR3Or3Mbrc6lJ5i+YuMIDgD/x0fnXR3d2lppl3OzKphQtuPQcU5fPgs7eKXgrGoIHY1mX9pHfwy28+4xTjadpwQPrQBxWj313dQpHpjPLrWp4nvbgRk/ZImXdj0HYDmrzaNceFZp7638SpAkhUlb35lY4APIzyeeAK6DQdHi8Pac2nQMzx7i7ySHc7k8nk1x2vahbQePLe7ktbsxWUJWR2UumT0x2A96RVzvfBGr6vrFjPPf2iwpnMDBSPMX+9g4xXR/OzkAjI5P0rznTviTbvp6i8haK4LEKLWNnXb23Gr2veLLv/hFbLWNCiSdHZTM8oP7tCME8ehINAjt5pNsPTBzyW6U2ByY8oy5PUDNeUavql/q2my6ZrF9p8c9rcxTKZGKxTRsFYZGcnvW/4Q1bQ9M02LTIdSjmuVYtnbsQn0BPX25oCx3L5U8dalic4+ao4We4iEyhSp54OeKXIzzwaYiYPk4zSnrUSj5hUp60mNDe9K33aTvSt92kMZP/AKmL6j+VeR6N/wAnH3v/AFwP/oqvXJ/9TF9R/KvI9G/5OPvf+uB/9FUAj22iiimIO1eMfGj/AJGbwn/13/qK9n7V4x8aP+Rm8J/9d/6ikxo9ghHyr/uj+VTdqhh+6v8Auips4piI5xmIj1rAuitu5LsFB9a6IjNZOrWskgzEqk+4zTBmUbq3K588fkajN3bZ/wCPhfyNIUmjG0yW6n0INMCzk/623/I0CHfarcn/AI+B+RoM8H/P0f8Avn/61KEmH/La3/I0bZf+etv/AN8mgQzz7ftdt/3wP8KPPg/5+3/74H/xNOxN/wA9bf8A75NJtm/562/5GgBv2i3/AOfx/wDvgf8AxNJ9og/5/G/75H/xNP2z/wDPa3/Kk2zf89rf8qAGGeD/AJ/G/wC+B/8AE0ebB/z+N/3yP/iak2zf89rf8qcFl/57W35GgCAyQf8AP43/AHz/APWo8yD/AJ/G/L/61WMS/wDPW3/75NGJf+ett+RoAreZB/z+P+X/ANal82Af8vjfl/8AWqxiX/ntbfkaTEv/AD2tvyNAEHmwf8/j/l/9anCWD/n7k/BR/hUn73vNbflQfMx9+3f/AHTigBolh/5/H/BR/wDE08SQf8/j/wDfI/8AiaQeZ6Q/99U8eZ6Q/wDfVACq6N9yTf708NTME/eMS/RqUAf89E/OgCQMKXNMCrj/AFifnSA88c0APNJSg5paAG0U6mnigAFOptKDQAEZphXnNS5FISKAGjig0UUAA60/NMJpM0ASZFBIxUeaN3PWgBaWjFLQAlGaMUhoAWgHFNzSUASA0vamLTz0oATdjvThhhyagYc07bhc7gPqaAHSJHn51Dg9QRkGoLm1t7oYkihBZNrbl4cf7Q7j2qZPLbOWbI6cf5FcT4o8VXVpqz2llLbgWwj8zcm7c7HhBz1wQSegz7UXGdMmoaPZXC6fBNaxSjrBHtTB+gq/KuzlIzz7ivLl0i/1ea8h0izlvbZpixnMcar5mMkCQuGOMjoK6bR/DPiey0m38zV/IvxzJbTfvovQDcoyP1pBY6oFAPmbaw6j0pQm4Z6jsax/7O8ZJgh9KfnoyScD1zt5+mKqXOta5pCxya3p8MdkJRHLcwSjHP3TtIBApgdD0OKeDSRx7yc8YGQDSsmD1oAOtFKo4oNAhKKKKAClzSUUALRRmigBDzTCKfRxQAiigjFPH0oYUAMTk0bSXwBzSoMGhZts3AyaAOb8Qa1PZalp2nW+w6leylEds4jUdWxnsB+NXpdDupY28vV71bn+GVSqqT7rgjH6+9YXjDS7tNe0jxJbwyTrZOyXEUalmERB5A7nmt0+JdIeyMy6lCgbIMbEh1Ppt659qBmT4Z8SXB1K/wBE1yaNruyHmGdBtR4+cNj8s10kd3phi+1teRCBuVkLjDfSuPsdLMuoa34iu7N41u7fybSF0w8sYySzDt1HHWsAXemt8JvsHyy39uygxBTuh+cZ3DHHA/WgZ6hLPawhpJZkVQflZmABrj/G16B4dgvLG9cKbmNS8bDay85qjqWqtFrWiXNy0lvor2GxZjDuj83kfNnoeOppviLT9Ig8Iu+lGae1W+SSRyrbSO4X5efw9KAO6h1Oy3iKG5jmkYbtgkBbHPbOalmvbPTwn2mdIt43Asw5H+RXD63plnqWo6TceH1H9oJcLK0kAAVYiOSx6c8ADOcmqcaQya/rVl4lupbY3Df6OskR2tEVAwrHvndwKAsejSXlusZldxGg6sx4pltfW92oa1mSZCfvocgVxE09tpPiTTBdm5XQntGRZpkbZ5uVA3ZHH4jFdhpB01ot2lRIsRyC6oQrfjgA0BYw9U1e7n8Uw6Bo7i3nCefczsA21OTgA8ZOP1rR1HQ7qWxk+w6repd5G1yylc/7pGKw9ZiuPD3jr/hIZYJH0y6gEFwyLuaNhnBx6dPyroLvxJo404Xov4fI7Ijgv+KjkUCCRr+MaTZ/2pbRTk4ukZcvP8p6DPtUlvrGm/bZLIahA0ykAx7hnca5XXbuCTxX4Yu92J2DsAQcFSpwD+dRaDHpNr4w1mO9t4UuWu43hE6kH7i4K8dM5oA7xL+xk3CK4RjGf3oVgdnrnmnpcW90N9rMssXTepBH6Vw9xanQ/GN7Zw2sezXov3QHIVwTu+nBWuw0vSodF06C0tlAhiQLhR97AAz/ADoAuMmFznA9e1Y+p6/p2mX0dnNJM0zJ5hjhjLsF9ePxpmv6zeQaha6TpcEUt/dKZBub5I1AzlgASM4OKsaB4et9EMl1qF19p1KdMTTNkBR1woPYc0AZFtaax4iu7m8W+v8AS9OjYJDAkSK7ju2XVqu/8IXpTP8A6a15fZ6yXNw5P5BgP0qbUPGNqtw1tosE2sXQOALcgRIf9pzgD86otYeItbI/tXUorG3P/LvZqd+PRmIH6fnQM27rWNB8O2whF8ke0bREDubHoFHNZf8AwkmpX+P7D0coW4+137FFP0QZJ/MVdsNA0zS1LR2URfqZWGWb3JOT+taKMgYsuR6dsUCMVdP8WTp5kviNIZDyVis12j6FmJpDaeKkG1PFLZ97OPFbhLE5zzTXBI4PNAXMIXHjHTSW83T9SjAywkjaBj9CGIJ/4DWnoXiu2v5ZLSeOS1vl/wBZayja49wehFS/OqttPzdea43xpHMs+k6i8Qis4rpRc3qf6yMbgAPcHj86A3PTSQyoHEmM8Mprn9W8F6ddTPc2Ym0+8fn7RaOUJPqynKt+VbVswMMS7nzsGAe47GrixF15bP1pgcL9n8W6Jw6W2qw9pFfyZfxBDAn8qbJ4jwPsuraJeW+4dWjE6/8AjpH8q7d7cs3zsT6elNa2jA4Jz9BSY0eYWsi2fie2k8PLOYLuYfa7RrVkjVQD8wbA28kcc16jGVW3G373dQcgGhoImTpjP3vf/OKeNoACqABSGIATyaXvS9aNuTRcVhyxK/3qQLscAfdzTjEdmVb8q5vWPFulaLOsdzdFZCNzRhWZgv8AewATt96dxWL2vapZ6ZpzXtyXW3B27AuWcnoAM964XR5boeLLibTbe9sdNYma7hvEXcZG6CMjnqc9ataxqSeJvEtvptrcQy6dZxLeSNEwJkY8KBnqMFifwrpkWMfPG7OWGQzDkA9KQ+gjv5kYOG3Z70hj3rjoakRdoOTnJ70pGKokjWPykx17801vKbbmBWIGDkdfr61L9TS7QaAK72sEttLCI1RZQQQvGM+mPxrAi8C2MNmlp9u1Z4VCp5ZnG0oOikAdB/nNdMV5qVHKg5NKw7mM2haW95FPLp6yTQoESQrkhR06+1Ra1/YqWR/tFbdYXH7uNgVye23ByD7itQMTMcFsDkhetcjrcUGieJrLXb/FxYMfJ8thk27HoVHfPtQB0HgZNRXw6pm85VaVnhgmYu8UTZKhie+MDFdSVZyN4we9ZUmu2Glw3Us99bIYQPPQygupz/dHOc8dPSrum6laa5Yw3thIZIZM4YgjocHOfcU0Jl9UAAwaU9aaF2tgsM049aUioje9K33aTvSt92pGMn/1MX1H8q8j0b/k4+9/64H/ANFV65P/AKmL6j+VeR6N/wAnH3v/AFwP/oqgEe20UUUxBXjPxoH/ABU3hP8A67/1FezV4z8aP+Rl8J/9fH9RSY1uewQj5F/3RUu33qKL7i/7o/lU1MQgGKhnbCngH61MTTQoY80COburOGSQt5MZY+oAqqbYL0s4sD1IrqJ7aF0O5QK5u/jgjcgrMef4GP8AjSbKSK7oP+fOH/voUzb/ANOcP/fQpmIT/Bdf99t/jSFIf7t1/wB9t/jTuJolCA/8ucP/AH0KcIFP/LnD+a1CEhH8N1/323+NSKIP7l1/323+NNEsf5C/8+cP5rR5K/8APnF+a03bB/duv++2/wAaMQ/3br/vtv8AGgB3lL/z5xfmtJ5Q/wCfOL/vpabiH+7df99t/jSYh/u3X/fbf40AP8kf8+cP/fQo8kf8+cX/AH0KZiH+5df99t/jRiH+5df99t/jQA7yR/z6Rf8AfQo8kf8APpF+a03EP9y6/wC+2/xoxD/cuv8Avtv8aAHeSP8An0i/NaTyB3tIz/wMUmIf7l1/323+NGIf7l1/323+NADvJH/Pon/fwUeUP+fRP+/gpm2H+5df99t/jRiH+5df99t/jQA/y1H/AC5x/wDfwUbF/wCfOP8A7+CoiIP7l1/323+NG2H+7df99t/jQBMAo6WUef8AroKcvndogB6BhVfEPpd/99t/jT1WH/p7/M/40AXE8wD512/WlDZNVlEC9Ipz7nP+NTqwYYAYD3FAElGMmkxijcM0AOCZ701xt709QTzTJKAIfNOcU8NmocfNUq0ASAZo2+9Ap1MBhX3poGTjNSEUgXBzQAqwg/xGntAqoWDE4GcUxkc8qcAetJuYpy6gd80ACHPWnFcd6i4z98fSpQjMKBiHpUZPNSHjg1EetIQ4DNOEY9aReBmnFwBz0oAaflpu4ikeQSD5aekRI35B7Yz/ADpFJDSc4GOTUhhABEhBA+8D0ArK1DxBp2lgia7jMp4WBV3Ox9MCqsNlr/imHMhTStOlBGBk3Dj3ycKKB2Rz17pl/wCKtO1C6sby48tLpksI43KI6hvvHHXpWjpPwzs5rXTp9Vnd7mDc08KPlZSSSNx69CAaqapreoafcr4Y8LwPZ/YwsAkaPezEDHXGABgktznHStvwl4HvrDVhrWqatNdXxjKtGWOxQ38+v0pD0OvtbRLOIRW4EKYACooAAqwtuync0hdj3IqSRWklTbjavHFSSfIBmgmxE8OE3biT7iqeoaVaappVxbXChlmRkZTwDmr7SDy6iCo4VnJULzx3p3Cxwfhu5vG0poLpi09nK1rI7feLJxyPwJrorfaY90jVy/iS0fQdek1PTr21RrwlpbW4fasvqwP8LVPa6lrt9arPaaTFPGc7ZI7wFWwcHHy+oouO2h0bPGQdp6e1R7snFc3Fq2pN4mi0q8sYI5DCZWMMpcqvYngdefyroGUpNt5oJZNil2+9AHApaYhNvvRt96WimA3FFKetJQAU0sRTjTGpAKHNLkmmgcU4CgBelBbauVA3UhbFRTTrZxtcyEsijJRF3N+VAEwBc7mcliMcjjFcx4r8LQatHby2hEGoQNuS4jXDfQ46itbS9fs9etmurCUPGjFHG3BUg4x+lLqOsWum6dJf3R8uGLBdz3BoDUqWH/CSPCi3sdlNIv8Ay2V9hP1WtJY1LZlij83vgZFLpuqQajZLdWyMsMnCs643VJhfNPzD39qB3CQtKoSTayD7q7elKWJTaQvTAyoIFKUC/OWUKOuTSsUIADAZ9aAuNhVYiAiKE5+XFSlULlzEhY+qimIBjJYVJgYDbhg9D2oEN+zCZB5jBtvTKg4+men4YpRGkOflDZ6cYxSl9qZ3cetMlO2DziwI9ByTQMjOZGA6Y/Gl+zW7uGNvHv7tjrWboviK01mS6t4Ipd9u/luzLjBxn+orYxtYA9TQBjz33l+K7XSPIGyeFpPMIzgqQOPzq/LAqTeYijIPOFHP6ViXh2fEvTfQWsuB/wACFdC5LhwvXNAGMmlTSeIZ9YukXyo4/KthnsfvH68D8qdqWsQ6dYfaJZDJNIdsFup+eYngAD9TWhNIq2p+0McR5ZjnHFcLZ3qIT4hFp9pvdQn8jS4pG4RMH5uPu5AzkdqAL2n3S+HjPfaqGuvEGofctrcbnC9FUd9o45q5d6ZrWuQh9Zuhb2b8jTrdsFv+uh6/hVzQ9Emsrm51LUphcancNmRguAgxwq+grVGHkJOc9qBEGmWqWdusMKLEijG1FrTCpnCNjPXtVCTUoLeOaYsCIlJMfQ8VneHL/UNRuLiO5t4Y7dSGjmjkyjBgGHXvg0BqbjjZyxzUbnERk+UADPJA/nTyWjkO35x0rlNf8Manq12Lmz128tQAAsKSFFbA7lSCP1oGb8V3EYfMeVFZh8i7+WPsKn811hDbMnuMV5tLpo01JpdZ0O7uJE+aS/hvXd1Uc7lJ5GAOxrpIrHVYNPFxZ+I5l0+UblbUY0k2DHUMQCfoc/jQBpax4gi0ew82RFknchYYEcbpCTwMHt9apto2r+I5LRNUaGxtI5ln8mE72faQyhj06gVW0xPCenXb3JvItR1LbvN1djdJkf3SRhR6AVpeD/E+o+Kkv72RUSzW4K2wxhtoOMkH6UAdnbRAxDcNpHH1FIAVl4biljdpU9xSBTupiJSx9qMd6bjHWnbhigBpH4VC5MZ45oeZd20daQxu7bepxk+1Iq4+OQt2qRnJXGKjhXa201YdQMYosFypHGUEm6VtrAgg1xF94P8ADx1C/wBb1SaV42bc5MuxEwAOo7YA4Jrr767litbmRIXkaBS4Rer4GcD3rhdLsJvF6JqOr33m2hY+Xp8eViTBP+sGfmbjvxSaBGRc+H9P14W1l4bsmsLG3LbtROVODj5Y+m7p1ruNKtm02zitDI8gjXZvc5LDtV8EeSttCgAjAVR2x6D/AOtRtOMGMs/t2/CkOw3HvQE3d6jZJGOFOKiIliJLOB9adwsiyY8d6aTt96dG4ePOeo4Pao2cKcM2Pai4WQ8Dvmgjcp6e3vTQ3mRHZjI4696aIJljySCc5wKLisU7LUkvRdx28gS6t5TE4Ud9oOP1Fcw3gvXLjV/t+qeIcYJW3VUwI84+7noeBzV/w1LDHdeIryUgRJe5ZvTEaZJrA8VJZardWesaJrs7z+cLV7aKdkDg9sDB/HFA7E1npkV/fy2+iWK311DK7TaleE4R+nBH3mBPSu/8JaNLpWlpZtdB2jJ3Mp++Sck47cmuWa4bT7htA8PRwWsFtCZrm6uXMpjJHOM8bznPPer/AML9Hms9NuNRnvri4+3SuwaVzgqCQCF6Dpnp3p3JaO7NmEJfzGJHNIetWG/1Z96rnrSY0N70rfdpO9K33aQxk/8AqYvqP5V5Ho3/ACcfe/8AXA/+iq9cn/1MX1H8q8j0b/k4+9/64H/0VQCPbaKKKYgrxn40/wDIyeE/+vj+or2avGfjT/yMnhL/AK+P6ikxrc9gi+6v+6P5VNUMP3F/3R/KpqYhCKO9LSUCILoFoioOPeuYvUaNz/pbpz/dzXVuu8YqjNZjB4GfegdzmVJHJ1Bv++f/AK1KZV/6CLf98/8A1qu3cUsZOGhI9Oao7pCf9XD+ZoABIP8AoIt+X/1qeJR/0EW/75/+tSr5mP8AVw/macPN/wCecP500SxvmD/oIt/3z/8AWpPNH/QRb/vn/wCtT/3v/POD86P3v/POH86Yhnmr/wBBFv8Avn/61Hmr/wBBFv8Avn/61P8A3v8Azzg/Oj97/wA84PzpDI/NX/oIt/3z/wDWo81f+gi3/fP/ANapMS/3IPzoxL/cg/OgCPzV/wCgi3/fP/1qPNX/AKCLf98//WqTEv8Acg/OjEv9yD86AI/NX/oIt/3z/wDWo80f9BFv++f/AK1SYl/uQfnSfvR/yzh/OgBnmr/0EW/75/8ArUnmr/0EW/75/wDrVJ+8/wCecP60n7z/AJ5w/rQBH5g/6CLf98//AFqPNH/QRb/vn/61SfvP+ecP60Yk/wCecP5mgCPzR/0EW/75/wDrUolX/oIt/wB8/wD1qf8AvP8AnnD+Zpf3n9yH8zQA0TAf8xFvy/8ArUGRW66kf++f/rU795/zzh/M0Ayf3IvzoAFkjX/l83fUf/WqQXEOPv8A44P+FNDSf3If1p4eQD7kX5mgCNmjPP28r7Af/WpokiH/AC+7vqP/AK1SFpT/AARfnSZk/uRf5/CgBVwRkEMPUU8VGBJ/dj/A08e9ADxTqQUtAhR0oGWyBSA4prZH3TjNMDF1PxObC7NjBYT3twqB8RFQgB9WJ46jtWc+reJpFMy6dpZjIyP9LZSg/wBr93z+FbsmnpNcNOFiE5UI7sMFgOg/QVGguElWPEWAcZpDMb/hI9ctIfNvfD0SwDhvKui8p91XYOPxrbsNctb23Wa3uYiDjdGzgMD6Y65p7mbdsxCV9cn/AArI1HwzY31syLDbQXBYeXcRgqVbqCenH50FHRhvNfev3O+adJGeNtYHhC/nvrK6N9slmtZzbCVOFcADB/Wul3BVxnrQJlYkoPmpVR3cA8qaV+c+Yuc/dGetZGq67HY3cVhBA9zqki7obWLliPU/3R7mgB+p61ZaNFuldS7kqkSDdI59FH41V0zw3rWvWYl1XUprGKQblsrYgMFPUO5HP0xVvS9Akgu7nXNVeD+0HXA/iS3Qfwqemeea6qCYzRIUkRlcZyp4PqaAKGjeGdM0k4trKFCOsp+ZyfcmtZ3TftIx/tZqPIRSP4qiVw7FWjGe2SMmgEye3t4knecMrMwxkgCqupaxb6Xbyy3EsNvCn3nlfArL1/xLpui2wiy0l452x20XzPKfYenv0FcndQOkB1/xOhmkTAtbJGyke77o92Jx9KljRt3XxF0W3tPtHlak8Abb56W5EbH2LYz+FdRb3kV5Z288e/ZMm5Sw6iuM8OeHmvZ11HWyZ9QPzJaGQNHbr2XAOCcV28ZaS32rt2jGFBHShA2TpFuXJ6VDMoHy9BUqyFU2moJGZ2ygzzTsFzF17wPoviRY5L+BZ3iBCbiRjP0NX9K0210fT4dO0+2WC2hDbVj6jPPH4mrqxyEcqQPWosSrcAqp479qLC5jztJpdB8V30utRPG9/IqR34GYjH0VCf4SDk/jXZ7I8A7g+eVPY/jXPfEi8iXSoNLkeONtQl2GaUhURMDPJOM4Pbmtixnha0gWJ1eJEwjKRz06etMOhYBBNLkVGgIySKaSd3FAiYmkqIljTlzQA40lKaSgQhpp60/INGKABRQaKWgZEwzUF/5aWMsk3IEbAc+1WW6VXvrdr+zltYnWKR1IEjjgcUAcLaInhO50rUkZhpOrRxx3Q7RykDDAZ7kD86f43nOtaDrbRn/Q9PtJANv3XlxnIPtxW/N4b+1+GD4dvLhJ8RqiSgY2hRwfzANR3vhl5PCLeG7WcW8bRGJnbncp6/nQMrW2tmzstB0sDzLy6iBi3n5FAHJOOvartrrd5b+JDo2o2sRkuYWktJIjhZCvY56d6rf8IhPcWOmsb7bqOmH9zMF+XGOQRnvgd+1asejS3WprrF/cpLdwRFINgwseep9+9AaHPQ+LNcl8P3upxaXaMttJIrxSz8lU6kfLUus69qA07R7rSre2c6gyL+/YgKT2yAeOPSrFn4VurbQNQ0pr9Xe8aQxygf6sP1z60T+Erl/Dmn2UV7Gk+nyq6TFOCBnjH40BoM1HXta0mXSoLnToJZ72YwuYpCVGASCAVHYVaufEOo6VYQx6lYRxX91deVawpIZF2/3jhc/hilvPDV/ftp92+pQ+bZy+ZxH947SP60eIdHk1uKykW7a2vbN/MjmAyM+49KAF07WdYuDfxzaUXmjP+juoKRyj23YqHTddvn8WQaXeQwfZ5LczL5Dcoc8g8c9etLcabquq6JcJPqw+0zqFWaBAq496hi8JX8OrWuqpqNqGig8kosWAenPr2pDG+DExq/icqTtW9IA9DsX/AOtXWvvEqEjisPw9od3ol1eyT30U6X0vmsoXG04x/QV0Em9yFVDtHcelNCOZvh5vxJ01k5H2WTP/AH0tb93d29layzSsERBud24Cj1zXNXV/Yx/Emwi+0wKVtJdwMq5ByD/LmsTWvEsOsXEQiJk0qGf5YUwZL+QHhETqVzwT060DG6jqy6pP5tyb1tHQeVBDGuGvpcnjHUr054610/h7Q5y0ur6hbpBdklYbdTlLWPsq++OtQaXo91calHrGs+WksY/0W0i+5Cnv33dPyrobiX7NZtM5xGFztz0H/wCs4oESuJIEV9yMh6ZPJrJXX9Ok1WXS1Z1uwu8l1wpXvtPcjj8xWcs03ie3vNMltptNkiZAJY3BL9CCpHGcHNYNvaahqmh3CyP5eu6XeHa3TPC/oQB+VAGro91pkdjqbXrmG681obmGSQM5ycDaD25qTS/Deo2Uq20WtRPo4+eOPyyJxzkLu6Y/pWtJoNlJqVrf3tjDNexKf3+3OTxWmjEksAM9KBElspWLYxLY45pZDs42g5pGcqM96QN5g5oAguES6tXgaJCjAqVI6g8EVif8IhpirGsgvJ4R/wAu8lyTEP8AgOK3ZF2KWAzjsKxPE3i2Pw5HbN9luLi4mysccURbJ9CQKYyjrmnw32vaRoUEMCneZ5WSNdwiXgLnHTLCu7tbSC0wgREQdAoAH6CvM9D1a4sNTk1nVtKull1GRYftBTasQwSFUNhj7kDtXpSSwxJKZziNELs5PQAHJ+lIGakYXYdtMY4Y1i6H4gsNYs3uNLuRcxJKYmYAjDDGR+orYYsRyKeghxZSvvUDq4QuvQVIkZJzT5ISzBkcKMYwaAMG71mwfVo9F/0iLUJkLxuEwgx3Y/jVjRLTU7Wxl/tC8jupvM+V0jKAL6Yyc03SdIOk28kFzcS3rvIziWXkrnsD6VqIVK7FGR6ZpFCb13jB+arCFcfvOtZGsalY6Fbi4vJxDGzbVbqWPoAOTUum6laaxpVvf28u+KblH2kZFFxWLsiAtncR6EVwy6P4g0C6uRph025truQybJ2aNkY8HoDn6cV3O8xcKMiov9Y+ShNAHJN4d168USXWvC1yOYrO3xj/AIExP/oNOPglwm59b1OVj3Mqrj/vlR+tdnHGI+QDT2Y46UrDucFJ4Z1WLiDxTOHH3RLaqcfUjqPwzUclv4yiQJGmkXKnpKXkQ/Ujafyrt5ASfu5pAqlSGibA96LDucQNC8R3Qzc63b2pbqtnakAH/fcn+QrCSLxDoPiecy2V/qemLEAbjzI2JYnlgoAP4V2Hi3xGPDGjtfizMqoyhl7AEgZz7ZqC88Vx2ekWk9tby3dxeoDbwqmS3TOSOAOe5oA53UtQm1e7tntzqWm6dEskl1ctF5RX7uOoOe9U7XU9bW6tr06lImhKwLT6pEkTOp/hCgkn9Pwram0nUdWspJfEOq4t0/ftZ22Ai47FjyffHFWfDWnjxHcjX7+zG2QKLKF1+WOLHD49SMfnQB5ze69HJJrxjikn0tbvLKj7Tcu0aARggH5ePxz2ram0ue68XaRqFiF0y7m0/wA8RyJu2beMOvHqPfiuu8JpBa3fifzYY/Iivixygx/qk7ViW+q21o1z4q1KKR5btymm2ytktEOu0D1JoAkuPD0mn+DLiGMi+1GaZZ5hED+++cEryegGRjP40zVbvxC2kxX080elrG6RWWnW335MsAPMP6YFdHoOsjXNLhuo7X7MZScKSD0PUexFZ91brfeO7S1di0Vjbi5YE8CQkhc/iFNAjvrKRls41lfMjDnPripT1qOGFHXzifn69akPWhghvelb7tJ3pW+7SGMn/wBTF9R/KvI9G/5OPvf+uB/9FV65P/qYvqP5V5Ho3/Jx97/1wP8A6KoBHttFFFMQV4z8aP8AkZPCX/Xx/UV7NXjPxp/5GTwl/wBfH9RSY1uewRfcX/dH8qmqGE5Vf90fyqamIKQjilooAZSsoKmlyKRmAU0COf1GMljiLf8A8CrH8kDObVR+IrW1N1Zm/dyN9P8A9dY/y5P7mf8A76P+NAIlES4/49k/MUeUv/PpGfxFIPs5HIuc/U/40u22/u3Z+hP+NMTDyl/58k/MUeUv/Pmn5ikK23927/76P+NGy2/u3f8A30f8aAF8pf8Anyj/AO+hR5S/8+cf5ik223927/P/AOvS7bb+7d/n/wDXoAXyV/584/zFHkr/AM+cf5ik223927/P/wCvRttv7t3+f/16AF8lf+fOP8xR5K/8+cf5ikxbf3bv8/8A69GLb+7d/n/9egBfJX/nzj/MUeUB/wAuiD8RSYtv7t3+f/16Tbbdhdj6sf8AGgB3lr/z6p+YpPKX/n2T8xRtt/S6/M/40bbf0uvzP+NAB5S/8+yfmKXyl/59k/MUm239Lr8z/jRi39Lr8z/jQAeUv/Psn5ijyh/z7J+Yo22/pdfmf8aNtv6XX5n/ABoATyx/z6p+Yo2L/wA+yfmKNtt6XX5n/Gk22/pdfmf8aAF2D/n2T8xRsX/n2X8xSbbf0uvzP+NG239Lr8z/AI0ALsX/AJ9l/MUeWP8An2T8xSbbf0uvzP8AjSYtuwuT+J/xoAkCAf8ALsv5ipV4/g2/Q5qBRF3iuAPXJ/xqZFt/4DPn/aJ/xoAlU06lQUpFAgApHHFLnFMduO/4UAQvnGPL31GYgPmFqpPUYIzSuVb70U31Ax/Wg/ZsfN9rBH93JI/WgZS1TWIdJsHubqI7FHyqrZZiegHuf6GsS7n1nxBDHZ2eky6ZHMR593O/zeX1IHoc0lrp6a14n1Ce5uZjb6cyLFb5O0yHPzEdyPT3NdltjcAFi+45/wD1UFFLQdItdDsRZ2m7ys7mLEksx6mtCXlhjJH86y9Z1qx0uGaNrogiMlfL5dePSmeGNWudb0OG/urX7MZG4QDkjsx9CaBEuutfppF0+k7vtagbT3Azg498Vy+h2WtW0Bi07T7XT5JWDSXl03mTSHPJx0+ma7wyKCUGeeKjeNFOU+/696AObufDQu7FxqmqX+punztFNKfKYgdNgOMVx3hWWK31SwuL7VL6ztYS8jWhhaOAO3Vc+gJNeoMjYwxJB60eTbsCk8aSxHkxugK5+hFAjMv/ABbFcl7Tw5Cb+6ZeZFz5cfuW6HFUovD8+oRJJrWp3t6/OYQ5ijX2CqQD+Oa6SGKCH5YEWOLsiKAP0pzBlfduO3sPSgDO03RdO0rf9htI4ZZB80irhz9W6n8areIvDMfiKC3hnnnjWKTzCYmwTWwZAWz3pyykUDuc7J4M0KONANOj3qMCRMq4/wCBDn9aXTdRuvDOp22malePPp9z8tpcyPyh67HP0zjNdASxOSxxUE1hZX9uYbu2jlhz/q3GQf8APNAjUOt6fcTi3trmOVx99FYFl+tRan4g0jRYV+13IDP92NTlz9B1rmbjwdpQw9nC1hKowsto3lPj0JHJ/GrOj+H9N03dceW0t4/37ic+a7enzMDj8KQxx8Y3rt+58O37QH7rF1ViPXBqOTX/ABTduIbbTILJW6PcybyPfAxWsFiA3MzFu+VyTUbSWyyRKTFubpvxn8BTuFkZPhe81LXdKupdcjtbuBpWWD5BtGMfMQeCCTXO/D+HyJNaubloRHNPthNsAkbqp+8qjtnA565roW8J6VK8gt5L2CNyTILe7kiRj67VIAP4YrlPE/hix8I+HI7nTo7ma6imRkka5JZVzyoHQAjgjHNILHpMPzR8t8vamyfKelcpbeL7rVruGx0bT4rj/RxM5e5Eexu6n5TyCD+VX5dfv7SFTqui31vGWwJoiJV49cAECncLG2rE/wAJpxJHY1iDxXo5O37a5IPIEUmf/Qalj8SaNcEhNSQMP4XymfpuAzQFjXDA9sU1+lVLfUILssIpo5Qv/PNwSPr6VaUKx6t9MUCsMDHNTKcio2dBgAE59qQNigCY4pKZuyadmgAIpjLkU/NGOaAIREV7n609uVx39alxQQBQBEileMmnCM4wGIGO1BNAagBBCVHU/hQQcn0qQHNAxQBGMt8v8PpVHV0MejamVOGFs5U+h2mtRFG6s/XSF0nUh1/0Z/8A0E0DKnhyJn8MaeSckwgn61prG6lVIJFZXhq5C+G7ENgBLcEk8ADNRz+K7MRyQaQt1qd2xxst1+VfqxGP50Aal9cW1jA01zPHAEON8hwKw18XTXH/ACCNKvLrOUEzKUjYnjIJpthoFxqF4t/4hWK4uCuIYQo8qFR0XH8TepNdPDFCn7tkAwMKFUcfTtQM8PvPhZ4h1TxE8832YRTymZ3R8bMnOOO4HFepaD4W0zw4ifY7KNJQoDT7cyFu5zWlqeoafpEKzT3CwK7hAzHGWJxjpWPqWs3FprH2a/gRdIuo/IF3Gxyjt0ye2QevagC/fatHaXq6ckbtdywGSF9vyMR6e/SsHQJDfXut2mqK66p5QhnUMdjxkffQHjrg59araXe6siafp17Zm5xcBrXUIju+QdmPtkc98+1dg2lRNrY1SSMrcLD5Ksp2/LkHB9elIDntC0jxHaPHps8tsNPgfckygCZ07K34cE11n2eNWf8AdRrvOWYDlvqaVlXcWCgMe9GTTEBPG3JI7ZoUAUZ9qaWoAccNxTSNvSkBpTzQAQSeW/IyPenbUdzvyVzuC9gfUU3aOtO3jvTEcz4ltLlb7TdVS2a5trGZ5JrdO3Bw4HfGTVTxNqr6taac1tFdNocqCa8ltk3uyhs7CByATwRXWSl5IWjQZLHBHtXIW8c/huXV9JngvJNOuAzwzW8e4xh+XXgjuSRSGS+ENXt9C1B9OPkmxvSb20uB8o2Y2lSD0I216LHf2l0m+OVXU8DaeteLR6Za3QsTbXw1sWbH/iXeSIGMeckADBYjnqTmtdrbwu9q9xZ3Y0i8jcDapMbxsOu6POCPw/GkM9WW4hEZYZxjINVhqFnI5Ek6BR1yelcBp2ntr+6WfxVc3Sg4MdsEt1zj2XcPz/GsmTRLTWdRkstCtJDFE2251G6mkkVW9FBf5jRcfKeub0dW2MCAe1UdQuYNP0e4vLhiphRpDg9gMmqul2v9h6TaWfmSTGFAhklbLEAda5rVrp/GWrnSbZjHpMDEXtwPvSkf8s19vX8aBEWjae2qIuuasXmvJSWtYScxwpnjA7EitL4erCum3SW6n7OLyXySRkbOMYqLxnetonhKYadc29lOqBULtg4AIBHHUVzfgTx2x0eK2XQL9LWABUeICTfjJLEnbnnuM9KQz1gOWmKngVPuVRWLomr2mv2cl9aTMVVirIRhkI6gg/l9a1kjLIGqhD/O5o83Pao+M4p1AClx6USEPGQRjPpTaeORQBx/jzSl1XwjewSTGG3VQZZAMkAEc4/CsrR/CWo6joNl/auobJLP/jyubIbZBEwHBP0rqfFzFfB2rkHnyjzVjw/DJHoto5Y/NBGT7/u1pdQ6GBH4A0kwgzSXswz86yXMhWTnJLDdg11cUCxxhYVWOJBtULxgdhUzhyhO849Kji/1b0wucd4Zsl1FvFVs7MFkvShI68xJSWngu00aCS4Ms97dJEYofOx+7XnhAOB1q34H41DxIfTUP/aSV1qeXNFiQBuetCE2eR+GNa1Wy8L2kf8AYd1JbWoVLhuQ5c4J2g/e56nv6V0/hPTLkXF9q2oIRc6k4YRHkxIFAAP866+WPlv3hywwTtHSpIo0SILFwf4sd6LAVooysigPwO2atnrUf2fD7sc1IetJjQ3vSt92k70rfdpDGT/6mL6j+VeR6N/ycfe/9cD/AOiq9cn/ANTF9R/KvI9G/wCTj73/AK4H/wBFUAj22iiimIO1eM/Gn/kZPCX/AF8f1Fey9q8a+NP/ACMnhL/r4/qKTGtz1+H7q/7oqeoYh8q/7oqXtTExaq3lwIEyTVnPFUL8sU+RkH+9QIyZNaUOf3jY9hT11hSv3/xNZ05uvOJDQnHqpp8Zucf8u/8A3yaRVh9xe+Zn/SwvsFqr5oz/AMff/jlWG+0f9O//AHyaQCc9rb/vk0xEQkA/5eh/3xS+av8Az9kfRKmInA6W3/fNMLzg4xb/AJUySPzF/wCfs/8AfFHmr/z9n/vin7pz/wA+35UEz/8ATt+VAEfnL/z9n/vijzl/5/D/AN8U/M//AE7flS/v/wDp2/75oAZ5y/8AP2f++KPOX/n7P/fFS/vv+nb8qP33/Tt+VAEXmr/z9n/vik85f+fs/wDfFS/v/wDp2/75ozP/ANO3/fNAEXnL/wA/Z/74pPOX/n7P4pU2J/8Ap2/75o/f+lv/AN80AR+aP+fof98UeaP+fof98VJ+/wDS2/75NLif0tv++TQBF5o/5+h/3xR5o/5+h/3xUuJ/S2/75oxP6W3/AHyaAIvNH/P0P++KPNH/AD9D/vipcT+lt/3zR+//AOnb/vk0AQ+aP+fof98Ueav/AD9D/vipf3/pbf8AfJo/f+lt/wB80AReav8Az9D/AL4pfMX/AJ+h/wB8VJ+/9Lb/AL5NOxP/ANO3/fJoAg8wf8/I/wC+KPNX/n6H/fFT/v8A0tv++TSHz/8Ap2/75NAEPnD/AJ+h/wB8U8Tgf8vKN7bcU79//wBO3/fJpf3/AKW//fNAALlP71L9pQ/xUoa4/wCnf/vk0ubj/p3/AO+TQABw3INNMgB4YKfUjNL5UzcmWIfQGlKTbcb4T+BoEQvNzzd/hspBMincbrHuE5qTbOOn2c/VTUc4nML5+z42n+E0DOd8NSx2OrX+hXL7pZXa8hkzkyAnBH1GR+daer6ZqTyq9jfeVa7gJEjXLBe5U561Q1rTr9dWsdWtFSaSKJo5ooiN/lkg5B9eKnXxfb6fHm90zULOMnAkmhYoPxAoGc14gfSJtatfDFrM/kMwm1GYKzu4/wCeeQCckdvcV0l94rTTLFQumSR28XyxmbEe89lUH5j+VXblpDp7X2kW9nNcSpuDAgCUdPvDvxisjR9F+0D/AISHxHOst7ETgS5EdsPRQen1NAy7oWsaxfobq90d7S3lH7vDBj+PAxxW+ZF4weT2rB0nWbnxI1+z6cBozgKs/IMp74GOnWtmxisoYVht3GxPugHP6nrQIsBM8kUjKuMEUx5ChPIIp6/Mu7IoEC4XtSM2RjtSgZprYFMBgXFOCim7hSlwKQD8dqbtI6dPWmbyPm5I9Kxte1uWytlihTdqN0fJtogOCxOc49AMn8KQyPVPGWn6W8tuLlJ71SFS2AwzMcYGTxnnvWdaeObzxFIum6ZpSR6gs2xg7FkVMf6wsuR+HtVww6V4ctbLRri0e/1K/kZZpYFy0bNyxJ9Bnj6V0fhfwppnh0s+nRyBHAyXclj7fnQPQy20rxTPGPM1bS0wD80MBY/qw5qxbeB9IezkbUPtF7dS8yXEjkEH2APAFdVMQcjagJ7HpWXreq2mi6f595cRQKSFBfjOf/10xHnPiNNQ8MX0OlQeIMWVw6BxNIBPap/eBxyD2+neptIW28R6lf6Pp+v6o6QA5+1QK6MOmQ/Qjnir3hKO3vLC8upommupZTFJdyD/AFy8FdpPVRnp9amn8I29mwudGuZdNuA27ELnY3HQr6VJRmS/DLU7XRktNP1iFleRjcuyGNpAegyuTgHB69q1NPtfH2jQXBZbHU7aGBVtow5Uytk9SfwH4Veh8Sa3aKser6C80Cjmax+fOO5Xrmug0fX7DXIGksbj5Y22NGw2sh9GB6UxHm//AAmniTTp5v7Y8M4RhhZEtiohP+04ypX3yD7Vdhj1fXbcXZvdEvIWGdklucRf7pGS35CvSpwxTeVRm/n9fauZvfBVndXDX1lcvpV4xzJJb/xn3BoBM5CysTH4lNndyLpOonizu7KFvIuV7gqRgkE9z3rqf+Ee8S27kWmvwyg9RdwcfhtNQ2fh7+zNZj1jX9XinkjQxWgmUIBnqwHQsePfiuvjuC0YkiCEPyp9RTE/I4y2u9QsvETaNqUsErSwedBcRqVV/wC8uD3HPetWBiqFnQrlsDPepfFegw61bW7KWju4HDQSx9Uc/wAwe4rl9I8YwLdw6LrCyrqwGxwYyvQn5vTkD+fpQCOrIGMimg0odShxkcZpqjIzQIdmlzSYpcUALuNBOaMUYoAQ80mKU8UgYGgBQcU8HNM3KByRSDIGcgCgB+dp61m60zDQ9TmOCDbOBzjnaauF2hZpHwEA+Zm6Dtn6ZrzT4lXk/iGzTSNAnkur2N90kNuDt2/73SgC7pcs3iW007RoPNXTIYFe9dOC7EnbGD+BzXe2lpHp9uI4IVhTbhYxx/k1wHwr0rW9C0u7/tRGjSWUeVGTzkdTivQ4btLjMJdd68HsR1P8qAOc1vXp9P1SwtZ7dre0uZPLN45G1W7Dg9+ldEkqCPcHUbeNx6N71m63pKarp09lcEOjZIOfunHDD3Fc/wCHPE6xQXGk6urvq1sfLWNUO6Zf4SPwpFFnxBdaSmstb60yLbzWsgtpJFIBl4+XJ4zyfyqLw5Df3GlXGk6zbrLaogjjlxkToRkZ9wDj8K19P0UTWkv9s20LefO0wtycrFlsgfnW99kkLJFEuYwOCvQe1AzP0jT7XTLWK1tVKRRcIHOSB9a2BaXEp3EjbVm005VGZBzWkFAUKo4FAjFOmTHnio3sJU6it8fKKjkCsDmmI55kKnBqJlGa1bu3CoWxWWDkt7UAg24FORQe1NWOQEMxG0k4yR2p7feCrge5OBQAjMgOKaXjC5P60rTxRhldlZgM8fwjpz6dRXOv4onu75rTRdM+3uh2vcBgkUZ9CT/+ugDceWOGN3lkSEIu8s7ADH51zdh47j1bXodNtLSWVZUZluQMIVXPPqBnjkc8YzXP+KrbUIntv7bvHl+0sQfLUm2iA7bR99qtaF4g0XSLxtOg0vUp9Sm+d3ZAZpTgEEqORx29MUMaLc/h+903xVH4gsojqUu0q1q7opiz3TJFWT4h0R76Y6pobWF3Fyge384yH0Vkzmku/iBbaU7LqGm3touOkkRwPxH8q0tD8S2HiOMvpr7vKPzh4yp/DNIDmLzUk/tebUtNbUrH7RGqzq2kytG+ABu6D09K1tC1LSfDnhomPVY7kSOzlB1dz/CE+9nPauocs4G07QwyOelVINB063mE8OnwJMDu85E+bPegCjb+I59a0PV1awksru03RvE5BYHBx0zjoetZOg6tpmifDuz1S5kXyI4slhyWkJ5B9y3862Ljwro+q3q3d7ZrJImSSpPzj0PrXCahdTm71S0jvbvTNOgXyreOa18yFW7tkAhV4PNIZTubK88XeJ7LUIImvxK4DWciSCK3jByCWIAJ5boDXeapq9tZk6NpGnyXF68eDDEoUWw/vMf4foOetJ4d8BM2mwJd6/ezwugdlilIR8+/XHTiuq0nQ7Hw/K62NtHGkjbnPdj6mgCn4O0d9G8P2tpOoFyoJnfu5PJJ+v8AWuoJ/d/KeBUJbLEkACgSDoOlMQ3PzdKXNKV70BeetACbualTmhYs04DbxQBgeMT/AMUfq/8A1yNXtFfOgWQ/6YR/+ixVDxhz4P1b/rkavaKv/Egsv+uEf/oAoDoX+fJP0plsMxOakU5jIojUpDJTEcj4HOdS8SD/AKiB/wDRSV1sWEj59a5DwKc6p4j/AOv/AD/5CSuwRd0f40kDFaSM9uaFZe1N8kA5pwTFMBSc009adimnrSY0N70rfdpO9K33aQxk/wDqYvqP5V5Ho3/Jx97/ANcD/wCiq9cn/wBTF9R/KvI9G/5OPvf+uB/9FUAj22iiimITtXjXxp/5GTwl/wBfH9RXsvavGfjSceJPCf8A13/qKTGtz2GL7in/AGRUvao4vuL/ALoqQ9KaEwqpeweaOefwq2KCARzQI5e409dxP2EOfXdiqbQeX100D/gVdLd2wKE5bHoDXO3ccatjyrg8/wB6ixSZD5W4/wDIOH/fVO8jH/MOH/fVMWNSfltrk/RqtRWgk6xXCH3agTIDCCP+QcP++qZ9myf+Qeo+rD/Cr0mmmJdzNKQewaqMjRo20Q3BP+9TJHi0/wCoen5j/CkNvj/mHp+Y/wAKRST1inA/3qVowekc3/fVAWE8gf8APgn5j/ClEI/58E/Mf4U0Q/8ATOf/AL6pfK/6ZT/99UAO8j/qHp/30P8ACjyP+oen/fQ/wpmzn/Vz/wDfVOKAD/Vz/wDfVADvI/6h6f8AfQ/wo+z/APUOT/vof4VHtH/POf8A76oK/wDTOf8A76oAk+z/APUPT/vof4Un2cZ/5B6/99f/AFqjxn/lnP8A99Uv7scMswP+9QBJ9nH/AEDh/wB9Uv2cf9A4f99VEAO0U5/4FSjH/POf/vqgCT7MP+gcPzFH2cf9A4f99UzA/wCec/8A31S7f+mc3/fVADvs4/6Bw/76FNNv/wBQ4f8AfVJt/wCmc3/fVNK4/wCWc3/fVAC+QP8AoHL/AN9UogB/5hw/MUzZn/lnP/31SiP/AKZT/wDfVAD/ALN/1Dh/31R5IHXTh/31SMmB/qp/++qj2Kf+Wc//AH3QBKIVP/MOH/fVIYB/0Dl/76qLaFP+rn/76p6oGHEc5/4FQAvkD/oHL/31R5I/6By/99Unl/8ATOf/AL6pDHj/AJZz/wDfVAEggH/QOH/fVL5A/wCgcv8A31UYj/6Zzf8AfVLs/wCmc/8A31QBJ9nH/QOH/fVH2cf9A4f99VEeP+Wc3/fVJkZ/1c//AH1QBL9nH/QOH/fVBh28jTlGOc7qZjP/ACzm/wC+qR4xsOY5gMc/NQA+O2c5K2cYHpupZoIzEUksYdzcE8cj0qFAqp8kUp991IF3t80M3/fVAzCsJ7vwapsdQsQdJa4xDcI24orHIB/EtzW3qWmWniGCOG8ZjApD7I52we4JwcH8c0SwWlwjxXtrPJGwwVYblI/ya5+LS7zQb0XXh+N5LPYVaxuW2Lu9UbnB9sUAT+If7UvdOv8AS4tPcRmJUtp4z/rAMDBPYYFNBtvDdpZXVtY27XuoSRWszqx2h+F+bHXmr+m+J4Li6ayvLWTTb58kQ3DDDf7jDg/kKe3hfT7dTOtm7OkhuVjSU/NIMHgZwMmgC9p1zNPC66jFb28+4hUjbhh680sF1Ok1xDJayQxxuBEZP4x3IrlbOyu9evo9Q19mtnQH7PYx8FFU8lsH5uorY0/xHb3ptWisLnyHme3WfGQpXOQfyoA6HPygjqaa3I96a5KAMDlTSj7uTTJGhM0roAKkVl2561CT5ysr8elIEJe3Fpp9k91cyBLaNC7t7AdvfmuF/thvt03iBrc/brhVj0yG4IyqEZaQjsOMn6Vd8YJqUuo2UUdlJc2ZVysTnEXmjG1nHXHPTvVe40Yi4i0j93ca3qDh7q+RcKkIOSFyeF6AeuaRaLnw30e6e+vfEEs5lkmZoSzKAZVDklj/AMCJx6ACvSz8luAuGwc8nFR2NlFawQwxhQkUYTavtWL4mlvLLQ9Unt32PDAXj77SOhpiepl+I/FixxXFlpStcamyYGB8kGeSzHtwD+Vcjp91qOpQ+HobuZ7u/t55bid36iIMyqT+QIrrdC0u3TRE4kae9VZbiabG+RmHP4VLpfh7S9JluGsoZleQne8rbiQecA9hSHY0mBKtJkliBzTfL3JuIzx0qQAAY7U/cAuKAuV4mIUYXaNwyQcVgaWUk+JOpTgRqtvbpExz80uSSD+ZxW7NKI9oB5LDH1rFWISfETTo4UXzY7VzcBR0jJ+Td75DUCO6ieOa3TOF5qJ415AG4HsakmgQRIUOADUe3pg8+1MSOe8W+HbfxZpy2jxRpcwEyW0jIGCNj0PB6CuI8M6wfDOrzw3UL21g+EuIFyVtZ1OMc5wjbyRj0FevySQw2xckAqm4GvNbS0XxJc6xqRRVs7xVt4Rj/WbAf3n0yR/kUmWj0pXSZAflPGVK85rh/GVnNY3Vt4lszCLm1UrJEzhfPjBztAPXGSfqaxbfS/F2k6RZ+RrC3j2kigWihUR4s8gkgktjPeqHjC7tvEAtmbT9SttTtyYzaSwF4pA3qVJUf72QR6UCsdtpt9Z6pp6XdvNuR+MEYIbuKuIrKuCKoaTpFlo1mLazjbyx8/zHJJOK00fenzDFMTId/wA2KdmkMI3ZBpQPmxQLUcD70bhnk0jDZgEc04xblyBk0AGN3SmgID15NRiXado61Q1rWrLRLZTNLm7l4ihjwzs2OgH+NAalzULu00m3e6v5Y44F6lmrnx4kvb4tJpehXNzbD7sjny19iDzxRpXh+41WddS8RN9okDZt7VDmKD0yO7fWumIjG1QCqLwcHj8hQByi6RdalIsniK6WS2GSthbsyxg9Pn5y2B26Vv6TZaTDZ/ZrCKARxnd/o+FA+u3HP1FF7d2enwtcXM6QxY5Z+gHrWLqOrvod3p8kNsiaXcN++ukA2KH4UnA55oGaet6/aadY/aIoJbso2x0hxmP1Nc1fLDp2u2XilZVm0a9RVlOMfZyR8rgD8AfTNILBtI8WWV/bO82nXzvHcKfm2SnHJ9BgfrWxofh1dIbU4Lp1ubGZz9nt2GfLQ84P44/KgDbs7iC+tBNCwe3kzsPrg4pkGl2do8jw26+ZK26R25LenPXjmrMURECJEiJEoAVFGMADFXbazZiCQaAK0do042bNq+3et6xgFvAEFSRRqijjmpODwKQxCBnrSimlQO9KtAhWZQOTSDawyOaiuXghjMlw6pGOrM2AKqSX9haQx3BkTypCAjhxtY+x6UDSLk6q0RBxWFcosGOAMsMkHtUt54l0W3tbyU3sMn2TIlRJAWB9Metcl/b2q6v5Z03w9Lh1Ega9nWFcfgGP6UXBKxhalrutaX4yuLEanbG2lVJLWG5XAfOQVBHOc/zrpYtI8SaniOTW7Wz4yRb2+WwfRmJ5rnNd8F61rsD31y9pHdqQtrCJyI4l/iO/bkt07DpXa6Ms+geGYf7TuldrVB50wyQcD9aaBmbF8NvD8an7XbvcOM+bK8hBnycndzzz2PFTXup6d4ctFgMcOANlvZ2+N7+gwB0rmR4/k8a+JRougSGygUEy3ckW5zjsoPAz75rpbHw7Y6W5cQtLdNy91M2+Rz9e30HFAijJD4j1v/WzrpFg33re2x5zfVyMjj0qpqHw/sri0zp85srzzA5vJSZpW4wRuY5yQMZBFdbuDnhSD1bPc1Q1zV7XQbeJ7x5MSOI1WJN5LEZwBQBU0jwzY6VKHj02J5SuHu5DvZz35OT+VbSeWC6xR9uR3Fcfp3xDtb65uobuzl062XJgmmRm8z2wF6+1M8N6NqmrWMuo/wBs6jZXbyOuWVQkiA8YVhkUAa/hm/fULa8a4aMmC8lhUlugVmGP0pbvxhZRStbacl1eXKnBSzTcufdugrC8FeDbO+Go3Ooma9l+3Sx5LsqnBI5CkDtXo+n6daacoigtI4EXgLGuB/8AXNCBnKx6X4o1cCSe5g0mFhlYrdFeVh6szA4P4U5fh/pdyGW4e8mlb/WySXch3j+6Ruxj2xXZlAAUjBJPNMjhxycg9+aVh3IbG2+x28cEY2xxKEUe1WzGhGT1qwqrs4qvJgNjNAiN1BGKdFCcZ7UoAxQbhseWg3NjpQMk+Q8ZFIQBTITCG2OdszdFJ5p5Ks+wHkdR6UAKsgFLu3Go3VF/iFMDFTntQBj+MOPB+rf9cjV7RW/4kFl/1wj/APRYrP8AFrb/AAfq5Bz+7NXtFXHh2wP/AEwj/wDQBSH0NFOVp7f6h6hRsA1N1gemI4vwLxqfiP8A6/z/AOikrsYm/d/jXH+BzjUvEn/X+f8A0UldWn+r/GkDJTJzS7qg708U7gS7qaetNHWnHrSGN70rfdpO9K33aAGT/wCpi+o/lXkejf8AJx97/wBcD/6Kr1yf/UxfUfyryPRv+Tj73/rgf/RVAI9tooopiDtXjHxq/wCRk8J/9d/6ivZ+1eMfGr/kZfCf/Xf+opMaPYYvuL/uipe1RRD5F/3RU3amIBRRRQIQrkc1EYIj1jBqajFAyIQxLyqAH2pdq9xn608rSbTTERtGrdRVeewidSQuD7Vc20hBoCxzV3YSLkhzgVmtJsYqbhQfdq7SSIFGyO1cveJIlySDHjPQ9aART89V63Uf/fYpRPu+7OG/3WpJTM/R4vxzTUSVOXaIj2zSBlgq5TcZvLH95hxTFClhsucsevIP6ZqaX95AI2AZCpyCMiuO8GWMK+K/EwijCCKdSnfbnPT0piOuaCQDc0pA9TwKjwSf+Phf++6m1fUk0uzea4YJHCm95OuBkD+tZE3i+K10wX09pdx2ZVXM5QEbT3x6c0AjQxj/AJeF/wC+xSZRufORvfcKpap4qg0y3tHcM63jBIzDggk4x/OrN7q/9jvapJDJJ9rfylKDIDYJwfwBoHYk6DP2hQPTdTWYYyLpPpvFQT+JfI1qLR2tZ/OmUsCoG0KM5JqF9eEOrT6fbWpu7qGMSyKuBhSSBg9+hoAvBgDg3cef98UGft9oQ/Rqo32uDTvD8evXNrKYSR5kSr80YPr+NattcpPZpd7WgR0EihwORjNAFfzz/wA/Cj6sKWN/MbH2hPruqvo+vw+IjdLb4H2aYxNkdcY5Ht/hVe88TW2n6vb6XdtJbmQExysBsfHv2oA0i2w/8fC/99Uom/6eE/76FV31/OoQad9mlMko3I+BtIGcn6cU7XvEEPhmCOaYbt8gQ4HQdyfQD1oCxbTfNwlyPw5pktsI2/e3qoCOrDGatbiVFwjhlfkMD+VcL8TIlbw/YtIitIb6IbiOdu8AjPpQB1ywrLHj7cpzwNvOf1oRHtlwZiuf4j2rkPGkNnpujwNo6iDUXaMwGAAFz3U7f61u3fiCOy1DTdOvYJZLi9H7vZyOMZz+dAGkZsc/aVIPfdSB1YbvtUf/AH2KS51I2+pxaU1vMryglWAG3AHNZj+JUi1m40xLGea4tlEjgYHyc8/oaAsavmYP/Hwn/fdRNcndt89f++qitfEVtd6EdXjk2WW0v5rjGAP61Uj8VyS2qXltpV1NbOARIUAJU/xAUAaX3l3faE/77pmcHi4U/wDAxVe48RCz1C109radpr0botq8EYGee3Wm3/iAaXqttprQSyPdkiN1XKnHXmgC4JsD/j4X/voUouAxCGdDntuFRarrq6Npk95NHkQjJUYyfpUlndLqFpBfxOBBMocMAPTn8ufyoAC4VtonQD/eqTcoXJuYx9XFZNr4ra8hiuLexnktZJNiz4HTucVNqmvR6frNvpcltNLPcZMW0DBA689qANFZF3Ya5jx/vinNLGw2+ehzxgMKhsr971ZCLaWAxtsIlUdeD2+tWC8vQtF+OaAM6+0Oy1KIC+IJXlJcYZPcGsux15/D0MNn4ghuRHvYW94p3oVJ4LkZAx7+ldGySP3h4+o/rVe7tjeRNbXK200ciFWRl4IIxQBFqGm22rTQ6jFM0bojBJ4nAJUjkDtg4FcymvDSNE03S9DhkF1LeGFY7gfvCOS0hHpwefetXwaHl0eS1llZre3uJIYQWPKgA/pmtLVoNXhtkbR4LU3bNjdKmdq9SQfXpQBa0yS+uIp0v4kUxy4iZB1XHf8AHtViN0mdo1kUsv3lB5H1FcpOp0ecatqfiG5luduHhiYRKPUBVxn8a39LvtN1Oz/tLT4SHmOJXZcM2Mf496CbGiIdnQ5HtTXIC8gU8EY46VHINwxQNCnaq+ZOzleuAMmsTQz/AGt4zvNSQqtpY2/2NXXpI5YFsew24Fal5cm2tZpXYJGkTFnIzgY/+vVP4e2bWvhOz3xlXkUyIrdSrHKk+/WgZ1To/nbo2bB7ZrifEOqX2tapP4YtdscYVGvZ8jKxMSBtHVj8rfTFd95ZMoZuhHIFcFeAXHxL/d/K1tZ4nYerMdo+nBoY0bFpGkdukCbtqLtXPX0qyUIwdxP1pqyKowRz0qQZPOaQMjkPGKBGXTg/nSvzTJbaaSNRF1zzzQIytW1uy0fTHlmlj85siFCw3St2CjuSad4btRoltPrer3Ci/uole6eThYVGSFH4NWVLcwaH4wvb7U7eUwSIi284hLgYChh7EnPHenaZoqeKLi61rXIJGLy4t7e45WKMdPlPAJoEdPo3iTSvEMkkGmalb3Dx8skcgYr78dug+pra+zNHC0mcuBnB6V554lsW0m0i1ewcQT2LKFwPvxlgCn05z9RXeW04uLEzI5IdFOD6kU0Byni+8kvtQsvD0UzwtcbpLmVOGWIdl+vP5VrWtusFusUUSRwIMLGowAKxLxd/xBiMgy7aeAPbBb/GumQjyyp69KB9BFWMDngUyWNJnLZNRybt3HSk3YHzHFIZKpCDBHTj8KZwzY2v7HacGsrVdestJRTPKxlf/VQopZ5T6ACqdrB4j8RxGUzR6Var91FUG4Ye5PA/nQB0e0dgxPoBmqF3q1npyl7y8t7ZB/z2kCfzqKHwVZ3Y2397qV7jqslywGfoDitW18G+HdPcNDp9uko6MyBmB9cnmmBmWGuaPrak2GpQXMi5JVHBPHtVbVfEC6VZrJJDLI8jbIY0GN7ent9a2NW8L6Lqv7+6tvMuBws0bGN1+hHNVNL8I6fb36X88tzeTwjERuZWcxj2zxQI53WNQ8U6XpUF9L/Z1sLidY1HMnlKwJ3MwGO1aOlaBYWcktxNL9svixkkuWIJOeeBzgdhg1r+JYbW48NX0Unlqqx7gJDwCAeo/lWN4Mtkt/COmKYmA8tZCWOTlhnrQBY1/U5tO0Ke8t0kEkQOAi5JGOT9cViabrfhhHF3aa7EJZh80M1yDz3yO30rsm2ySD+56Vy+p/8ACM2uofZdR0yB5pF+UJaqQ36dfrQBF4g1DTjqFguoTW/9mzpIFmdx5bOVOBn6CotCsNRvLCfQdTSOTSjEWtpwesbEgZ9xjirPhvQLMaLe2k1ko0+5nMiWkygiIA+h6ZzXWWdgkgEcKBYUAAUDj/PtQBlaVpkOj6YumrLJcBTuEj9SfetW0s3diTnJ7+v1rThsUjwrqM1dSBUHyjFAFW2tAh5WrwUBcAYpQvFKaAGhaXaFGaXNQPOEb5ujcDHWkBHcyYKnY5BPZTSy3MdrbPJITGqjlnHArjNb1zVNQ15ND0K5jglijMtxOyB+/AHpVe4sNe8TW6Wmt3lva2RIMtvZZBm9mJz8ue1IZX+Jmv2jafYWSz/aIpj9pmitQZGkij+bjHYkEVzmi+Gl8V201wwvrTRQP9BtXY5RjyzFfUcY+telWHhPQ9ODPZWdvBK4G4xxgZx0rRVDECsbDJ9sfoKB3OZ0rwDoVk8Uk8P2yZQd0s64ZyTnnFdSlkkShQx2gAAegHapEjfbl2JpkrkEc8UxXCS2iZNrKCPU1Qu9scBUqCoHKkZBHvmtIjfFgHBqvcLiAxFCVI5YdqYjzzwRZW5ttQ1NIY1nmuZQpXqqqxXHHTla61ZGkKE546nFcmp1fwhbuGt7a50hbhpHmQfvEDuWJPrjJroNU1+zsLe3feZJZcCK3iIMkmfQUii/cSxRWryPIqCNS7MTwAPU1y2kR/8ACaa5HqjMx0uxf/RwVKm4fH38EcKORz1xRNY6z4kdILzTxpeliQNM0jZkmH93HQZ4rubS0NtGscb7FChUQf3RwB+VMlkSRWcxzJbISPlGVzir3koEVEOD2z/9anQwrAMuPeopWeaYGJQSKAOX8Df6Nb6irbsf2ncAcH++1dgTG3zEsPfFcing6eKaZo9bu7JZZWlKRhSCzHJ6j3NWF8NXhjy3iW/wv+7/AIUhm5e3H2SF5nISJELkk88dq888IeMtT1HxhfaXqcIiNzi4s1Ix+76j8xzV7xVfXV5NZ+Gba7V7ib5pZ5lDbVTGScepIrl/Hmn6toFzpPi1722nmsZFQpBFsJiPGOfbjFFwSPYYpMykNuXjIFMLwyNkSrkDcB6j2rz7x14uk/4RzRdQ025MdveyJ9onQ42JxwcdK2DpXhfTPtGqWciw3LWhZpbZgTtyMkY4z+tAWOpe5tRGR56FumAc0+NY5IwdxSTBA9a8K1m50+T/AIRXUtIjlAmvkX7ZLKDNIpODu9B7Guu1LW0k+JcWjau6JphtF8kMQY5n+bknoewpDsO03VLw/GC906fUWuIkszJGoXABJUY9a7a1OsNrl680UA09VAttp+fd33CvM/D1ppVj8aryDSkijtW0/BVTxkkZqx4QmtbTxH43drt1hhZsPvLsqAZOPcUAejNLCZmW6uI4pOyFsEmrsY86EJjB9K8M1zULOS08NalpaHD32Ptkr7p5F3AEN3A+te62cqygOP8AnkvzdulAMwfFkRh8IasP+mRrR0Zv+KasP+uEf/oK1T8YAt4O1Y/9MyataIP+Kcsf+uEf/oK0B0La81ZX/UPUCCrA/wBQ9MRxngcZ1LxJ/wBf5/8ARSV1af6v8a5XwN/yEfEn/X+f/RSV1af6v8aQ2MJ5p6mmdTT1FAhwPIpx600DmnHrQMb3pW+7Sd6Vvu0AMn/1MX1H8q8j0b/k4+9/64H/ANFV65P/AKmL6j+VeR6N/wAnH3v/AFwP/oqgEe20UUUxBXjHxqH/ABUnhP8A67/1Fez14z8af+Rk8J/9d/6ikxrc9hi+4v8Auipaij+4n+6KlpiYUUUUCCiikzQMM0UhNGaAHUUZozQAjZ2n6Vgaja7mYhFz9K6Co2gRzyKAOJe1jD/Pb7j7LThDDEMranP0rS1eARy5VpF/3RWfvjK4Mk+f92gCwCssQG1lwp7dT6Vxvh2PUNM8Qa9fS6Tc+VeyK0O3BJxnqM8V1WyJkI3y/iKFCqRvkmKjoNtMRzerQal4t0DVLGWBrFWCfZllIJLBgTk+hxUd4mqX/g99H/st476aH7MzM4KL8u3fn06cYrpjsZ87pT6jbSkLuJzLzwRtoA5fV/Ddz/wjmjW0SrcSadIjYDYLY6jPetaNdR1a6s5JNLm0+1tn8xvPIJdgpHGD79avoqZClpSo6DbUjTfLsBlA/wB3igDnruG9Tx/BqEdlMbWK3aOR8jljnB+nNVNW0yPUtRuvtmkXoniAFve2MpRyvozZxweeldWioFP72ck+q9KUBBxmUj0x1oGcncWWuXPw8k06aJ7vUpMKzAjj5wwz78Vf1canJ4Zs7WCyuFuJo1hlZSMxDgOwzxnGcVtmNQ+4NL9MVLHOinAaZm9GXjNAji7fS9Q8P+Mory0S4u4ZbcQXG5VGwj7p4AHc59a172xN9q80FzpTz2Elr5JY4IySDk+4xXQtMsVubifYsOMl2P3fc+lQWt6JrAXqr5VtITgzYXI9evFAHNaFpGoWGurBPcm80yK3Zbe4Y4kiGSdjHv6DpSXmlXevalqH2sTWlqYPs8ShUbzF5yckEjOR+VdJZ39lqpli0+WKXyvlmZGBGcZ5Ip9zrum6YwW5Yb0H3I1LMB6kAdKAMfwYupW+ixWer20kctupUuzA7x0B49qp+PNL1DVtJtrOys2uGW4SViGAG0MCR19q6S31a0urAXsUsRhcbwykbcd8ntj8Kji17TZnSGG5XzJP9XuUhZD/ALJIwfwoAj0yxs44UnGmQ2d0EAZSils9zkVjeIdLvX1vR9Zs7Y3Jsi0UkIbDEMByB+Fa1/rmm6PNjULmNJfoTj64BwPrU767bSaJNqtji7SNck25ByOPU88UAUoXvNQ1u3uru1e1gghZFWQ/Mzke1c3e6Df6h4wv7gLc21vc2oginRwNrAsck9cZau0sbuHU7GPUIzmBxkHHzD2I7H2pHEM75UyoD1wvWgDmI9L1LUvANz4eurRLK4VNizxj93KQeOeo/KrunXmo2el2tnc6DP8Aa4lSMiJgUKqAN2ePTOMVsTRIMbZJ89ScdaeiQ48w+buxjoaAOY8SWN1f+JdInWzuGtLYsZjBJsZcgcZB4qLV9FnXxPo97ptrPLBbMTPI8pbgjtknHvXUFF2lRJMAfRaWEJDGYw0pH+7QMx9TtL3VtciiJmtLC3Td5gCsHYrt6H2NVvCFrqWiW+o6dPDJLDDJJJYzOwIIIyAR9c1vNCjZ/eTDPcLSiBAyESSjaf7vWgDh5tHn2w32j6dfaPqTyBmCSYtmBPJKnIz+FanibTLy+8V6LePYXNxaWyN5rxPtYkg4wRjua6Z7eGRyxeYfgaQooTYsk/1wc0CKWlpLb209q1ndLbLNuU3M3mOxIGck9utaDIiEbbYn6qDSrtCjLzZ/3aMr/wA9JvyoENmClObUfgo/wpiLGjK32TBx121OTGRgyS/lSfu8Al5jjjG3rQBy2hRzQ+LNWjsY5EsAP3yschJieq+nuPcVfl8N30+tT+bq15HpcnMcFq6ocnrlsbuvvWfeznw/4lNzbw3s9jex/wClBIyxEgPDADk5BOfoK6VdTttd0m5fSZ8zKu08FWjYcgMCB9KAOftvB6aRHJ/xJ7fWCzlknuJf3q+gLEEj8OaXS5b3SL2aXWNRhtI5mVbey3F0iHf52+Ynp+VLeaR4lvtDWZvEEq3J+/bxRrGCPTdk9u9ZM1nb2S4tNH1K61NhwsymWMt6lj8oH0oGj0YFGgDIwYMMhh0NQodzkVBpJvV0uN72GNLoqDKiHKr9KliZWl3HIzyOKAMbxm5/4RO4GcCRxE3rtOM129rBHDaRpGAAg2r9K4bxoC/hK4QEDYwm3HvjtXaaTObjS7SdlK+fGJNp/hyM4o6g9i3FvVix6e9cN4uiGn61pviCHMaO6214ezISdp+o5/Ou6lb5OOlc14ogiuvCeqpdZ8pId3H8JHQj86bBMWNvMJOMcZx6VYUgDrWRoNzNJ4bsjcDM5hQOx6k7a0IiTkmpGyz8p7VFI7r9w0pOBTDnqKZJE/myf6wqfUHofwqxGwCgN0HpTAu7qKeRlcKOR60AUNeszf6DfQryWTCgnoRz/Sl0PxBZx+ELO9upEtI40WGTzT1dRsI6cncDS6ne2ttp87G4jSZI2YRswDNgHtXK+FvDCXFhY6ld3Ulw7lrgWznMUbOd2VHrzSHY0LO4k8QeMItWjtJbSzigMSPMuDMST0Hp711CNy6/7VMkLSIFVEwgxuPG38aPtlvAoEkkaY7tkZ/HpQMlIxyTUcghdPn/ABAqM3fm8xMkqnoY8n+lY8/iFZJpbHTtKvr+8ifa7W6KEU+hdiBn8aAMqG6ay8WXeq6tp+oSJBmCzaGANEkWcljg53Egc47VrXHxHh+229npenTXN1PkK0waCMYBJ9c8A0vn+K2QRpoEFvuGAbq8XjnvsVq5nxnba7YwWOo3J04XVtcKYDbzuWcscbApQbs5I68A5oA6o6h4yLtKi6OgP8DM5x+ORSBvGEv7w63YIOvlC0JX6Z8zNXrXzZLNZLhcTOql0J+6cdKtJjy8FBTAyo/Euu2b+XqmgNcsOBLYvuRvqCePpUdxrniK6XdYaHFZHPEt5Pn/AMcA/rW0GwuzaNuckY60jSkjbtGKLisc9D4Yk1J/tfiHUZtRmH3YA5WBPooP8ya3oiIoRHtVe21RhR9BTRuU/IBTxC7sWIpDDaxO4dKf5cksqyIuWUYwMgH8KsQwtwpHFaMMAtxlByaYmU7e2eabMyhfw5NaiwpEgCLgUAE8kc07mi4rAq5OT1qWmrwKUtikxoWkY4GaaTTv4eaBkBLufk6VzHjDV5tHtrf+zQr6leSrFCHG5Rz8xI9B1P0rqHK7GVGAI5rz/TW/tfx/rD3JKGxKw20UnGAUDMwHvuIzQwRr+HvD8Gk2jLJIJbqR/MmmIGXcjk5xn6Cto5ywRRjtntTIol2Bjyc96sHAT5aBCwIVHzdanwo5qurOetOLGgBXYg4B4qMjd1px60CgYzJHAqRBuGGJ560cUFgvNAEV5pttdxGG6jR4GG1o2GVYe471i6X4L0bT2lmtbZfOHCNIzPsHX5dxOPwxXQO/mptPTFEalelMCnHavENoLMM5+Y5q6v3ASfmAp3zYJNQtuJ4oAUuzHDUiqVOU60bWp6hh0pBYcfNccgflUbCdRgbQPpUu9lpPNB470AYraDpsmpDUXs7YXyjaJBEu4j3OMnpU9/oGnatAsWoQRzRg7gkiBl/I1aaMsxcDmlBZzg9qAKKeF9Ghsms4rO3W2f70IQBPyFFj4d0mxikt7SwtY45AVcCMDcD1BPU9u9agjJTkcUzyyvQUwuZDeC/D5hSAaVp5jVy+0wDAJOcirE3h3Sr0JHd6fZywxjCK8KsFHtnpWgqt6UpUjgilYDEPhPRobwagNPtBcKAiOIgCFHYdh+VWrPwpoVgZZbXTrWOScETMIxl93XNX2j9RSbiBtoAyG8FeHRCttFpdkIVbeFMQOD1rZtYYbSMQW8SRxDoqLj+VIidxThkUAY/i8geDtWH/AEyNWdF/5Fux/wCuEf8A6CtUPF2T4Q1b/rmavaL/AMi5Yf8AXCP/ANBWkPoXkHFTdIXqNB8vWnn/AFLUxM4/wN/yEfEn/X+f/RSV1sYzH+Ncl4F/5CXiT/sIH/0UldfF/q/xpAyPbzUqijHNSKKYhhGKaetSsPlqI9aBob3pW+7Sd6Vvu0hjJ/8AUxfUfyryPRv+Tj73/rgf/RVeuT/6mL6j+VeR6N/ycfe/9cD/AOiqAR7bRRRTEFeM/Gn/AJGTwn/13/qK9mrxn41f8jH4T/67/wBRSY1uewx/cT/dFS1FF9xf90VLTEwooooAKMUUUANIpKcab3pDHUUUtMQUh6UuaDQBm3lvLLlknCe2Kx7xJIl/e3OwD+LFdM8QcVELRA25gGPbPagRzMEc0y5hud49SMUr21+P+WxI+ldR5YHr+dBKBTkUwOPZ5I+JLzY3oRQLn/p/H5Vo384MhVGgX/eArOJlBz5tr+QoAf53f7ev5U0y5/5f1/KpBJJt/wBba/8AfIpN8v8Az1tf++RQAwTY/wCYgPypfPA/5iA/Knb5f+ett/3yKaZJf+elr+QoC4Cfr/p3/jtNjuGaUqbxXGOg609JJf8Anpbf98ihPMMh3SW3IxwoFAGX4oYtYWNjnEeoXUcLY9M8itYQbY0iG3GA20jIzisfxRavLo6XEGXuLKVbiNR/FjqBWjaXx1K0ivrGaNQy9HXoe4NAHJ+As2+reKA7goLwq0eMZ+UYqKe61LSPFup3ekW66vbSRoLqEHDQEZwM9856Vr6H4c1LRdT1C6e6gaK9m85gIyDnjoc+1TW2galpGq3tzpt6givj5kkU0e4bumQRg9MdaAOOur6xi+HBNizq95qSrco42+SWOWTjoMitz4iyRQeF9NazIU293b+TtwDjco/rWjceELc6Je2lwA09/L58rL0VwcggdqQ+Hb3ULbT01e6jmtrJ1lEcce0yuDxvPtjtigCW/W+gtZG0/SFu7mWAK7FlXBx0yetQeATaTeHDbW6vHLbzFJ4peqv6foa1rhtXuJSumm1iC/deUFmH05x+lR6Fp1r4atZy0rSyl2muZ5PvOx/zx6UAV/DcXkXOs2aDEENxvVfQsoY/qTV+e6KSIouvKHpiq2hRP9kub9wRJqMpm2nsh+6P++cVPKZFkUK8C4/vCgCdZ9wBOoD8qd5vH/H+v5Uscku3/W2v5Cn75f8Anra/kKAIvN/6iA/Kmmfn/j/X8qm8yX/nra/98ik3y/8APW0/IUARed/0/j8qXz/+n8f981Jvl/562n/fNG+X/nraflQBH5//AE/j8qBLj/l/H5U/dL/z1tvyFIXlH/LS1/75FAhhnyf+P8flR5uf+X9fypRJLn/W2v5CpA8v/PW1/IUAQNL/ANRBfypftrJHtF8D9VqYmX/nra/kKiZpQc+Za/8AfIoAiS4LklrwBh907fr/AI1zOqTv4Z1FtYiu18i8lVLuErhcE43DAzXVPLKU4Ns30UUl05WB2MlsIwhLZUbSo6jHegB8F3ZzwCSGZZIpBuSSNsjuPz46VizaZ4gu5p1TW0ht3fKpHCu4A+9VvA9nE0upXCQiCwnuN9rEOFwAAxA7AkN+ddg0oWTYqjb9KBmLb6feWFlLZ3Wo3F0ZAdkuADHk9sVqWdsIbSKJpWkZRy8n3jTmbtSAnOTQBieNYifCV9gHAjzx+FdfaXCT2EE0RyrKDx059Pasq/hS9sJrWUZjliKEfWqHgW5caTJpFw+bnS2+zcnBdAcIfyFAHYJzGd1cd46unHh1tOhH+kaiPIhUf8tCev5V0t/qNppULXNzMsMMa7neTp9Pr7Vw+nNdeIPEX/CQXistjCTHYRMMEA/ffHbOBj6U2xI6CKJY4FiAwyKBtqSMbV5p4YFsL931PWkcUhgTmlHSozkVKPu0CFFUdR1KHSbSe6vCfKjHG3qTzx+lXNwVcnnJxiuL16JvGV6dFsBMI4nVry6HCR4PAHHJ9qARk5sNRfU5vE1lfQfaFMdlIYHAiRemD2J4zXR+F9ROm+GrKTVbiG2RQyjzjs+QEhMg/wCyB61oPp3jC1giMd7p0xjOQfJZTJxjnDYH5UmjeE5I5JNS121trvVp3J3OPMEK9guaVh3KcN3qniye4h0NvsumAgPfEYdx32e2O9bVt8P/AA4I13WSzTgfM8x3Fj6mt8FYVChSMdQD1qneaxpmk2/2i9u0ty3Clz19gByfwpiuZEvgTRPNVorF7J4zuE1s5jP5itbS7Cx0SxaGxjEcUZLEswz65JPXvya5+bxfqGobo9A01p4s4NzeMyIfouckfjVU+Hb/AFg79f1S5uVPJtonMUKj02qefxzQMu3XiqXVLiW30K2juGjYq147AQgj0P8AF+FVLLQSuprqWrvLf32dyySf6uJv9heg9PpWulpaWqpFaW8cMEfCRqgCqPQDtVgjeNwJ4HSgQ1BmZ3CYZjlj6mpCT0qNJ2Y7NvSr0EBcjIoAq4YnpViK2Lnkda04bJMcirK26L0FA0UYdPTvVtbSNRjFTBQtLupDIhboDkCpNgpc+1LmgAwKOKQnFN3UADcHio2LZqXr2phPzcc0ARkyelTL9z5qd2qNmL/LgjjrQBlazqcOlaXc3hRnaFC4RepxXH+FbiDxLrr+Jpbm1WVIxClvbuH2g/3z0Lc9uld6YrfJjPVjznqf/rVw/jC0TRL6w8S6fbiMQExXXlsVLocgFsdQCc80AjrnkiiYQhwz55xVgLyRngV5d4413XtOki1qz1u3GnbkVLWNQzt6njOR+XWvQ9LuXvdOtr9ht+0QpIVPbIoBo0MjHFJ1NRM53YFPQ0AKRTTUpGajK84oAOO56Vm6hrFlpcfm30ywxMQFZiBuJ6YHetcRpFGzAjJFebfEbQNcu7nSNc0iNbiXTmLPbgcOx46d+KAR0UXi/Rft8Vl9vPnzkCFGQjeT0xmt8tOsgXZzXmel+OdH1q9tNN8R2M+mapFMjR+amMuDkBT6ZrptT8WyWV1di10ue8+yx+az7tiMOeAcHPSi4zqZblISBMduBk1FFOLhUlhKtG43KytkEVyUvi2z1D4fP4hmsZJLR1O+36sM8EZ9OaoHxnp/hvwJpmo2+lzpbXO0LHEcBA3qfx9KLisegM8mM7eBSxzMR7Vxg8bpa6xp9hqGl3NtBf4EFy8nyluOMfjVLXPGGqWXja20Kw0ySRGRnkO8fvAO44460hnoUzbIWkbhQOtYI8YeHBdNaf2jH9pX7yZww/CtSyuZnsopbm1aGQr88LNuxx615W11bW3x2meRooIjYEZX5QG55+tAI9NtPEOlX6N9iuopwrbSUcHB9D6VbS9s7maWC2lSSaAgSBWBxmvKZ4H1b4tWmraHGVt7aH/Tp0jKpKfTP8R/Suh8Ja3pF3Pr+qW+mmxa2mZbyaQ/e25yQPwpgd2rTg7ShxQZJFIBQgntXEt8SrKKOxmms5fsV5KUhnD5bg4yyAZApNU8fWMPiKXSY7C7mvEgMqtHnB6YAHfr1p3FY7lpHRc7eajMkhG4rXBX3xDttPsdMn1HSr2Ca9kWNIjnKknHP86sweO7GK01ObVbK7sra2YKvmD5pSem3nmi4WOvMkz5IU4oRsH5+K5aw8dW8viGHSpbJ7cyxCSGTzBIrexwOD9a6iSWCQE+Yu7+7kA0gsWUZT0NKxFVIZokzubH4inm5tyf9YPzFIDI8WEf8Ihq/wD1yNWtIbHhqx/64R/+grWd4ukiPhHVsOMmI4GetaGko3/CNWKkciBM+3yCgfQ0IW+Spj/qmqtFlVwasdYWpiOQ8C/8hLxJ/wBf5/8ARSV18X+r/GuQ8C/8hLxJ/wBf5/8ARSV18Z/d/jSBjgeakWogeakU8UwFY/KahPWpWPy1EetAIb3pW+7Sd6Vvu0hjJ/8AUxfUfyryPRv+Tj73/rgf/RVeuT/6mL6j+VeR6N/ycfe/9cD/AOiqAR7bRRRTEFeM/Gr/AJGTwn/13/qK9m7V4x8af+Rk8J/9d/6ikxrc9ii+4v8Auipahi+4v+6KmpiYUUUUCCiijNAxDTacaSgBRS0g6UtABiiiigAoozRQAhFUrlWIOCavZqGVMg0AcheIwnP+jI/PU1ERwP8AQ463b2xO0vlx/umsdkAJG65yP9lv8KA0Ggcf8ekdJg/8+kdGR03XP/fJ/wAKUbf71x/3yf8ACmiWGD/z6R0bP+nOOlOB/Fcf98N/hSZH964/74b/AAoAAmP+XSOnDjpaR03cP71x/wB8N/hRx/euf++G/wAKAHmaQOp8hBtORx0oRVRNlvaRouc4HrUfynq1z/3w3+FODKP4rn/vhv8ACgCRvtZ+8gOOnJpWkuWABjU49zTDKD/Hc/8AfDf4U0Pg533P/fDf4UASmW5K8xrnFQo11lv3Y/AmlLA/x3P/AHw3+FGR/euf++G/woAFecPlIQv1bP8ASiaKWdGSWFWR/vD1FAZRzuuf++G/wpTIP71z/wB8N/hQAg+0KTiNQPQdKa8ZdsvaxsfenFwf4rn/AL4b/CjI/vXH/fDf4UAATA/4846P+3OOjI/vXH/fDf4UmV/vXP8A3w3+FAC7f+nOOjB/59I6Mj+9cf8AfDf4UZH964/74b/CgAwf+fSOjaf+fSOjI/vXH/fDf4UZH964/wC+G/woANv/AE5x0mz/AKc46dkf3rn/AL4b/CjI/vXP/fDf4UAMCc/8ecdOC/8ATpHS8f3rn/vhv8KTI/vXP/fDf4UAO2/9OcdM3qW2G0jp+5VHLXP/AHw3+FVHkQzA7rkf8Bb/AAoAz9X1I2Gr22n22mJc3NwrGNfNEanGM5bn1Haqs2ja1qUcsd49tpttL8jRW5MshB/2zjA/CpbthfeOdKjRXdrSN7iR5M8oSBtxjvj9K6EGQXLZbKE5APagB1nYRWdlb20OVjhjCKvsO/1qyQFGcc0jycCk3bhQA0tmkyBS4pCAaAF807sqAT71kX3h2C41Fb62uLmwu9mxri2cZZeMAhgQenpWqq4apGfjgCgDCXw9HJdJJqeqXepCM7ovO2qqN6hVAz+Oa2oUZVIblfenA5PIFPyO1ACZGeBSkZppxTd2KAFbmlwSMU0mkDGgB2Aq4c/Sufu/DqRXEl3o9zLYX0jbyVJeN2/2kzyD7VvNlqlRgoBPJ96AMFPE2uaWRBrmlia1KD/SNOUsVb3ViCPwzVg+M7iZVi0XQ9Quj/z0ucQIPbJyT+Va8jrKScjcep9aiVMEgkFfSgDKe/8AFl7GYzb2Olq335/Mad1HoF2KM++ajsvD9nb3P2+6nnv9Qxj7VckMQPRVxhR9K2sY4HIPrTXBI56UAMUKX3N83pkVaVyV4NQyNFHHgkAn1pkXyMV3ZPWkMlIwadGCxwBUsMDTtgCtSG0SJQGHzUAVobAY3Y61eitgmOKeiMv0qYGncLDR8vFPzSYzS4pDCkwKWigBMUUuaKAGGo5JxF2J+gp0kgRSRgn0rmvEfiy18PQqJtz3kwIitUwWY/XOAPekNHRLdRvEGySGOBgU4SRIMhsk+nP8q8nufFtzeF7e61DT9Itjw6Wlx9ouJCewC8A/1qljRrXTJbyXR/Eh2jcZPIlRZPdiV4/GgVj1u71Wws4i11eQQcZ/eyBP/QiKzbrxZoFsguJNatDEBjbHMHYn2AyTXjWl+M9AubsrbeFr29ui4WKPd5pPPfdwPyr0Tw9bSXKPLeeGIdKlHMYJVyR745BoHYxtHj8TJql/rmmMbq1u53VLTUdy4iydjqQCRyBxjv1rO12HW7DxBo0tzqsU15fOyywXEbm2Bb5VXYMA8YHJ59q9WjxHAEj254zgYp01ra3UYEyISvK5AJB9qBHBv8OLWRGlvdUggkkGHSK3SNAPRd2SOnUGu5s7NLK0jgt+YI12IM5AwOKhv9LsNWsVt72ISIGDbSehHQ1LCGg/dx/LHjGBRYdy0igj3p23FMRwKcWpiF3c0pwRURPNPVqAE8s5OckVyept4ptPE8c2mWcVxYmFluFaXaynI5XPGcA/nXWJdQeZsMq59KjmCSyZWUA+vrQFzzvxR4X1jxprOlzT2KabZ2cyzSzvJulkx1UbR+uaXU9F8ValrWqRyBJ9ImgEdmBctGsZAPVcHP516JCiRKUSTh+xpZC8Dgg7vlyVBoC55dp/h/xJB8Lrjw//AGbCLjZ5QJnJDAkE/wAPHQUmseE/Eup/D7S9Ei06Lz7eSMybrjgBCDx8vtXVeGfFp8Qa1qdi2ny2zWLhWaQj5ic+h9Aa2PEOsPo2nveC0kuI0zvEZGQB35pWBs43xR4b13Vb3wxJBYwMumMJLjE2MkY4xj2qfWdH8RL480/xLp1nBdxfZTBJE0+zYTjJ+6fSug8LeIbLxHpL6pY7wjsUaJsZBHtUfifxXB4W06O8vAxT+BFx81MdzZWe6NtFNLAkcgX549+7t64Ga81fwp4huviS3iOTR7OayMfklDPgkf3sbTzz0rtx4lgfw8dfnjmt7byRNtdcnYeQQBnPHNX9OvI9RsobyBm+z3I3KcY4+h5FFhDirR2/mQQopCbfIP3Qa820fwlr/wDZ3iPTNQgW2j1ed5o545c+Xkkgbcc/mK9VaNMeWJBk84FQRyKHOZAWFOwXPP8AwvofiXR7CDS7rQtIH2c4XUjITlc8EptyT7bsUXWg6/F8TIfEEOnQyWqWgtgwn2k8jLY2n8v1rvifOkMiOG9wOlSxupYRFs7eSfSiwXOG+Imh6zr0uhJpltHM1ndJcS7pNhbb2zg1N488N3Hi/wAJLYxRx2moo4lWItlcj1bAzz3xVifxk48aL4b+wTo3l+YLhwNpXHUYNdSEVP3qzA46nGcUgucl4fs/EUYgjutA0nT1UDz5Y5fMeXAx8o2jbn6mtu98OaTqNyJry0MsmOqyumPwVgK1ICArP5mUPJPJpwjDSlxKMZ9KAuYEng7w9j5dOYe/2iX/AOKqP/hC9CP/AC4t/wB/5f8A4quokUqozURb8KAOfHgvw/tKjTjlupM8h/QtW3awi1iEKjEYGAPYdP6VKJQBTd+40AIR83FWEGYGqD3qxGf3De1AHG+B/wDkJeJP+wgf/RSV1sR/d/jXJeCP+Ql4k/7CB/8ARSV1kX+r/GgGOHWnDpTM808dKAFPSmHrT+1MPWgEN70rfdpO9K33aQxk/wDqYvqP5V5Ho3/Jx97/ANcD/wCiq9cn/wBTF9R/KvI9G/5OPvf+uB/9FUAj22iiimIK8Y+NP/IzeFP+u/8AUV7PXjHxo/5Gfwp/13/qKTGtz2GL7i/7oqaoYvuL/uipqYmFFFFAgoxRRQMQ0lKetGKAF7UUUUAFJS0lABRmjNJmgYuaCMikpR0pAxksfmIVxXOalC0LffC/U10hYg1UubSK6YeZEHHvVEnLBGYZ85T+NPAZRg3Kp9a6KXSbMQnEKofUVg3EPkuREkZH+3zQJkBP/T6n5Ck/7fE/IUoEveO2/wC+adiT/nnbf980CG4/6fE/IUf9vifkKf8AvP8Annbf980n7z/nnbf980DEwP8An8T8hSbR/wA/ifkKf+8/5523/fNH7z/nnbf980AR7f8Ap8T8hS4/6fE/IU795/zztv8AvmlzJ/zztv8AvmgBmP8Ap8T8hS4/6fU/IU795/zztv8Avml/ef8APO2/75oAZj/p9T8hSYH/AD+J+QqT95/zztv++aP3n/PO2/75oAjx/wBPqfkKMf8AT4n5CpMSf887b/vmk/ef887b/vmgBmP+nxPyFGP+nxPyFP8A3n/PO2/75o/ef887b/vmgBmP+nxPyFGP+nxPyFO/ef8APO2/75o/ef8APO2/75oAbj/p8T8hRj0vE/IU/wDef887b/vmkIkwcx2+PYUAGH/5+h/3yKUK/wDz9D/vkVGF/wCneL86eFP/AD7xfnQA4q4/5eR/3yKYd+f+Pof98inFM/8ALCL86iMR3f8AHvH+dACyCTb/AMfII9lFU9Xvl0rSLi9N0gkiiYojIMs2OB07mtKMYRh9miOR61y/iqFzfaVezRq8EN6qMhPygMQFJ+hOaAL3h3w/Fb2kWsXUkk+oXK75pJDymTkKPbmtolnkBA+WpFhZUJZic4O09hT1VcUABXIFAGBTselIaADPtRjNJQDQA4rxUZGKk3A0FSelADB70ZxS5A470BN1ACbqMZpQnSnBRigBgXNKVo34OKQyCgByihl4pqsKkPIoAjBUdetTKFI4FVmX5qnUbVoCxIVGKqTlwMqM+1WWYbeTioU3uh8vH4mgNTE1u91F9SsNH0/yreS73H7S43FQoJOB64HFa2k+H9VsL0tcao17aEDaJUHmBvqO1ZGhJ/a/jia7jybPScwq5H35iMN+QJH4V6Cc7Q+BuPHWkhsZBb+Wd2MVY25OTRnC80KwPSgBcUYpaKBiZpaaRThQAVG7BaeWAOCcUjKGFAEKTAvgmpXJ28VGsKg5709zgCgDnvFutxeHtIe/khlfcfLVUGTuPQ+wrzCw8LXus6u+vS6bpusPOD8st0XB9iCevbmvZrva+5XAZQuWB6CuM8DwDGrXyoI7S6vW8tV6KFCpkD3ZSaQ0RQaBrq4Rm03SohyIbW2Vyv4mrD+Eo78kahrOo3aHqhmMafkpFdlJDGABjJxwTUHkxlsHp6UwuZ2meG9H0kKbOytoHHV41G5vqeprb2rLgt0HT0qPyIFUFetSKV24zQSRyRov3OvemlUA6DNSMAORUJ60DQ0oM0bTThRmkMAuKd1FIOacAaYhj/KuTUYYPBIVBZgvA6ZNTON67etVpWVImg6hh1B6jv8ASgDz3xR4n1rR9Eu9QW5soDBOPLtyys5jOOCR0NXPGHi/XdH0rS72zhgQXE0cT784+Ycf1qi/wsnfSNQsRrh8i9nM5JgBdT6FupHtWtqvgm51/QdP0ybXBvs5Vk8wQ/eK9MgmkMhvfEOvaV4n0yw1WW2ltNSyEEKkMjY459M1cTxDea94g1HRtJuUtjpiKks8i7tzHPA/Kma34HuNb13StQ/tEW76euAoh3K59cZ4NQXfw/uLfxTJrWl6y+nzXIHnokassh9cEYH60AZ/w3hvI/F/i2O+eOS6+0IZjGuN3XnHaux8W3EMPhbUt5yRCQAceuKyPDHg++0LxNqeoPq32hL6XzJFaL5j17g4HX0rb8U6BLr2ky2VvffYzJjdJ5e/IznH+TTEeZWcq/D3x1DOTs0TVkjJA6RSYAP0z1p3xCmGveEtV1hwRbR7YbJexTd8zfoMGu41vwYniLwymm6jPG8qsCJo49nI6HGev41D4o8LJrXhePQLaYWcC7QCqbtoUYwP8mgdzM1nWtS0H4TabqVjFHJ5FpBuDk9Cqj6Y5FXrrxZcabY+H7EJCdU1baMkfIme/wCvSmal4LutU8GQ+GZdZEcSqqtN5J3MFxgdcdhS6t4ATUtK03Opvb6hpgAgvY4+uPVTmgRTu9d8SWHxC0rQbi6guIL3excR4KqoGQPxIq1pHiHWdS8V+IdIk+zsdPTEDqu0ZJGM+vWuZvre+s/i14XTVL+O4k8iQGSOIRD+HOQD1/wrpn8F3EPiy+1nTtcaEXqqskPkhhxjkHt0oGQeFvH1xc+Htc1PW4oxHpkrxsIVxkKAf6mqWmeNfEl/bafqGm2q3ltdvma3EJzEh6Hf7VpaP4ATRtP1PTrq/wD7QtNTdpJUaIKVLDHXml8P+DNT0aIWK+Krg6dGf3cHkJuUegbGcUBcybqVf+F12rSgrjTyTjtx7c96v6V4o1vxc+qtozxWsVpMYIo5U3byAMlu4HNaDeCZR4x/4SE6uSyxiIRGM8rxkZz7VHp/gWfQtVvLnRdUFlbX3LwSRiQBvVTxg/nQIybbx/rN98P9Q1i2t4Rf6axjnjb7nHcDr+dQX/jbxTZ+F9H11xafZrjyhPGqHdh8cg/jW5D8P7a08JXfh+1vDB9rJM1w43s5PU9cVW1LwLLqHhOy8OjVisdo6N5nlHLhegxn6flSGdjbOzW0Mgcu0kYc88cirWflGetVNNikhtYbSWQSSwqF3hNvy/Tn+daskI8vgZIFAmVVUNTxFjmmrle1OEnamAhHapY+IWqEtzU0Z/ctQBxvgz5dU8SY/wCgh/7SSuuj/wBUPrXIeDj/AMTPxH/2EP8A2kldcn+rH1pAx3enioh1p4pgPph60tIetAIb3pW+7Sd6Vvu0hjJ/9TF9R/KvI9G/5OPvf+uB/wDRVeuT/wCpi+o/lXkejf8AJx97/wBcD/6KoBHttFFFMQV4x8aP+Rn8Kf8AXf8AqK9nrxj40f8AIz+FP+u/9RSY1uewxfcX/dFTVDF9xf8AdFTUxBRRRQAUUUUAIetFB60ZoAWiiigApMUtFADcUU7FFADaUUYozQAjLmm5CU/NUb+V0XgEj2piC5nYKQImcegNc/drvfm0cfU0ye6jLnLXIb/ZBqEyQMcs1wfrmgVhViI62JI/3v8A69KVX/oHt/32P8aTdD/fuf8Ax6kLQ/37r/x6gBdq/wDQPb/vsf40bU/6B7f99j/Gmb4f791/49/hS7ov79z/AOPf4UAO2J/z4N/32P8AGjYn/Pg3/fY/xpN0P/PS5/8AHqN0X9+5/wDHv8KAF2J/0D2/77H+NGxP+ge3/fY/xpN0P/PS5/8AHqN0P/PS5/8AHqAHbF/6B7f99j/Gl2L/ANA9v++x/jTN0P8Az0uf/HqXdD/fuf8Ax7/CgB2xf+ge3/fY/wAaNi/9A9v++x/jTd0P/PS5/wDHqN0P/PS5/wDHqAF2J/z4N/32P8aXYv8Az4N/32P8abuh/wCelz/49Ruh/wCel1/49QA7y1/6B7f99j/Gjy1/6B7f99j/ABpu+H/npdf+PUb4f+el1/49QAuxf+ge3/fY/wAaNi/8+Df99j/Gk3Q/89Lr/wAeo3Q/89Ln/wAeoAXYn/QPb/vsf40FEwf9Af8ABx/jSb4f+elz/wCPUheEj79z+tAAI1/58Zv++qdsX/nxm/76pn7v+9dfrR+6/vXX60AShF/58Jv++qUw55WzlA+tRBo8/euv1p4aL+9dfkaAGSxlFylnMG9c1m6vYjUNGubM2c2+VflYHO1v4Tj2NabPD/eufyNN2xHkG5H4GgZn6DrrSBNK1WI2+rRr8yseJR03Ke/0rewd+BypOMjtWHfaVp2px4l+0rcod0Uyj5o29Qaj8N6vdSQ3lrqkkf2izkEXmAY8wHkE++KAOjcqmADmmbs1Aoy4O75WGVJ71N5e3mgQ7FG33oTmpCuaAIuBS7yOMU1lCfMSDxnGaz7nxFpdm6pcX9tGSMrukA+lAzQaNw3zId+M4NRyXHkW0srHCRgk8Z4rnfEOpXlpcaXq6XgfTPNWKWPPAD4UNn0BP6VZvvE1jZ6zDp9zKULhfn2HZlui7uhb2oCxr2V19vso7m3JaJlLAkFTj6Gsyz8T6Pc6rLYR6kjXAztQow3EehIwapwX9/LrOr6Rc4jaSEvZbOmzoPx+Za5+2nj1i00zSZLeSLWdPuIxIxQgYVhuOfQgUBY9EQCUnYc4ODTjDjqMVj614httDuoLJraee5lQybbdS3yjgmobTxZpl3qcFiXnhecZjFxC0eeM4BYCgRvKg7GnZxTSQibx93oDUTykqTg0ASsO9JG5Y4psLl484Pv6Uks9paQSy3M6QqoOGdsCkMdJww3j5D/Fniqupahb6Vpk1zLKkJA2opYEu/ZVA5JNYc003ibxCdGguPLsIFWee4RsNIGJAVPbIOTXTaZ4F0jTrz7XH58sindGZ5C/l/TNAxPAmny2Ph1PtKKLi6kkuZNpztLuWAOccgHH4V1CqVJJoii2ZJOSSSD3+lS5BoAjYEilRcVJRQAUUUZoAaxxRnAzSOORSkgLz6UCIJhuKsVPXmsdPFuivrDaVHfo16chYFUnkDkbsYz7ZrlPG+u62morpOnypbpcWkkwk+8524BC+/zCp/hz4W0uw0qz1kZudRuYg7XLf7YyVHpQMu+E/GM/iTxHrlg1oIIdPkVEfdneep7DHWuyk4TLcAfrXkWpaPqfhD4gJd6TeJDBquXZZv8AVtIOqn6jb+dbo8fy2a3tvqNnsv4IhIojcOsmfu4HYnsDQM1fGuqzi3h0WwJW/wBTbyBjrHH1dj6cA1f0O0g07Sbexj+5boEx6kd6xdC0ue41FdZ1mRm1KaHAQDC244JUY78da6NV37hGMAEkUWEW3bzDnFMKZp0UbKmCc04ihgiMp705eKDSGkMczUzFFKOtAWFC8U0rUy0u3IoAr521Ir0yX5ahVsmgC1PtjQ7h2/OuU0W7vNc1qfUYpli0m1keFFYczN0Zm+nIArp9UGdKu8feFu5X2ODXJ+Apl/4QmwjH3m3O7ereYc596YkU/HHji88KW8LQaSXglkCec06gZPsMn9K3Nf1CbSdIa50+L7Te/KI4RkBmPv2rjPjaYz4d09UZdxukGMjJ5r0uFIZ7SLcA2FGWHbjrSGefXPijx1Y2Etzd+G7AKpx5hvwRzwBjb3JH51vXni9NC8MWupa3byfaJcKttANxkkPRV/SqiXCeJvErwxvv03S2wx7SzAdPcAY+hFc18SYvM8feGoZp3gslJywO0BvX0HagDtdFv/EF9Ks2ptZ2EbIGFouXkAPPLcYPtg1Fquo+JXMg0TTIZEQbjLeSNHu9lAB6/gK47Xre68K+NNFl0zUrq4TUJSk0E0hcEdS3PSu68QaTf6jE1vDqlxYW5U7jDGOmPX070AR+CPEVx4q0me6ntBbSwymF1DZXcOuM9etdHChU5YbvrXmPw31rU5rTWNOaMXSWEpW3uIwF80+hPTOe5NdKda8WxANH4YO1j/FeIf607gdbNuUFzFuA7ZqvGwabc6bfYuOn51xuv3mr6l4N1lrqKXS7mCJnjZZlOSoLdR9K5Q6dcT/C+012LWbuPVLeBpUbziFIXk5B69KQrHot/wCFtEvtWF8bIS3eC3mF87ee3PFbkAVLZRGmUUYHPT1rx/xLqmvHQfCV1JqE9nPdyItxEnGSRncau+MZb7wTo897a6vd3st/dCMSy/8ALEZwwB6DpwaB2PUDI7ybGg2sRkZYc/rUkcSrl3jIY9CTXnuk6Rq0OqWmrR6ikGnzxKJIZrjf5uf4hzwa5q61XUtLvjNrYu3sru7Etnqdo+5QD0VgOgp3FyntEr5UIY9xHX5h6fWqrMI0DFCVP3Pm615zqWu6jrHxButB3NDbQ2atEgn8oSMwGGyeuM/pVPX7fWNB+HGptPrzzXlu25JIHJcDqFc96Lj5T1i3ALY8piCM5LCmy3ENrNGkihXkbahLcE9cfoa8h8QyXWleHPDuvW+s3bXRmiRo5ZT5bKQc8Vc8WWw1H4o+G4Hu7hI7iJ2fy3IC4Rtu3H4Ugsdf4yvdR0aCPWrK5YxWZEl1aAZEsWecehABresr1722W6jcGCRAyqOvIzWRf2kFh4Pv4Zp3uI4rZ8vK5divOc57VL4ESWPwTpqz/wCsEA3A/U4oA3I28xDkYqPb8x5qcEYOKYB81MQzbipo+IWphFSL/qmoA4vwd/yE/Ef/AGEP/aSV10f+qH1rkfB//IT8Sf8AYQ/9pJXWRn90PrSBjweaep4qLPNPU8UwH5pD1ozQetADe9K33aTvSt92kMZP/qYvqP5V5Ho3/Jx97/1wP/oqvXJ/9TF9R/KvI9G/5OPvf+uB/wDRVAI9tooopiCvGPjR/wAjP4U/67/1Fez14x8aP+Rn8Kf9d/6ikxrc9hi+4v8Auipqhi+4v+6KmpiCiiigAooooAQ0nelPWjFAC0UUUAFFFFABRRmkoAWkIzRS0AIV4rM1ETAfIxHvWpUFxGHXFMTOOmDhyTfODnoBTUlI/wCX8j/fWtm5scEsqDP0rPlgm3cLAcdn4pDIhMf+ggn/AHwKUzE/8v6f98CkKTqf9Ta/99//AFqULP8A88bX/vv/AOtTEJ5p/wCggn/fAo80/wDP+v8A3wKdib/nja/99f8A1qMTf88bX/vr/wCtQIb5p/6CCf8AfApfNP8A0EF/74FLib/nja/99f8A1qTE3/PG1/76/wDrUAHmn/oIJ/3wKPNP/QQT/vgUYn/5423/AH0KMT/88bb/AL6FAB5p/wCggn/fApPNP/P+v/fApcTf88bX/vr/AOtS4m/542v/AH1/9agBvmn/AJ/1/wC+BS+cf+f9f++BS4m/542v/fX/ANajE3/PG1/76/8ArUAJ5x/5/wBP++BR5x/5/wBP++BS4m/542v/AH1/9ajE3/PG1/76/wDrUAJ5p/6CCf8AfAo80/8AQQT/AL4FL++/542v/fX/ANaj99/zxtf++v8A61ACeaf+ggn/AHwKPNP/AEEE/wC+BS/vv+eNr/31/wDWo/ff88bX/vr/AOtQAnmn/oIJ/wB8CjzT/wBBBfwQZpf33/PG1/76/wDrUfvv+eNt+Df/AFqAG+b/ANP8n5Ueb/0/yflTs3P/ADwj/wC+j/hR/pH/ADwj/wC+j/hQBGJef+P+T8qf5/8A1EJPypf9Jz/qY/8Avo/4Uubj/nhH/wB9H/CgCNp8/wDL/J+VJ5xIwNQk/Kn/AOkf88I/++j/AIUo+0Af6mL/AL6/+tQMhG9BxfSHnPSsi88L2Wq6g9zPqF1FHcOrSxxysiSMBwTgjtW4z3RHEEX/AH3/APWrM8QS6jFoN8IY45GMJASNvmXnBI45IBPFAip4JcPZ6nbLPJLBDfMsLPIzEIOAASemc11TkAhR2FYfhe40+fQLeLTEVzAqpKija4bqSwPI6mtgZd2wRhRyKAHrhVyab5nnHahxil+/0NIkW0kgc0Ac/wCLNY/srw/LKuVlaQQbx2B71rHTLOGI2aWsM0EgIdSgKntn8jRrWj22uaVPp9wQElQjKjJDdjXOaNc+J9Hs10zUdKXUDF8sV3BKoDjsWBOQfzoGZuh6MltrWueE5Gd9NmtzPalyT5SsMED8cmm6ZbXupeELmzmtWuL6K8aFucEEAYcHvxXWaPY3Ed/PqN2iPezAJthPCIOi4qDVPE2k6DfrDKxjmkAZljTdtB6O2DwP8KBlnUtBttQ1SzvbxHSa3JxtYjII6H1Gf5Vm61ruo2WuLYWOmw3SRQCZvm+fbux7896sa7rd7ElnaadCj3t7uEUryYWNR1Y8HNO0DQl0WHzJ5fOvpx/pE5/iJJ4HoOelAirHp+uX+vafqtzHaWgtkdPKjyWZXxwxJx29K0fEOkSX0tjc2Nx5d5ZuWjMi7owCMYK961sso9u1IN3b86BHKtqPiLTJTHqNoL2AjKy2MJHzehBJx9aePFh8nZNpF/FefwweVkN6fN0/wrqEDEFCcKeuCai+zsG2xviEc4JJ/rQCMXQvE32u+m03UIfseohiEt3PDKP4geARVPW/sur+JdH0VAbiMTrNdRgE4CruXcegG4DjvmtzV9Bh1iO1a5knSWA5jngfbIhxjOTnt7VreHvDVho9u/2UyzSzOZJri4bdI7EY5PHb27Uig0fwZouhXdxdadZCGWcAMd7EADJwMnjkmt7a+MFqcAVUD0pVJJ5oENCkfSnCnUhoGJSE4p1NcelACbqUGogrZqVRigBGYAd6btVhnJINOlIC8+teWeMrzxfoniCS9t7ySWwmGbaCO2LqhUco20Z59f0oAg8T3jf8JHrF04jjk0+y2wK5wH80/M3TtsHT1rtfBEfl+DdMUmUbbePKyjDA7RkH9a8y8ReILPxle6S0mlX9rcRzeTI8QyYwRn5sdOQDhgK7W28Sa3oclvBrdtbzW8soi+2wuRgngEx7eM8fxGgZ0fiLQo9f00WsjtEysJYZ42w8TryrA9sEZrivCmhWWqapJrepWcU+qQytAs7DhwuAHC9Fb5iMjtXXeJvESeHNNWYQm4u5cpBbqcGVvQe3PWs7wpYSafoUUlzIDeu7SzD0ZsZwPwoF0OlZF34AxnmlChOlPDB4g+MHFQfMWPNUSWFOR1oNRx5A5p2allIDTSKcabmkMMUoFIKeKAFBxTgeKZS5piIplLdKijQoeatUgVepoAjlkSYMkhKoy7Sa5DwvYXeianqOhSoWsXka4tLnHO1m3Mv4HdXaMsbLjFMW3j8ze4yQMD2oA5rUfCOi63OV1OKe4iQ7lDXD4B9hnj8K1bLSobCzkgshKsbDG1pmYn8ScirjoA52jinoSBQBQ0XQ7DRdP+y20Hlq0jysCxb5mOScmodb0TTfENi1nqVus0e4EKeCD7EcitbLZy1RuOcgc0AZlp4X0rTzHdeU0l3Gu2OWeVpWQeiliSBVfVvDlvqybZ72+ZGPzRJdSIh+oBGa3oNzNmUA09hhsKBigClp+iWumaYlppsKW0CnJjQYHvn1NTo8sZ2ByAKe0ki/dPHemMAeT1oA57xtdxReFNTZBm4MLIMLklmUgY4rA+G3hzQ08N2Vw8NwLxUzPFLK5TcDnhGOAfoK9BXaybNsZPqwqdIFCEkqWPJxSC5z+r+HNN1+SH+07UzrA2+ECRk2H2wauz6Jp99pj6ZeW4msWX/VTMX5Bz1JznIrQZSrUEkimI5zSfBOh6OweysjuT7vmSM+0e2ScVFbeB9FET2r2cpsRJ5yQNcSNGH9dhO39K6khtuR1qNjIML2oHc5zWPBXh3Wbi3uLywLTwrtWRJGRgPqpFT3HgvRbnSf7NWzDWbgeYgcruPqxByT9a2mAVdx4NEcjfwUBcxL3wfol5p1pp97ZNLbWnMKec42n86XUPBeja2lo97aMXsxi3lWZ1ZB9QQT+Nb2yRxzzQPNQ8dKBHIeKNLkl0+Hw9p8XkxXQ2XEgYkxxnrk553c966O3UwxrFGu2JECKO2AKurbrM26QZOMZpGQA49KCrjYSQDmn55puNo601XDtgGgQ5jUit+6aoWznFSqCImzQBx3g4btT8Sf9hD/ANpJXWIv7sfWuW8E4OqeI/8AsIf+0krr8YjH1oBkGMGpF6UbDTgMdaAEA5pT1paQ9aAQ3vSt92k70rfdpDGT/wCpi+o/lXkejf8AJx97/wBcD/6Kr1yf/UxfUfyryPRv+Tj73/rgf/RVAI9tooopiCvGPjR/yM/hT/rv/UV7PXjHxo/5Gfwp/wBd/wCopMa3PYYvuL/uipqhi+4v+6KmpiCiiigAooooAQ0UppKAFooooAKKKKAEooooAKWjFFADWJpBz1p9J0oENMSnqKw9TslZ9wh3/QgVvE4qvcxK8Lluw6igGcs8aIP+PFjj/aX/ABqPYpGRZHH1H+NLNLCJ2Hm3HX+GmB4i3FxdCgBdqf8APk35j/Gkwn/Pk35j/GpGaPH/AB83X5VHvT/n4uqYgwn/AD5N+Y/xown/AD4t+Y/xpQ8f/PzdUu6P/n5uqYhuE/58W/Mf40u1P+fFvzH+NLuj/wCfm6o3R/8APzdfrQMTCf8APi35j/Glwn/Pi35j/Gjcn/PxdfkaTen/AD8XVIBcJ/z4t+Y/xown/Pi35j/Gk3p/z8XVG+P/AJ+bqgBcJ/z4t+Y/xown/Pi35j/Gk8yP/n5uf1o8yP8A5+bn9aAFwn/Pi35j/GjCf8+LfmP8aTzI/wDn5uf1o8yP/n5uf1oAXCf8+LfmP8aMJ/z4t+Y/xpPMj/5+bn9aPMj/AOfm5/WgBcJ/z4t+Y/xo2oePsTfmP8aTzI/+fm5/Wjen/PzdfrQAeUP+fU/99L/jS+SP+fU/99L/AI0gK/8APzdf+PUvy/8APzdfk1AB5I/59T/30v8AjR5Q/wCfU/8AfS/40ZX/AJ+br/x6j5f+fq6/JqADyR/z6n/vpf8AGmtEB/y6n/vpf8aXKD/l6uv/AB6kJQ/8vN1/49QMAn/Tq3/fY/xp3k87msiSBwS4/wAajbaP+Xm6/wDHqasoztae7I/4FQBl3Xh2CeeS5it7i1vH6TW8oG44wNwzyKbomtzWE76RrhZbzcTbTmMhJ0+vTP41u+dCi4Wa6Ge3zHNcr4qmEVzokztL5MV2jPKynEXbp2zmgDstzMmRhM80kTSujsAflBPNZup+JrC0uHtfJmnnt1zN5EZkEeOu7HT8awNU8QRapqWjQaXqbw2t3IyzPA2HDdlPpQBbW61jWvEF5bafciztLFQssrRhmMh7YyOOnNSHR9dlQySeJAJQ3yrBDhPowzWlpehQaZNdzxyzyy3JBleeQuXxnHX61p+YT8gXC9OKAOYHha+1SaWfVtWnMpAKLZ5iWPHQ/Wrtp4UtQ11Ne3DX0lyixyPMoHyrnC4Hbk1uI5jXaFAGc9KGbeOaYXMbTfDOm2F959sjK6gqmZCQinqADWu8Y3DPao0XZISKnzu60hEUkjYx2oRmpzKDQoAoAdk47UA0EikIJHFIaF81gxC9DWtYyNgDtWSqMWHFatmpGKQzSByKUUi9KUUwFppNOpuKAEzSijFLQAYxTcndT6TbzmgBsih1wagmgUQFedq854qySB1NV5pgpxuI2/eoA8TuNbl13Ungj0q70vxNFKsYEKMY3jPeQkY7frXVeNdp0638PweZPqN2ytblONrIQS5J6DKkniqXjG+8NaykB0r7FPqMlykP2qNwGtup38duMZrP8QvcxeMhZC4YXF3FFbRyoMuEwPMKHt3pDLbaC/xE1pv7RubiK20uNLZHicASTBQXYYPQ5x9Qa9GjtIra2EEWcLwCeTj61T07R4dLjhtLUCOGEYHHLZ5yT3Na0pCoMCmiWMUlY8UwE5oDZ60vFMBwORRQvSlxSGJSgUYooAXFLmm0ZoAdRSZpc0AIeKaWNONIaBDATupzMxFAHNPCigZHzilXNShRRtAoAb2pCOafSDGaBkZLCm7mqxtBFRSDFICPfzgmklfYBhS2em3mnJGHYEjvWL4xjuzoF/Pa3c9m9vHuRopSmT+FAG15ewKz4BboD1pFnIYqqnjqQOK808IeOdQ0xrLRvGBYTyoHt72Rj+93DcOfXnFb3iqC5bW9GNrqVzFBc3QWVYpjtZeOOvfNAranYecCcAhj7c4pC2O9U5bvTNKWMXFwiHoNxzn3JPP41Jda1pkFvHO88KpJ9xi4ww9aYrFgOw78VFI7tINpA+pqu+uadFIlvJPEs0oBRC3Jzn/Cq2pa1ZW+lXk6TR+baIWkBOSvpkfXFAWNR2k3hSBtI5JBx+dWFEacAgEdc968l8GQ2HjnRYdR1m9Z9Tedp1CTHMShyyjAPHHtXoFtr2ircrZ/2hBJKOEQyZb0/wA5oCxtCdCcA0wtuJxWVcavYQX6WCzoLqXlY2bDH8OtTwa3YXM/2W2uInuEBLoHG4Ae1AWLpmKcE0xyxG4dKpT6/pLGVBdwb4OZAXAwKngv4ruPzbd43hI4dWyKAsTASJEHbbgjpSqQhGCiuwz83Hr615x8VNWgfwpeR2mqiG+j2qsUc20t8wzwPas3xtNcweANCura/mjYvBG4RyobO0HIH1pDPV5VdTubGPap4pUkhPP1rIk1Ky0zT4mvbqJI1XO52xjgU+w1fTrm2+2QXEZtcbt4cEY9aYrGN4JXGp+JG7DUcfj5UddYx+UAdc1y2najoul3N5PFqlsYb6fzcGQD5toX+lb0t/ElvvJRcDJZmAAHrQMfJPJDII2UktwCoyB7nHSpcMpwxBPtXk/i7WoJPGvhqOz1Z7kvcYmjWUsoGCenSvWU2l329ABQD2FBpT1pm4bsU89aAQ3vSt92k70rfdpDGT/6mL6j+VeR6N/ycfe/9cD/AOiq9cn/ANTF9R/KvI9G/wCTj73/AK4H/wBFUAj22iiimIK8Y+NH/Iz+FP8Arv8A1Fez14x8aP8AkZ/Cn/Xf+opMa3PYYvuL/uipqhi+4v8AuipqYmFFFFABRRRQAGkpTSUALRRRQAUUUUAGKKKKACiiigBDSZobpSLQJgx44qvPMqQtucKasDk1j6pLIj7E8o5/vGmBjPKTcNi9UDPQrSebhv8Aj9T/AL5p5ilzu8i1Pvk/4UCOb/nja/r/AIVIxDMcf8fqf9803zf+n1P++akKT4/1Nr+v+FNKT/8APG1/X/CqJ1EEv/T6n/fNL5o/5/U/75o2z/8APG1/X/CjbP8A88bX9f8ACmLUPNH/AD/J/wB80eb/ANPqf980u2b/AJ42v6/4UbZ/+eNr+v8AhQA3zB/z+R/98CjzT/z+p/3zTts//PG1/X/Ck2Tf88bb9f8ACkMTzT/z+p/3zR5v/T6n/fNLsm/54236/wCFHlzf88rb9f8ACgBPN/6fU/75o83/AKfU/wC+aXy5v+eNt+v+FHlzf88bb9f8KAE83/p9T/vmjzf+n1P++aXZN/zxtv1/wo2Tf88bb9f8KAE83/p9T/vmjzf+n1P++aXZN/zxtv1/wo2Tf88bb9f8KAE83/p9T/vmkMvH/H5GfqtO2Tf88bb9f8KTZN/zxtv1/wAKAGiT/p4g/wC+RTvMH/PzB/3zSiOb/njbfr/hS+XP/wA8rb9f8KAG+Z/08wflSGX/AKeIPyp+yb/nja/r/hSFJv8Anjbfr/hQBGZf+niD8qVZP+niD8qcY5/+eVt+v+FKsc3/ADxtv1/woAUMD/y8Qf8AfIozg58+H/vkU7ZMP+WNt+v+FKqyk/6i2H5/4UDKk7OzArPDx/siodStba6smgvp7cW8hxLv6AeufatCUSRqP9HtixOBjP8AhXK6nFPq/ijT9HuFiEVvC1wyrnEvPAPA44oAXwNbxWusaytiXl03zcQyvglnx8xDfeI+pNdKdLtEmeYWNokzHPmJCA2fXPWlhtYtOgjhtoVgQcBF7VYCnO4nNADBlcZJP1p4k9qUjNJgUCFMme1JuzS7RRgCgAxSZpaMUgFHNMcGl5qxDCX6igZVQMauQwliOKvQ2I7iraWyr0FAEENmuMmrawqnSkzt7U4NmgB3aijNFAwzRRiigAopcUUAJmjNGKbnmgAeMP1qN4UkVkkUMGGCCOtT03IyetAjzDV/hTG/iBNQ0mW2tIiCzrJCJArdiik4H0II9q0tLvNQ07xRJpOp3MV9K9sZYplhERHzAEHHBHJ6fTFdZqWoQWzxxPdwwSSHAErhd309fwrz/XNWtbj4h6RCb63uUi3xCO2fMiS4JG//AGdv60ikegKWON2CR1NTMmVBqHzTEwRwM4AqfduUGmSyBhtpm6pmXNM2UwHR/dp1IowMUtIYUUUUAJRRiigBRS5pKKAFpKM+1FAWG08Gm4pwFADgaUnFIOKQmgYjNTQ3NKeabikMlU8UHmmA4pc0CGmXyyABWB4xuVs/DepGcnBj+VTzu57V0BGee9RTxxyj9+ocD7oYZxQBysWj6V4u8H2Vtfqs6TW8QV4xtkjOwZwexz/KuK0yLxFoHjHSvDupSm60gXPmW9zjJABHDH1AxXrNvHDC21EURr91QMAUrW1vKfMnjDurFo8j7p9v0oA8jnmI+Imt2+uXz2cdyoSCYwB8x/3VLAgHp2rbvPBmmX/w8vNN0qWeaG0zPatdDLBxz8vHAPpXeSwWU7DzoFkkB4LIDirjxxfIEUKmMED09KYjxG7u9QvNL0Xxl9hCHRpUhmi8v55ADhm/Kuyn06D/AIQ7WtWv4Yhd6gnmkMgJVcHaOme9dsbLTlhe2+zqLZx8yAcE+tHlwvmPywIem3HGKB3PG9Jgln+DEy6HAI9VWNlldI8TMpbJ54zkcVJrsmnar8L7W3tIAdWtwgigiQrKjg8nIGRzXsLC0tcJDGqIR8xVQKbFY2Dl5YoUjdv4wozSsFzyXxDu0rxp4OvtVzGYoR9puGU4BwMAkc1fsL7S5PjPezwNGtrLZqoYJgOSF6cV6e9taXoAuIlkKcDcoOffmoP7Ns4j5iwIJ88PsGcUWC55R4OtNE/4WJ4sW7tIGtW2CPzYgV24+Y8jnvVTw7dXUfgDxNBpA3TrcuYoVXnyz6Dj0/WvaBa2MYDJBGJDnc2wZIJ5zxz3pDa2cbr5MKKD97agGR6cUwueOeJ9a0PVfhP5EFup1OKGIFXjJljIK7iSR1681Y8dalbzfDzQYElSQ+ZA7Kg+bC7c/wAj+VeufYdLkLKbSJkIw2UHP19aj/suxJ2rBGkS8KFjXgfl70rBc861bXNKg8ZW8SadHJdtY7o7y4LNGF44C/3qzPA0un3nw/8AEFneou4yTOkZXjPJGBXrSQWCptaCIyjhWMYJA/Kki06ygY+XAgRuSNgHP5UWC54jbW+j/wDCibjzbOIXo3iNhF+8Em4lecZ9K6HXL+6Xw14RuZSbnTI3B1DavIxjGfbrxXqRtdO+4LaIJ1yEHWq0lhbuSjRjyM8IAMflTC55L4v1PRb/AMUeFLzShB5RudzSRRFABtI54HNexpLG/wA8UgkD91+lMNlpskSIbSElBhMxg4+npUkNusalUUD6UCEUfOD71OetRi3YOGzxUh60Ahvelb7tJ3pW+7SGMn/1MX1H8q8j0b/k4+9/64H/ANFV65P/AKmL6j+VeR6N/wAnH3v/AFwP/oqgEe20UUUxBXjHxo/5Gfwp/wBd/wCor2evGPjR/wAjP4U/67/1FJjW57DF9xf90VNUMX3F/wB0VNTEFFFFABRRRQAGkoNGaAFooooAKKKKACg0UUAJS0lLQAhGRTQMU+jFAEY+9WHq8SvLlrV5f92t0D5qhuI3cEDpQI5CWIKv/Hg+KYiKf+XB61ryxVMsxkOfQms50jTp535mkUBjXH/Hg9MMa/8APg9NMkY4zL+ZoDR+sv5mncVh3lr/AM+D0vlL/wA+D0gaL1l/M0u6L1l/M07isHlL/wA+D0eWv/Pg9NLxjvL+ZpPMi9ZfzNAWH+Uv/Pg9L5S/8+L0zzIv70v5mjzYv70v5mgQ/wApf+fFqXyl/wCfF6j82L1l/M0vmResv5mgB/lL/wA+LUeUv/Pi1N8yL1l/M0eZF6y/maAF8pf+fFqPKX/nxam+ZF6y/maPMi9ZfzNADvKX/nxajyl/58WpvmResv5mjzIvWX8zQA7yl/58Wo8pf+fFqb5kXrL+Zo8yL1l/M0AO8pf+fB6PKX/nwem+bD/el/M0ebD/AHpfzNADvLX/AJ8X/Kk8pf8Anwem+bD6y/macJIf70v5mgA8pf8AnwelEK/8+D0b4fWX8zTWmhX+Kb8zQA/yl/58HpjeXnaLB8/SmrPCxxmX8zSh4SceZMueOCaAKeoz29hps97cWbhbdDKwBxwOTz9KreGLC7N3c63eRxxyXW0RoPmMcYycZ981mXcKaz4ut9In3tZW0XnSpKSBKWYgD6ccj612Cx+VKETGzGODx+VAy0zpKoxzio9xzjtT1UIhwKi/ipiJO1ITQDxRjNIBC1AakxmlA+bFIBakRSTircVpvUHFWo7HnOKYFeCzL4yKvxWojHSpY4/LqWgYgGKXNLikxSAQrmgKBTqTNAxDSd6U0g5oAf1oxQKKACikJxQCDQAZpp4NPphIzzQAjEnG01FOJNoZW4HOKlZwCACKytfGryaY40OSKO86oZh8tAjib7wBqeqalcXd1qlvKJXJRp497RoeoVTwPzrKudO8R+EXuIYUtBpNmFmjupIl3ycjKLjOCScZNWtG8QeNm1m4029+yvf2uJJbcjCOpzja4PB49K2ToN94kvmvvEBEcKkfZrSKZti4OcuAQG5A6ikUdFpnnX1vbXM6lfMVWwe2VB/rWo4CJwOlR2xCxRoQB5YwNvTFPmkUrgGmSRGSk3VGSKTNAE6/dzTvwpsXKU+gYlGKWkoGJijFLRSAMUYoooAKKBS4oATFFLSUAFJS4oxQAlFFLigYAU4Cm9KUGgBTTMAn5hmnmkxzQIgeMb8gcVK0ibAMc04rTfKHpTAWNY2H3eakICimLhRSswNADTJGTggUfIelRlRmlHFIVhzeURgqKdGY0XAApmAetKFANAEqsic4FMaVCenNIwBFR7BTuFh+5PQUodF9KjwBSbQaQWJ0kj6YFPDoO1VlXFPpgKzx7845oaRCMYpm0GjYPSi4WHbl6YGKduTHSo9opQtAWHjZ1wKXNNwAKaWxQBLuz3pp61Gr5IqQ9aQxvelb7tJ3pW+7QAyf/UxfUfyryPRv+Tj73/rgf/RVeuT/AOpi+o/lXkejf8nH3v8A1wP/AKKoBHttFFFMQV4x8aP+Rn8Kf9d/6ivZ68Y+NH/Iz+FP+u/9RSY1uewxfcX/AHRU1QxfcX/dFTUxBRRRQAUUUUAIaSlNJQA6iiigAooooAKKKKACiiigAoppFKKAFooooAryjachQT71QmtJbgnZII291zWsVB600qCMYoEc7Npl5CdzXSEe0f8A9eqjNKhwbtAfeIf411XkrnnmhreBhhokP1UUDucp5j/8/kX/AH7H+NMadwf+PyL/AL4H+NdM+mWch5hA+gFQtotkf+WePwFAXOe82U/8vkX/AHwP8aVWlbgXcWf+uY/xrTm0mWM5t4Y3X3wP6VQkFzGdrW0Kf5+lMRH5jqcG8jz/ANcx/jTTK/8Az9x/9+x/jUwEhH/HvET6/wCRTTHOf+WMP+fwoFqRCV/+fuP/AL9j/GnedJ/z9x/9+x/jS7Zx1hi/z+FAEx/5Yw/5/CgVhPOk/wCfuP8A79j/ABo82T/n7j/79j/GniOY9IYf8/hS+XP/AM8Iv8/hQFhnmv8A8/af9+x/jR5r/wDP2n/fsf41Jsn/AOeEX+fwpCsw/wCWEX+fwoHqR+c//P3H/wB+x/jR5z/8/cf/AH7H+NP2TH/ljD/n8KPLm/54Rf5/CgNRnnSf8/cf/fsf40CaTP8Ax9R/9+x/jT9k3/PGL8v/AK1GybvDF/n8KA1DzZf+fiD/AL9j/GkM0v8Az8Q/98D/ABpdr/8APOH/AD+FIUf/AJ5w/wCfwoATzZf+fiH/AL4H+NPEsv8Az8Q/98D/ABpmx/8AnlD/AJ/CnBX/AOeUP+fwoAd9olH/AC3g/wC/Y/xpjSysuTcQ/wDfA/xpdjn/AJZw/wCfwpGV9pHlw/n/APWoAiWWUHKTwn/gA/xrN13WH0yCMxzJc3M8ixQ26rt3OT0PXjGSfpWmiXCxySQxwbUBLFugH5Vy+ltdeK9XstVSyS20yxkaaB25e4ypXIHp82aANLRNAvLGW41TU5IpL+6cMQjFljXAAUZ/E/ia6MKipuXrUJHmNu2lSPfNKquWKhTgUwJA+6jbThHsQsxxioldy/IwvY0APxilBFOCq3egxrnrSAaME00ttlUe9PC45zTCu6QH0NIZ0dsv7hT7VMCKq2coaJUz0qzt5FMVh/UUvaig9KRQmaXNNpaBhmiijrQIQ0AUuKAMUALRRRQAxqF4pxFNPQ460CFyTSnkY71FGWBO5SB6mqGsaxa6FaPfX0ojt0HJY4+gHqfbrQNFqa4itY99xLCgJwC7hcn0Ga53xLr9rFYyW9vrdrZ3ci4Rz+82nscDkVzt3p1949a3lu4PsekRyiZITnzpVA4LD+EH06/St/T/AA3p2nxkWtjFGg6l0yx/E80gOE0P+2NN1aCHTdbi1i/vHEl+pgBRYh3D5yCMjjHevV4Uj+0SRlNoAA4PXjmobG0t7d5Xjtoo93TYgU/mKmGRx+tMTY+TCNtXpSBcimHJbk1MlADTH7Unl+1T0UwI0G1cU6lbrSVI0FJilzSZoGFFFGKACiilAzQAgpaQ8UituOBQA6mE4qXZx1qN15oAcpyKXFMU4p+7jrQAmKKN1FACGlApDTC+DQBITSbsUwODS4zzQA7fRvpmKRlxQA/dmkxSKKdkUABptPIwM02gAFLmkBpaACigc0uKAGEZoAxTiaUc0AIKXFGKKADFGKWigBMU4CkpRQAHkUwpmn5pc0ARBMHOKeetOzTT1oAb3pW+7Sd6Vvu0AMn/ANTF9R/KvI9G/wCTj73/AK4H/wBFV65P/qYvqP5V5Ho3/Jx97/1wP/oqgEe20UUUxBXjHxo/5Gfwp/13/qK9nrxj40f8jP4U/wCu/wDUUmNbnsMX3F/3RU1QxfcX/dFTUxBRRRQAUUUUAIaSlNJQA6iiigAooooAKKKKACiiigBKBRiikAtFGaKYBSEZpaKAG7aMe9OpCMigBpHvTDGT3NKVNOVTQTYYI8cnmo5raG7Qq6Aj6VZxTWXjjimM5a9tEglKpZOV/vKaqFYx/wAurmu0MasuGGfrVWXTLaT/AJZfkcUhnJeSjHmzkFPFtH/z5yn6V0LaHC3SadB6B8/zFQtoC/w3tyPxX/CgNDFEUY/5cpf0oxGvW0cfhWyuhIpy17ct/wAD/wDrVZh0+2j4KO59XYmgRzwRG6Wbn6U4W8Tf8urk+mK6pLeADiMD6VDPpkM/YofVTg0wOYaCNT/x5yn8absj72UgrZn0ZoxlLqcD03D/AArPks2UkPNdY9ev9KQ9Ct5cX/PnJS+XF/z5yU/7LEBn7Rcf98//AFqjzBu2+fc/l/8AWouFhfLh/wCfN/0pPLh/583pWEK/8vFz+X/1qZug/wCfm5/L/wCtTEP8uD/nzajy4R/y5vTd0H/Pzc/l/wDWozB/z83P5f8A1qAH+XB/z5vTdkAOTaMB68UjGDH/AB83P5f/AFqjkELwMPtFz+X/ANagRh+J54DaQ6PCpiuL2cKcfeVP4jxXWWlrDYW8FtAgjSNAiBewwK45Y7YfEi1VS7C6smiBbkgqQfwzkflXZMrLNtJ6cYFCAkVBGpwAcnkmuU8V+IdT8PJZzrbpPayvtZUGXrrHUheM9K5zW7lRqehq5+V7nB3emKbGi/Y6xba1pUd3p8geMjgA5KHvu9KzrDVdZuNXvrK7hgS3tCoZkJywIB9evNZ2oaBd6HNPrHhhtvJa5sFPyTDrkehqtpvivztO8Sa9bW+6eJAHgdejqik8Uh2O33xhlVAxJHOKkADpuXJxwa4nRbC+1ODSdUXWDCpJMoaUsJs9sE8Y9qqNLfaTqOr6JPeXMs14ol06QTHgnqvXoM0CO981QfmyF9TU6YUZNefaDcXGsQafZTTXAms5ib4eY3JUkAde+B+dd7gyoCp4AxSBmjYuBL1raU5ANc7bHYwFbtu25KYE1B6UUUhjaWkpaBhQKSlFAhaKKQ8igA3ClqPy+c5o3BfUn2oAeTgHv9Kp3lzFbQNNKflAyfpU+8K2CeW6VwetGXxH4nl0ZHJ02xCy3eOkzFQQhI7cgn8qALH/AAluq6lJ5egaZ5kZYhbq5Plxt/ug8n8KZf6VrOsXlrLrMtv9ktW8wWtuG2ySdizH0yeOnNdHFBAlokUcYWNQFSIDAUVLHb4jIAAXrikPQclvhOy5wSFp+wAYB4piKw4JNKQaYhwXHen7Rio1zUooAZs5pwGKdxSZoFYWikzRmgLDW60Ujt81IKBjs0UAUtABiikzRQMMUbsUvaoSctigRKPnbFJJGIBuqu0xhR2c7QgLEk9hVbSNXsfEumG7sblpId7R5P8AeHX+YpAa0bK6ZJFIU3Hg1WWEo/ltKQMZBJqjq+uWuhWT3VzJIIkBOVGelMDTwQ23GDShay9B1qPxFpUWpWyt5MgypcYJHP8AhWg8iqfvflQBJtox70hkxHnBqNP3h4NAE6xgioZIyDTpZVhwjNg4/DPpVHVtWj0rT3u5mVIk++zHHHtQBYGAcd6sKPlqrF5UkKTQyM5dQ2OvBqaEEnvn0IoAkH3gMVK8QVCepqOX92NwIY44HrWTqHiSysZ4o7ucxzNwsCfMzfhQCNZUBXJGKXy89K50eL7CfUktHma3uH4jimBQv+lb8ZEUZcHcGzzQApIJ296QrjrxUajc3mgnHpilc+awYZGO1AD1U5pxHvSSN+6Awc0yMZUMDnIzQBIEoOB3phlxx1oyGOA1ACmgGkI29aAaBj6SkFLSAWkzSUlMQ7NGabijFAx2aM03FGKQDgeaU9aYByKeetADe9K33aTvSt92gBk/+pi+o/lXkejf8nH3v/XA/wDoqvXJ/wDUxfUfyryPRv8Ak4+9/wCuB/8ARVAI9tooopiCvGPjR/yM/hT/AK7/ANRXs3avGvjQP+Kk8Kt/03/qKTGj2CL7i/7oqaq0cgCJx1UVMXwOlMQ+ikDAjNAYGgLi0UmaXNACGk70pFGKAFoozSZoAWigUUAFFFFABRRmkzQAtGKBRQAUZopMUALRSY96Me9AC0UmPeloAKKKKACikx70Y96AFpDRj3pcUAJzSYPtS0c0AGKNo9KOaMH1oCwYHpTG39qkooAjUMfvAGlZAVwAKcc+tIA2eTQBn3FmXBO9QfpWRPb3CBnE8eF5/wBX/wDXrqCoIwefrTDDGf4F/KgDj90rDJuolHuv/wBembn/AOfyD/vkf/FV0t3pUMoLRoit9OKxZ7GeAksYcfjTEVQz/wDP5B/3yP8A4ql3P/z+Qf8AfI/+KqJppVbaIEf3zinB526Wyf8AfYouFiUs5H/H5B+Q/wDiqY0+Y2RryA/QD/Gl23RH/HvH/wB9ilFtLnzGihHsXFAtTmL1Ej+IVgUlVmltZl3AYBwV4HoetddCjFfNLZAzjPp6muS8YRSpp9lqNv5aXMV2qQFTyS3O33HFRfEO/ura20ixhlMK314IZnQ8hOuPxIFFxnUSeJNKVSkt3Eu08vglR9SKhbSdH1plupAsyqco6SZAPtg1Yt7C0itVto4EWLbt2YHz+5+tcVbg6D8UI9MsI3Gn6hbmc2//ADzYHBI9M5p3A7gQwwFAoYKRgZPaszRG0K7uNS/s94yHfZd7RgFgAMY+gFVrbxRFezvFaaVqEy2919mmGz7hyRuPtxmsvw3cW+lHxVd3LRw20GoMX4/h2KcY9f8AGkM6S38PaPp0rS2VqqSscgckfgCcVcbS7Ka5ivZYwbiPIQ8fKD6Vi2vi20k1C1spLSeOW5TdC2VYfQ4JIo1DxSNP8iWfTrtbae5FuJWAXBPQleuKLisbNtplnZTTzW6BZLhg8p/vHAH8hVgnYAB0rDm8QCPXo9Ihs7iaeSJpVKgAEDPr9KbYeIItQN7HLFLaT2TFZoZfvDjPb1pBZnQwSZkrftDmOuA0XXl1OK0u4Ldza3MfmJMGUgd8HnIOOea7XSroXCMFUjb600wZp5opKWkAUYpCcUgbJxigY6kPFLSGgBaQnignC8cmqsr7YWeWXaoPBBoAWSbnargk+4qG4vo7K3MtwUjQdXd1AH5mvGfF/jbVNT1+50zTZWiurCdfIks380P0yrhc9+M9K7az8LNfmK98S3b6jJIgYQldsScdCvrSHYifWdV8YXAXTGk0/Sk3Mb/bh5iMDCA9Bz1PX0rc0HQbbRYpPIdjJOd0kkp3O59zxWtDaLDAqQgCNRhVIHA/z/OngfKN3UdKACOAhiW5FSnA6VBvfOM8VIDmmKwpIpvFL5ZPcUeWR3FABRmkIIpKQ9B2aM0z8aKAHbqN1NooADy1OApoUk5p3SmIcBS4pvmAdqUSA9jQAh4pm6nsMiovLIbJIxQA45I60Ryxpuyu4j3prIzEYOB3qC5S7SJxYiMyEf8ALTpmgDmvE+t282owaMJZAkn7y7McTvtX+78oPJ6fjWF8J5VhfXdLUtGtrdFkRwVIVgOxwR930rqfDGg3mli6m1WOB7y6kZ5JlbcWH8I9gMCsjS/B2u6d461HXUltTbXygSRhueM4Pt1pDG/ETX9Vt5dM0vT4j513ORkSbCQvJHQ9hTvG9zdWnw4vJ7yGKCaSHyRGr+Zy/HUgevpVnxP4V1fWPGGj61YzwQxWIYnzSeSR2Aqx4z8Man4j0G0sra6iM0U6SyNLna2GBx79KBDrG9tfB3g+xjnXaiQooHdieQB9cms//hKNTXxlZaT/AGXFGLuNptxuctGg7su3A6jv3qfxR4S1XXtH0q3hvraK7spRIWkBKNjoMd8c1Xi8EarH43GuHUkEIt/KY7fnlPGcjoBx2o1HoXNe8apo+vWGn3FhIY7ttpuWOFTjJ45zTNL8XSaj4xutFfSmt0ggWbzTIDkEnHGOOlS6z4Rm1vxlp+q3lxEbKyjOyBc7mfn5j+dQ+H/Ceraf4w1bW9RvYWjvCqpDGucIucAn8TQGhk+Jdb1p/H1p4e0mFJI4h9qmUy7Q69BlsHH3gfwrV8Y69/Yem6fa3mlC/e8nSHyyw2hiR374z6VCfCWvR/EO41+Ga1FpPCsJEhywUEdPyq14s8L6hruq6PdWt5BFFYz+e0coPzMPTigDT1HWbTw7BbKyHzpysUMQHVz0X6dKfpN/rsmo3K6np0FvahcxSxzeZ5nPTGAQfzrG8X+GNV1p9Gu9LngF7p0/nN5xIRzx/hXQ6fHqflq+pSwtcAAFYB8o+h60xEj3CRwy3Tk+ZEjMEz2AzXmXwtA8Saprnii/Ja989oYd3IRR2A/GvVJYI5MBl+UqQx9c1xXh7wrq/g/U79dLjtr7S7uQy+Wz7JI2PXGeDQBjfGYG38PaZcJhrtb+Mxsn3gcEkfyrsLvxEmj6JpzXyu9xdIsUUKLktIRxn+dUL3wfdeI/EdtqGsskdlZktb2atuyxxyxHHGKXxn4a1jV7/RtQ0Wa3WfTpNwjmJCkYI7exoA1NI1DWIYLuXWbOC0ih+dHSYybl+m0YNc/F8RZ7yWyutN0g3NrcTmE7ZPnVf75UKcD6mujOm6hfaJd2up3ERuZ4ym6HO1cj37Vh+E/DGueHNPg017jT3tomJDoG8wj34xSHodBq/iL7Jepp1nGtxqUyF0t+gwOuW5wPwrF8LeKLzxDfapDcadHarYyCLdFcearHGTztXGM0y68J6tN42fWbfUoYLSW3EEkYBMm3jOPTOKk8E+E73wxNftNexSx3Vw0qpFk4zjr74FAaEcPjcSeJb7RZtMaB7aISKxkUtNnOMKO1WvBfiSXxFpl7dPYG0MFw0O0vu3YYqT0HcVTtPBt9Frmu61P5El9eDZZ/N/qk56n8aueB/DN54Y0Z7K9u4riZpDIzxjAJY5OffNAHSls4Hen7TtFDICQRxT8/LimK40CloxxSY96ACl/CjFLQAlFLRQMTFGKWlz7UAN70p60UHrSAb3pW+7Tc804/dNADJ/8AUxfUfyryPRv+Tj73/rgf/RVeuTj9zF9RXkmjf8nIXv8A1w/9pUDR7ZRRRTJDtXjfxo/5GLwr6+ef5ivZO1eL/GkkeJvCv/XY/wA6TGj1sBgif7orO1LxXo+jOIdSvI7eQruAfOSPbFae79xGeh2j+VcTJEl98Q7uS4jjdLW0jX51ztZtrU+gkdbp+uWOqQiWyuIZk7kOMj8OtTpdqzFlMZizgsrZwfwrl7vwfZXs/wBq0yWXTLnaQ0lphQ2fVSME+9ZGo+D5dE06G40R757+3cM4NwdtwO+5SdufpigVj0gNuIIwR7U/ntXD2HjiztvIGpabqGnrK3lG4uIwI9+M4yGOM9q7NJ0kjR4zuDAEY9KAsS59aWmn7uaFNAC4opaTvQMUUUUUAFFFFACUUUUAApaQUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUHpQA1hxWRqCHmtjqKqXkYK5piORlQ+Yflc+4HFSRrj/Iq7PCNx5NVW+Q8yyL7DB/pUjHNkDgfpVa5uorSB7q5gYwRIZJHIwAByan3qFJM8vH+wP/AImuY8YTNdabHpNvPJ52oS+QQ4AXZj5ucehpiItHtj4g1o67cQullENljD5jY3d3K5xW74i8PReJNJ+zzyMriTzY5F6o46GtK0to4bOOJU2bBtwP6U+HMU27kg0AYdr/AMJFYxra3EFvdtGAI7hX2MwA4yDn0pbHw7NJq0+t306yX0kYiSNOkKDOQPrx+VRzXTN8QIrfD+Q9mX2Z77mH9K3QD5WFDAZoA5/w1pepaTcaiZ4o9s9w88ZXHfOF/XrVGz8I6hf6H4g0y5kg/wCJjcGcTp8xjOAAD+Qrs4XEasCDz6mlV1D5GRQBzmiWeuaev2e4tNNhijXaHiyS/GM7exrndR8O+Ib+zt/tpguLm3uxLu8wgSKD8uFHAwDXoisEkOFPPUmmyQqnCBjk5+lIZzo0/VJPFllqqxxQxR23lNhs4OSe/wBTUFnousJqev32yBJLwBopC2QrDPb0NdxBp8s0O4Moz2NA0eZRjzgMjBosO55zpOgX412DUI/LsC0bfblhclLlz1+XoOeenavRdI8yAupJI96WHRZIpd5ZeeTgda1EtwMcbaLA2TIxYdKfSAYpaZIh6U0A5p2aOaAFzTSaaSc05vu8daAIi5LYBwPWud8TeI7XS7ZrMwG4vrlCIbVM7nzxnjp1HPvW5NIInGcqmMlvSuK01v7a8V32uNta1gQ2lqe8h3Auw9vlFDBE3gTwnZ6DY+c9tD/aEuWklCjcmTnYT7dPoK60xq4weBnIojgXqvAPzc9cnrSynbigYp4XaOlMyQMU5DkUrCgZCOtSrTAOakWkMetBpRSGmSMNNp5phoASkpaYxNADs0mabzSc0ASqeKCaRB8tKaAGmlWkNKtAEnammik5NAC000vIpDQAAfj9afgdaYKeKAHAc57+1KcH/wDXSCloAMnGBTT170uaDQAn8vSkAxS0ZoATAzQfTJx9aM0hoAQgHtRzjrQaKAA80qMUPFJS4oAVjvOTjP0o/wAigDiigQnbBpPxpaSgYfy9KXr1zSUoPFABRRRQIXtRRRTAXHFAFHagdKQwooooGFFFFIYUUUUCCg0UGgBnenH7p+lN704/dP0oAScfuovrXkWjf8nIXv8A17/+0hXrs/8AqovrXkWjf8nIXv8A17n/ANFCgaPbKKKKZIdq8Z+NA/4qXwqf+m/9RXs3avG/jOceIvCp/wCm5/mKTGj1uNR+7GM4UVxfieFtO8WaTqUZAS7l+zTDs67TjPuDiuzilT92O5UVzXxDiH/CLy3I/wBZDPC0fs3mLT6CW5syod7CJtoXHSmlmZPLkYn0OM4qvYSN5MTuwbcoLYPtWjA8cxIA5FCBnF+Pbhh4ejiV2aOWeOKUFc7ELgE+31rs7BFhtbcFw+2IKrDoRVTV7CC+ge3kXdG67WHrXPeDLu5sr280C+bdLZuGtsnJaFjn8cEsPwFAI7sYI4opokU8d6digQuaQ9aKbnmgY8UUgNLQAUUUUANzS5pKKAFpaSloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkzS0hoAWim5ozQA6ikzRmgBaKKbuGDQAE4FULmQ4Oau+ahbbWbq0iRKF3YY9qBGdK26SmhSOhIoXDLu3U3zgrYOaQyOR3RWxJtz6jNcz4kiunlttTs54JbqwDSJbvH/rDt/nxXU3UZkjUKm8t2/CqJgmjY+XZqrDjcW4FMQ3RdVg1rSUvI5VMsih2jU8x9sH05rRWXyyFZcmuMhefwprl1qL2KDSLvYJGj58phnkj0Of0rqLG/i1GVZIWikQ8ho3DDFAGUmH+JEAK/wDLgT/4+9dGsigEAHGT2rlLrU7OH4mQRvcxRlbLacuOu5jj8jUureKIdNuGtoHa5vgMpCi7lyfU9hQB0RKv2YHGSMUjIqKSQ+PXBrCj0vxRcwLLPq9lau3WOKEEr+dSLpHimJcR61YsO7G2GTQMs3WvaVaX8dldX0cUzAHy2b5hnpnsM4OOa37FRHIMguhGQRzXF3nge4l0u9uTf/adUnkjYyFQB8m7aMDt8xq/FqPi5LeOKLQ4IZWTaZXmXAYj72B2pAdus8SvgB+OD8vAP+TU5ZSobt615rbaD4mtNUN3Drgld4Nswnyyh+clVPHTA/Cotb0DxTqEcbWniaYzqQWRfkjx6YFO4WPT2lCLnqKElDgEDFcBL4q1vQtOcXugmYQrxcQygq2Bzuz0rpfDmspr2lW19EFVpBlo8jKHGcH3p3FY3Qc0pbFIGGKoXupW9oC0txHGq9SxwP8A9dIdi75noKZ5xzjFVdN1Sy1KFZrS8juEYkZRgen0q8CrAkDigTFABGaR+lKDjimTHCZoAxPFkzx+FtRETFZBbvtYdQQOtZPg+GOLw/pUSAYkt1dgOikjNdLf2sdzZukiblaMgj1rkfAjSR6I1rKcy6fK9q5P+ycD6f8A1qGNHX7yJMU6QZxmm8NID6inv2oECDAoalUcUNQURg808Gox1p4PFIY8GjOabmgdKZIGkNKabnNADc+1AHNKZ0UbTx71GjgnIoAmC5pdnFRPJgZpq3GMZoAlb5WxSgZFRlt5zjj1p4OKAArScU5mGM1CzbTuPSgCWpFHFRRzLJwO1SJMucYoAUrxUD8VO7hvu0xlyM0ARIc1KOlRgYNODCgBc807NIuN3PSiQjHFADWbFNDk1HI1ETZ7UATE8UmaU9KaeKAJVGaUrUIenq2aAFxSEYp9NNADaUdKSlzQAo6UYoBpaAGmkPFKaQ80AHWgUCigBaKKBQIWiiimAtA6UUDpSGFFFFAwooopDCiiigQUGig0AM704/dP0pvenH7p+lACT/6qL615Fo3/ACche/8AXuf/AEUK9dn/ANVF9a8i0b/k5C9/69z/AOihQNHtlFFFMkO1eKfG6ZbXxB4ankVyiyk4UZJ59K9rrxr41tjX/CoJIBnPI+opMEehaN4n0zWURLW5Tz0A3wSLtdfwNaV7Z2+o2M9vcRGSGdSrqfpisLU/DFnqiWpDtBdQqDHdwkLIP0/nmsqw8QXXhbW30jXLiSW1fb9kvpRgMSOVYjvnIHAoAWI33gy4SG8SW70dcLBdgb5IVznEo7gdiPyrpbS+jvIVvLaWN42H3lIxn/P0rQdVmRZuGXGSgwQ1eY+OfDsujWFzc6OSmmXXyXtsjFRGwPDgjkdTkd80wPRiHdN7EeorjNYkk0LxRb+J5kMll5Bhugn3oQCWDH25Oa5/wp4lk0HxCujakHgjuWVYo5p/M2NsOCrd4z1HQgkV6DrK2sOi3s+oIHs44WkbAyZFAyRikPY3LW4jukWWLBjddyuOQR7VZBrybwH4uNjqUfhm5jnSJo99s8yBX2H7qkAn+deqxMWUccjqPSmiWS9aTFKCPWms4FAxGODSo2aZ96nqMUAPooFFACYoxS0hNABS0wmjNAD6KaKdQAUUUUAFFFFABRRRQAUUUZoAKKKKACiikJoAWmFuaWl2igBMUu0UtJmgBKRjgZp2R60wk4YccUAN89VUknp2qpdX0cIWSSeO3TcBulIApmqX1rpdlLdTzQwxxcu0rYB4zj3J9K4e1tLzxvqR1O/tBDpqRlIbV3yXGT87DjHXjrSGdJqHjPRtPYRyajC8/wDzziG9j+Wa5m717X9S1+a6sNOafR41VUim/dSFiM5GQeK6ew0Kw01CltYwQjuVUZ/OtVRmLa+G5zyKAOEFx4ncmeTRLcxdoftWJPw4waD4ptIZhFfWtxYOOvnplfwIzXbyIszDeo49qilsYZwEaNGXuGUEGmI4LxP4ihFrBBp1/B59y+wTByDAACxcgZ7L3FZmmeIf7NsTJqE/9rack5T7fHKSEGAcOuAepPNeiS+G9MVXMem2odxtZhGuTnr2qjaeCdFsIJ7SGyQwXo/fRbj8x+tAaGXLrujALFJMG87/AFcTSblYdsjP86ifw7pvnyNZ/wBoaa7A71snMSMe+VHBPvXNa54Bv7HWp7vT9BhvLf5VtTHPs8s8/eVvvdfXtWpp3/CYX7fYpLcafPDk3E843IxzxsUHJ/Ej8aQ7I841n4ca7BqU2pxtNLaI3mGXd+92g5/PHTmt2PRrK+ls7LSZ7i7nfbOFwiCFeMsxABZunXOK6LTrTXfEmsyWWuwzRWNiXXdHlI5iR8uRnPWs7xX8Nb7RJ4NW8GicXoOZIRJ1HsCenWgR7HAgVy5Aww4B7GpCCPugfgK848AeM/Emp6jdafr+jSRPBD5gk8nZ0IB5JweT2r0e0kEw8xxtB7GmTYTleQBn6U0GVycdzUspG/5elSR7VXjrQOwwg7eQMn2pixsgOwKM+1SO2aaHxQFiERrLvEoyewPOfr61xOsaZ/wjWrQ65pUUy28koS+t7UfI6kBd+319SK7sqjjg81EYyA6jClh94dqBnODxLrN5mPSNEaGItgXF++Bj1Cjk/mKpJ4Q1DUri3uNa1QXohbeIGhURBsYz3P612QXeiq2HKj7xHJqxlRDs2gD0oHc4vU/DENtcrf6G0dheDAkMYIjnx2dQcH64zWz4Z19NWea2uFEF/aHy5rfdnB/vD2Pr9a0Ps6uu1uVBziuW17QLhrtNV0Jmh1GLqu7CzAdEYf19zQFzvDIAAcjBPFNYbxjtXM6P4rjvruLTL6yubG9aMsvnKuyTGAdrKzDqR1xXSiRcHByBQiWh+zKgdsYrz+InSfH1/p4ysepJ9qj93XG//wBDH5V6Crbhwa4zx1YS/ZrfW7ZD9t02XeuO8eCGH9fwoY0dNbgNDu9OKGOaz9I1KO8toroMPJmXzAR6ED9c1pMFIytAMRTgUp5pApHWnAUAMxR0p+KYaQwo6CmZp68imIkVSy5qEyIA5xnb1AqcEhOKpqHRn4+9QBz+q+MLW21u30OK0kur+Zd4RW2hB7nnFLD4muh4lttHu9CltxIm4TiXzFH1+UVheKPBk2qa3Brfh7VVtdXgXY4kB2N1OGxkj8qq6H491yy8UW/h3xfpMcd3cfLb3UHR8fWkOx6QsfnTF1cCMHHNUte1a28PWM2o3EcrwovCxJvJPpiuS8X6/q2n2WpSw3un2P2T5oYFPnPLzg7sY2/rVTxR4x1ey+HFhrFosRkuURZRLFvUFjjIFO4rHoOm3Ed/ZLNGSu/5sOpUgYz0qwxWJPmYZ9K848R+I/EOm33hy2sxbhdRkEZaSIswOATgA9Kmj8Q63ZfEaPw/qT213BcwGSLyYihDKM4OSaLhY9AZCu05yG6CobwNFGVClzgnC9a850++8Sah8QtX07+1o0iso0ESNbbwAcHkbxzz1/SvSIEliZVuHEkuw5YDAP4dvzpDON0nxy2q6peabY6NM09mSJd7hRwcelXh46s7K8S11eym0x5DtSaYbo2PoGHeua8BkS/EnxqY+W844BHbcOlXfi2bc+Abt7wrvDjyFGCVfcOlAHepMHi3KdwIyGHQ/SiLchDyOMP0FeY2vjDUtD8JeFdPnhC6nqX7rfL0QDGT+tX9R8Qaz4c8Y6TYX00d7p+oEqGMWx4mHpgnI/KgD0sxq3AIyOtQyBQ4RXGTXm6+IvE1z4/1LQIfskEcMQ8uRwXOD0bGevtUGi+IPFmsQ6/aRvYRX+mttMxhYiT22ZGD77qBWPS7m5S3tZJAfM8pSx2+wziqmi63ba5pUd/FDJHG+fllQqw5I6fhXE6D4v1LVfhlc615MK6jBv3KVyh2n0qjqXjHX7P4U2niWIWrTykNIrIVVQz7eB6c0BY9QaECTLOAp6ZoO0KgBAL9Aa831fxD4i0ibQby6lt5bHUZVjeFYdrITj5g2456+lamo+I5rrx1P4ZtrlLFkt/NWWRAS7ZAAXJH8+1O4WO3WBi2d4KigKPNKlhxXl+laz4sutM8Qyy31qW0tpVDrbHEpQcc7/z/ABpJfFGtf8Koh8RxzQi7GS6PCSrckcHdx0pBY9Rbyt2zeA3pS7VXgMCfSvNr7xzOL7QdMhUR3l7aieeYQs4RSM/Kg6nt1Fb3g3UfEVx9qg1rTgqrIfIugVQOnYlNxINMDq85FMJpsRZgd/XPapCnegBuaKQ8UCgY4GlzTaXNAgoxSgUuKAG4oxTsUYoAbSilpMUAFFFFABmlBpKKQxaKSlpgFFFFABRRRQAUGig0gGd6cfun6U3vTj90/SgBJ/8AVRfWvItG/wCTkL3/AK9z/wCihXrs/wDqovrXkWjf8nIXv/Xuf/RQoGj2yiiimSFeLfGwg+I/Cq+k/wDWvaa8W+NSg+JfCxwc+dx+dJjR6lJHIioUXIKjmobzT7bUrR4ryKORWUht44wa5Xxn4t1PRTY2mmopuJEV2Zk3AqCAVGO53V2UUyPaRO6/vCASvTGRTEcbpep3vhG+j0vUJXfSLicx2t3Ly0J7I3tnofeu1vrS3vrCW0uITJFMMH/azzmuM+IAhPhK43KQm9SZSeVXP6Gu3sv3tjDhsrtGCPoMUhvY841KwXwbqmn/AG2M3+jGQRwz3HzyWjY4+brtJ459a6fXdMbXfD11ZwXvkfaISqyKdwww4x610N9ZwXlo8FxBFcRyDa0Uihlb6iuI8HsNI1XVtBkCIkMwlhCjH7tgAMfQhqYkZ7eBL6eKbULie3/tQhFtXtchYAmcDnucnNdV4P8AEQ1e0aK8/dapAAl1C/DBhxu9weoPetreFDKq5Vq5PxH4ca9uotR0+4NrqEI+SccA4/hf1Xt7Cgdzts7XJPTtTtqOcjmuR0PxdHqERsNSIt9Ti+S4hb5T7Mp7g8fnXSRvFEVERL5980C2Le3FKBQGDDNIJBu296AHdKTeKDTQvPWgCSkNANLQAw0lPxRigAFLRRQAUUUUAFFFFABRRRQAUlLRigAzRRiigApCKWgnFACYpN43baXcKi2kyZoAmNQySBSynsM0k8ixoCc/hXP+IPFVvo4hSK3e5v7ji3tk+859fYDqT6UAZcfxEtZ5ri3stJ1C4kgkKMVhOAR159famnxRrl5dLHpOhyxZBLy36GIfgMZP4UeHtG1S11e91jU44YZb5V3QwDCqAcj6tzyfpXVwQxOAMsMHPXikPQ5S38MXtzqUWp6/drd7cmK1XmKMnvg9T711cVsihSmFA5IAp80AL53Hb6Zo+6MA9qYXBokJyDQIx60g+tOBpALs9qb5a55qQnioXBJoFYkWOPuarTRKJdy5p20+tOC+tO4WGLHHj5oyc9RT3CkEiIgnqR1P41IoANSHG3pSCxXjSIg5XBJyfei4QSKNvG3kGh15zzUn8GKAsV4pmV/mjUserBcE1Ns3DPSnIB6VJkYoCxCI8GngU4mjIoGNIqMpmpSRSAigCOKMq2aldQ3tRkUbhTERhQh4oOSaGpN2KBD1TvTbhUdCDzt544p6SDHNDRYy4PXpTA4jxqg+xaZeqdlzbXcaxMOpDAgj8ciu7hjALDHBxx+Fef8AiG5tbnxLpVlc3CRWlvm6lLHjKHav/oR/Ku/WWNojJEwfKAgqc5GODUlPYlKbBxUUyC4tnR03Bhhh6inRSsy/MCPrUkjbY8jimScBZRS+ENcXS7kbtLv5m+yTfwxOSWKH69q7HIjjDKwOeK5LxpAU1rw9NdSN9kF0d2T8quUIU/TOPxrqjIyQrnay4xkdqRXQs7gYwTSBhUSv5i4HApwXHemIkJ4ph5pSOOtN6UALszTguKRZAKdkEcGgB2eOKiLlQwIwSPvelPBxQ7B1xQByh8L6nH4gu9Ws9YNvFcBfMtyuVcjvSSeCxP4mg8QapeG8ntxiBY4wiJ+Hf611gTK4JqJoNwOWOCfWgLnAXnw5G7WVOrTeTqp3MpjUlDnPBz0qS7+H91qPh220OXV2e1tyuHWNcnacgE5ro/EerHQ9M891DSyMIrdAoyXJwPw7062jvbTw9HJepLeXZG9xGADk844pDuYWq+CrjWZdLkl1V1m0z5kHlgBmHepr3wfJdeK7bxGNTaOe2jCJHsBB4w3PvSeFPGX/AAkmu6hpf2N7dLFQJA7Dduz0q74n8V6foiWkCRvc3tycW1tGPmb3J6Ae9AtblRfBM9p4putesdTlt3vQvnx+Xu3YAHXt0ro5VuTESXy4UrvxmqOi3HiC8i+0X8NtAmPkijJZh7E5x+lc/J4w1h9du4dK8PzajbQP5bTJKqAsOTjPpxQMboHgC80XWLvU7PWybi7OZfMjXacnPrV+bwNBqGqx3Wt382ptEd6QnCxK3rtqxN4mvNG0CfVddt47UABo4o3yWBOME+tY2u+ONT0jS7fWLrT1XTJWUEo5LoGxgn8xQGps+J/B9r4tht45y0U9m2+CWPjYeO34VXfwjPNqmm6lqt6b+6sg3lSBdoUnuQPaujs7iK6t4pbcsRIivnPrVgbiGVsD6mmK5y6eC5rfxbP4lTUSZp4ijLtwMY4/KquheCZ9Fv8AUblNWM0upZMqOg2huxrU8Sa1LoOny3a2FxcrEhdih4wBk0eFdffxL4btNWWFYXmziNjkgD1oHcxdH8ATaP4Su/Dv9qO0VyxYuUCkZ64yaiu/h5Nd+DU8Of2qWtEYFWCKGwGyB19auHxZf6jd6hb6FbR3C6e5jmeaUgMRnIGDx0q1pXjWz1Dwpea1NG1vFah1ljZsBWXggZ980halXVfBNxq1lo1tLfuqac4cbEzuI6Z9K5nxTZXfirxhbWelzafdXemLm5SYbMt0znv9K2JfHmo6b4eh8Qf2ZnSWwzqX/eqpJAb9K2bvQvC2u241q4sLZxIgkM2MEg88kUDMHQLjVpNTv/C+q2FklvJbktLYNwA3ByfU+9A+G1zP4dk8OnXpTp7ElUCD5QSeDzz1q34Z8T2N14juvD2naYtvbWkAdG2ABye4GPTmrlxqOoaV4zjsr6fzbDUDizfAVopO4OOxG3FAFC/+Gslw+nXEGpXFvqOnp5cd2iAZXgYx36V1+l6NcWISa91O4vbgJty3ypj/AHR3q2jHY4LdDjPrUqjK53GiwrkeCDgCps/JQoBpGFMCJ+tApTQKQwoFLiigBRTqaKXNMTFpM0ZooAKKKKBiYopaMUgEooooAKKKKBBRRRTC4UUUUBcKU0nelNIEM704/dP0pvenH7p+lAxJ/wDVRfWvItG/5OQvf+vc/wDooV67P/qovrXkWjf8nIXv/Xuf/RQoGj2yiiimSFeNfGoH+3/ChHX7QR+or2XtXjXxqP8AxUHhT/r4P8xSY0emSgLFGyjEioAGPJHBrzib+1tM1WVdV1u7giunMlvdRxoYkyThJE24HB65r01oDMY8DjaM0y40+CW3kWSNJVZTuVl3DnrgGmFzzTXNA1qe0Eqalca5YyYLiGNAY3BOHQdCuMZBJ6V2vgu61iTRH/te2Mc8chWPdF5ZdOzEbmwaxbP/AISDwlamyGnxapp8JLRmJ9su0ktjaRgkZ4wa6fw94m0rxBavJYXC5QAyRMNrxZ6BgelAjWeL94JSxHHIFchr2lXq61F4g0i2+1SpH5M9vu2l0ySNvowycV2QKsN2cKe2Qc0P5QVdxA5yOetAjntB1u31mxklHmRzROY5Ipcb4yOoNaohzGSPmU/rXF+IrS78M6lc+J9P8uaxlVTe2bAg5zgMpA9Ca661vIp4Ea3+VGQOvI5UjIP48UAZmteHtM1aAmaLEy8pOCVaM+xHPpXNWmmro/j/AE/T9Ou7lYpIGkkLzsyOVIB+9k559a7weXN8jjg9cVia34f/ALTSOdZzb3tsxe2uEH3Sezc8j2oGmdKoMcbEAk5x+tSrFhg1cQ/irW9AjUa9o7G3jwr3tq6umOm5hww/LHvXW216txCjJIu1wGQ+oPP8qBWLhopsZO3k5zSgc0DHiloprZoAdRSCloAKKKKACiiigAooooAKKKKACjNFJQAtGaSjNAC01hkdadRQBEindyaQyjzBGOpqQdTTCgEgbv60CMrWtVt9D0ee9uzlUOFA5LN2Arn/AAvptzDJJrusRg6pfjec8+SnRUX04p3jwiSTR7aUAwtqMeV9flc/4V1MMa7Mdduc++OKB9BCwZAoOV649KkJAjwKYijBqM539aBCndjrxTQCSKkApwXmgBnSgNSuKYAQaRdyWikFKKAuG2gripFxTZDxQIaDzinHpUIyGqUHigBppM0pUnpUZyDQBKpp5HHWoVbFSbuKAGk0n40Hmm0AL+NAptOFADuaTFPFOyPSmIiIppFSMwppINAiLB7UZkRXI+bjoamUCmFDISFFAHlnxF0mSeOCaBkY3YW0kgZeX53LsbPy/d69q7nwVomoaJoC2+p3LzThiUBYMI1/hQHAJ2jjPfFO8QaOt9pNxZNjdLhoh33DlTntzisrSfG9taaIqa5cfY72zxFcLKPmYjgHHoetIrc7mOQMvI+YU5ow4Gar2lxHd20VxGwIkUMMfh/jVhHzkelMRieKNKi1jR7qzuPlR0GyQdUcEFSPowBrJ8K6rJqOhwJMB5kDGGX/AGmU4z+WK62ZVlXy+CRzg9DXBPC3hnxcyMCLDV33oO0c/CkD6gLSGmduEUdDxikwaigzt4OQBmrsah48+tMRX68UrR8dabujSYqZk646jj9aiuZ4rYPcS3CJDGMs2cgUAO8o9cmpEXb1NYGneLdK127WDTdTtrpmGQscik49cA5rb8p0YHduHXjtSAlam4oWVW6Up56UwEVvmxmpJEJg465qDB31OZQIyp70Acb4kPn+O/DFtMf9HEkknPQt5bgfpn8q7UgGJQrbeQM+tcP4+sLi7tbS+sVL3WmzfaUVeGkBJDKP+Ak1uQXJ1rR7adPtNqSg+cfIVYdiCOaQHB/D+Lb8SfF2SuZJQSfTrWdPZtq3xwuoJb+S0WK0H2RkVSc4AIBYHHBPbtXcab4JsdK1GbVI7q9+13DbpHWUfN9eKZ4g8OaDdzx6peyTWc1qQEuoH2FSSAOfc4FA7mBol3rfh74jy+Hp9VuNTsprYzpJPgtF1wvGB1HpVq+8HavZ6NNJY+LZ7MxF5QnlxhOeeTjOePWuu0rQ7G1mlvo4ZJruUDfcStkuMcYNZ9z4Sj1K8J1LULyW2Y5MHm7Yx7YxRYLnLaJBqPxJ+Fr2upssV4zkxz46lW69sdKwfGT+JrDwAdD1iXTZZpnjhh8ksZXwQBkHp29a9iTThbWC2tgwhjVdqeUo+UVjWng2wOqnUrs3d5fjOJrlwyr9B0FFguUtMvNT0DR9NsotFvb+WO2XzJIXjAB645NWI/FWrTzKJvCmqRKeM+bFgfXmuoFuVA+bGKAADyQfwpiujnvFzfavAmqvMvlkWsnyuenyHjisn4ShU+GWnvsG9Ff5R1HNdDq+j2mswyWd5PMtvKMOsT7QQfwqHw54VsfDy+RYT3XkDgJJJuGPpigDzKDQNQ8Q6lrWteEdVbTAZmie3cZWdhnJP93oex61Un1GfVfg7rmnQ6bHaXenXAju4oclZSGBdgT6816gfBNhY3k13YXF7aSztmWO3l2o2epxg1oWPhzS7C1ms44B9nuATMG5Ls3Uk96Vh3OC12aC4+CAuAUXzLPlV/ixnr78mmaVBrr+G9A05dKuptNjtUkuBA6oZWxkIcn7o5NdUvgHRreL7H5t09iJPNFu8uYg3suP610oVWCwxBVjUY6CiwXPHPDmr6gPi5q08WkBZHiijeNnA8iMADt14rtvHzl7XTP3QF0NRgMRHXGTn+laOn+CrG18S3mt+ZKbu5UJIWfgqOgA/CqMkTeIvGFsGDrYaQ/mF2XAlmz29QBg/jQFzqFUtbgZ6d6mjUqnNJId0bKgxk8fnTkBEeD1piHq1OPSolqSgBjDmm1IRTTSGJSZpGOKQGgB4paQU7FMQlGaDTaAHZpc0zNKDQMdRQKKQBikNLSdaYBRRiigQUUUUxBRRRQAd6U0nelNJjQzvTj90/Sm96cfun6UhiT/AOqi+teRaN/yche/9e5/9FCvXZ/9VF9a8i0b/k5C9/69z/6KFA0e2UUUUyQ7V4x8a/8AkYPCn/Xx/UV7P2rxf42f8jB4U/6+P6ikxo9ZSRgiY/uCiNmDHb3pqDCqPRAKkTApksikGH2sPlPJNYGreF4bq4Gp2l1NYXyqIw9u3309Cp4J966Rxu61Gsa7ww5xQM459N8SaOguNK1K5vkzmS2v3B3jvtY8r/KtvRPFthq7/ZtrW12nEtvccOh+nv2rXuIxcJ8689j6Vgar4asdWgKXqlpEBMc6Hy5Iz2KsuCPzoBG7qFjHqNhNbAZEqlWBPBGD/jXkulaB4j8BTTancXC3NhFKsbxbi2IScKR6EEr+Fdj4e1fUtI1aLQtZZ7hZgxs71jnzAuPlb35HPFdLqenLe6Zd2rxgi4QoRnrkY/Tj8qAJLURXC+cjhhKFKEHsRmnyxMW2kfL6Vw3grXp5ILfS2s7gywlozOq/u1CuVAPvgCu9d9hCuckjrSQrWM3VLU6nZTWUwzHKhRvoa5QWvjLQ9IMVnNa3UVt8sMLofMkUdFz2OOK7t3TABxXPeL9VvNP0nzbPaJpXSOIuflRmOAT7DOaY0aWh6/DrmmRXVtG+CArqRgo46gjtWook3nPSsfw/of8AYmkxwwzmWaR/OuJmwTI56n8sCtxSSc9/WhAxwPHNOqM8HmnhgelAhaTFLRQMKKKCcUAFFIDmloASloooAKKM0UAFJS0YoASkpcUGgBaKTNGaAEHeg/eFIp5NR+Z++A9qBHHeNVC6zoEknMJvlD+x2vj+f6V0UUjIdjHI6ZFUvFejy6voTxRn/SonE0P+8v8A9bP51T8Lay2uaW91cQiG4SSSKVF6b1facevIPNA+h0UTKwOKQp82abDHt5PANTcZpkjMYo6DNKcU1/uHvxQMNy9cikyrHjFQNe2kJCyyRoMZLM2BUcer6dNJ5VrcwPITgKWwT9AetIZc2nFLtYDmkBlGcgfgaQyHYHyNv1oEIJMsVFMdir89KrLqdpfyzQafPFLPbkCZUbJU+hqte65p9rLb29zOizzOqIinJyeBnHTmgZqbgw460gVyaRYyqeYOnvS5m+8AMUDuTKRGPnNRvhuVqrfajDaW/nXckcaY43Ngn6CpdPvLfUrFLi0bdG43KfUUCDBJxnmnpHITVa41awsZkguZ4Umc7QpcA59KvGZwhkQLtT72T09aAGD7209aGRhUEeq2N6SttNG8q8EIwPP4VYikaRTxyKAY3y3xQENOJlI+UDH1oeUQgtIQAOck8UBcUA9B1pj7gabDdRzIJYnRkP8AEpyKWQOwBA69KAGEOaVQR1pFEozlenvU6IWTdQAi06M7XyKaM05eDQISdGYiXALL0zXnnxG8M3PiFLa906CIXceRPgfNLFjDKPfGf0r0kYKHNVGgALSFRuX7pNA07Gf4V1az1LRbea1UiKNdh3DlSBggjseBW/GByw7152+oWnhTxxcTzqU07UbZC8gUhFlUnOcdyCO3pXd2WoWt7AJbWaKWI9GjbNAFnYoYnviuM8c/vJvD8HWd9RjdPopy36YrsmYYPvwK4nxBP9u8baFbRfNLbCacj0UgAH9DQwR1NpIiZB7IKyfEOnalcaTM+kXYhu8DYWPArRVPmJH92pY0VojG65BGOtAHk8OjfEXXb8T3c66e1tF5Uc0cuI3OT8xUdetal74Q8bQ2gmPiuS5nRhi3KgROvfNeixQoGxgEDoKVhEZdpjXaOmRnmgDifEvg1NYsLe8tNunavZASxTwjHTqpPp1qPwD4yv8AWJWsNWWP7SsYaN4zxIu4rn81NdN4mk1GPwvenTIBJcCMgAn+EnB/Ic1ynwk0iG08NNfTWpF88rK80i/O3JOOe2SaQzu8HYGwBknpTwSBTmjcqBjaPSlUDG3PIpiGAc08Kp+8KdtxUbHBoARUAkJAzxipxGojERJK9ck1X3EdKTzG9aAJ5RwwAGAK5XxzEqeEpR/eeHcOx/fJXSo7MSD0rnPiB8vhZx/tw/8Ao5KAOitXZYAB2A/lT2DODlRg1BasfJ/AfyFWdx8ugGCNs4XFKGff7elQKx3E1IGJoAWVyOlRZ9ak4PWmEbvu80AJ5W/nGakjjdPQCkUmPGeKe8rFeMUAB3l8kU4Lu6ikV8jmnAntQIa8QK4K8UwIEUhQKe7OeMVGoYHJoAfCjSMRIBt7U37GsZkwxIc7jn1pZJGVflpYpGIw4oAMBQAO1GT3NJI23p1ph3MMjpQMkoBqLD+lGG9KAJweKaaiBanYf0oAQgmkCmnhWz0p5UgdKAGDinU3vTh0oAQ00040080ANpwpMU7pQAopaQGloAKMUUUAITRRRTEFFFFABRRRQAd6U0nelNJjQzvTj90/Sm96cfun6UhiT/6qL615Fo3/ACche/8AXuf/AEUK9dn/ANVF9a8i0b/k5C9/69z/AOihQNHtlFFFMkO1eMfGv/kYPCn/AF8f1Fez9q8Y+Nf/ACMPhT/r4/qKTGj1dOQv+6P5UE4oj+6n+4KG60xCFiaRGKHpTgKXbQA4TZGKilQEbicelKabK7LD9wketAHH+KZ/P1TRNPsIWa/E4uEcciONeGJ/MV3YRj94jYBxjr05rzi61K2sviTYS3NzFawtZSIJJ3CByzJgc9Tx2r0aO4ikRGjO9GGVK8ggjtSA4LVLdvB/iJtXtAf7JvMJdKpz5UpP3yOw6Z9MZrsmfz2j2ghsc+h/Gl1OxttZ0u8sbiEmKaNkcEdQRivMtF1Txpb+I4tGMUM+n2DrDPJxu2nPzZ/DGP1oHuemlD+IqjqNnDf20lveQrLC67SrCtCKX90d6ncDilf97xtIpiOKWz8T+F45n01otR0zqtveTFJY/ZGCtuH5VuaP4z0nUbZFkmFvd4/eW8/7p0P0bGR7itLYQdrs23pjPAqnqfh/TdUhAuLOGVwuA7DlaQG0k8coGxgVPGcjmpQm3p1ry3wjf65o3i6bQ76GRNPnDmzEswdhtySR32nFeoRygnZzuHBzTEyQE96dTHbCk1HFKzMcigCemmnU00DAU6minUAFFFFACUtGKKACiiigApDS5ooAQ9KYwNSYooAij5PNNcBWBC5OPzp8qkjg4NZfiCKeXQrqO2cpO0TBGz0JFAjl/EXjrRxp9zptjqaXGpTLtgjjByzMcYB+lbHh/T10bSrOzjTbsh/eZ6l/4iffOTXK+FPD+k6hYaHrH2UfbLa3Gwj7pY9z74BrvI0Zc+YcuxJJ+tCGyeOXeCSKYWO6nAbelNI5zTEOBoYrj5+F7/SkFOUZYAjIz0oEeXeEWPi7xrrt9euZbbTJBFaQE/IoOckjoegrotcj0G/u7OAXlpBqFvKssCoqq3pj1PHFVbfwVqOjeJLrV/D13GsNySZrW4DAE+oIH9KfbeFNRn8cp4i1GK3VI4TEI4yW5PfkUi7mje+JF07xFY6EbSWa4uh/rM4RUHVs9xU2h+J7PWpNSW1tmW1tJjElwxyspH3sD2rN1Twpe33i221kXpito7b7OyquWAyen1zSeGvDN1oGjXtlc3okS4d3X5cKjNx9c4pCMnwe32PQvEfiGNRKJr2d9sfB2qWAqz8LRNe6I91eWfNzNJMszkMWycDGemAB+VVzZXvhD4ZX2nXM6zShGWNUG0kyHHfk8tXT+FNPksfDOnWTZR44lyMYwSoP8yaBl3W9dtNI0yS7vSUhjO0KOrN2H41j2HjFm8SxaPcaW9nJLCZo2eTcHUdfSn+M/Dlx4n0Q6WrpFMsomQ54JHQH8cUmn6HP/bn9ravLEb82/kRKoO1BkE4OPamxI5qLUr3WPixJDDp7yQWFuF8uRwANxJLY5zkGvSIoltw7IojG37qjGD7VwvgZHu/EXiXWizKJb1YFweoRFH8wa7uWOfzCYivI43dKEDPNPiNZHVQZLTb5+mW63oKDkuGXAz/ulq2D4jTW/DtqLScAz2Rnuz08uMAhs+5wRWja6BqMV3qZ1FraWG/UL8it8oAIA6e9ZNj4HfRvCd9pdhcb7u68xXeZT8qt6cUgG/DO1gsPAMN9K6IMyzNIw5C5HU/hVzSfGq6vrGnx2unSNa3kJkW4VwVUAZ+YDlc9qXSvCl/B4CbwxczJ80RjEsYOcHucirnhTQtZ0XS0sb26tpIoIhHGYY8b9owu7vnimBXvvGcmmeI47K60q5hs590cFzgMksoHCD3J4FW7nXZo/CVzqOraRLaIm4m33h3aMfxccDPpmsbWvCev+INJuv7TvIDco4awEAwsZU5Uk+uQK0dW8O6xq3g2fSLi+ja8mUB5Qu0dB2/CgBmmajpOleCrLUDBJaWckazLEzbmBcjC+5yfatLSNX1C4munvdMaxtYQTFJJKrBwBknjpWRrvhS91Dwpa6PBdRiezkieJym1W2YGDitZLK+vtEu9Ov7kNc3MbRuYV2qNwxx+dIZlXfjyMfYLuPTZJNMvbjyFvN2DnONwX+715z26V2cNxG0YEfyjHINcDpvge/Sy0vTtTnikt9PmMsQhB/ec8b/p7V2yxiJtpyGPpQGhPG2/P1oJw1IEMfPrSBsmmId5mO1O8zjkA+xoCgjNRSH0FAiCa2jnDJcQJLG3ZlBrjr6NvCvimyn0xgljqNwIprRcY3YYhlHbgN+ftXdrcAJtwCfesbVNDtNYtkS5kljljkEkUkJwyMM8g/iaBm215bOh3Som0ZO4gYx681xPhd49S13WNd3hnluBBE+cqEUDgfiWqdPBOjrJ9ovTc6jPuyJLqQtj2xXRafY28HFvbxwwD7sajAFAE0W7zNrDj1q00QA4/OoZJfLOAKfHL5ibe/vQAiMiNgsMntUEl9azSeTEyu4OGCsDg+/5GoL2W2srae5vJhGsakkscADHWvMrbTpLQ3Hja2hljD3xlMIzl7Y9Ttz1yVNIaPWonEY8vIyR0NZOr3N7Y6PeXGm2wnnRC0cEYxuasjWbLU/FAs7/AEXXxaWhQNtjj3bx9a6Oxt57dVEkm6RVAZum6gDhNI8eajpNvDb+MtKurSYEbr1FDxHPQHB4NeiW01tej7RbuskZGRIrZVhWD4u1Gz03w7dTahZzXUJG0xom4EkHqPwrI+FYe3+HVuzvtUl35PCqST19hQHQ7xmQDrmq8hyeOahhlhuI42gnSRT/ABq2Qf8APNW1TaM0xESrkcil2Cnl+cYo4xQAkagM30rmfiGM+F3/AN+H/wBHJXSBv3rD2rnPiB/yKz/78P8A6NSgDcsx+4/4CP5CrRHyVVtuIB/uj+Qq4vKUAyALzUhHy0uMU1STJtoAiZsHFOQlPmPSieMggio2f93JkFlUcgd6AK2pa5pmnCNtQuo7ZXOE3OMt9BnJ/Ksm88Z6HZhXmupYLcn/AF8ltKEP4lcVwfgPb4n+IOu6hqZaVrFjHBE//LIZ6gdK7XxdrGk6RaE63ZXElkRgvFCWjX6kDrSHY6i2uIbuOCW2kEkEyb0cD7w45/WpJJJo+kZ2+tcLN43tPD/hfTb+wsZ5rGd0t4mkwhGeAQDzir2teMpNH8QabpE1jNi/Zdsu9dvPXj8/yp3FY67zX8tXC9elM813fbtINc3rPia8s2urfTtMmlNrH5jyuNkY68Bjwx47ZqPS/GdjdeDV8S3IeGM4DK2N2Seg9+aLhYv694i03w4sb6rcmESEBFCFixJ4HFbUEwkgjlBLRyKGUlSOK8i+Kd/qN34Ytnl0/wAm0luIZY5fMUn7wI4BzXcal4ptdMh0rT1Il1C6RRBEH2jAUcsT0HNIdjc1C8g061a4u3MUS5JcqTgfhVfw9rtl4hs/tmlzGe1yQHKbc4OOM/Sub0vxjH4h07WLGS2MN9aQsjruDqxweQRkfrXN+AdatfDfwrXUbxnIFw6hEPzMTKQFFAHr77x0XNM3sVJKHA71xl349k0a4sn1ixMOm3jhI50fcUJxjcPxFWLnxiI/GsXh0WblZojKkokUhgMdhz3p3FY6V3lUg7DtPQ1L5zYUbTk9K5PS/GT6j4i1TQJtPlhmsYvNGXU717Y9ODmsbS/Hl/q9vqd1ZaJdS/YJfKC+YgyR9T9PzpBY9CM0gbGw5p4mYoSy4964XSviHpN94UudZmMkEcLhZIn/ANYJP7oxSJ44S68RWOl3tu9ubuFZYSkiuFBGQGCnIP1phY7nIJzTwR61FAqyRcZBHc96ZIWjbFAE5puKIjuFSMMUAMoozRQAClx70maM0ALj3o/GkzRmgBaKQUtABRRRQKwUUZozQOwd6U0meaCeaQxvenH7p+lN704/dP0oASf/AFUX1ryLRv8Ak5C9/wCvc/8AooV67P8A6qL615Fo/H7SF7/17/8AtKgaPbKKKKZIV4x8a/8AkYfCf/Xx/UV7PXjHxs/5GDwn/wBd/wCopMEerRn5U/3BSnrSR/dX/cApTTAF60+mjrTwM0AMXG7npT5nUptXgdxTvLAqJxhgRSGZWo6b5umXVr5cbeYuIo5Bleleb+F4/G/h1Lnzrd5LWzlINrgMGRj/AMsT1AHp0r2CfZJCBgFh0qkLd2DO7MWIxnOM0wuR6P4msNatHMUuyZDskifh0PuDXItfweGfF+rC9IjjvsTRXDDqRnKZ9RkH8a1Na8J2mpgXol+y6hCwMV3BxIpHIzzgjPYjmqWm6vZXvm+H/FUVs19E+AZkzHOOzJu4B9s0guWdK8faTqdtcXUkstslugkIlGCynGGHqORXQabrMGq2UV3ass8Eo3RyBhyMkf0rH1vwNo+qWcYtrb7FNAhEBtgEwCvQ8YK5I4OareC9QRLOfRprRLa+sW8mdIyAGI+beAMZBUj9aAOvCiVeOtVpA6bsmpILhVXrkE1JKnmLkUyTnNd8PWmpeVeWk8trqES4iuInK7PYgdVz2rOtPEmq6Prkdj4ie2VJoRJBcRJsDt02sScZ6enWutSJ4zwABUF3pttqlm8V1Ek8fP7uQZH19aCrmoJY5JEKuGBGRjv705ZVk+6OntXntnez+Bb/AOzXrzXGiSvst7hn3G354VuOmTxz9c9a760mW4gV1ZSG5BHpSE0S+ZzinDmm+ZGZNn8VKx29KYh3SlpF5FLigYuaKSlFABRRRQAZpM0UUAFLSUuaACkJpaTFAEU8hUcVk+I7h7bw5eTwr5kscLOiE43EDNarruaud8cz/YvB+oSKpLLC4GO3HWgCr4NijtPCumorceSuBjGR/nNdFu3sDjArJ8OWwj0ewt8hjFAqM/ZyB2/CtkptPShA9wPSmdTTic0gHNAhQKcAAcnpSgUHoaAElcsm1DgegFRxjYhXse3anDApeG6UBYhfzCNoJ2DoKcrAhfO+YqcgmpwvFRtGCaBmKNA0iPWJdSSyC3MxzK+SQ3Oen5VtDMm0xnAXmhYg33ulSABBhaAIpNuOnzetZ2q6Jp2tPBLqVolwYH8yPP8AC2MZ/LNabKCelOUDGO1AFSytYIE8uIYjHQY6HvVpxkYFO2qo+UYphbFAgAbA3849aZJukbKn5vpT9+RSou3mgBqxv1J+b1oCyZJZiT9afvGaQuDQA3bJjgmkHmKc55p+6mk5oAhlDnLIxDHuKSJWjGSfn/vd6kzg008mgY6B5Q7NKxPpzSsN0m6kzUinigBT8wpm3HOKUHaeacsiZwTQAzfxTTzUzFCcDFIVwMigCuwA7U6GXaeev0qUKCeRUMzxxHnigQ53LtnOacjhBgcUkbR8Z4zzSu8Z4BFAxrAPzQqMo3LxinheM9qNwCkUAYev6NB4i0uawu5G+zud3HUMOh+lcpquv+JfDml3NtcWS6pIyrHaXaKFXkEbW/2un+RXosYCt8uPfIrI8UafFqOjz2mx2YoWUqcYccgj34x+JoA5/wCH1y8GnHR7uH7JqFmCZoAeG3HO4fXd+HSu0eXMwVT1FcH4Uk1PUPEtld3ulS2ssFgILyaTpI+4YKnvnFd48QjuN+Q2eeKQ2TSWouIfLlIMWOVIyCKyF0i2tLRtNtIttgyNGYgONpByPxzW0kuQvIAbge9ZkOv6dd6rcWNpfwPc2p/ewdGH+NMR514U1X/hDvEsng6+lW4tpGJsJFO4xhjwh9PmzXq8csjRE7eF6e9Yl1NpmnanC9xHYxXVy+2EvGN7H0BqOXWrv+300v8AsO4aCWMlrwOuwHpjbSGa0Fzb3Yk8qZXaMgOAfun0NSLE7Z54rnfDfha30N9Smhku5J76486UysMA+wAAArq1AiQAGmJlQKUuSp64zWD8QP8AkVX/AN+H/wBGpXSSjcTL/s4rmvHXzeE3P/TSH/0clAI2oeIPwH8hU6yYTpTIVzD+A/kKlCYWgBFfcalRcNmolXnimSZb927bAMEn0oAneVHcp1I602Lqdo4PWud0XV7jVb26miCrpkC7EY/elcE5Ye3H41TuvH2n2uuWWjt5oubh9oDQkD8yf6UgMi+8G6lo/ih9d0CeNGmINzby/cm/wPSpfGFh4k8XeFX0uHR4YHmOXleYFR9OK7q6vFtIpHnljSJBlnfovGa5zS/GE2uSs+kabPdWaNt+2O3lJnPYck/WgEzndW8HateeAdG0iII1/pzRSEMcKxTjAPvSa5oXirXfEHh/UZLS1i+wEF1EmR+f41u6949i0XWRYNpl7ezBAZTZw+Z5eegPIpuj+PodT1RNMtNG1SGWQM5e7i2KFGefvH0x9aAuZOsaJ4pu9f1GJitzpE1vtt0aUosTY5BA4P1NZ1n4H1s/DSPw5cCC1uoJBLBIrhssOma7rxB4jt9E0s3d8+2NTnao+ZyO3+farWh61Hrej2eq2kMiLcgMEc5xkZoHfQ878Q6L4w8Q+EoNKurOxN1FJGFaJ8FwpHze3SrWv+ENYvdQ0jXbO3ga/s0EclnM2UZR23ev4V6SDL55Y/fHApUaQswDqpbuRTC5y8dtrx0e7VrKztpZomRbaInbuP8AFnp+lcfZ/D3UpPh2vhy7Igu4LgzwyhsgncW5HpmvW8NEplkkUAHrioVlLXCu8igkcA0CucBqXhfXvE+gWOmarBb2scEyvJKjbvMAwOnUcCrHiLw3rEHjbRte0iCK5jtoWikjdyvBxz+ld7LKyycum09SakLbrfargEDk9xSsHMec6PoHiCD4h6jrd7FbJb3sKR4WX7oCjn9KxPh7da0uo+IjpthFcWRvmHmyOF2sAM4GMntXrdyklxp8kRlK7lxvjxn8M5/UVzXhbwPb+GftL2l/esLqQyPHMyFdx69Fz6d6Auc5qPw187wRPp8dwjag90LtpsADfzgfTk1q+G7PxHBbRQXNhpdlGgCtJAclwAAOOBniuyJlacLvUEDpipFLCMl3GCf64osFxIgzSD5vlxz9aJmQMU6sOvFPwnQkAe1ctea7Po3i23trqJm0u9TZFJ/zzkHOD9Rn8qYHSRNg8dKkY5qsZdwJ2lSBkinRsWTNAElFNByaeBQMSilIxSUgG0ZpcUmKAHCnCminigAxSGlpDQAlFBpKAHUGkHUUpFADaUn5T9KSlP3T9KACf/UxfWvItH/5OQvf+uH/ALSr1yb/AFMX1ryPR/8Ak5C9/wCuB/8ARVA0e2UUUUyQrxf42f8AIweFP+vj+or2ivFvjZ/yMfhMf9PH9RQCPWI+if7o/lT8U2P+H2UfyqSgQ3GKQNg0rVH1NIon8zIqMnNNApelACgc0F+x6ULzSmPIpiBYoSCAoYHqD3rL1LRrLVYXhvbeJ4xyN3Y/XrWkI9hyKaUVjllyPSgRy3guaS2uNT8P3FzK8lnIGt2k+95LfMo/DgGovE66dF4i0mW0dE1x7yNXWI/M8eQG3jqBt7kVoaz4dOq6ul7bXU1lcpGU+0wHDFT1Bo0LwzZ6LPJJFHukOSZpfnkY98seT3oGbckTeUpYKO/y1JE7BcN0pPvgAKQBTivGKBDmkBGM1DtdOYx1o24ap1fAxQMzb2wj1KKS1liRkkUhlfp7muY0XUpPDusL4d1GV/sswzpsz8MeeYie+DnHrgV3DgL84647Vh61pVvrNiILm0V0Zvu45Q+qnt68UDublvMnmBTyx6N2P41cYCvPtL1STw3ra6RfPLJZXUmbO6mYtsGAPLYnp7V3xyuMnOTigTJB0oJooNACUopm7mnigBaKKKAEooooADRmkPWg0AOFFIOlLQBGSA1c/wCMR5nhe/3AYMDg+/FdCVyTXJfEKd4fCNzBAN09z/o8S+rPwtAEvheX/imtJB++LdR/9et4tkc1l6XbRW2mWUSn54YghFaK56mkgYEc0o4pw5o2UwFFKehpBxQehoAjpV4pKUGkMfu4pC1JTTQFh4bHekLe9MxSEUASBqXdUQzT8UAOLZphGaXFGKYhoGKUvxinBc9KDEaAIs804UFMUoBFACgUbaUGjdQA0pTCMGps5pCgPNAEXBqVcBeozTGx/DWdrOu2WgWZuL05XjAHVs9AB1JPp9aANYRk/ewfpzUcgMI3AAj2BNcrHeeK9YT/AEWyttMtnGVe5O5yOxCj+tI/hGBhv8Qarc3aHkxF/LhH4CkB0LatawxkzTQJ1+ZmwB9Scce9Yx8eaOZWijS9uyvDPaWcsqD8VUg/hXNLF4SW/kh0bwydVaEbpJY1DKvOMAng/QVuReIWtoIwnhDUI48fKBGAPyoGTj4geHt/lPeiB89LhHiA+pdQBU//AAnPhidMDVLTg4LSSBB+BbGfwqO08SaXqNz9insWhuypZILmDaWA64J61sSeHdJu3WeexgkcdGKD5aBHMy/EDSI/E6aTZ5u98e4TQujxj8Qa6SO6SdQqbTI38I6j60l94e0fVIxBcWNu6L0HljI9we1Y8nw40iCGQ6a13Y3XVLiGYq2ff1FA9Do8yREK+D24NBDNyOlcraavqOhalb6f4mMBjlTbFexcI7Ds2ejEfnW1feI9N0iLzby4hhiY7UMjhQT9TQBfJEQyeKmiVHGeua5W0+IPhTUpWRdUtyVO1g0gHPt610lvNHIheEIY+oKsD16UxFlwAhVuQajwpGDwKjzIzfPwKUoSMYoAmVFCqVAIXp7Vx/iHwDpWs3zajCz6feg7jc2r4dvqO9dWp2LtpqKivvyCaAPO/F2jovgC4+13tzc6hYnfa3QgPmiQcggemQK6TwX4lt/EXhm0ukmha4VAtwhI3ow9RXQSETSL0BXoTzXPQ+Eo7PxjJr9vOYY5bbyJIEOA5zkNSA6QmVeVZQO+TSqky8yFSPUc1wPjTXvEeja3aLpmlf2hbmNmmUoRjHTmrPgnx1ceKbi8gm042UlooMkZPI/CncLHZyOQTGTxjNc746wvhJ8f89If/RyVuGWOMkzlXbsScZ9q57xxuPhibzFCIJIcYOf+WyUhnRQSfuvwH8hVhCCvNVreMGAN/CVB/QVOGjC4zzTEQzymNhjpmsrxjfPZeENVuYiVlS0dgR1BCnBFbBSOQjJ6VU13TY9S0m808kBLiBodx7bgRk/nQBV8N2kNn4YsQmNhgXA7ZPOPzNee+P40/wCFn+DsgjeZOPX5eK6jwRfz3mjPpV4rR3+nN5EkTrwB/C3vnBqvq3gGTWtes9Sn1e5E1m2YdiKFT8KQzK+Md3cf8I1YWMT+St9dLFNI3AxxjOO1Jrd94m8CaNp2oQXNrPpqlIns/s+wqMdVbPNdnrnhe38TaAdJ1J3mxgrMvysCO/FZ8XgyW6tILHWtRl1C2gYNGhVVJI6biOWpiNe4vLLTrOTVljEKzp5srsMOcDgfXngVmeH2ufst54h1BXNzPGZViVfuRAZQAe4AP1Jq54k0FvEsVpbrcfZ4ra4E0kY/5a4z8p9snNa8MrRqI1QbUG3gUAeQa9rC3fhfWb3U7DU1vZYXit0e0kWK2T13Y25Pc56V0Xw/8T2dt8PLF3s78JZxRh2Fs58zjHycfNz6V1HijRF1/Q7rTEK27XKbd4HK9elO8LaM2gaRb6cZRMltEsa5HYDFKwGWfiHpCsWaw1obuBjTpv8A4mqPjLxXqCeDLjV9FV7Xy2A3XMDq2O/BHWu0YrvJCL9Norjfi2+PhtfBdoVyFK47mgEZWua94p0PQNP8QPc291YtsW4tzDtyDj5gc9fwqzqHiTxB/wAJpp2l6fDaCG/szcQCYEnOw53YBxjH4+1aegeGftnh6yt9R1WW/tgqPHEVVV4GQDjrip7/AMFNqPim31+C+ltZbSMxRoqKVUd+vsTRqMwtU8U63oI0vSNS8mXVr+cr5lvG22OPPHykZJ9MVoaJf+K1k1L7bZl7VYi1pPKoheRuyshbNW/FXhqy1uK2ubid7O5scmO7Q4K47/nzUkfhW9utNlhvNdub4ypsEjYAXocgDjPHWjULnNeGPF97rOp2lpf6rHaakHP2mwuYDGGAPAjI6mmHxprOv3WtjQ/Mh+wyeXbRLbGTznH99sgKM1uL4F33mm3uoXjXr6YcxMsahzgcbiOtJb+AvJ1S71XSNUvdLNy26aFCGDn8eRQBk+KPE3ijS/DujXTQW1pd3dwkNwjMJDuPQqQcAcdM5q/da/r2h+PtI0u+mt7mz1JHAVICpjYKT6nPIq5qfgk+JLKG2m1G5SK3mEoViGLOOhyenU1Nf+DJdX1ay1iXU5o7nTxiIqgx7kj3oA5oTa/f/Fa/sItVEUUcCuFEG4Lntt3D863/AB3A/wDwhE00su65gaOWJgu3L7gM4+hNRp4HnfxPJ4jtdVmtbiZBHKqopD47+3Wma1K+ratY+GIWlmjEgnu5HH+rRc4U+5OOPagDs7PMtkrzDbIygsPTjpUyoBHxUMnmRvIMfJgY+tSQNlMGmIRF+epscUKADmnEjFAyF+tJSsRmkpAFGKKXIxQAoFLTd+KA2aAHUlLwaMUANNGKUjFJQAAcinGmg80pNADe9KfummnrTv4aAEm/1MP1ryPR/wDk4+9/64H/ANFV67IMrAO3/wBavINHJ/4aMvD/ANMsf+QhQNHt1FFFMkK8W+Nn/Ix+E/8Ar4/qK9p7V4t8bP8AkY/Cf/Xc/wAxQNHrKDp/uink01e3+6KDQIDTQOaU0g60hjsUhpwpDQMFOKfv5qI0c0CJC2aa/K0lO6imIZGu0YzSNF8+4GkdWzxTlUgcmgB45oNIKDQAw1GzFTUvU0SICtAEoQCLeOo5xVZGWclscA4xSNNNG0nkIJMRnAbucdKxvCmoa7evdRazp8NpslYR+W2dy+vQUAQeOoBP4Wv2CbpoovMQgcqwPBrd0vUBeadaT7t6SqriQdGBHBpt9bxXYmhbJUrhgP4vauT0W+fwnqkejX8ckmmzy7bC5BB2cZEZBwRgZweaAPRu1Nc0xpT8+AcKO9CHemaBAvJ61KBgVGq81LQMQmig0UALikxS0ZoATFIRTqSgAzgUA5FIRkUg4oAUkDviuP8AiGkn/CNG9hUlrKZLgAD+4c5rrnUSDGcGquo2q3lhLZyrmGaMox9MigDN0+5iuoEaIhlcZDDvWlswnvXj8HibXvB2qRaNLYRTW1mpV3IYO65ARlbBHIJ4r1mCdpo42kUozpu2+lIbJlODUu7ioo/nycdKC3OM0xDzTT0pN3vRuoASgUUuKAFpD1oooHcQ8UdaCKUUgE2kc07PalZuKjfOMimIf2yTTQ2WwOarK4eXy2bA9azbnxHothdeRJq9orZ5VpgCPzpDN4tsOMGlMnHSufn8TaGCD/bVmOOAbhOf1qi/jHTRJtsPtmqP/ELKPeq/ViQv60AdWCS3PAp23jOK5J/E2o7d9x4c1RbQdWj8syD/AIAGOfzpYvG2kAbbm7mtWHQXUMkePqSuPyJoFY6og+mKRxtrBsPFWj398tvb3xkkcHYCjgPj+6SoB/OtpfmXIzg+tMBynccZp7MQMVGilHyelOaTzW2fdHrQBRutUstMt2a9u4oEPO9zx9K4fSr/AE/xJ43nv2cz2dnAGtZJExCj5AZvm43c8e2a6bXfAWg65exXep2puXVMbmkYD/vkcVn2Hw90K1uLhpJLuW2eXzI7Z5j5SewUAcc0h6D4vGmoarJcw6FpaTw28nlee9xsDn2G08fjUc2ka94jdLXxD5FlpS5LwW8m8zntvJHI9q6mx06z0/YlrAkNuvCoqgDPrWF8Qr2Wz8Lak9vb3EzPFsBtx8yE9xTEX9HfSgXt9LuYDFGMlISAq9ugwB+VV/FfhpPEenC2uLy4ifIaMwOQAR6juK4MyWc/h/ThpemXEPiOIL/x5xuqDn5vMJABUj6n0r1GwEzwDzPll2gnHY45pDOHsdA1Xw3jydC0y5uOiXIlYPj6Hdj8MVrw+NrtEAu/DF/FFnEsiENg+w6kV16QhVDO53etQtFEH3GQsfcCmK5zKeONLDNIdO1JQoyXEDYA9xXSadrFjrVss1jKJoyobcO3sfQ+1EimfCQyMoB5GBzXOap4RAvTfaI5028D7y8eWSU98pkCkB0+o2VjqVpLZ30Uc8TjDJIM/wCTXMT/AAy0K5tGt7mXUbizx8tvJeSFUHtzSSXvjHTHLy2OmanFjG6JngkP4FSP1pz+KvEU0myz8LSoSv3ru4WNQfbG4kfgKAOS134QWgPm6YiXkIX/AI9rrjA/2ZByv45qn4a0HxV4cmu5LaJpLG3CH7K8m/zOxCHjb+A5716LoPiGfVbmTTr+xew1GFQ8sROUZTwGU9+c9h0ronhREIT5O5IFFh3Oc0TXrLWLSQW0rK8bYkt5BtdWHXjPT3rehmR48FhuHGM81kan4X0rWT9oSMwXSni4t28tx+XX8awLPV59AvxpHiK4UD79rqLoI0dP7rnPDDn8MHvwwO0dC/Y1GbfHeiHU7GeMG3u4bggZIhcP+PFPYp5QmUnntjmgQ1V2jFI6sRwc/WljYsckEfWpNu/vxQBzXinS9c1nRha6Xdx2shfDylfm298Uzwp4Ot/C1lJbwu8lxMd80shyXPua6p3Cx7B1HSqZmeNsvuYeuM0rDuc1r/gOHxJq0F5NqWpWc0S7c2s2xcfjms3WtHk0LwPd2UmoXV9KssZ8y5YM2PPTFdnd6tBaaddX0vmiG3TcRsNclrOsW3iL4cSatbRywi4eE4lXDD96namI7a3kjXTIyx2jyxubsvHes6yv9N1KGWezu1uRGcExnIBql/wjz3GsWupDVbgRiDyzaAfu5ARg7q5C8+HWq6U1xdeFtVkSR33fZ2BTb7BumP8AgNIdj0uKMsoLAqD61IsWxt27I9Kx9AXWU0qH+1thvQMSqjZHsc1tJncM8EimIiVIorhnjiVWcfMQOW+pqQQbstkgmnSAEjAp6/doC41YAqkhiD7VGY9zHnH0qRsnjNMCtu60CEEewYB/GnLheoBpdppjCgBSgkOCdv0qQBYsgHOag2MelGxgeTQMlMAxuHeqGqaJp+qRKt7Y292iknE6B/51fViO9IVZjweKAKtja2ttbfZra3S3C8ARLtA/KrvlbUJ3HpzUezByKk52HntQBy3jqNn8B6s6sVK27YwfrW9YJt0aJSedgwfwrB8c5HgHV+f+Xdv61t2bf8SqL/cFAdC3BCDEQWJz2zTPK8t+CcelMt2JB5pzg560AKYtz7wceuKlKZXAbA9qrnIHWnwhj3oEL5GD1wvpTI7ONJ2uBGvmMOXUcmrEnKbRnNYM/ifSbLUodPm1FY7mVtqxSBlz9Dtx+tA1c22lDjB6ipUiUpkdaoOnlz+ZGxKsMnPYVmTeKdIttZj003x+3P8Adtxkk/kKQHQA84ppbnFRysPK8xTx78U1QxXPemBKVBpyx571GhyDSoTHKAu459qAJDCQM1HgE4zUUWqRXN1cW0NxbSyxf6yOOTLJ9R2pplKScg5PbFAFny8n2pCu2o7q+itLMz3MsUEIODI7YFP82K4iSSJwwK5BB+99KAHqMinBM1WilyM/kKnEmFz1oAdsJo8qmpPvbHSpCQCOvv7UAMMWBmmE1ZZgYyKqmgEJTv4abT8ZWkMH/wCWH+e1ePaP/wAnFXf/AFy/9pCvYXHEH+e1ePaP/wAnF3f/AFy/9pCgaPb6KKKZIV4v8bP+Rj8J/wDXc/zFe0V4v8a/+Rj8J/8AXx/UUmNHrKjp/uinHrSJzj/dFKetMQ00gHNONNHJoGPHFFFGKQCFaTFOooGNxQKDRQKw4UvGKaKKAAUGikJpiG96mXBHPNR0ucUANb5ZNy8E8Uxhs5H3j3p5pODwaBEUXLHjJNcd4mlfWdbs9Cs7QyXsUiXEsvH7mNTnJPqemB611GqXf9lWdzc9REm4461yGj6fq+ta7pfiNLeGxtmTBZZd8jxlcgNjjrigaPRk3HeHUgep71MgAUYqMAncM59+1SLwuDQIUDBpaSjFAATQKaaUUDFzRRRQAuaKSkoAWgiloNAESg7utOOc0oXFNY7uB1oEcf4/09rvw/50JUTWki3CrjO7bnjH0JrT0S+TVbOC/XGyWIS49A3IrUntvNt5Y5CP3gK9PWuA0W+bwbcNompRObZpWFlOv3JFJ+VM9iOBQPc9BSWNwQlVnVvMNNtpkMIO9c5xx/L+dTgozYBzQBFtNKAcipSAKTigQYopcUEUDEp2Kb3p4NACYpp4pXbFIMMuaAEDAfeNQXtxHaRyTO4EUal2PsOT+lTBN7YxXN+O7n7N4XkC53TMkJI7bnCn9DQHUzrS11XxfcNdSu+maQ+RAkHEk6/3mPYHniulsfDOkafD9kit4mB+8XQMzfUmr+nW4tbC0t4QDFHCiAn0AwP5Vf2LncVG71oBmWNA0aFNgsLVQeoEY5qxFZQWwAtEghT0RAP6VbMYbORQiYGO1AEag92XPsOtRTadazEM8UbN3JQHNWsgNjvWLrniC30SylupwWCjEcI+9I+QAo9zmgDn/iEtrbaDD9nRI7sTxtZmNQC8oYYVcevftXR2qXElvCrggCJSWPBJxzXl+o6zq8HiOwmv7N7vU5MPb22Mx2aEkYGOr45J9K9YtmnNvGTjDKGI7gnqKQ2KnynaeaG4bK0AfPzSOD2piHbpHG0nipNrFMEjFVC0inipEeQ9aAJsY4pjW8c3DAfjT1yetKTtHHWgCP7GgyT5Y/3Vx+HFLEoVtoGFzmonlkJx2qWI8c0AEzEHg1EhyeealkG7pTFhZTk0ATqAFyBg1CVfs3FS5wuKYWIoAYd5G3OPSozC+7LngfdAqQs1SIARk9aAOQ8QpcWWuWniC0R5IbdGhuViBL+Xjg47gHJrp9G1i21u0FzZzLPbN92QcZ/A8j8ak8k3UEkZAQkbRt44rmp/AelRXkl0rXVs8zmR/s1zJGGY9ThSKAOskCRMCjquevNRXNnZ38LQ3SRTQsMbWQHH51xut+H7LTbQzTeIdUsio+SV76RlB7ZBY5+nfFXfB2tahqOgvLeYllimMSyhNokQAYbB+tICe78CaNNmWzL2E68pLaHYwPv61k3p8U6HZzXNzqWnPa2yllkZXBkA6ZOMBvxruoVyuQykkfWq2pabbaxaS2GoQxT2sv3o2GRxTAyfDGty61o1ne3UaQvOCdgYcckf0/WtiV12M6uAB75zWD/wrrw5GiiCwjt9o+/CxjY/ipFVbvwnqlkPP0XXb5lj5+zXcpljbHYbun1pDOlhUzEndWH4v1XUNN8Ou+n2sk1xMfLURJvMeeNxAHIHWs228c2yBbbVIm0y/DeWbaVDyc4yD0INdWpY26hipRlBz6igDyi7i8S61pcmlWt9qcq3JCS/aLHyo19TuJyB+Haux8S2kdj8OlsY3DeQLePIGCxEiCupjjVC7qByOcdDXOeNwX8KSzKRgyQk/wDf1KBHR2DmO2CH+FRjP0qffJu+U4XviokQfYhJjqo/kKdBIrJt3AGmA9mGOOtIF4z3prxsvzF1C+pqMmRecgj1oAlPFAaofOBGTSjL/doAsA0tRKjjqaeenFACk1GSCaaSaaSaAJ1YCkZgarkmlG40hj8808HimBTTh9KBi5NPHQj2plPHf6UCOW8ef8iFq/8A17t/WtmzB/smI/7ArI8dj/igNX/692/rW5ZD/iURf7goAfar8pqYrSWuNhqRmApiIGU9KfDlc5pWU+XvPAoX5TgmgQ1RIZGwRg+teX+P9BfVtXjhiY/abeyknt3HB3Kyf416eA8cm5jlc9BXJvYavH48TVVt1ksFtjbgFgSMlTnH4UDRQ8NePIdR8Gz30xH9rQ/uJ4wOXl+6Bj3OK5nRbZrb40WkTqRcPp++fJyCxJPH4Y/Kuqsfhxa23jyfXt7C0kXesCthRKeNxHqKgPhfXz8Tx4ljggNusXk7fMAbHIJA+hpAa/iDxLc2sd+bTRZZ4rVRI0sqmNGPcAkYNVx49jTwSnic2U7RbcNAiglecfiM96y9X8LeKtW1nVzLLBJp1xGUtw82PLJ7FR1qO08Ia6fhdJ4Ze3tluvLESnzOo3Ak5/CjUehsaZ4y1HVXi8jw1eeXNbmZZyh2ZxkLn1rP8I+L/EGvxSXs2lKLJrl0EgnUGPH8OCQSa6bw3ZalpnhyGz1GJUeKMRKYmBwMYzXNeC9I8SeGYLnTJYYJLLznmSbzCS+7tj16UxEXhTxBaXF54j1K00GSG5snZLgDG+Zhn39jSr8Srq68Nz+IYPDcklnAziR2dQVC9TjPNHhrw7r2knxG90kLNqsjvGI5eFJB6/nVaz8Ga7afDbUPDYSHz7kvtYTYXDZ60tR6Gn4o8V6efAUGp3Oltf2Fyykpj5Vz61pTeJtO0u30mzjgY316ii2sl6jjP4ADvXPaj4P124+Glj4caKHz7dl3P5gxgUzXvBmuX9zoeuaabeHU9PURNFI3yuNu3r64oDQ3E8ZXi+MIPDt/pEUdxPG0iyxzAgIM8noR0NGleNJdXv8AW7M6c0culHGzcD5vXp+Vc5D9um+NOjx6nCILldPk3Kr7xgbzkE/WrWnaD4j0fxZr2oWkVrPY6i+4F5fuHnoKA0NnSPiBa6h4ZuvEF1bPZQWkhjkHBORx/OqNr8SQmo6bFdWISHU8mOWJ1cqO28DkVlaR4B1Z/BGqaHqbxKLuQzRyRNwGLZGR9a2PCuk+JdGsodPuLTTookG03MJzJIo45oA7qGVpDnaQh+6T3FOcc4pVYeUpmJLL39abNKgTdmmJDMEGpQRtqJAzk8g/Sn4I4pDHSHiD6/0rx/SP+Ti7z/rl/wC0hXrz/dg+v9K8g0c5/aLvP+uX/tIUDR7dRRRTJCvF/jX/AMjH4T/6+P6ivaK8X+Nf/Ix+E/8Ar4/qKTGj1pP/AGUUp60if+yilPWmIQ00cGlNIOtAx9GaKKQBSZopKAFNGKKXFAAKWkFLTEFMNPNMIpDG04U2lFMAIpyIGOaax9qb5pTgCgQl3brOnltgo/DqRkEVxnhq/t/C+pXPhm4OyCSV5LJm+7tJ4Qn1HTHtXYvIxzjvWZreiWetWCQTQPvzuWSPhlbHBB9c0AjdgnDIIzw46+lTeWx5rhdP8TXGgOmm+KYZFePiPUYY2kide28gfKcV1ttrmn30Iewu4Lv0EMqt/I8UCsX0yKfUQkO3dt+vPSnBiaABuKVTTG3ULuoGS0UgpaACiiigAoopp4oAdUWDvpwOadigBjx7+o4qjqWl22rWstleQrJA64K+h9Qex960GbFIBl8+1AHn2izXej64fDuoMJoXBksbk/eKj70b/wC0Ov0IruYljK4TG4VyvjqynisrTW7WFpLnTpRIVQcuhPzjHfgVsaJfw6jbJfW0qSwSD5WQ9fw7fjSGXJ1cGok37xnpmrbyeYygIcZ6mpHjHknAAOOKYiLikOKYpIGDSjmgApecUZUd+aQuQcY5oAhlDntUkSsE5FOYynpGTQs4CkNxjqT2oAFYKpbsK4jxpcw31mmkw75L66kXykUcqFYEsfTgGunu7uG1tpJbiRYokBdnZgABWD4Sb+19a1bxAYHZZWWK0d49u6IfxKD2JA9MikM6/TspY26u3KRKhJ7kCrpPFVlhDJtxtyd30qXGxMCmSOBOacKYhp5xTAZIUTLscYHJ9q881S/tPEvjnTILdhcWmn7ppXUHZ5nRefX5jXoMsQlypGVIwa81g8O2+iePbez0l5Y4DBLc3EZclT+8UAH/AL6qWUd1HCzTbgxKjhQewq1tMa4AwKbAhij3ucntipt4cUxXK3O/NTLgjmmMvNM3EGgCUqPSgACow5pdxoAefamE0ooIGOtADOKa27HyikbhhRM5ij3KMn2pATRnEeT96lUzdWA21SmlmMeYUEsu0ny84z7ZritI8R+Mr3Xks7vwubS2aQq0jXAOwAdcd6YHftndmjINJDvIxKCrD1p0ibehoAUAGmsCOlOjpXNACQyeWTmo7s72Z43IdUJAxnPHSgrvOBTjGogwfWgDyy1mu7q9Oo6lo9/qeopK3lQMgW2gHRep5IGOSDXXJrPigIiL4cto8/xPdZQfkgroxJG4MYj+pojijiGAGPpzSHc5k3njLaTHa6PD/ssZHz+WKF1jxhbkCXRbK545NnMUJ/Bgf511TbGHKN+ZqJQkbEiNz9TTEc0/iTxQ4KxeHVRs8PNcfKv1wufyqH/is7vBln0zToTyRFE0zH8SVA/EGutYI3zeW2aVAkpK7GX6k0Bc5CXwtd6tHENX1i41GKNw4gKxxJuHQ/IoY/i1dUYyIY4kiChFCjHYUqRyLcEqhKD0q7gFQMUAeda54im1eO50fRrWTYCUluJLoQYbuF+Vjn0rirqy8VaB4evIr1ptQsZ3hKj7RuaECRT3X5skY7dc16tq3hLR9Snd5rRPtbfM0qHa36EVyEK3el+Lp9BS+luLI2ZnhhvCHbdlcAccgZpDRr2XxE0EwxRXNxcWsqqBKksZUR9sMcEDOOKluPHVld3YsdEtm1C627yIGACD1du361ieH7PWfE1jNOmq6YjRSvFJZyWeSGBORJz7jBx3q74a8Pajb+LDqV/ZWtmI4fJQWv3ZcnliMD+tAaGi3ibWJZI7S28OXTXeT5i3UirGgAzneM89hxS/8JtbWZEGsadqGnz9w8W9G/3WXOfxArs9ojGVQ5Y5OPWoSiucSRA47sKYrowrPX9IvUNzFe2zW4675ApX6g4IrShuorqAT2TrJEfusDwagvvCuiXlwt1PpkTzD+MIP1Hf8a4+2k1fwlHd2aaOLnTlmeW3uBcxqsaEk4YE5GPYdqQ9DvkMxALAVMpUdSM1xHhHx03iLULmzGlSJ5K7vM3ghj3AwfyPpiuvcls7FAcdV3AmgTROy5PAqJlqSFt0Yz17igjnpTAYE9qcF9qRpApwDzQs3rQBIF4oIppfimuzDmgLi5FSqMg/SqZJJ4q3HKm3G7nFAHMePB/xQGr/APXu39a2rT/kDxf7g/lWR49GPAGsf9e7f1rXtudHix/cFAdBbZzgipZeBkg/hUNqpzz3qxM7JbuwHIoAzNb1UaHpTXVwQysfLiQc7pD0FR2txcabov2rV2JnPLJChO0kZC98/WsLxIfN8c+GtNmObYmWYr2LLhVHvwxrsEby42jbld2Fznnnj9aQWMHwx42sPEdzexWsU6i1cIzSjGT9OtSax4ssdBWBrx2aec/uoIsGST6CuJ+Fab/EXilWUkNeY/DHrWZaQahrXxg1hkuYIp7CErbrPHu2oT1UEgUDser6bqmoXymS40pbON8+WrSbnbj+JcAD8zXLT/EiO11O4t00HVL1IJfKaaCMOm7GSB+dUvDet6+ni3UPC2sXKzyLbedaXSptPqMjn1FJd6N4w8P+H5Bp+p6agg3zFXhJaTJLEkg0CsdSdcWPQ31XVreSwjwXwxBkCjGOMcZzWZJ46Onpa3F7pc8dhcsqw3ZIJJb7uRjjNYN1r9p4n+Epv9aMkHnkxYh6s+RtxnHGa5nUV8T6BpumR+I0i1HQIWikb7OcSR5wVL59DjpQOx7usjNEkqHhwCBx0NM+Y8CNQF54rnL3xpp9isCHT9TmUwqym2s5JRjHTKiq0HjqxuJoo00zW42Y4w+mygH8ccUybHUuirh/LAB64FPRQIy3lKEPUHvXnuoaxr7/ABHXQ4dQigs3tmlQmPkdPcetN0rXvENr4vu/C2qyxzyPF51vdxptwuO4yfQ9+1Idj0GZmijw0QMbDpTFDPFkgBCcqf5V5t4f1bxp4r06+EV9YQPa3uzzJAeU7qAB1xTZvFesaxqWuWOiGSP7AxijEcO8O4PUkkAA/WgLHTT+CrbUvFA11tTvPtcS7VKlVAXuPu9K6eO3jESr5KgjoT1P1968+1bXvF2j+FtPupdOkjm84C9FqolZIxglvlz2zxTh41Ft4O1DWo9Sh1SKGQGLKNHKhOfkdT9KAsegSho9wSJQAOQOhFNjDGP5Y1Gf7pyRXnmn6v4wu7jTrmCGW+tZlDXUbxiNIwwyChLZbH0pNL1jxNe/EHWPDyX9rbx20KyRt5JYjcOO/PWgLHorvswsvAPWhCpdkG1ztOFJ71514Z1/V9X0/wAQW17cRtqFhKY0uimF6cfL+HrSfDKXWtY0GHUJ9YSaKSaR5IfKG5hnHDZ4GcHpQOx0vhPXbu41TUdK1CFYru2kBH+1G33SPWuob/XY6j1rib0m1+JGmXCr801pKHUeg3EH/vquvsZXmsS7qQ2T1oGyxMB+457/ANK8d0f/AJOKu/8Arl/7SFevSEkQfX+leP6Mf+Mirr/rn/7SFAI9wooopkhXi/xr/wCRj8J/9fH9RXtFeL/Gz/kY/Cf/AF8H+YpMaPWk7f7opTSL2/3RSmmIaaRTzSmmr1pDRIDxRSDpRQAGkpTSUwFzSim0oNAhaXNJmigANIRmloxSGMxThS4oxQAYFBUGkJxQGoAbsAPSoXQ79ysRjsOKsk5qBgQ1MRFJBBJGwniEgbswBFYN14Q0x7j7TBE9jcfwXFmxRx9ccGum8xQAMVIHymScCgDi7HxBeaLrP9la/O8sTkCzuwuFkHo5HAb+ddujq0gIDZ9D/Ouf1rR49Y0Wex8xhC7bww6q4OQazLTVvFWjQRw3Wl2+opGoUSQSFHYDuQc80gO539OCadu46VyUXj3TQwW+W6sZe8dxERj8QCCK0IfFWkTL5iajbsp6YkGfy7UwNsE56U4Gobe8t7qNZIJo5EboyMCDUiyB2YDtQBJRTSaN1ADqKTcKNwoAMCgnFAOaCM0AMZ/anD5hTWWlHAoAjnj3KoJOAcnFcJq2kXmgeJ4dY0Wxae1mieO6t4mC/OSpVsdM4B5r0DIIwajkjDAAHbg5yP8APvQBxb+KpIY91/omrWqr/H9nZ1/MDFbWj+ILHVYkNteRzA8bQfmHsR2rXMSsDkjJ77RXNeI/BFlqcUl5YxpZ6wg/c3sKhHB7ZK4yM9jSGbF1KY5woBwT1qVWjK8nP0NcjFq/iRbeFJfD93NeqpDMHURPzwxOM1JHp/iy+G66vrTSojztt4vMcf8AAmJAP0FAWOqeJEGQTu/unrWRf69p+nqxupTEQcKWzhj2A9apr4Et7kA3etatd/7966j/AMdI49qt2fgzRNMnFzZ2rPdoCFeeV5iv03k4piMhvHloq4FnqLy5wsa2r5b6cdKz9R8f3LG2TRNEur2aZC0gHy+SwYjDnseP1FehwrhP3r5l/vbRxWNqHgnw/qNx9ouNOheY/fZFCF/97bjd+NAHJ6Fax+Kdf1CDV7tp0tHjdLWJ8wAHOAw6Fhjn6ivSUjRWXaSNoxwOP88VV07R9O0qNYbC2it4QSdkaBRk/StAkY4oBijpSOOKAaDzQIRFwM0xpFCuzMFVepJqRnCday9UtF1DSr638xozLGyh14KZGM0AcvbeOZL7xtLo8UXmWSxsvnIf415J+nI56UvhSc6nqmr666lhLN5FqxHBiXoR9eK851GDVNEuJrPTriS6ubJo4IZoxsG1y2+NguAQMKcnmvYNB0hdF0PT7RMCO3t1jIHfAAzSKZtycoO3FV1Yipyd6bh0xUAHWmIcDSbcmlFLQABQKDS0hpDEPFJmlNNJxQA7YDQcJ15pvmU8Dd1pgI2zyyQMHHUDmqqgTOSHk8z1NWi2zjtSLIueBz60CBRtGDlj6mpAmetAXPNIXxQIUgL3pp+YU1mzT1AK0DI42CAswPHQY5P0qvdXcMbgPIFDDoTiqmqDUf7LvI7GQLdsjeTI38BwcfrXnlvY6dpt7AnijRpVVxhrq5upLiF2z/GrcZz04pDR6da3to5x5yZHbBq27xYGMnPoM/yrlYfA3hq6iE0GkQxq/KNDIUz6H5SCKju/DNrptn5+m+ILuwli5QXF28sOf7rq5PH5cUCsdSZDHJjace4qbzhtztriz4l1nTrQXeqWttd6enD3lhLkDnGSpyf1rsbaWGW3E6MskTAFXByCCM0A0BnHcYprOQpZcY/U0rBZj8lJ5YhjKsoO7uaYGDqfjHTrC6ntRb3s5g2iZ7eJnSPPqQPxpbLxn4bnH7vVoVfOCsjbSD9DWXL4c1eyvL++0bVfINxJ57W80asJGPUF8BsH61hG8uvEN02nr4ZshqEQzdSX8IaNT/sttyRSHY3fFVjrGs3UV14a1/y44U5t0lwCfXg1zUGneKRM+u6gLe21G3XyxI7Lsuos4w3ZT7+1WG8HXZzI2g6RcP0MtrLJan6HaeR9aqr4Vv2nj83w49x5fKR3OpNLAD7Ic8e1AyaC/e6iuvE2hRvFqlkSl1Bu3RzhVBYZHBO04B9hXp2kXw1Wygv49pjmXcuOcf8A1q4y2tfFNhCIYtL0iKHBxax71UZHbkjP4Uz4c6xIl9qOh3VqbNoJTLDC3ACN/CM9QMHt3oEekeaME4OBSCRWbhGI9cVyvibXr+y1Ox0fR/s73t0xZ/PBZYowD8xAI74H41iXMHi3TtRttRW9l1J3ZxLbRBIYQMfL2J60xHokhVMMc8+9VLmO2uFaJgsqvwydQfqPSuSvz4z1WBbd47bTIH/1ssUnmPt74BGFOO9EHgewtYw9pdanHkcyR30qlj74b1pDsWW+HuhJIzWwktJCc7bWZkGD1GBVKfTtf8MIZNKvZNVsEcGWzmYmVB3Kt36dDU7+C7SNTPBe6rvxliuoz7ifru/pVOXw/wCJ7i3Gl3urNHpYzulgRRLMp7M2DjAzyME0DOp0HU11fTY7+3Ia3mQSLuGGwRnn3q89wGBwOB1NVrGxj02xS1tCqW6LhEA6DjH8qk2TLbkbQcnNMkry3llHNtku445OMo5wefr9KDeWmRm5jH41574e0jw/catr7eIDBdXxvMGa62ligUYAz0AyemK2P7K+HTlYxDppBPUqpI/EjikM7WOWBkysgIxmnpLHKGAOMeteeaxpfgTTrUyxs0M6gtGljOySuR0A2Hmq/hnX9W0+8GmXmk6jOtxKJLeaQ73ijYYwzcE42n3oEelosYUlw2T0qDy4Y7nmYKW+6rHGT7Vzev8AhnVdW1L7XZeJriwhKYMQRTj8wal0XwJo+lvBdyz3N5fwksJp7h3yx7hScD8BTAk8fsf+Ff6uMcfZ2/rWtYMRpcXBPyDAFZXjuQN4A1cNjH2dsflVy6vptM8Om6t4PNaG3LhP7xA6UAaMEgcYHBHrVkt8hXGc1xPw88Q3+vaMdV1iGG2M8jiKFVIYAEjofcV2ZT+NW+U9s0gOI8ewSRtp2u2amWfTJwzovO+Nx82PfIFbqyPrWkxyQStEJUDpgcgHkZHY9KtzwwzArghifT+VWoFgtFGxFUH09aBnHeF/Ak3hzULu6g1WdZbtw8qmJSGP17VY1PwXDd+IBrtld3FhqiJseSEArIvuDxXUNcFn4bipBLxgHA70xXOc0fw5Dp9/eaizST39yNrzyjkKBgADt0qrrvhjVtVgaK/1mZ7JuPs8KBCR7kc12RZWjC0wbg3J4FAHL6j4S0/U/CsehvB5FioGwQ/eUjofr71XuPB11d6dbafqOqT3tlGyEI0YDEKRgE9ccV2LSgHg4pomyetAXGR29vbQogiACoFAx6VF+7JyqFdvPAq35gPXmmylXXCjn2oA8j1yGXWfi7bJaaj9kmt7IkSJyN3B28969D0nw7BayzahNLJNqkqCOS6lGSAB0HoKbN4b0Ez/AGttLs2vc7vONum/P+9jNbMR2wqq4U45wAP5UBc5Pwz4SbwxNdG1v5JIJ5TJJFLGMFj1INUJ/BESeKbjU9K1q4sLy4+aS3jxhxnk4ruGjkZ8liR6VzF43/FzbFU+99ilyf8Atov+NA0yxceFnumsLi21O5hubIk73AkMueobPUVnWfw9sPJ1iG53SHUm8ydgNoyM4wo4HWuyUum75jjNSrKQuAeaVguchongqfR7aK3Ov6jJZR4EUDNwgHbr09qbZ+DksfF934gt72fzrpQkkZRdu0DAxXU7pC5y5xU4fIGaYrnGaJ4Fh0SbUZ4L2d471s3Cug5PqKPDvgs+ELUW9vqdzJZRuXjtyoAA75PWuznl3QMoPNQRpLIhEjblIwQe4oGmzktGaTXPGd3rE0bLaQoLa145IB+Y/ic12QwuY1+7RDb2tpGiQRhAowAKikk+YmkBNMuPI+v9K8d0cf8AGRd3/wBcv/aQr15nytuT7/yryDRz/wAZGXn/AFy/9pCgEe4UUUUxBXi/xs/5GPwn/wBfB/mK9orxf42f8jH4T/6+D/MUmNHrS9v90UppF7f7opTTENNNXrTjTV60hoeOlFA6UUABpKU0lABRRRTELS0lLQIKWkooGLSE0UhNIYhpBSmkpiHDmkK80oNOFAETICKbzjHapsU0rQAkLJGpUgYNRyMC+V//AFU5kBoVVFAEJt/MUq7IynqHy38zWVceEtCdjLNp9uz9QfLGP8/Wt8FMcimSMjDB6UBqcW9hqvhu8fUNAiilt3P7/TmcoGH96PAwG9uhro9G8UWOuxMYXMNxFxLbScSKfQj+oyKv7FPVA6/7Vc/rXhmPUrhLq1drO8j5S6hwWHtjoaQzrUYOAQ4z6VJuA4NcGJ/F+mJjNrqcS/8ALTBhf8Rgg/nVm28f20Mq22t2U+nOeBLIN0TH0DjjPtQKx2IkQttHWn4qnBdRToDHJG+4ZVlOcirCFiMnIHvQBIBijPOKZJII1yaSOWN+hFMCWkIpaQ0AAAowKBRmgBpZB1pGkUg4PJ6U4qpNIUUdBzQAxIlU7iSWPrUhwev5VGXRDhiM1JwwyKBB/Kkyuc8ZpAeSKUKKAFCqTkAZpeB6UYwKTaGoGJhTwKdtGKQKBTs0ARsMUqg04jNJnFAgKA9ar3EqRW07qBhFJb8qsg5rK1qN/wCx75IeJHhcj/vk0DOX8C2qtoS3bqjy3cjzO0gySSQP/ZRXXIFcc8nvXOeCWSXwpp7oBt8v8uSK6CBvnb60kD3Jm4GO1Q5INSuCegqMjHDEAjqM9KYCg08c01AGAINOyAcUAJ3qRRmmsBjNNEm3igZKY6jZfapFlDDrSsOM0AVStSKcCkc4NNzQIeRuPrSiMA0gOKduoAcDgYpjDJpc0CgBoSnfdpwNIRnpQAxkSXG7OR6VBqljbapZNZ3EaPE3VWGas7QvNIDHuyaAOOfwRb2tsX07UdTtplPyfv2dc+6sSMe3FR6d4Gtv+PvWbx9Tu2l81jJkREjGPk3EDoK7fcM5xmq8irjaFAXuBQO5yzeB9FuJmXypkib70STOsfXP3QQOvrmulsrVbGzSzgUJAgwABU0Koq4zTyeaBAg29KlyjcPzUJNBoAnw2c8bPpUEcKCVmTAUnkAdT7077RhdpIxTBMi8DFArEhxF8qAAUzksGyc/WnKwkG6nZAoAbJI6wnkAnoa4/wAR6DeXOoW2q6POsWpW+7yxKMxvnGd3fHH4V17lWGDQpVMEAEjpmgdzm/C2hzwLcarqzh9TumzJg5VFB+VVPB4H5kZropj5jgDhQOMU9XDsS4Ao43cdKAFjZ+jfd96fI6iPamOPSmMwxwabj0oAFdgpC8ZpYnkyRJgr2GKYeKUNnigCRiM+1GQUKk8U0Lxmmk4oAyH8P6TcXDPc2NrISchmiXJPqT3qT/hHdII8v+zrMxnqDCv+FaLLGee9ORkHegDOTw1pNn81lp9pE3XcsQzn69qvRrHFKrKqswGCSOanDpimFYhyBQI5/wAT6bruoqv9iavDpwJ+YyJuJ/WrOiWd/a2gj1DUhfzgcyeV5f6ZNau5Twyq31FIoAkLYAwKBnN+OoW/4QTUs/8APu/8q17KW5/syJY4xIDwcjtWd46cv4D1Ijvbv/KtrSQP7KUFtuff2oAwF1XQpNZSO7KW17EfLjjkBiB5zlR/FzXTrCnlO4fJP6VzHirwta+IoBJ5arf25zbXRz+796u6Z5+maXDDqV/A8i/K0sjbQ57daQzNfVPEn/CYwtHpKtpAQq8zHDiumWAMjMfvMc4PauevZvGP/CXQrZxWv9hlRvZ8Z9/f9K6KZ9qgA5lOM45FAB5eO1OVQDT0BMWT1ppIzTESKRQWpq4pxWgBmM9qeIxt6UYxQXxQAbaaQFPFI0o9abuzQAp2E5xzSLw1GB6UJ1oAlBrkrlT/AMLTsv8Arxl/9DWusU/NiuUum/4unZf9eMn/AKGtJgjrtuQfrTSoA4FLv4I96Ac0xFY53VKvSgp82acBxQMY4ypxRCSp5PFP68U3GD0oAkkZCOKrvHlTTj1px+7SGMkXEMP1ryTRwP8AhpC9/wCuH/tKvXZz+5h+teR6P/yche/9cD/6KoGj2yiiimSFeL/Gz/kY/Cf/AF8H+Yr2ivF/jZ/yMfhP/r4P8xSY0etL2/3RSmkXt/uilNMQ001etONNXrSGh46UUDpR3oADSUppKACiiimIWlzSUUCFoozSZoGLmkNFFA7iUYpcUYoEAFKKQUuaBC5pCaKQ0DDrSbM0CnA0hkZjpjR5qfdQRmgCJBgYqVAsY4703bzQRimBHPDHI27Zk1Uk021uI2E1vG64OUZAQfzq+OtJIgfkcUBc5N/CUMbM2l3t/pak58qKYmLPrsPH6UeT4ssTmHVLa7X0urdU3emCmD+ddO0PH+NMFsG4Ytj0zQFzn7Dxmls8tv4jij0+VekhY+XJ/u11NldWN7AJ7R4pIz0ZGBqF4YhCYwgJYY+ZcgfQHiuXk8IH7Q9zoN3Jo93nL+UMxSH/AGkJ/kRQI7cNJuxtG2pOdvIrh4Z/Gli2xo9LvtvoZImb8dzD9KlTx0lvN5GuabcadIf4hmWL67wP6UBY61pSDgVKMlc45rnv+Eo0IRCY6zamPrjdz+XX9KypfGU+oFk8PaZNcxDhrib93F+Dck/lQB2Mk3l8nHcnJ7VyUnxF0Jb94WvJcRNtkZIiyKfdhwKr/wBieItUQSaxqkcVn1+yWIK7h6M+c/litPR9BsNLtpksbZYkl++jE/N9eefxoAv23iDSL1PPS5iMewPkuOhOB39q1UkLYKBSh6EGvL/E3wrsdbhjbTm/s2WFif3cQZJM9d2Tz0pYovE/g6Gd7LGo6fHDH+7uZ2LKwA37c5ODycEmkOx6nwecUoNYOg63bazbLJZzq20ATQn70T9xW4ThRjmmKw40mQKbvz14pQM0AOzmjFAGKWgAprgkcUp60MDjg4NAFWSZ0GFUlj90Dv3rkfFevSlf7E0pxPqd0jZK8/Z0xy3HQjn8q2/EkerPot0uksgv9v7nPB+9zg84O3PY1wPh3UIdEikaDw7q0tzz9vkliUuG7ktxuB5xikxo7zQtKXTtLt7WE7BGu0j+/wAc/rVxVMbMMfN2rk5PF82oXUcegaddXdyow2cxxx+zFh1+gNQnxNqKX0ltf6Letdxnj7KolRx/vEr/ACoCx1bS3Al2kFVJwCOawJPGVjF4oXRDDPLOAPNkWM7VPoTUZ8WIjiGfQtUE3UR+Ryfx3YH502TxKYyB/wAI9qsMr9vJQ7vx3UAdUshnO+FcJ2AqYH5ST94djx/OuSgn8ZXYAsbGy0+D+9d7pWP1UMMfnSNqPiW3mEM2jLeT9p7efZF9cEEj9aAsddDvkfkfL6050UN81cjNe+MbGwlu202xljU820Ejebj/AHicE+2BSReJ0iSF9V0jUbKKXAWecKFZj0BwxxTCx15VV+7ThJkYqlBNHKqtHICrDKjPapjwNw6etICVk3UwripI3yKcVyKYiClpzDFMzQA8U8CmLTxQAGkzg0pFMYEUADvnvTAgJzmnIoY80kv7vnHy+tADxgdTTWQHntUeUJAY7WPQE1aRFI2MQD70AV9o7U4VM8AHK8imFQo4IzQALHkZNBjA69KQzKgyxAHr2qN7hT97PPT3oAidcyYHSkaILg5qTy2x907jyFoQiR/LZCOM5JoAImATGalxupPJAkAFSeWFFAERSmkYqcbW4yKjYfNigBmacCDxThCCM0qxAPQABRnmn4GOKH2qPn4qv5uGPykY6c9fSgCZlzUeMHmnpIGHPH1oOG70AJvHSgjNIUA5p8ZBoAjaPNN8vFWCaaTQBDtxQelPamY5pBYYVOatRxgxnI7VEKf5hAwKBnNePCE8EanEp+YW78Vp2V9bLpCL58JbH98elWLmxgvopY7mJZkkBDI4yGHoR6Vix+DNAWMRvpFsWHfy6ANiDVLUJseWLH++Kz9Z03Q9et1i1AxyRIwdVEmDuHSoT4P8NqwH9h2jH1Mf/wBepT4N8Osny6HaA+pjP+NMLmdrPjLRdHuPLu7ovPFEzRooBUgYHJ6+n51k+HfiPZ6hbT/2nEtrcoBKhtgXDRdc5HU0nij4fwvaC48OW9vY38amN1xhZI2IyP0rQ8OabNY6tZ22mwaQumx2ipO0YDTeZt5DEe+RSHodfaXK3UKSRF2iddwaRdpx9KdJhWpqhvNzK3zdPlqV4gxBzTJFTGKcWApFTb3oKA96AGlwe9NODThEM9aeIwO4oAgKg09EqTYKeoFAERWkVcGpSB600Yz1oAaBhq5K74+KVl/14yf+hrXX456iuRu/+Sp2WOf9Ck/9DWkwR1Xr9aenSk28H60qnApgKTzTCaazfNTc0ASKcmnMaiQ/MKkakMj708/dNM704n5T9KACf/UxexryPR/+TkL3/rh/7Sr1uc/uYvrXkmj/APJyN7/1w/8AaVA0e2UUUUyQrxf42f8AIx+E/wDr4P8AMV7RXi/xs/5GPwn/ANfB/mKTGj1pe3+6KU0i9v8AdFKaYhppq9acaavWkNDxQetAoPWgANJSmkoAKKKKYhaKB0ooEFFFFMAooopAFFFFMAooooAQdaU0YopDEoxS4paBjcGnCjFL0pALxQcU0mkzTACKTaaXNLkUCE20EYpc0hNADNu480ohKnOePQ04cUpJxQIbIyhcJ8p74pn2GKSEqeUbqpHBp231pMuOB0oAzzoemxS7/sFvnrny1z/KrKRRhgAMRjooAAH5VaCAj5+aCq9hQO40DcMKcL7VH5R8wHdkA08qexppVwuc0CJTEz/dcgelRXEChQru2Ceg9aVGbHWpUOR83P1oGcbrOjz2F3HqmjMqanHwUOQtyOytxj6Ht71seHfFEevCUJE9tcw4We1mGHRvXjjFaN5A0iYzhM5rmNY8PzJPHq2kzpb6lAmyJ2OEnXrtb2+tIaO4U+YgJxnFOX5eDXIaF4xt9QvBaXaGy1BRh7eQgbz/ALH94fSupmmA25ODxxQKxYzRTI2DrxT6YAKWkxRQAx496kBiCeh9KZ5HC5ckKMHgc/WpjSckUAQNEjj5G2eu0daVYEX7p25OTgCpMY4FGcdaAGiEbNu4/XApyQhARuJB9aeCDS0BcZ5agEADHpijyl/ugfhT6YSc4oERPBuUpvYLn8qzfEMMk+k3UEVsl1I8R2xyfdZscVrkHrTWZduD6YoA8V8GN4x0ma7gbR7i6jSTa0UrrGyNtz8pc4Kc9c9uldvpniOSXUk0rUrG40+/cEpHKQySgDJKOPlPX6112xY4xsIGT6Y/lXnV/wDa734gR2t8xitrXMtiuPvkY3HPfGB+dIpHdJKAqkdGPGatBhtzVMFZ40Ydeh4qdwQgApiHMc0wDmhM4p+KAAdKAaaetGaAJNwFKWGzNV3zUkasyUAQLJ5iOQCCtcde+L7vUfF//CMaKilok8y6uHGfLHHQdz+NdkyCOCUhtpwQPrXlegOPCvxU1tNXb7PHqR821uH4Vufu5NIaO01u18Q2aQXOk3sV1MrqJYp4xt255IPY4+tb+5zGsszrGuwb2JwA39BWVe+JdLsL22skm866u5CscKfMfUt9MCub1zWTJ43tNBuwzWxtPMWE5xNIS2FJH4UAd1Z6jby5jhuI5/UxsGx9fTvTGubaG4bF5ADnb80g+96fWvOfhk8DWOvMbVoDcXDkuuQgVRwAfbJqj4A8P2uuNqs95HNPZLqTvbJvPBUn5vzFAWPSdeOo2tgZdNNn58kij/SGwu0nnHqcVzXxBv8AUrS10qCwufKlu7lIjsTOe5Iyc44/WqXi2W1/4WR4XspJ5ViiImeME7cg/Ln8RUXjqeL/AITXwzZ3d+trbASTNM5wM/KAMnp3oA9DiljlXD3cbSxZU7GBPXqQP5VxGgaveXHxA8QJc6hu0qzKIgYbEViAx/n60vgjQhF4m17UIVkTTZyghDZ+c5GW59cVxlnYWGqaH4ujknM2pTXk/kWURw28KFQ4HuBQFj2aG6ieE3RkwmSAc9vX9atJNDMGEVxFMV6iNwxH1xXmXjCW98O+D9D0+aYwr5qR3dx2C4Oc+nQflW34dtNLsY9V1fS7tbyWWItIY8+W2Fz8uPpQFjp7m5t7VTJNdRQgdBI20kewNP8APj+ym4kkVYv7+ePzrxLXdTtdd8BR3bwS3N7NeeVLOUJMQ8wjYvr8pA4/Sux8fzxL8NIookmVpVWC3jyVO84xkdc0BY9Ajktgyg3cW5+VUuMt6YHep4mC/OT1OMZrx2ayNr4t8H2Epd9Rgj825YE4VQhAX8yPyr1m2YPMN4ypGMUA0c5478TyaDd6PbJJHDHfzGNrmVcrEBjk/nVi1g1b+32aW487S5LfzI8gblk3LgAjqME9u2Kpazc+HvEGr3/hvVIVZ4FRwkjgeYTu5X6VgeAv7QsPE+qaEL97zSLYbrecsTsYn7hY9cDNAHpLy2saAPcJGfWQ7c/TNRltp2jOSMjivI7J7LxNq2uWOvamtvOL4bIG+VxGuMbO4zj9a6fxFrosPFGhaGxlNpKjZCglpz8oVM0BY7GzvLa9kKQ3kEhHJCyAkfWr5AiXPb1ry/4fRWh8Y+IUNk1uXuNqJGpKoozwT68CvSpnJjC54BwMUCZKTkZpACTTk5hFKmBTAaUpmKsMRioW60hiAcUox6UAUuKAFC5pWhYjO45oFOySKYiHyGDZLmlmkYIFDEYp5zVeTOaAG3Q32xPTI2lh1rz7w94Zv9I8byTR2bCwDyym8EgxL5hJxtB7M3p2r0dIg42vyuK4rx7c3+l6NHdWV3NbW8Eu65MK5bZ93/0Ig/hQCOrhVhPmRmOTxV1tqkcmvMfB3ijxF4hjuYrWTTXa1I/1jspdSOGO315/KulEni4gZGlHJ4zJIKQ2jpWYeppA6/7X5VzxHi8DOzSf+/r0mfF/93Sf+/z0CsdHuX/a/KjcP9quc3eL8fd0n/v89N3+L/TSf+/z0wsdJuHq1PDD1b8q5nd4v/uaP+Mrml3+Lv8Anlon/fb0gsdISD3P5GkCjPU/ka53zPF3/PLRf++3/wAKXzPF5H+r0T/vt6YG+CN+Mnr6GuWmbb8U7MYP/HjJ1H+2tWs+LgM+Vog/4G9V9O0zWZ/F0Op6gLLykgaLNuSeSQe/0pDOna6G4rjnNPVsiq9xasJS46U6MkUxDiMml2mnAU7FAEaghhUpNIBzSkUhjDSn7p+lIetKR8poASf/AFMX1ryTR/8Ak5G9/wCuH/tKvW5x+5i+teSaP/yche/9cP8A2lQNHtlFFFMkK8X+Nn/Ix+E/+vg/zFe0V4v8bP8AkY/Cf/Xwf5ikxo9aXt/uilNIvb/dFKaYhppq9acaavWkNDxQetAoPWgANJSmkoAKKKKYhR0ooHSigQUUUUwCiiikAUUUuKYCUUuKTFAwpaSjNIBaKTNGaAFzRmkzRQAGkozRQAmaOaXFGKQxOaUUuKKAClpKSgVh2BTTkdKUGlyKAsMy1KuadkUZFAWHgDFDgbD9Kj3UFsjFAWGpxTzioyCKATQMejMTh/u0skUD44wB6dKZ160oFMRjax4atNaTbeZlUHKMT8yN/eU/wn3GDWLZaxq/hUSw6laz6lYIcQ3kJ3yKPSRSe3rXZOu1PlAOeoNQxqbdi6Lkt1B70DuUrTxjol5GrxahApP3lf5Sp9DnFaA1zTygf7bbhfUuBn9azp9D0/UJC91pNpIzHlmjQn9VqrL4O0WJS8WlW2TwVwCKBHULdQvF5qSKyf3gwxSRSiUb0cba4M+DrrTpTdeH7+SwJP8AqmPmwk+hQ8gfQ1aTxNq1ofJvvDd4ZVGGezaNkb/aGWB/CgLHb4JPWlzXM6d400q+l+yCSSC76eTcoY2z+PB/Amt77SNoBKhyOOeDQBYOACagY+d9ztUV7qNvptm91fSrFCgyznoKo6d4o0TUpfKsdQtpZDnKCQBv++ev6UAa0YKnBqWocMZA2Ripc0AGaTHOaQZzT6ACmOoI5pxNHVeaBFUbyoIwVzjp0rhdYuYfEXiaxXTo2P8AZs2+a7P3FHGUX1zwPwFdxeyfZrG4lXGEjLgepArjPAsRXw0s2d32iRpWB7MTjj8FFDGjr4niMangH0qV8FRjmq1tCDy3WrTDC4FAEYWnHpSCjNADSKaetPNJigAAoLMBgUYpQM0AR5fnABJ9RmmXNkl0yLPDBNCBysy7gPoOlWD8vSod78rjigCsuk2NrIptLK2iAOQ0cYVh16EfWrIs7c3An8uIy4wJGUbl+hqSNflNDAAYxQBGtnawRPbQRRpDKfmRBheaIdOg020MFrBHFD6RjH1NPCjcGqdpCy7aAKLWQuZFlkhiDJ92QL84H1psul21/OJLi3guAgwBcLvx+dWDIygqB+NIjsnQdaAHgFFMTBQmMAL0H0qGCwsbSYzwWlqkzHLSLGAx9cmpWLOOaQIB0AzQA+7t7e9iCTRRy7SGUSLkZqOGyjjiwqJHxgJGML+VKFAbnrUgbHSgCp/Z0CxLCLa2VEO6NAgCo2c5A7GnXEFvcRoJEjkdOQHAIDev1qzgMeajaBd2cUARpaxyXi3TQwtIowZCo3H8amYbpN2APoKRRtHAp3OKAKkuk2F3cNLd2VrNnoZIg2Pzp8VjHagpBDHFBkkIgwufp0qQ7s8CpN5K4xQBBHpVukzXItbfzW6ybfmP1NNewjubtLiWKJ2j6Myglfp6VZ81gMAUzcR2oAdb6fBYLI9rDEhkO59qgbm7k+9KiBic9aVZWIwaeuBQA0jHApM0rUygBxOaSiigAHFLmmk0ZoAkBpwNQqafnigCQnIqB1yadupCaAG4dVOKqX95b2+mXFzeJG8aKTIjqCGA7YNXlcFtgPNc/wCItZ0Gzhj07WGxHfN5C4BzubP5fWgCj4M1DStSgu9T07RU06RpvKlQRhScAENwO4aurkcjbjkdQPSsvQdFs9AtHtLEM4lPmlpG3E5wBz9AB+FaoUKvz9aAY8SOy44oyw44qhc61Z6VJHFeTwwtMcRiVgCx9qsGSQBXLKVk5XZzkUCsT5amnd6CkDM4+XrRlx1FAwy3oPyoy3oPypNxo3mgBcv6ClBf0H5U3cxpQxFAEgMhGMCo3DxoUUYBOTThIwp24t1oAhBc8N0pwQU5hSCgAop2KMUANHWnGjFBoAjI5px+6fpSHrSkfKfpSGJN/qYfrXkej/8AJyF7/wBe/wD7Sr12b/VRfWvItG/5OQvf+vf/ANpCgaPbKKKKZIV4v8bP+Rj8J/8AXc/zFe0V4x8a/wDkYvCf/Xc/zFJjW56wp6f7opSeaRe3+6KU9aBCGkUc0ppF60DHgUh60tBoAaTRmg0lAC0UUUxCjpS4pBS0AGKMUUUAGKMUUUgsFFFFO4WCiig0XGJSYpaKQCYpOadRQAmDRg0tLQA3BpcUtFABiiiigAppNKTSGgYlJzS0tAhuGpcNTqUCgBmG9KMN6U+igCLa3pSgNuGRUlFAC8U0gUUUxXG4NPHSkopiGncDwM0oyfvClooANtIFycN0p1L2pDGMir90cHtUTRhYwqL09e9T000gsZd9oOn6pH/pVokjerjJ/A8YrLj8GQx7ja32o2Q/uxTnH4A1046UoJHagZx954Rs7hfIvL/UriLGWikn3Kx9xiuQ1L+2NR8Uw29lpllb31ncGaJCfKkljHG7LAKylWPCk9q9aZPm3ADP0rJ1vQ7PXbbEsCl4zmGUcSRN/eB65oA3LR5EgiFxxIUAYA5w3ccZq3u6V55Z6/qfhsQWfia3kmtzIFS/R9wHOBuGePc13UFys205BQgMrdiKAZayKaZADjNJnceBxUUgIcVRJZHIzTJM9qWP7vNKygikBjavNjSr+JuCbdgMDoSDWL4CeM+ELId9hJ4/2iKb4/1C/wBO0eJ9PMP+k3C20qSDJZXYIB+Zp/hDTL3StAhsrxo2kQE/J0VSSQP1o6j6HRiRAeDUu4FarLH3qdTgYoEBpuaU0lAxc0blpKYaAJdynvS5HrUQp1AD8ik+Wm0UAP3KO9IeelN/CnrQAm0jtRg+lPNFAhoXPalKgU6mOaAHYUik2CkUn0p2RQBHIMNTNwCkmpWG5vaq8m8MECkg9TQMkidZfunOKczIi7mPA6nFZd/qdjo1v59xdJFExwCT1+lczH4i1TWbuWPw5aCW1R9j3s7fu8+w70Ad1DLHcf6s5/CnhlMnlj71cZZaxqWkeIrew8QRRie6yILmEkRSkAnGP4TwevWutt5lkuHcAr14PU/SgGTuFjKhiBu6ZphdCdoPOcH2rk/HNu11pQ2a1/ZUm4N5pfA3Dsa2dJunn02CSSVLl2QAyp0fA6g9/WgDSG0qW7Cm70PSud8T+NbDwxeWlpd2s7R3AyZYxkL9amfWbH+xv7XNwrWGwyCRc9B2+tIDfELlcgcUmGHBrL8M+ILXXtOe5sZN0SHB3jkGtJ5cscUwY7mjaacgJGaU/WgQw8UoBIyKRulKCQKYXGMcdaYcnpTm5poyOgpAOUEdeKlA4qJSxPNTqRimFyMg56UyRWA6VMeKhlkIXJ4HvSAYkLo3mkYFcl4g8JyeIfFGm300cT2FqWaVg5EhIzgY6Yzg/pWtrfiTS9Ctkub24MIlby0xzlvpTtEg1O208pe3ovGmYzRSBcBUJyB9elAzXgkjjQAZWRRtVT6CkIkLqT2qNR+9yQRVo84xQBy/jHwYvi2O1LyvA1qcpsAPtn64710GmWT6dptvavI0oiUAFutXkxSNjBoC5HEfLZiB1pWYMc0zPNIaABiKQUlKKQDgM9qdtOOlC04nimAzFAyKWloASjcBQ1MNADvMWjevrUJoz7UgJg6nvQTzUSfeFSmmA3vTj92md6f/AA0AJPnyovrXkWj4/wCGkL3n/lh/7Sr164/1MX1rx/R/+TkLz/rh/wC0qATPbqKKKACvGPjX/wAjF4T/AOu5/mK9nrxj41/8jF4T/wCu5/mKTGtz1he3+6KU9aRe3+6KU9aBCGkXrSmkXrQMfQaKDQA00lKaSgQtFFFMBRS0gpaACiiikMKKKKACiiigYUhozRQIKKKTNAC0UlFAC0tJRQAtFFFABRRSZoADSGlpuaAClpKUUALS0lLQAUUUUAFFFFACUUUVRIUUUUAFFFFAC0tJRmkMKaRTqQikMQUpwKQUE0DG7gGyelRzSM2PKG31xUhUE0hQA8UCKd3p1jq8E9vdRCVJkKSIw/hIwefpXIWWo3/g6eS01Lz7zQTg29zjc8PP3ZD6D1/nXfSKvkZjGHx1qlJbC5hMFwsbRucOjjIYe4piNCC7iZIzGQ8b9HU5H51OzKSOh+lebTrP4FmEtq8sugM4WaCU5a23fdZT/dBOCPeu/gMaRxNCd6yAHP15oBl0EY9KT+IjNNkY7OOtMjLO2DxTEcV42IXVtAlkBaFrwI0YOPmI+U++Gwa6i1AZg4GF24x/jXI6/Nb2/wAQbH+05G+yGLNq38McxOCD7kdPrXXl0RNsbc4zj2+tIfQexHagUyFiwOanVQaAG0cUrjAqPdQA49KYacDml2g0AMFOzT1QUpQCgBlLil20YxQAhpy000m/FAEppuaYHJpwHFABvwMmm/aFPG01G+N2TIowcYNY0/jHRtPuns57lpJ1+8sMDy7PrsBoFY6TzFZduMcZzVJJFlm2gsB6nj/PesO+8Z6f/wAI9cX9rKlwq/JEo4LSE7QpB5HPqKitfDmtXlmLu/8AEV1BeyAMqQqqxxjGcYOc4z6ikUdJNOtsAgJZz+n41g6j4phsJja28Uuo3jcfZbQBiv8AvE8AfWqMHhzxPdFrfUPEFsLJuPNgiImlHvk4X8M10+l+H7HR4ilnEqEgBmxlm9ye5piObsdI1XWdas9U1u0hs4LbLw2qMXcsf4nOMcccAdqtzeMdAtVe1tfNufLO3y7WEuM9+cYz+NdGInYSCQny/TPNcL4Tnj0W6u9AvIWiu45HeFSOJIuPmB6HB/HnpQwQ57TUvEuqrf6pFcWdlaSh7SzfGd2PvvjvzwK6+3RFwpJk3DHI6Vz194v0uxuWtVma6uVkKfYrZPNctjngHj6mmR3vivU/nstHtbBOz3lx82PdUDAfQsKAMRbrRrTxfrX/AAkYa5MMm2zWZGlVYyPuomNp574qt4c8RabpWrajpUF00FhLIZrYSqI/LJPzIQenXj2FdIfBE+qMJde1Vrh+ohtR5can653H8609M8G6HprStHbLLJKQXe4/eNwCOC2ccHFADZ4tK1+yFtdvbXikYA3gn2wV54p+i6Bp+j6WmkqENuAVCdcjk8nr370y88DeHbpiy2ghl6+ZA7Iw+mCMVhXy6r4QAufPfV9JRgsqOAZ4Rnkrj7wA9cUDudXpmhadokDw6ZaJbQu24rGxIJ9au7fWqOlX8N3Cs0Eokt5PmjkHRh6/TmtDesvCHpSExy9Ka9OV0UYZsVHIVZsLKv50xDY8sxFK8uw7cZpSrRxlwpbHpVK+1aw0va1xeQh3xtRmAP6mgCwDuOcU8SKnUZp26N4FnQgh8cgjHNYGveLdF8NTR2+ragsDygFQY2PX3AoA3xKr9BSA5OK5zSfGGlanqi6faSSkTKWguGiKxzY6hScZroWkQsUSUE+oFO4WJwvHNRyugUhlzSK4xhpB75GKZJNDHy8q8+tIRjat4X0jXNVtbq/tPtCwAmPc7AKfoDg/iK2FdYlVNvCjauOwqwnlldu4AHkGo0KoNu5WcnpkZx+NAxZI40TcWwcUQLkHJz9K4fVLzxSfGkNpb6Yv9krKC9w/Idc8gYPBx7V2/lbIkKZVj1FAyTdg4pC2ac7AR+9QhqAHGmk04HNOCZoAi5pRTiuKULQALTs8U0nFAOTQAtGaft4zUb8UABNNNANIxoAaaSgmigBVPNPJpiD5wKmZQBQBHTx0plOHAoAW4/1Mf1rx/R/+TkLz/rh/7Sr2C4P7qIe9eP6P/wAnIXn/AFw/9pUMEe3UUUUAFeMfGv8A5GLwn/13P8xXs9eMfGv/AJGLwn/13P8AMUmNbnrC9v8AdFKetIvb/dFKetAhDSL1pTSL1oGPoNFBoAaaSlNJQIWgUUopgApaSloAKKKKBhiijNJmkAE0lKabQA6im04UAITSUpGaMUAJRS4pKAClzSUuKAHZopKKAAmkzQaSgAoopQKAEpwHFGKKAClpKWgAooooAKKKKAEooopiCiiigQUUUUALmjNJRSKFoozRQAhFMNPPNNIoATdz0pcZpApzUqLxTAVQF5NV5lDPkVO/SoCp3ZzxQI474gRRTaBJHMZFfzU8gRHl3zwD7ZAJ+lddoZl/sqyS6UrdLCglz64wa5zxhbT3lrbXOnx+bNp9wtx5XeQBSpGO/BqaPxdZahZyx6dqEUOryL+7t7tdu1/TBx396Qzrt6b9hI3HtS4wcivKNJ8f69aardQ+JrGN4bMqJZ7TkRhuhI9Pxr1GCdbmNJYjlG5GPSmmSzK8RaFFrOk3dvIiyGWJkTeMhGxww9weax/BOqnUNDiiuCouLQfZ5VJyVYHofw5/GuwZtowSMVxWv+GDb3v9s6AhOpBh5sIbalyg7MOmfQ+9AI6rKR4OQQ3QjvUpbYm7tXOaFrltqViqmMrOkhSS3k+9E49v5V0hVcBXOBQNjNwkFNK4qQCNRlSMUpwRQBAGGakBprBAc5pyjK5HT1oAcHUdaPMU1Tmd1kCqpJPHpz6VNHGcfOCD6UDJwc0EUzDD6VIh3HA5oERtTSARU7R5HHNRuuFz3oEIiioJVdgQxIHarEZypz19KjllYSBWxt5BoGcVv1bxVqt7ptrN9hs7OQQzzZ/esdoYgenDDn3rrdH0Gx0e0EFvbRRAf3Ryx7knrk1z3gMfatV8SX+PknviisOhCoin9a7cIvTvQgbOMu/AdnceJFvRLLFEZFne3j4ikkAwGI6Z7113llYwFAYj1qcKBQABQFxiJlBvVevSpMCk3ZfFIxycetAEbP8AK/PA715p8SpjFd6c9oxW7CyoBGcttO3I/Qc/X6V2ev6wPD+j3N3LCHxwi9mY/dB+prntG0a5OoXGu6yqvf3Shdv/ADwQZwik9AMn60gRc8BWlgnhnT5rOKJjJCrzSk5ZnIBYk+uTzXYghTtFebB38Ja/FBCpGg30pGGHFvKTnj0DYr0aJlIHOTj9KaBiyKV5UYJ6mkWNepAzT25pQvFMQgjUcgDNVL21aSGRI1UKykE4GScVd7UmM9RSGeW6DqkPhzTf7J1CG4jmsmaJXW3dhMo4UqQO46itX/hKw+PI0PWZPTFqyhvxIFdw6OW+Q7fU4HNCwRryUTPsoFKw7nGf8JDrpiEkXhqYo/CeZMisPqCamW68YtGznSrIIOqef82Pr0rsQFGeBz14prRKy7CuV9MmmI4/Q/FUN9c3FrNG1pdQ/ft5XDFj/skHB/CptX8O6Vrjxz39qsuzlQw6Vp6x4b0zV4447u23MgxHKjFJIv8AdYfMPwNYI8OeINGc/wBm60t5Bn5ba/Tdgem8Yb9aA0N6yDWdskSKPJUbVHYVx/xH1JbPSkV9HtNQDHBW7cIAPXmtA6b4wuSyXF7p1hGwxsihMv4gseDVzSfBemaZLHNJbfbr0KM3dyfMfPfBPQe1AaHmfhDWLuTWjDpnhqytLlVO2U7ypB6hSBgV6Lb2/jBmyItOskHO6SRpCfw/xrr0TCAFRgdBjpSSHcjLsxkdRxSsFzzPXdZ8S6Rq9vaTXkTzT52rbWu7JHqSMVEdY8czXMccGlrLu/5aXcfkD/6/4V3eu+GbLxBp8VtcqyeWVZJI3KuhU5BBHIOa5S3l8T2C3GjNpdxqQgkKw3bsqrImBgsxHJ6j8KLDTL/iL+3I/CZmt5o7a7jAa4dcMAo6qPc1jX1lcp4LXWhrOpyB7VZfLaTyxllB6+gzXP6tqtxqF2817qEP2Mt5Z06UtC0ZHVXCAFx79DXQrf6r4j0VdKszpS6fIBG88LsxRQRkbT04yMUDOy8MS3X9g2f22YzTmBS7kYz1IP5YrTd85IqpaLPDBEmMRogTA74GKsxjdxTJGq4JwakCg9Kr3skNlAzylgQC3yjNYNn4u0/VLNprBrqVUYqxWLIyOvekCOnG1Ryaa0npWTp3iDTdS8y3hmzcA4KP8rjr1B+lahibaCozxx70wH7sjrSB+aYiSEZxx61DdTx28XmyMEjHLsegGOpoAthkbjIzQoHJrnNX8XaTY6VaakhlltbllSOWJcgliAMnt1qwmtwvrcemrJIJ2tvtATHGMkAE+vFILHQE/JUKsrZyaRJC5CN949qwvEHiKw0B0e9kdYnbYpRc/N2pgbEhK8ipYjG6nJGRVPS3a/tBMFkCNgqZF2kj6VR1nXbHQr6xtZ0mMl3KIkKLkbj688UgNbblsjpS7MU84ZysY7A4xQis4PfHWmAijBBpyuC2CaiIcAsR8opl8/2Swe62s4VSxCDJ4FAE9wVXAU801OVrI0PXLTXdIgvrZJFimZlUyjBypIP6g1rH5AaAH3HEcX1ryDRz/wAZIXn/AFw/9pV67K26GI+9eQ6R/wAnIXn/AFw/9pUgR7fRRRTAK8Y+Nf8AyMXhP/ruf5ivZ68Y+Nf/ACMXhP8A67n+YpMa3PWF6D/dFKetIvQf7opT1piENIvWgnmhetIY+g0UUANPWiiimAClpRS0CGmkpTTSaAFzRSUAUALRS4pDxQAh4pM0daCMUALilFMD84p4NAx2KWm5pw5oEIRSGnYzQV4zQAykzS0YoASilxSUAKelMzSk84o2E96QCrTwKao5qQcUwDbSGn5phNADCcUmaGpBQAuaWm0Z5oAdRTaUDmkA6iilxTGJRS4ooFYSilooCwlFFFIYGkoJpM0xDgaXGaaKcKAFxzS5xRmmmgBWOaiZiOlOOaB9KQyOOETyhmGMHOR1rM1/w5YavatA8Kx55E6IPMVh0IPatf6HFKEJH3sGmI5S28CQw+GbjS5biSWa6LG4nZsSSEgDr9FA/Oq1vP4w0eyW2hGmXscC8NKzRSMAOmAGBJrrZIpGYfOTj3qRLQBdzZNAGLo3inT9WVLeaOW01EgNNaScMh9R6j6V0Oxgm2Pg9ia4Px2thHpYv5GZdQicC1mXh2lJwqDHUE4GPetDTvHmgTXK6ZeX4t9QiRUljnzGN+B8oJABP0JpBbsT6n4Oiu7qXUrS7nsdVK4EtucK59WXv+lU/DGvXFwl3pOqRKupWbbZtjAK6kZDjPqMZ+tdgr+XEA3IPRl9K5nX/DD6tex6hY3n2G8SMxswh3rKrDBVh1NMPU2bW4tp0zC4eIEhnDZC1I8jxkgKSOx9a4bTvC/ibQYvN0+4hkUyfNYgFY3B6/M3INaL3/ipAUfw+WkPQreR7V/M5oGdE8sKkmVsLjr/AErI1DxbpdmwiW6aSTPFvAvmSH8AePxxVa38L6nrTK3iW5HlKcx2VsxCL/vtwWNb+naBo+i5NpYwQSfxOBkn8+aBHM2tvr/ie8mnluLvR9PiI8iMQosr+rPu3cVJJpvi2zcf2drUV4McxXUIUH2LL0/I1WuNT13XtZvrKzvUsbG0k8l2jXdNK3PPOOOD0J60/wDsbWdOT7bo+uTzzL8zw3pykn+z04pATyar4wtgEn0CC4Rfv/Zb3JP+6GQfzq7pfia0vJDbwM0V2ozJazgpIPoCPmHuKNB8XW2o3YsL2KSw1YDDW83Rj3MbEYYfTNX9b8OWeswlXjKXIGYrlPleNh0waANCO4lKZMRBzinzH91nPzelcRaeJLzQnj0nxIDA4YJFf7cQTDsS/QN7E1095qFraWrXl7cw20G3BlncKoGOuT7UBYladIITJKSCOv8As1yZ8V3uqTPNpGgXF7YpkG5WQJ5nbCKRz9ciommvvGkklnpzeVo2Ss19gnzj6J0OMd+ldzY6bBZ6XBYQKq28MYjjwOQAMUDMPwHpd5pGkSxXcKw+bO8qQh95iDHOGPc5zXUbQGJzTUhEaKqk8U4ofWmIcDkUY96aARS0AAHzZprH5wKetBUdaAMnxBo0Wt6VPYzBmhlUghTg5xwQexrl/DV/qFtdz6JqypJeWoVhcK2RIjbgpweh+U/lXcG5AO1hXOa74QsdYvRfpc3NpdsgR5YH2llByAfpk/nQCMHxtPHdwWmlxKDeXdyiJEDyiq4Zn/Dbj8a9AtYvIjSJjllXGfXFYmkeEdJ0mZbiGN5LoDBmlYsxzz1Pr3xW6kTbt7tk0APfinKSRSMM05RgUCFooooGFNK5prK27NOUUAJs4p3QYpaY4zQAySEPn5jn606OPauDz701UOakC470CAIACOo9+aYYV37sn6VLSEZFAxNoxTWXinKCOtLxQKwwJkhjnNRTMgQoQ2DxxU7AnvTdgoApDTbKdxLJZW7yAYEjRgt+fWuY1bwrGt/JfaPcSaVdhcu6IDFIP9tOM/UEGu2b5V+lVWLSWx24HqSelAzjvBHiGbW7e7jlMDtazeUZYCdkvH3gDyO4/CuvUfKrBSCT3rzHQtW0jTviHfR2M0N8L4lpGhUhrdlGNrDpjP8AOu0i8UabcOIodRsztbBXzl3Z9MZzSGazMgin37ehPziuG+FvlTeHrwqRsa+n6cd66+9BmtpDbsY5nUgF1yACPSuZ8M+GNS8P6RNp9rfQussrSlngYYLHtQBlfEeJdL1fQ9YsnUar9rWFAo/1kZzuB9eQvNaOo+L5J9R1G30y2SdtOwJFYP8AvmI5RdowO/JrRsvCitrSahq9y1/eRj9yXG1Ys9doFVbTwje2WuXt9pGoLbR3j754pYQ43jqQc5o1DQLrxNqUV1osH2EWkGpMEy7ZkibOArDoM9BzUz69fmLXGg0+3uLa2U+VIZT++x1BGO1T+I/DkusaG1jJdOZ8h47hRho5ByCMe9W20jHhk6XBMLeR49jSbdxz3P40xHG+Ib5NS+F+kXUkMUPnTWsxgiGAoZ0O39a3fEGor4d0walBaIzXEqRSzyglYgcDdkc7RWfe+Eb278NafoMV9GGtWjZpPKPPl428Z46Cuhv9H1K9tbOKK9jVoQfNjePMUvsR6UirjvC13LqOnyXNx9md1bEctrLuVx/MVzfxOCr4f0xiFz/aMWcjn74re8LeHP8AhHpNRk83P2uTeUQbVQ+i1X8XeHb3xHYw2sd3FBDFOsyhoyxypz1FAuo3xD4pbRp9PgRYbdZ0JW7nz5QPOF46Zx196yPFE090vhW5vFghkbUUaTyn3g8HBBrUvNE1S4cPLe2txB5XlNaS252Z55HvzWfH4HuU07R7VL8FdOn88F0JLNjGD6Cgehr+INa1Gxjvbm1sbVIraLzBJcz4MwA5Cgd6par4o1Gx0vQbq20+OSPVHiV1EhypfHTj360zUvBt7fXOqs1+r218mFV48iE4/h5pt14W1CbQNIgu9Vt4Y9KljlVniwD5eCMnPTigNC5Br2ox+JY9D1ayt4xNC80csNwW2quM7htGDyO5pZNa1LVtOvpPD9tavbQtJF51xIw8wrkHAAqbUPDl7qfia012G/iaKK3aHYFyJA33sHPsO1UNO8JXmi3F9JpWqCLT7l3drd4csjt12+nWgQ34dS+Z4JtGYBT9om3AdAfMbgV2txz9MVg+DdBuNI0X+z7uVWKyvIpCYJ3MW9fet6dgJSo6YpiYxl/0eL2NeSaQP+MkLz/rh/7Sr198CCL3NeRaQf8AjJC9/wCuH/tKgEe2UUUUAFeMfGv/AJGLwn/13P8AMV7PXjHxr/5GLwn/ANdz/MUmNbnrC9v90UppF7f7opTTENPWhetB60L1pDQ8UGgdKDQA00UHrRTAUU6mindqBDTTTSmkNACCnrTQKetADscVGwqXIxUbEUAIOKUoXHFReaucU4mTnZ2/WgCMxsG61KoIFNjDzRlzlD6N1NORtiZc/SgBTxQHA4qLzVmJC1GyssgBoAuqQaeeRgdagjVtuaYshSUMWBB4xQBLIm3nNNWoDcl7h4/MVyvJUdRTvOUAMelAE/SkA3nikU71DDpUUhYAlGxQA5hiTHWpQoXrVRpHiw4Uy5/u9qdIswjDscZP3fSkBZPHNAOaj3jyRnrSwxuyls8UwJcHFNINIJVLFAeRTmO3qaAIyOaAKcOaXbtPJoAaRim96fuDdKSgBQKMUgOKXIoAKWjFFIYUUUUAFFFFACUUUlMQGkpTSUAKDSim0UAPzRTc0ooAWkIpaKQxhFMJPTNSN0qPvQAYJ6E1MjlVwTSIBSOPSmIq32i2GrWstrdWsckDrj5v4fcelcNqHw+hcXub+a5kmt/ItTMR+7xnHPXAOMZ6Yr0OMvgr2pPLdn+dV2/SgLnn2keK/FGqX82lpY29tNZRjzDdK5EhHGQRgY71pvrfi2GdJp9ItZYVyGW3c+YfTr2rrVtFSRpGAwffFP8ANSWN1UtgDkigLo52w8YfbNZXTrmyuLJpo90P2lNvmEfeAPTiukhCNlSMNnAx3/pXmWvanb+Idan8P28JtNRtvntLs4+SVRu6dccjNT6nc+NY5Le5UWkcVkC00UDlzcY4Ocjg4yeKQWO48S6q+iaHc36J5jRKSqY6/WuWit9Y8UxWp1K9it9NMYZorGRsyluxbOMe31rqrS9t9d0mG7gZTbToGdXHGCOQa4CO6s/DPi6Gy0268/Sr+XmzjKk2sp4yMDhTxxn19aAsdrpej2Oiw/Y7CERR9SnXn1z1yazfHGl6xqvhtrLRbpobsshV1OCBnnmuhSUFShGJAM7qdEsgfeORnpTEcJrtnDZ6HY3Wp6jNY3OnIR58A3MxI5GepJq74DtfETyvqGq6pPNazxj7PBKcsgz1b3NbHiHSLbXtOljnIjK/MjqSrI46MMdweap+EPE32mMaVqOV1W3ZkkBJJkxj5xnsQf0oGmdDe2cN7byxXMK3EDjYysBwPrXl/ifT7nS1isbi7kewdmm0+dnO+2nXkKT/ABDIHWvXtyg4BAOe1Y+t6Da+I7X7JqMKSQBgy5LAgjoQQaB3IfCl22reGtPvpots0qBnOMFj0yc963Vb94UB4FR2dslrbpbxIiRIMKE6CrIUBi2OTQIWikJpRQAmOKTFOooAQcUtIaSgBDGp7CofLl3/ACsQtWaY+7Hy0AOAOBnk0hBLe1QoZN3NWO1ABRRRQAUUmfaloAKKSigBaKKKACiim0AOoptGaABs00A5p9GKAAUtFFACN0qHydybP4M5IqejtQBy134F8K3kxabSLQsW3HbGASfqOakuvBmhy6bLaf2dbLHs2oUjClPcEciuh8oZzgZ+lPxQFzz/APsTxTpUdv8AYr9NTSP70N0FUhQOAG/xq1o/i+3url7OYC1u1OGgkODkenqPcV2O2RiQcAeo61geJvD1prVsiO0kF5C2+3uogC8TDpjOePagdy7ay7C8hl388rjp7VP5jmTzEOF9K5HRNavtPuodF1y18u6l3CK6UZjnIx09DzzXWH5JljznIzxQJiy75GBU4NSAkqAD84701gQPlNIhIOe9Ah6wshZyw3HvUT+YSdjYJ6nNSOzEVGoYNmgCWNZAo3nNEoZh+7OPWjccYNAJHSgZEY5Nm3caWOOXn5jzT8kmpEDYoAiZZBt3HpWR4sBHg/V2HJNnNn3+Q1q3zMsYIrE8SSFvBOrE/wDPnMP/ABw/40AS6Esp0DSFydpiHH5VuNG/CE/L6Vl6D/yL2lHv5IrSdn9aSBjJi8bZVuTxSqNy5bk+tR5LHk1KPu4pgJcYEUXsa8f0Y/8AGSN5/wBcP/aVev3HKRD1NeP6M3/GRt2cf8scf+Q6TGj3GiiimIK8Y+Nf/IxeE/8Aruf5ivZ68Y+Nf/IxeE/+u5/mKTGtz1he3+6KU9aRe3+6KU9aYhpHNA4NBPNHekMeOlFA6UUANPWig9aKYCinA02loEGKQinUuKBDQKXoKXFI/SgCNnqByzdKVs76kOAox1oGEMSs/wAw5xXmvxIl1C3v9BsrC8uYZ729WJ9kmAUyM8Y9M16OZjbETTfLH6mvLNf1a01X4t6JG10n2Ozjd2fcAN/PT35FIEXfEV/c+FvEmg2+nX00sd7IFmtWbfsAx8wHUZP1r0HUdXsNJj3ahc28UYUEFnAJ98dcVk2nhjR49Sj1m0s2mnUYE0jlv51wi65eNqvi9LizmkaEOkLSRkpBFg4xkYJOFoHoel6Rqun6uv2vTplnt923emcE49TimHxLpKamtg97bm8k/wBXDv8Amb8q47wfPe6f8IpGtLKb7YLeaRML8zyEM2QPrT/AOq6PquhWESB5NQiybmZos7JM8gtjj86AOi8Rss13Y2/9t/2dMJQwjiAYy4B+U89OKxPiP4jk0bSLOG0uljnvJ1gZzjcqFhuYenGazNVhim+NdiY4JGS1tmclAWDO2AD+Wak8bQxal8QvCuncHY7zOMfN8oOP1WgDR0Y+HI/EEUlne+ZrEkGJPLlL7x0ywzgV097qmm6PGH1O5ihHU72xx6j161wOlAXfxk1WVYG2W9sIo2WP5QcknkD3FLZ6zZn4g6zBrZZGfaljC4JDpznAPHPFAHounXkNzEl5DIslpN/q3XoazfF3iCHw/wCGbvVWUFISVAPUnHFa9m8S2sUEcAjBX7oGABXGfFPQr3XPBlxb2iFpklEixj+PHNMRF4W0+71nQl1fX5p3ubz54raNiiIvGOB1PPWs3T9XvdC+Jsnhs3D3Gn3Ufmw/aGyykDJAPpwa3fCXi7Sv+EVto572KC5tYQjxyHDK2Pu46npWF4b0q/8AE3xEm8XXlu8VlEvlWwdSu/jBIHpSGegXut6fptmZtSuILZMHbvbr70thrVtNZm7imje1Iz5oPy4+v4155Z61Fb/E/WLPW2kQLHHHZwOhkDLyTx9TU/xOuZYvB1nFawtb2puo/tDIu3EeGJP0yBQB29rrmnalfS21ldwSTwcyxq3zKPXn8OlJea/Y6SxfUrmKFQRw7YP1x1/SsPwnBosr3Os2JlnuJYRG88gIGwDPA6dq4SPWL648J+KZpreQX6TSrJLKjERoFG0LnqTzQB69BrVjqNmNQsriKW1A5lBwv5ntUT+LNFj083smpWXkAlDIJQRnpgHvzxXJaaVsPhfCkttJHBDY/cmTaXOMAj864OfTrnTPhNZx3cZlutTmTyIQm4xqzbmwB7ZNAWPcrOcXEQuVOYX5U9iPUVaOD0qhosedGs0eF41SFFCyDByB6VfSPEvtTEyJ8g0KGyPrU8ijNJigQUUUUigopKKAFpM0UUAFJS0lMQUh60tIRQIKXFJS0AGKUUlLmgYtFGaKBiHpTMVJRikA0U8U0iigB/QU1pCBSE0E5FAiMyMeKakI5AYru64p+3mpUUUwMgeGtOl1dNWltIvtkR+SccN/nirM9o7rIirv8wnLHtmrkuB0pq3DJwBmgNTk7fwAtvE1kNc1EWzbj5EbqigEklemcc1taT4XsNIiEVtZwxqrbg+AST6565rRaRmbd3pTM7DBBoAawXzCB06CpFO1cdqjC85pxOBQIX7Kk5yf0rF8Q+HbW9RZYH+y6jCN0NyhwyH+o9q2reQhj3psyieQhhu46UDRg+DPELarpMovWhF7bTNBMqEhm2sQHII4yBmupbBwOMdeK818WafFp81pcw+ZBq93cxQxmI8su4Ft3r8m6vQrdXURpI25hGMnvmkDLKN0x0qWooVwlODZbFMBxFA4paa3FADqKYDmloAXvS0gpaACiiigBMUtFFABRSUUALRQKKACiiigAooooAKTFLSUAGKKKKACilxRQAUUlFAC0CkoFAC01iRS5pOtACFjioTh5gD0xzU5pm0Ahu9AjgPiVe29jplkJ5UXUPtKtbNn7nqx/wBnnn+tbtj4j0m/dEsNQtZpmXOwSAMRjPAPP6VrXmk2moywPd28cxhfem9AcNjGee9Utb8M6bqsAR7NPNQfu5Y/leM9iD7UDLJkcgEcex61NkMgA+/XDx6rqXhtvs2vRNc26f6q/gVnAX+64HIP6V1Wn6lbXdulxAVdXUMsinjBzj+VILF+NGB+apWQY4qFbnzF9/Skily+DTFYcVOaUEVI7rs6Y/GqwuIkfDH5iM4oAmxUiZqo8pIytMWebdgL+tADtRB8sVheJM/8IRqv/XrL/wCgVv3rhrdQfvVjeJFA8Eat/wBekv8A6AaBlnQcjw7pP/XIVqtzWbomB4b0r/riP5VpA0IGRkc04dKRjRzigQso4gHv/SvG9G/5OMu/+uQ/9F17JJ/y7/X+leOaN/ycZd/9c/8A2nQxo9yooooAK8Y+Nf8AyMXhT/ruf5ivZ+1eMfGv/kYvCn/Xc/zFJjR6wvb/AHRSmkXt/uilPWmIaetHegjmgdaQx46UGgUGgBp60UGkpgOzS02loELmlptGaBC5pCc0lBoGIUHWk2ilpy0AL5gZdjKGHvTdtui4EKAng4HBob5TmlSVT1FADTZjZujJQHsvAqB7CBxtKcHh1PRh7+vSrnmH149KQ3CjtQBVeKKBUVI8RKMbAOMfSi3igRXWKNYkY5wgwKsiZSeQDUbrvfK9KAKOsSX1ppwn0qyjuZlcAoX2ZH1/GsOx0Oe68WR+JdXQJNFB5MNup3Bc5yc456mupcGMbCfkPUetOiTagzyg5A9KAI1gSKUz7ArN2HAPvj8Kd5UM0u4R4bGM5PT0p0twpYDHSnrKpUAcGgBywiM56n1NErq67WGRTGckdaSKQKeRQBDPDau3mG1iZgMbmXLY9MnmltAqEkBguMbew+gqVyrNnHFDOoAA4oAgJhN2ZDFmQ8bj6VL5cRLB03Iex6flUhKOmMc05HWNNrYoArSohC+Wu1V/hHSoxb24bIiO0nLL2JqfcPMzjipRIuKAIX8t3X5MxhcFcdRx/hTHhheQYj245Vl4K/SrIZR2pC6ntQAkI2k5z+f+NS5+bNM35p3agQHmkPSgsKTcKAEooopFCUUUUCCiijNMLhSUZooEFFFBoGIKWkFLQAUUUuKAClpKXNAXCjNGaTNAAaKKKQwoxRmjNAWDFKDikzRmgLCMabmn9aXaKAG54xilC0UbsUABGKaRT85pr9KYghADGnH5JC6jJ9KiiPzUu4rPknjFAHE+PSslhDqMl0bW7s5BNb443/NtI+pXI/Gu40xjLY28zsWaSMMSevNcV45RDcaPqAUGO3vFWXIyCHOzOPYsPyru4QBswoHyDkelIbJ0GFpg++adGcrTR/rKZJLTW6U6msaBiAUtIDS0xCilpB0paQwooooAKKKKADFJilooABRRRQAUUUUAFFFFABRiiigAxRRRQAUUUUAGKTFLRQA0mgUGmg0APoxSUtACEUYp2KKAGjiopIRkvuYfjUxphO44PSgCAQiaNmHO/hlbkH615tZ+GPE2n6tcadplwthpaytLDIFEnBx8uD0Ax716iqbQAOKa0fzlgx56igdziZbPxlZgMt/ZXi/3ZLdlJ/75IFMMnjK9VY4raCxb+KfeJBj2Qj+ZruwqDnAz9KBjPXrQFziv+Eb8TFfOfxK/njoDaxbP0UH9aYNB8VThkl1q2gXstvZphvclsn8iK7lgSMA4qnKHgAfJILc96ZJzK6f4vsIisGpafMOweBgT9SGwKx7Hx4bTULm31q1kt5IH8uS4izJDnuM9iOM1qeLNbvJ7yLw9obqL6ZN00/JFsgPXr97g4FM0vSIdN05IWkMoY5mLgHzXP3mP1pMaNWHVtL1GITW97DKG6FXGP51W8TzIfBuqqMjNrLg9j8hrNu/CehXrFxpcKN/ejZk/kRWDrGmat4e0yWfSnlvrQo0c9ncfvAmRjcAMEgdxk5pAd5oLrJ4b0znBWEcetaecDpXNeFNRt7zSrRIpbed41xK0IYKvttIyMe9dL9oVeMHHqe9MGIealUDbUayCTOAQKYJTvxQInlH+o+v9K8b0cf8AGRl3/wBc/wD2kK9lY5WA+/8ASvHNIH/GRd3/ANcv/aQoY0e3UUUUAFeMfGr/AJGLwp/13P8AMV7PXjHxq/5GLwp/13P8xSY0esL0H+6KU9aROg/3RSkUxdRDQOtFKBSGLQaKKAGmkpSKSmAtKOlJSjpQIKTFLRQISg0YooGJinKaSgcUAOKhutJ5YHagNSk+9ADaaVBp3ejFADQAKC2KdimMKAFDBuG5qXI2YHSolXFSdqAImQE05VA7U/bRjFACbaNvNKTSZoAXaKYwBp272pDQAA47UEgjGKTFFACYpfwopcUAGaKMUUAKABTs8UyjNAC8UYpM0ZoAdSUZopDCkpDRTELRTaBzQA4c0uKAKWgBvSjrTqQ0AJiiiigApaSlzQAUUUUCCjFFLQMSilxRigBtGaU000hi5ozTc0ooAcDS5popc0AFIRQTTd1MQ8Uh5poOaUmgB0S/N0pZEBc4HOKSJwDyakeWP1G73oEcH44dU0MoXAaS4hEQ9W85T+uK7uzYtbQhvvmNSa4DxJ9qi8RW2sSWEl9Z2asxiTrG2Pv478Zrs9F1e11mxjurEhoWHLeh9PrSK6GnGMLR0anIpUYJoI5piFzTWoJ5pCaBAKXHvSUZpgPU8UtNXpTqQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKDTM0APopm40BqAH0Um6lFACEUgFOpM4oAWmlgKXcKYxGaAHg5paauMU49KAEzTQMGl69KrhnW5bP3QKAJZJApwWC/Uik7ZDj865TxxeTwaCj2lzLbzSXEUZaFypAL4NKng+WQgv4g1rBUEj7W+M/nSH0OrBX+8v507K/wB4fnXML4NjK5/tvWc/9fr/AONN/wCEQjBx/betf+Bj/wCNMR1II/vD86bJny8KwBz3rlv+ESTOBrmtf+Bj/wCNRz+FHRQq63rJye94/wDjQIyUijs/iTdosisL62WaQbxwwJUc544Wt94vMjB8xSM84IrjPFXhmbw/Pba5FqOq3CRYS7xcNvWMnqGBzgZJq5BoEc8MV1H4h1Zo5PmTZdvjB/GkNHU7TGmF9KYJiZF3nOPWq1rYC2UAXM8zD+KVyxP51Z2ZPzCgDF1XQbOcyXVmWtL4LlJofl+b/aH8Qqn4c8b3U8kek65p0mn3AjLLPOQgkKnDY3YzXUYjVcgA+1eZePNa/t7ULfw5pFp9svEl3MyjiPghgcdDzQM9V0nXNO1S1e4s76G4VH8pjE4YbvTIq9K6KCcYbFed3mnP4Uu9B1KAtGbnyrW8iIGzhQM+xzXfA/apvNUHyig6+tMlllDuSA/56V5BpGf+Gi7v/rl/7SFewgBUgA75/lXjukN/xkXdj/pl/wC0xQxo9vooooAK8Y+NX/IxeE/+u5/mK9nrxj41f8jF4U/67/1FJgj1hO3+6KUmkT/2UUppiEpR0pKUUDHAcUlKOlIRzSGIab3pxpvemAtLmkooELRSUuaBBS03NFABRRRQMKKWigQYpcUYooGNNFOI96bigAoFFHSgQ8UhpAaQmgAooooGFFFJmgAzRRRQIKWkpc0AFFGaM0AFJmijFAwzRnmjFFADs0dqQUooATFIafikIoAZSgUpFA4pDFHFLmkpM0BYdSGkzS0BYTFFLSUAFFFFMQtFANFAgpc0lApgLRSiikMaRTSKfimkUANoFLijFACilPFIKUigBOtLszTehpwkxQAbMUY4yak4I5pwiBX1piIQqHPNUp1DT7ecY9aW7uI7NHkkdIYVyXmeQBVAGecmudfxt4ceKZv7QBZVJCGJw7+hUFfmyfQ0hpDNa1m8+0RaTpKJJqcz7SwGRAvd2/DoO9dF4c0h9A0mDTyTL5YLvNgDLEkngfWsjwNp11a6RNqF5Aftt/MZnDckIWO0c9gMflXYldycjnFAMVW3DrSmoY0Iap8UAMPWkIp5FJ+FADMUuKdRQAqjApaQdKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKYRT6MUARgZp22nUUAJtpRRSE4oAWmsRinDmkIFAESurMRSuMgbR+VZurajbaVbSXE7eXCikyP6DvXMeH/ABDq3ihZrrSreK003ftiuLtiXl9wg7fjQB3a5AwacSMc1yB1DxPZ+IbC0uraG4sJyytc24I2NtJG8Hp09a6aSRmIQxk+rBhQBYBGcDFIdpYj2qGJ4iemGBxgkdaeHU5fG0diT1oA43x9D5WlW7J0N3D/AOh12UTZQDvtBrnPFmn3OqaXFbWpAkFxFJyewbNb8W9ANyknYBkEc0h9CwvAANBAzk1GHAUF12knGCRxSvhl45H1piFwoORimygtgCmIwPCLkjr8wpZZQmATzQJlLWp7Kx0yea+ZFtvLIl387k7j8q4HwdJt06chXFtJclraKQY2x9iPxz+VbfxDvopdBOkLGJr3UMxxR90U8Fz7DrVi1QRW0UTAECNdsnAB4xgUikSqxaQ4qVgW+Xox9aiysT98sPlHrUlzLAkBlllVQqlmzxtAHU0Ac94gvLjzl03TCW1Kbb+7UZ2oc5Y1v+FPCOneHbYi3t188Ha07cvJj+In1NZHgaCa9uNT8QyJthvtqW6v1VEzyPqW/Su5WPeikEjHQUxM5H4iRNL4Juvk3bDvLdwAeSPwrZ02YSWULxACLylGPXirGt2sN7o13YSYxcRPEM/7QI/rXM+DL6c202jXvyX2nhYpVPVxztYfUA/lQB1bMNtv+P8AKvHdH/5OMu/+uX/tMV7C8Z2W5xjHb8K8g0ZCP2i7v2i/9pCkwR7fRRRTAK8Z+Ngx4g8KH/p4I/UV7NXjPxtP/E/8Kf8AXx/UUmCPV4+QPdRSkU2L7qH/AGBTzzTAbSjpSGlHSgBwPFITRRSGNJpKU0maAFzRSUtMQUUUlAC0UlFAC0UZooAXNFJS0AGaKSj8aAFoptFAC0UZpM0AFJS0UAGKMUopaAG4op2KMUAJijFOooAbikp9JigBtFOxRigBtLilxS0ANxSYp9B6UAMFOFJn2pQaAHZoNNzS5oAMUmKWlzSGMIpvSnk5pu0mgBM04UmwijpQFx1JikBpw5oASinYoNMBtGaQmkzQIfRTc0v40AOzRmm0ZoAfTTRnNLigBtKKMUuMUAGKUg0mcUobJoAYVphXmp26VAxoESM2I6ikcrErO5RWB5yPSnLJEqtvPbpXKeOr65g8NyXNpc+WFkiBxw+wuA230bBOKLjSKGl6db+K/Emrf2ixmtrGQQx2TH5W+VW3kA/7WPwruLfS7CFURbaP5BgAoPl+lYHhLwv/AGS93qC389xJeohJmO51GOMk11oThSecUILiRwlVxvLe57VKBgdaQGnUAFFFFABRRRQAmfaloooABRRRQAUUZozQAUUZozQAUUZooAKKKTNAC0UmaWgAooooAKKKKACiikzQAuaQMD0prGopD5WCWwCcZoAlJ+bFKQO1V4X8wNhsgdwc06NxuI3knpg+tAE46U2QE4x60hJJwDQCFO0kk0AcV8VLS4vvAmowWas06pvKqMkrzkflVb4V6pZXvgSwitJVWWKMRyL/ABKw613c6rsbMYfcMMD6Vy58DaJBfyalYfaNNunJ82S1nZPMP+0AcH8RQBy2seLfEGm/EfS9FS8hktLotnMIBA56etSw6hqS/GCXSZNUnazNkZUiZvlBO4dO3St5fAuk/wBtQa3dy3VzexHMMk07nbwegJxVvWPA+maxrcOrs1xFdqmwvDM0eQMkA7SPU0hnI+D72/uvFfi3SJtVnkjt2WOCYv8AMo+b7pqhoWr6uLPXNA1LUrl9YiuBBF8/zFSeGHtg5zXcaR4J0rw9f3F/Zm5M0nzyFp3IYj1GcH8ayvC9jaeIfGOp+Ko7bygp+yQuRgsF+Vj+hFAD79ZLaTTdDm1y4G6IhobcM9w55+YkZ4FYfg7WtT1LwXrsbajcG5tpHS2lkb5gF/rXc6t4V0jUtbtdUmWaO9gUIs0MrRttznBKkVmWXw/0vSYLmKyku4obkEyoty4VyepxmiwXPP4L/WL74VJ4lfX71L22+cfP8jjcBg+tb/iDxpqVlofhS1t5GF1qrossoIB2nGducc810kHgTSx4ck0JFuP7PcgmLz3xwc46+tT3fgTR9S8OR6PfQySwQcwkyuWiPba2cigLmZ4V0zxJp+uzPPe+ZpMgzGk8vmSbvYjiu625jJdQWPSsLRPC1jo6xtGs1xInCSXE7yFB6LuJx+FdADkYNMTPNbnRdc07xNe63JZ/2kkoATynAeAAdAD2NPttN8U66RJPMNIhUkxQhNzlvVvb2r0N4EkILqPlPGRTyOMKeRQFzze+0nxnbyRyrd2d4YpSZIEjEYKdc7j0+gqS40PWdfh8vWYEsrM/eghk3tMPdhwBXoa4PB+gFV1EUshWN1IU8hcECgLjLKBbaxit4YhHGqhQoPQVdwVix0qNZFDhMc1ORkUCIUQOgLqGKnIzXm3iC6bwj4pm8QyxST2lzbeVOqDJDoTtP/j55r0tnEfGKqXtlFc20ySorxyriRSPvDuKBnG+EPHf/CQPDbywiJzD56HzFIZDgY478jiuS0iZT+0dedgYeM/9cxXVr4B/sYXFz4XvZtNaQ58j5Wjk9QQRn8iK4Xws94/x7kbU7SOG8EIV44vujEeAw+uM0h+h77RRRTEFeM/Gwf8AE/8ACn/Xx/UV7N2rxr41j/if+E/+vk/zFJgj1WP7qf7gp9RocKn/AFzFOHNMBTQKD1oFIYtBopDQMQ00U40gFAgpaTFGKAFpKXFGKAEopcUYoASloxRigAozRRQAU2nYo/CgBtLS0YoASilxRigBMUUuKMUAApaMUUALRSUv40AFFH40fjQAUUfjR+NAC0lH40fjQAUUfjR+NABRR+NIenWgApKSloASloz7UuKYhQOKY5C9TT9wAwailnjWMnIzjPINACCZS2M1OrbVyapQ3drOSIp4JGBxmJgQTVPxFqaaVo6XLWl5dBpAnl2ibn5PU89KQzZSVZQdvamSAio7Ifuo3VWG5A2GHK57H3qdwWNMRCuc1IKTgdaXtQA6mmkzRmgYhplPNJikAgFLSilxQFhtFPxSYoABTqQDFLTAKWkp64NAiBwaI8mpnAxTIgeaBCq4yVPasnWNZstEhS4upjH5hwiKhdnb0UDrWkBiVuecdq5Pxe4XUfD5UgGLUFwR1HzDP4GgaQqah4m8REGwtYdOtQMrc3ylmk+kYYY/E1LaeCZ7q/S61/UZNQaJt0cax+VCp9duTnHue1dUhLuV2BgqgjNTxu5jBKAe1ABtEUeB06Y9KBvIyOlOX5uCKfigBFGKdRRmgAooooAKKM0maAFopKKAFpKWigBKKWigBKKXFGKAEoxS0UAJikp1FADadRRQAUUUUAFIDzQaYOtAElJ2paQnFAFaVyJFHvWB4z1a40nSY/sJ3Xl3KtvAD2Zs8/gAa6QqrDnr61wvjkvFrPhWVztiTUAGJ6cxv1/l+NAI6DTdLm0nQ/s9vIGutu92mBdWc/Mxxkd8964nwp4k8Qy/EPWNF1a8juI7OJWEUUWwZPPqe1eiveJGvnSny0Zdys/AHy968f8ADutWKfGrxJd/aYQrogDmRdpOOxzzSGdd458bXGjXdpoelCBtVvnIRpj8kKjqxrX8Owky+dceIjqt2oIkMZQInsAK8+8Wpa2/xg0/U9TjLaXc2/kiWQYjVxz948CraaPBbfFGzn8MsFt2tXa98g7oQSDtyRxnJB4oDodd4x8R3FnbXFppJja8jiMsjnnyQO7f0HfFV/BupaprvgGDULiRJdSlTKvIMKD747f4Vz2ueH9c0bwprkr6xAxmSSSctb/O4x03bvTj8qvfCSG9TwPaTz38bWbxgxxbMNH9Wzz+VAaWKeujxdoWpabJb+I0vJbi4VZLEW6qCncqRk4Az19K9Sjn+VFcgOwG764rxz4haXotrFFNol40viVph9mW3l3sCWGcr1Axmu8+x+KZNM077HeWtvN5QF19piLktjt0oA6rBO7c6lSKy3uNN0eVYZbqC3MrnZFkDceWzj65rB+xeObZCW1rTnUtyBZtnH51yXjy3tNO8eeFbzUpIl3MyzyO+1SSjDPJ4GcUAj1C01e1v5nS3mhnCdSkitj8jn9Kkk1WzjMge5hHl43qWAK56Zya84TRbGP4i6ff+GZYxbrAW1BoZAYADnGSD1ODWJ4Y0nQ9U8d+LNM1KeO4he5T7PG0/DfeJI55p3FY9hutSt4IY3a4hhV+juwC/nmpF1K1+yG4a4j8pVyZMjaR9eleMXs0dp8T7rTdZu4bPSzZiGyFwhdNuB07Zq7qOl6DD4Mk0S28QzrbXN4FiupGPlb+CACOCmTjgnoaQ7HqttqlreyuLW4SURfeEfNK2qWiXfkPfW6yltoiLDcT9M57GvKdH1nWoLnXtPNpatq0NipS8sCPKlxnG7HRuT0yaxfDX9ieIfDdgura6tvqFtcGaRIRtuWkBPvvPXpjFAWPb7jWLS2uVjmu4YtykqrsMnAyT1qSDUrS6t3lguoZVXq6MCB+Rrya+i0tvjXpSy7Jo5LArIruCWYg43Lnrjb2o8Mz2mm/ErxHp9oYYrfyRti8wAFznOBnrjFAWO8svFGk6vdMlvqcMrQPsG1tu8kdADzWLarJ4W8ctp0crtYamr3CCRslJQCWGfQiua+F/wDYB+1wXiW0WpJfSGNZGUOBubGAea6nxRCZPHHh2NT88Rkmf3UJ/XBFAHbwt82GHOeKsk1TXdJcK6/cyKuEUxDCoPWlZdyEGgU/tQBXkDIibAOD0IrxqxUj9pS8DEkiFeSf+mQNezzsV2Y7mvHLLn9pe+/64D/0UKQ0e00UUUxB2rxr41f8h/wn/wBfJ/mK9l7V418av+Q94T/6+T/MUmNHqY6J/uCnLxSoPlTj+AUh4piHE0inmoy1KDSGTjGKaaaCaXmmAhFJSmm5pAOzRTM04GgB4opB9KRs0AO4opimlOaAHcUnFMJNAJoAdS03migB1FN5zThQAUuKKKADFFFFABRiiigBMUUtJQAUlLRigBKKXFGKAEopcUYoATNGaWjFACUUuKMUAJQelLikxQAgp1IKWgAo5opaYhu0EMTxiuN8fXumraRaVdm7IvELL9lzuYDryP5GuxlG1D3z2rI8RLZDRLi7vtPhvY4Y2fyJUDFsDOBnpQB5Z4O1q2sbv7UI3itJIFhvDHHt2yAna5XHQ8jcOuK7ix8bXcnisaDPpTCNWYCdiCAoBO7/AHTgDPqa5y3i0i4hXVtU1q1TfamAafaW4XahOQmAMnHb0yfWrFno+ta34H02CRiqwS4K3GV+1QqcKHUeuVP880itD0aPUll4UgDnGCD+dTK7NkryR1rkPCHh+70e5v7u5gtLdrl1xbWmfLVQAO/fgn8am8Zazq2k2sL6HYzPcXWRuC7ghGOo/H9KCTpgZJfmA4HWpewFZOg3eqpoFjJqqr9rcDzcDA6VqxgySFiMCmAmeaWkfh6kQA0hjMUtPIpKAEpaXFFABiiikJoAWm5opM0AFOBxTaXNMQ/ORUUr+X0qUDK1Tnk8sO5YCNASzHsBQBX1TVYNHsZr26bZHGmSRyWJ4CgeprD0XRtQ1bWE17WoxFChLWdoD/qwf429yMVi+IPENv4g09dM06C5uJrmZI0kMBVFUSAlw3IyADj8K9GsYFjtYEQ4CxqpGc8ikMmCbpvMQ4GMYqYZA6U4DHpS0xDVp1JiloAQmigiigBaKKKAEopaKAEopaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBDTcYNPpMUAJTTmn4pMUANAHesPxb4cHiTRZbMvskBEkTjgpIOhrdK5prR4U8nmgDH0UXt1o8EesRhbkfLJkcPjjP44z+NWF0OxiwRbRHnOSgq5DbBMMWZjgDJNTsoYYNAGbd6VDeW4ieKNowMBSoP481Pb2cNjbCOCBUQfwKMCrQARaRH3EjFAXKt3YW2oW8kdzCJY5FKsh6EVFBolnBp/2OOFVt8bfKA+XHpitEIFbIJoLYoEY1poOm6c4+y6bDEB3VAP6VrqgK/dH0xS7/agtQMiLlYmxH36GvNfFuh6tqHjvR5l003enWpkMpz13A4/LP6V6gCGqvgCbo5/GgBtrbQwWiRxwiFQP9Woxtqv/Ztt9pEyWcSyA5MgQZNaRUMKNoUUAUbjSrK6UCe1imHYSIDj6E0h0m1MPleRGydNhX5QPYVf3A0xYyGzk0CIbXT7azjMcEKRqxJIVRzUY0yzW7+0C0hWTGPM2DJFXsDOaZINwxk0DKn9m273XntEpcEEN3yO/wClN/suBbtpxEnzHJwoBz7nqavr93FG2gDMk022tbmS8t7FDO4+ZlUZrE0DR7h9YvNZ1M77mQmOKM/8sowcY/Egn8cV1zHaucU3aJADQBFGhWTK9Cc4qzTQgBzmnUAMPFLn5aQinY+WgCGfqn+9Xj1iP+Ml77/rgP8A0UK9hnHKf71ePWP/ACcvff8AXAf+ihSY0e0UUUUxB2rxn42H/ie+FfX7QT+or2XtXjHxqbHibwmD08/n8xSY0eqxybUTIP3BR5xJ6UszxxpFIzBcoOD06etTZjljAyFYjI9x60xEAJJ6U8gKKI7hMMnBI4yDULvuUPuAUnAz39P60AWFGRntTyQBUMKebBuLbfrUcV0gyWkXAPTOSfwoAnL8421EZRvwRUwu4WYxnCtt3D3FVjMJGXav+9/s0CuTkBVzSB+OBUMweNlGQd3TnFPScxx7pFCgdSSKBkqyZOMGncNVf7ZBLD5qSDjj8aSKUyJvHTOOvNGgEjv5bgY61IeI91RyTqrhSoYdznoKDJiQop3Y7e9ADlwwz0oyAagkDxr5uQOfu5qR5QgjxyXGaAJdwPamM23+E0xJiJSHUKo6tuGM+lPuLu3jj+eZEPcE8ikFwHrThUHJY7WDDAORUq8DmmA+lFM3CmmQCgCaiq/n80efQBYo4qv51HnCgCfFHFQedS+aKAJsUVD51J5tAE+KMVD5tHnCgCbFGKh86jzaAJqKg82jzaAJ8UYqHzqPOoAmxRiofOo86gCXFIaiEwNODigBaeKbn2pN4A6UAOdd64pjxRyRmKQZyOpGaaZcdKckgY5NAFMaZpcH3LGBZO0giXcPxxUGp2WoXOkm30vUhZXRbJnaPdx3GMitaQoRyKgM+w/LQBHp1vPDaRxXNx58yjmQLjP4VblyygCRkIOcgD0quk/OTkk+tTLMpoAI4WcDzHLBemac0y52gYoaYAcVECN2e9AhT1zSgkUAjFBYelBVyQHNOAqDzAKXzvrQIsYFJioPOHvR51AExppqAzUwzUAWRzRVZZuamV6AHUhzTgaU9KAG+ZtGTVa5aOeOTC/IyFXXHUHg1YaLctVZN1skmD91dzfSgDnPh9NIumajbrIz6db3skNqzj5toc5X8Dke4ArtkcKBhMemK4nwA0d0us31v+7sbm8LW+eNwGQxx2+YGuyuLqGytWnlcLGoyzkjAHrSQ2Ws0A5FVre7hu7VZoJVljcZVkIINSxZxzTES0U0uBUZl5oETUVD531o832oGTUVF5tL5o9KAJKKZ5g9KPMHpQA+imeaPSjzR6UAPopnmj0o8welAD6Kj80elHmj0oAkopnmj0pPNHoaAJKKj80eho80elAElFR+aPSjzR6UASUVH5w9DR5o9KAJKKj832o80elAElFR+aPSjzR6UASUUzzB6UeYKAH0Uzf7UeZ7UAKWxS7qiZxTfMxQBP1HNAGOlQiWl84UATUmBUXnfWnCQHtQBJgUYpu8elNMoHagCSjFMWUMafQAUVE8gU0gmoAkIoBphlz60m8e9AEuaMCofM+tKJqAJcUtQGX60eZ7UATdaXpUSvSl80ASUVHvoMoHagB5o7VF5ue1O3/LQA2bqn1rx6y/5OWvv+vcf+ihXrtw4CRn3rx6xfP7St7/ANcF/wDRQpDR7XRRRTEFeLfGv/kZPC2M7hNn9RXtPavFfjjPBa654WuZmwkczNIfRRzSYI2viVAW0DSWOxpV1KNUDddpDd/wqjp0Edt4q8R6Ze26x/aLQyRwxPmGNAoGcHoxNWtW8ffD7V1t4dQu4pkjKsBmRdjAcEYHXmhPHHw5tftDQX8Ae4Ty5XAcM6+hPU0DLvw5ks9O8G2U7NHGXZxJIwA3tvYAZ+mKpeOL+81OO5NhDdMdLYTK9v8AcZx1BP0z+dV7bxf8N4IIoIr5I4om3xoWkKq3rj681Y/4Tz4fxW1xFDqqR/aGLS7Vchyep5BoAp+JPEn9s6f4WMd00Ol6jMrXjxnGDgnaT254xXanStEa7sZZI4Ini/1exQPMyMc+tcTD4t+G9tpf9mxXdstuX3eV5bFRznOMdau/8Jp8OItjpqYMqA7WZ5WC/QHgUActoOqRadpskGoWgTQ7nUJY5rpQDg8YVhxx15rp/GGlWdxDpo0QxQy22Z7NogMOVUnHHXOMfjVVfFXw0jsriz+2xG3uSTNF+82sSck85qxb+LvhvYC1NrqKBrb/AFWDLiPOc4BB9aAMnxT4lbxT8PJrwI6RWyhbgHIzMM/KCO3Az9av69DFH418KGGCIiW1lLRMBsIHl4zkepqR/GPw1lsbizknga1kfzHt/wB4FdvU4FLP4z+G11PbytexeZAhRHLS5QHGQPyFAFfxZbWkXgbVzLYx2dyLuNxbxMH6yAZ9BxUmhFH+I0KlP7MSGxjCRKw23BZc7h9P6U4+LPhvJaTWct9C8E7BpPMErFiDkHPFSS+MvhzNLaCTUY5Esx/o5xIGj9t2MkUAW/H2lzao2mLaMEu4y8sJwMs64wD69aw/EHiVvEvgG5nlWSA24j+1AnA80OoKj9a3br4heAru7gupdUXzoBiNwZPl/SoZ/Gfw0urO4tZryD7PO/mSRBHAZs5z09aANHWbxZPDljo9srk6hbKJUgHzRxleWA7d6oeD9XOpeFb7Sb8H7dpoaGRJQd23+FsGoofGvw+t5454tUQSJH5QceZkL6HOQe9RQ+M/hyl3dXH25BNc8SyqZFLj0OBQBh+FdHvdV8D6CNLtHhu0u/MlvydrKgzleOTkdj61oa7aXOj3+s6tcWtvrmiXDfvyJP3tuVUA7fTp7Vp6Z48+Hmi2721hexQRk52rvP8AMVVbxX8M5YJUkvsecxMqB5Qrk9cr939KAPQdIvoLjSreW2G22MK7Q/3lGOlSfaVdvlNcjb/EzwNbWyQrqyeWg2qNjcD0+7Tl+KngaPhdTi/75b/CgDtI5Y/4jTmlh9q4z/hbHgj/AKCkX/fLf4Uv/C1vA5/5ikX/AHw//wATTEddvho3w1yP/C1fA/8A0FIv++H/APiaP+Fq+B/+gpF/3w//AMTSA63zIaPMh9q5H/hangf/AKCsX/fD/wDxNJ/wtTwP/wBBSL/vh/8ACgLHYeZD7UvmQ+1cf/wtXwP/ANBSL/vlv8KP+Fq+B/8AoKxf98N/hQB2HmQe1HmQ+orkP+FqeB/+grF/3w//AMTR/wALU8D/APQVi/74f/4mmB1/mQ+1Lvg9q4//AIWp4H/6CsX/AHw//wATR/wtXwP/ANBSL/vh/wD4mgDsN8HtSeZD7VyH/C1fA/8A0FIv++H/APiaP+FqeB/+grF/3w/+FIDrvMh9qXfD7Vx5+Kvgb/oKRf8AfLf4UD4q+B/+gpF/3y3+FAHY74PajfDXH/8AC1fA/wD0FIv++H/+Jpf+FreB/wDoKxf98P8A/E0wOv3w0b4a5D/ha3gj/oKRf98P/wDE0h+K3gfH/IUi/wC+H/wpAdgHh9qUSRCuM/4Wv4H/AOgpH/3y3+FH/C1vA/8A0FY/++W/woA7XzoqTzYjXF/8LW8D/wDQVj/75b/Cj/ha3gj/AKCkf/fLf4UBY7IvF7UqvEPSuN/4Wv4I/wCgnH/3w/8A8TQfiv4HP/MTj/75b/CgLHZmWIjHFRFos9q5D/ha3gf/AKCkX/fLf4Uf8LX8D/8AQTj/AO+W/wAKAsdfmH2p4aL2rjf+Fr+CP+gnH/3y3+FO/wCFreCP+gpF/wB8t/hQFjsd8XtS+ZEPSuN/4Wr4I/6CkX/fD/8AxNH/AAtXwR/0FIv++X/+JoFY7LzoqXzYvauL/wCFq+CP+gpH/wB8v/8AE0v/AAtXwR/0FIv++H/+JoCx2W+E+lG6H2rjf+FreCP+gpF/3y//AMTR/wALW8E/9BSL/vh//iaYzsd8NG6H2rjv+Fr+CP8AoJxf98P/APE0n/C1vBH/AEFIv++X/wDiaQHYFoT6UmYfauP/AOFreCf+gnF/3y//AMTR/wALW8Ef9BOL/vl//iaAOwDQjtThJEK43/ha3gf/AKCkf/fLf4Uf8LW8Ef8AQUj/AO+W/wAKAO086Go3lU/dNcf/AMLV8Ef9BSP/AL5b/Ck/4Wz4IX/mJxf98t/hQFjslnCjk1FJPuRk2hgwwcjqK5P/AIWz4IP/ADE4/wDvlv8ACk/4Wx4I/wCgnH/3y3+FADdQ8NX2lXklz4YnW3nncSS2bN+4l5yfdT9K4fxx4q1nUVWCezSCKzZWuLJj5gcA/eduw9B1ruD8VPA8zbX1SNFHQ4bH8q8/8Ra14JnubuSx1WW5n1KUEtIT5NscAbiMAk8Zwc/hQPc9J+GOf+EMtxDjyBIyxjH8HYj2ruNwVa850j4keBtG0q2sI9aiYW8SxjbG3b8KvL8XvBbddVjH/AG/wpiaO0WQFuTUuU9q4Y/FvwSP+YvD/wB8v/8AE0D4u+Cv+gvD/wB8v/8AE0BY7r5Paj5PauHHxc8FH/mLw/8AfD//ABNL/wALb8Ff9BiH/vh//iaLgdvlPak3R+1cR/wtzwV/0GIf++H/APiaP+Ft+Cv+gvD/AN8P/wDE0gO33J7Ubk9q4j/hbfgn/oLw/wDfD/8AxNH/AAtzwV/0GIf++H/+Jp3A7fcvtRuX2riP+FueCv8AoMQ/98P/APE0f8Lb8Ff9BiH/AL4f/wCJpAdxlfajKe1cP/wtzwV/0F4f++H/APiaP+FueCv+gxD/AN8P/wDE07gdxlPajKe1cP8A8Lc8Ff8AQYh/74f/AOJo/wCFt+Cv+gxD/wB8P/8AE0gO4yvqKMr7Vw//AAtzwV/0GIf++H/+Jo/4W54K/wCgxD/3w/8A8TTuB3GV9qPk9q4f/hbngr/oMQ/98P8A/E0f8Lc8Ff8AQYh/74f/AOJouB3Hye1GU9q4f/hbngr/AKDEP/fD/wDxNH/C3PBX/QYh/wC+H/8AiaLgdxlfakyntXEf8Lc8Ff8AQXh/74f/AOJo/wCFt+Cv+gxD/wB8P/8AE0XA7fKe1G5fauI/4W34K/6DEP8A3w//AMTR/wALc8Ff9BiH/vh//iaLgdvlPal+T2rhv+FueCv+gvD/AN8P/wDE0v8AwtzwV/0GIf8Avh//AImi4HcZT2oyvtXD/wDC3PBX/QYh/wC+H/8AiaP+FueCv+gxD/3w/wDhRcDucr7UmV9RXD/8Lc8Ff9BiH/vh/wD4mj/hbngr/oMQ/wDfD/8AxNFwO33J6ijKeorh/wDhbngr/oLRH/gD/wDxNH/C3PBX/QWi/wC+G/wouB2+Y/UUuY/UVw//AAtzwV/0Fov++G/wo/4W54K/6C0X/fDf4UXA7n5PajK+1cP/AMLc8Ff9BeP/AL4b/Cj/AIW54K/6C8f/AHw/+FFwO4yPaj5fauH/AOFueCv+gvH/AN8N/hR/wtzwV/0F4/8Avhv8KLgdwCg6Ypdy+orhv+FueCv+gvH/AN8N/hSH4u+Cv+gtH/3w3+FFwO4JQ9SKAY/UVw3/AAtzwV/0F4fxR/8A4ml/4W54K/6C8P8A3w//AMTRcDucr7UZX2rhv+Fu+Cv+gxD/AN8P/wDE0v8AwtzwV/0GIf8Avh//AImi4Hb5T2o3J7flXEf8Lc8Ff9BiH/vh/wD4mj/hbfgn/oLw/wDfD/8AxNFwO33J7UmY/auJ/wCFt+Cv+gvD/wB8v/8AE0f8Lb8Ff9BeH/vh/wD4mi4Hb7k9RRuT1FcP/wALb8E/9BeH/vh//iaP+Ft+Cf8AoLw/98P/APE0XA7jcnqKCydyK4f/AIW34J/6C8P/AHw3+FB+Lngg/wDMXj/74b/Ci4Hbb4/UUvmJjqK4f/hbfgj/AKC0f/ft/wDCj/hbfggA/wDE2j/79v8A4UXA7ScptQHHJ4rx6xi3ftJ3jr93yAc/SIV1Unxb8EPsC6tGW5x8jDH6V594b1+11b49Pf2Mvm2twoWNl/3MHOfpSKR9AUUUUyQrG1vw3pOu+XJqNhFctEPk3rnAoooAzI/h/wCFZcl9AtV/3o6X/hXXhIYzoNof+2dFFAXHf8K98JYx/YFr/wB8U3/hXXhLOf7AtP8Avj/69FFAXF/4V54S7aBaf98UD4d+Ev8AoAWn/fFFFAXA/Dvwkf8AmAWv/fFKvw98JKMf2Baf98UUUBccfh74SPP9gWf/AHxTB8OvCIOf7AtP++KKKAuK/wAPPCbD/kAWo/4D/wDXpq/DrwmvTQbX/vn/AOvRRQFx3/CvfCf/AEALX/vj/wCvSH4eeEj/AMwC1/75oooC44fD3wkAQNAtOf8AZoHw78JD/mAWn/fNFFADv+Ff+E/+gBZn/gFMPw88JMcnQLQf8AoooAd/wr/wmBgeH7T/AL4pp+HvhM/8y/af98CiigBP+Fe+FP8AoXrX/vgf40o+H3hT/oXrX/vn/wCvRRQAv/Cv/Cf/AEL1p/3z/wDXo/4V94U/6F60/wC+f/r0UUAH/CvvCf8A0L9p/wB8/wD16P8AhX3hP/oX7T/vn/69FFA7if8ACvvCn/QvWn/fAo/4V94U/wChetP++B/jRRQIX/hX/hP/AKF60/75/wDr0f8ACv8Awn/0L9p/3z/9eiigA/4V/wCE/wDoX7T/AL4o/wCFf+E/+hftP++f/r0UUAH/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],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_15 | Thus, the advent of the trans-Atlantic slave trade and chattel slavery linked Africa and the Caribbean in the French exploitation of indigenous peoples from the two regions. It was emphasised that "sugar processed from cane would transform the French empire as profoundly as bullion had earlier transformed the Spanish empire, (and that) sugar, coffee and indigo plantations showed mercantilism at its most vicious as well as its most profitable" (Smith, 2023: 18-19). It was noted that "during the eighteenth century the West Indies accounted for 20 per cent of France's external trade" (Rodney, 1972: 85). | {
"Header 1": "Map 1. <br> The French Empire in the \"New World\"",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1151
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_16 | 
Source: United Nations 2023.
The First French Republic (1792-1804) was succeeded by the First French Empire (1804-1814, 1815) before the 1848 French Revolution, ushering in the French Second Republic. James asserted that the Revolution "during its short-lived span of success abolished slavery in the French colonies" (James, 2012: 46). This development precipitated significant changes in the governance of the colonies whereby the First French Empire was "technically abolished" under a new French Constitution with the proclamation that "the territory of Algeria and the colonies declared French Territory."
This political maneuver of annexation would imply a level of political equality (Smith, 2023: 50). In the wake of the abolition of slavery the outlying areas such as the Caribbean islands would be governed by "particular laws until such time as a special law places them under the regime of the (new) constitution" (Smith, 2023: 5051). Thus, a new form of Post-Emancipation Colonialism (PEC) was initiated in the Caribbean colonies constituting significant political inequality. | {
"Header 1": "Map 2. <br> Slave Trade Route out of Africa",
"Header 2": null,
"image_references": [
"img_ref_3"
],
"images_base64": [
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],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_17 | Meanwhile, the initial French colonisation of Martinique and Guadeloupe in 1635 and Guyane in 1643 earlier cited had been further expanded under a shared colonisation (with the Netherlands) of the island of Saint Martin in 1648 along with the colonisation of the smaller Caribbean island of Saint Barthélemy in 1648. This would ultimately constitute the retention and modernisation of French colonial empire in the Caribbean into the 21st Century through a series of colonial reforms projecting a form of political and cultural assimilation accepted to varying degrees by some political elites. The evolution of these reforms is discussed later in the present Analysis.
This initial French incursion into Martinique resulted in the forcible relocation of the indigenous Kalinagos (Caribs) to the leeward side of the island in the wake of increasing numbers of French settlers desiring to confiscate further indigenous land in the area. | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_18 | This precipitated a further revolt by the Kalinago people that was ultimately defeated resulting in a French-led Carib expulsion in 1660 intended to ethnically cleanse the island of its indigenous peoples. Many Kalingo were killed in the course of the French expansion on the island, and those who survived were captured and expelled from the island. Many fled to the neighboring islands of Dominica and Saint Vincent from which they were subsequently expelled to Central America following the British conquest of those particular islands. Further French colonial expansion in the Caribbean followed:
The most important Caribbean colonial possession did not come until 1664, when the colony of SaintDomingue (today's Haiti) was founded on the western half of the Spanish island of Hispaniola. In the 18th century, Saint-Domingue grew to be the richest sugar colony in the Caribbean. The eastern half of Hispaniola also came under French rule for a short period after being given to France by Spain shortly after the loss of SaintDomingue to France by the Haitian Revolution (17911804). ${ }^{3}$ | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_19 | Coincident with French colonial exploitation in the Caribbean during the period of the first French Colonial Empire was the incursion into Asia and Africa:
In 1664 the French East India Company was established to compete for trade in the east. Colonies were established in India in Chandernagore in Bengal (1673) and Pondicherry in the Southeast (1674), and later at Yanam (1723), Mahe (1725), and Karikal (1739). Colonies were also founded in the Indian Ocean, on the Île de Bourbon (Réunion, 1664), Île Royale (Mauritius, 1718), and the
Seychelles (1756). During Napoleon's early career, Egypt was also conquered for a brief period, but French rule there only extended to the immediate area around the Nile. ${ }^{4}$
Over a period of more than 350 years the French gradually extended their control over Vietnam, Cambodia and Laos...The French East India Company, a trade organization formed to expand trade and propagate Catholicism, gained a foothold in Indochina in 1668. Thereafter a pattern was established which continued for centuries. ${ }^{5}$ | {
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} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_20 | The first expedition to India was in 1667 when the first trading post was established at Surat with another factory built in Masulipatam in 1669. In 1673, the township at Chandernagore near Calcutta was established the same year. France acquired the area of Pondicherry from the Sultan of Bijapur, thus establishing the Pondicherry colony (1674). The effort to transform the colony into a major trading town was initially unsuccessful because of continuing conflict with the Dutch and the English, but later began to flourish. The French subsequently acquired the territories of Yanam, Mahe and Karaikal and expanded its influence in Bengal in the 1700s. This was followed by the subsequent reversion to ultimate British control in 1757.
French colonial interests in Indochina began at the end of the 17th century with the French East India Company which established a trading network in Southeast Asia intended to spread Catholicism through missionaries brought to the area. The French organised missions and trading ports along the Vietnamese coast and ultimately established colonial jurisdiction through the Treaty of Hue of 1883 between the French and the Vietnamese emperor granting France | {
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"start_index": 4226
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_21 | [^0]
[^0]: 4. id/
5. Digital History https://www.digitalhistory.uh.edu/ accessed 3rd March 2024.
full control over Vietnam. France merged their colonies into a single state known as the Indochinese Union, or French Indochina. Because of its geographical location and abundant natural resources, the colony became important to French geo-strategic and geo-economic interests in Southeast Asia. To this end France took a number of steps in furtherance of the entrenchment of its colonial system: | {
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"start_index": 5426
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_22 | The French had not only altered Vietnam's political system, but also changed the social and economic environment within French Indochina. Paul Doumer, in 1897, became General Governor of French Indochina and began forming departments to control finances, customs and monopolies, public works, agriculture and trade, the postal and telegraph service, and other state agencies to maintain civil and international services. Doumer organized three monopolies based around opium, salt, and alcohol. Based on these three items, France applied a heavy tax on these items for the Vietnamese and took away property if the taxes weren't paid. These taxes were used to help govern the administrative cost of Indochina; | {
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"start_index": 5927
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_23 | The countries of French Indochina, particularly Vietnam, had economic benefits for France based on its natural resources. Vietnam produced rice, rubber and coal. The French government in Indochina began exporting these goods and using villagers to increase their work and increase production rates to keep up with demands. Vietnam became the third largest exporter of rice in the world behind Burma and Thailand. Tire companies such as the Michelin Tire Company bought thousands of acres of land in Vietnam to use the Vietnamese peasants to assist in working for these tire companies through producing rubber to build the tires (and) in return the peasants would be able to keep their land although under French
jurisdiction. The farmers, peasants, and coal miners, all of whom were Vietnamese, were underpaid and overworked to support French manufacturing and trading companies (https://www.pacificatrocities.org/blog/theformation-of-french-indochina).
French colonialism in Vietnam was especially brutal as chronicled in an exposé published by the journal Truthout: | {
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"start_index": 6637
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_24 | French colonialism in Vietnam was especially brutal as chronicled in an exposé published by the journal Truthout:
From the outset of French colonialism in Vietnam, any form of political dissent was met with repression. Books and newspapers deemed subversive were confiscated. Anti-colonial political activists were sentenced to death or imprisoned on island fortresses. The grotesque violence would only escalate. After the defeat of the Japanese in the Pacific War, the French ruling class was determined to re-establish its control over Vietnam. In 1946, the prime minister ordered the shelling of Haiphong, killing 6,000 Vietnamese. It wasn't until the 1954 battle of Dien Bien Phu that the national liberation forces drove the French out of the country; | {
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"start_index": 7595
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_25 | Violence was part of the fabric of French rule. The best farmland was concentrated in the hands of the colonialists and their collaborators, leaving the majority of peasants vulnerable to famine. Some 2 million Vietnamese died during the Second World War; there was a famine despite the granaries being full with rice. Conditions on the rubber plantations and in the mines were described as like slavery. Attempts at escape were met with hunger and torture. At one Michelin plantation, 12,000 workers died between 1917 and 1944;
France should not be synonymous with the word "freedom". As with all colonial empires, its history is
soaked with the blood of oppressed peoples across the globe. And its record of perpetrating violence continues;
The size of the territory claimed by the French empire in the 19th and 20th centuries was second only to Britain. From North Africa to South-East Asia, the Middle East to the South Pacific, millions were subjugated, repressed and murdered as French rulers scrambled to secure resources and markets for manufactured goods and profitable investments; | {
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"start_index": 8357
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_26 | It was only in the face of heroic mass struggles by the colonised determined to win their independence that France was eventually forced to cede control in the 1950s and '60s (Walsh, 2015).
In the mid-1700s, succeeding colonial conflicts began between France and the British resulted in a temporary demise of much of the first French colonial empire. These conflicts were the War of the Austrian Succession (1744-1748), the Seven Years War (1756-1763), the War of the American Revolution (1778-1783), and the French Revolutionary (1793-1802) and Napoleonic (1803-1815) Wars. Consequently:
The British conquered not only New France, but most of France's West Indian colonies, and all of the French Indian outposts. While the peace treaty saw France's Indian outposts, and the Caribbean islands of Martinique and Guadeloupe restored to France, the competition for influence in India had been won by the British, and North America was entirely lost-most of New France was taken by Britain, except Louisiana which France ceded to Spain as payment for Spain's late entrance into the war (and as compensation for Britain's annexation of Spanish | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_27 | Florida). Also ceded to the British were Grenada and Saint Lucia in the West Indies;
Some recovery was made during the French intervention in the American Revolution, with Saint Lucia being returned to France by the Treaty of Paris in 1783, but not nearly as much as had been hoped for at the time of the French intervention. True disaster came to what remained of France's colonial empire in 1791 when Saint Domingue, France's richest and most important colony, was riven by a massive slave revolt, caused partly by the divisions among the islands elite resulting from the French Revolution of 1789. The slaves, led eventually by Toussaint l'Ouverture and then, following his capture by the French in 1801, by Jean- Jacques Dessalines, held their own against French, Spanish, and British opponents, and ultimately achieved independence as Haiti in 1804. ${ }^{6}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_28 | At the end of the Napoleonic Wars (1803-1815), France retrieved most of its former colonies from the British including Guadeloupe and Martinique in the Caribbean, Guyane, several trading posts in Senegal, Réunion in the Indian Ocean, and France's small colonies in India whilst the British (re-named 'United Kingdom and Ireland' in 1801) annexed the Caribbean islands of Saint Lucia, and Tobago; and the Indian Ocean islands of the Seychelles and Mauritius. Meanwhile, the evolution of France's extensive colonial presence in Africa was chronicled in the Oxford Bibliographies:
The French presence in Africa dates to the 17th century, but the main period of colonial expansion came in the 19th century with the invasion of Ottoman Algiers in 1830, conquests in West and Equatorial Africa during the so-called scramble for Africa and the establishment of protectorates in Tunisia and Morocco in the decades be- | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_29 | fore the First World War. To these were added parts of German Togo and Cameroon, assigned to France as League of Nations mandates after the (First World)(W)ar. By 1930, French colonial Africa encompassed the vast confederations of French West Africa and French Equatorial Africa, the western Maghreb, the Indian Ocean islands of Madagascar, Réunion, and the Comoros, (including Mayotte) and Djibouti in the Horn of Africa. Within this African empire, territories in sub-Saharan Africa were treated primarily as colonies of exploitation, while a settler colonial model guided colonization efforts in the Maghreb, although only Algeria drew many European immigrants. ${ }^{7}$
Meanwhile, The French incursion in the Pacific was chronicled in a 2010 Dossier on French Polynesia prepared by the Union Pour La Démocratie political coalition of the period: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_30 | Meanwhile, The French incursion in the Pacific was chronicled in a 2010 Dossier on French Polynesia prepared by the Union Pour La Démocratie political coalition of the period:
By the 18th century, conquistadores, missionaries and other adventurers had arrived from the Netherlands, England, Spain and France in a rivalry for power typical of the period. French protectorate status was later declared unilaterally over the Windward and Leewards (known collectively as the Society Islands) in 1842, and by 1889 the remainder of the islands were consolidated under the control of France which subsequently renamed the entire area as Les Etablissements francais de l'Oceanie. This coincided with the overthrow of the sovereign Kingdom of Hawaii by U.S. - backed mercenaries the same year;
The progressive annexation by the French of the individual island groups between 1880 and 1888 occurred even as an 1880 treaty signed between specific chiefs of
[^0]
[^0]: 7. See French Colonial Rule, Ruth Ginio Jennifer Sessions, Oxford Bibliographies, 25th February 2016. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_31 | [^0]
[^0]: 7. See French Colonial Rule, Ruth Ginio Jennifer Sessions, Oxford Bibliographies, 25th February 2016.
the islands and French representatives was interpreted as an agreement of a bilateral nature, and one which was to have respected "Tahitian laws and customs." To the contrary, however, formal colonial governance through the exercise of unilateral power was systematically introduced and institutionalised, with French law and customs taking precedent over Tahitian norms. Of particular note was the authority of indigenous courts on land questions which had its powers progressively removed, and which "ceased to operate between 1932 and 1934 (when) French courts took over all powers related to the administration of land." ${ }^{8}$
A 2011 Aide Memoire on Re-inscription of Ma'ohi Nui/French Polynesian on the United Nations List of non self-governing territories provided an instructive summary with respect to Polynesia: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_32 | A 2011 Aide Memoire on Re-inscription of Ma'ohi Nui/French Polynesian on the United Nations List of non self-governing territories provided an instructive summary with respect to Polynesia:
In the 19th century, France seized a part of Polynesia in the Pacific which became known as the Etablissements francais de l' Oceanie (EFO) and later known as French Polynesia - during a time that the Spanish, Germans, British and French were carving up the region as colonies. The annexation of Polynesia followed the Franco-Tahitian war between 1844 and 1846, and the war in the Leeward Islands between 1888 and 1897. France proceeded to replace the traditional courts and imposed the Annexation Act of 1880. Accordingly, between 1880 and 1940, French law took precedent over local custom, and there were major changes in the land tenure system which saw the dispossession of many indigenous landowners. ${ }^{9}$
[^0] | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_33 | [^0]
[^0]: 8. See The right of the Ma'ohi people to self-determination, Dossier on French Polynesia prepared by the Union Pour La Démocratie. (August 2010). Also see Joint intervention of Pacific indigenous organizations, Sixth Session of the U.N. Permanent Forum on Indigenous Issues, New York (2007).
The 2013 Assessment of Ma'ohi Nui (French Polynesia) recounted that colonisation reflected the prevailing global conflict between imperial nations often ending with the transfer of colonial rule from one power to another particularly following the loss of colonial holdings by Spain after its defeat in the 1898 Spanish-American War, by Germany after World War I, and by Japan after World War II (Assessment, 2013). Consummate Pacific Analyst Nic Maclellan noted that "(t)he (initial) colonial era saw the integration of key sectors of the (Pacific) island economy into world markets and transport networks (with) (t)he exploitation of natural resources... (as) a central part of the relationship between the islands and their colonial powers... often locked into one major source of resource exploitation under the colonial administration." ${ }^{10}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_34 | A 2013 study on Decolonization of the Pacific region prepared for the UN Permanent Forum for Indigenous Issues (PFII) by Valmaine Toki provided important insight on colonial incursion in the particular version of the Doctrine of Discovery perpetuated in the Pacific and its impact on the indigenous peoples of the region. (Toki, 2013: 2). The study was commissioned following a panel discussion of the PFII at its eleventh session in 2012 entitled The Doctrine of Discovery: its enduring impact on indigenous peoples and the right to redress for past conquests.
Table 1.
NON-INDEPENDENT PACIFIC (2024)
| Non Self-Governing Territories (NSGTs) | Autonomous |
| :--: | :--: |
| American Samoa (US) | Cook Islands (NZ) |
| Guahan (Guam) (US) | Niue (NZ) |
| Kanaky (New Caledonia) (Fr.) | Northern Mariana Islands (US) |
| Ma'ohi Nui (French Polynesia) Fr.) | |
| Wallis and Futuna (Fr.) | |
| Pitcairn (UK) | |
Source: The Dependency Studies Project (2024).
9. See Aide Memoire on the Re-inscription of Ma'ohi Nui/French Polynesian the United Nations List of non self-governing territories, prepared for the United Nations General Assembly (2011). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_35 | 9. See Aide Memoire on the Re-inscription of Ma'ohi Nui/French Polynesian the United Nations List of non self-governing territories, prepared for the United Nations General Assembly (2011).
10. Maclellan, Nic. Colonial History, http://www.abc.net.au/ra/carvingout/issues/colonial.htm (accessed 15 October 2012).
The UN-PFII Report emphasised "the detrimental effects of colonization and the doctrine of discovery on indigenous peoples, together with the call by the Permanent Forum to States to repudiate such doctrines as the basis for denying the human rights of indigenous peoples." The study "highlight(ed) the impetus for the right to self-determination and decolonization among indigenous peoples of the Pacific..., (and) trace(d) the core connections between the doctrine of discovery and the colonization process" (Toki, 2013: 2). In its specific focus on the evolution of colonialism in the Pacific region, the Report recalled: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_36 | 
Source: TEARA-The Encyclopedia of New Zealand (2023)
https://teara.govt.nz/en/interactive/36846/colonial-control-in-the-pacific
During the 1800s, most Pacific island nations were subjected to a range of European commercial, religious and other interests. European States jostled with one another and the indigenous communities for advantages from which they hoped to benefit, including the continuing exploitation of natural resources. By the late 1800s, the foreign Powers had gained sovereign power over almost all the Pacific island nations, with some island nations locked into one major source of resource exploitation under colonial administration; | {
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],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_37 | Pacific island nations were continuously viewed through the same lens used by the drafters of the doctrine of discovery, thus justifying the subjugation of the indigenous peoples and the seizure of the islands' natural resources. Those approaches were rooted in the activities of colonizing countries, churches or corporations owing to a perspective that dehumanized the indigenous islanders. Even more alarming during that century was the competition among countries to seize Pacific island States for political, military and financial interests. That problem has lingered until the current day;
After more than a century of colonial rule, the imprint left on the politics, culture and economy of the Pacific has resulted in an uneasy mix of customary and colonial systems of government and administration. The colonial systems of government, education and religion have permeated and dominated the indigenous systems, with many indigenous languages relegated to the brink of extinction...; | {
"Header 1": "Map 3. <br> Colonial Control in the South Pacific (2001)",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 686
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_38 | Timing, size, remoteness and economic vulnerability, together with factors including the determination of some colonial Powers to remain, irrespective of the wishes of the indigenous peoples, provide a unique back-
drop to the independence and decolonization of the Pacific...The region offers important lessons to be learned if the aspirations of United Nations resolutions on decolonization are to be met. Many imperial Powers participated in the Pacific over the centuries, dividing the cultures of Melanesia, Micronesia and Polynesia according to aspirations of acquisition and assimilation (Toki, 2013: 6). | {
"Header 1": "Map 3. <br> Colonial Control in the South Pacific (2001)",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1682
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_39 | Many scholars conclude that the Second French colonial empire began around 1830 when France invaded Algeria. This coincided with the establishment of French control of Cochin-China (the southernmost part of modern Vietnam, including Saigon), and the provision of a protectorate status over Cambodia. This was succeeded by the Second French Republic in 1848 with a new French Constitution which contained reference to the act of unilateral annexation of French colonies, specifically in Article 109 which declared "the territory of Algeria and the colonies (as) French territory, and (which) shall be governed by special laws until a special law places (them) under the present Constitution." | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_40 | Following the Franco-Prussian War of 1870-1871 France acquired Tonkin and Annam (part of present-day Vietnam) in1883. Taken together, these colonies constituted French Indochina with the later addition of Laos in 1893 and Kwang-Chou-Wan in 1900. Further, in 1849, French concession in Shanghai was established, lasting through 1946. The Constitution of the subsequent Third Republic included in Article 2 of its Law of 24 February 1875 on the organization of the Senate specific provisions related to political representation, in particular that the territory of Belfort, the three departments of Algeria, the four colonies of Martinique, Guadeloupe,
Réunion and the French Indies would be represented in the French Senate by an elected senator (earlier discussed). | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 694
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_41 | Réunion and the French Indies would be represented in the French Senate by an elected senator (earlier discussed).
The French also provided a protectorate status over Tunisia in 1881, and by 1900 it had established control over a vast area of northern, western, and central Africa constituting modern-day Mauritania, Senegal, Guinea, Mali, Côte d'Ivoire, Benin, Niger, Chad, Central African Republic and the Republic of Congo, along with Djibouti (then-French Somaliland) in east Africa. Protectorate status was extended to Morocco in 1911 followed by international mandates to govern the former Turkish territories comprising presentday Syria and Lebanon, and the former German colonies of Togo and Cameroon. | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1347
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_42 | World War II saw the occupation of various parts of the French colonial empire by rival powers including Japan in Indochina, the British in Syria and Lebanon, the US and British in Morocco and Algeria, and Germany in Tunisia. These territories were restored to France in 1945 following the Second World War. On the other hand, resumed French colonialism was contested by independence movements in Indochina precipitating French withdrawal in 1954 and the independence of most of the remaining French colonies in Africa in 1960. However, the independence of many of the erstwhile French colonies in Africa came within a decidedly neo-colonial context as described in the 2023 African Human Rights Law Journal:
On the eve of independence (of French-occupied Africa), France secretly concluded cooperation agreements with the governments poised to ascend to independence and concluded others immediately after independence. Some of the secret agreements contained clauses that prioritised France to buy any natural resources of their choice in these Francophone states ( Ngambu, 2023: 1). | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 2061
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_43 | Such post-colonial/neo-colonial arrangements resulted in grossly unfavourable terms for the acquisition by France of the natural resources of the former French colonies - a situation which eventually precipitated the rejection of French-backed governments in the former French African colonies in the 21st century. Prior, the acceleration of the Algerian independence movement resulted in the French withdrawal and subsequent Algerian independence in 1962 following an armed liberation struggle against a brutal French occupation and colonialism which cost over 1.5 million Algerian deaths. Whilst reference is often made to a 'collapse' of the Second French Colonial Empire, it might be more à propos to refer to a 'retrenchment' of empire since varied colonial arrangements remained intact and progressed through to a decided dependency modernisation/legitimisation process which continues to present-day. | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 3151
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_44 | This was manifest in the retention of island territories in the Caribbean, Pacific and the Indian Ocean under varying forms of Dependency Governance (DG) after the end of the Third French Republic in 1946. This coincided with the creation of the first UN General Assembly List of Non Self-Governing Territories (NSGTs) and the initial inscription of the remaining French-administered colonies. The UN Charter signed in 1945 and the creation of the UN List of NSGTs in 1946 had followed on from the League of Nations mandate and the Atlantic Charter as the most substantive international instrument to date in elaboration of an emerging international process of self-determination that would provide the legal framework for the decolonisation of the territories which for the first time were placed under intensive international oversight. | {
"Header 1": "Second Colonial Empire",
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"start_index": 4061
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_45 | At that point France proceeded, through a unilateral act, to withdraw its colonies from the UN list only one year later in 1947 pointing to the enactment of the Constitution of the Fourth Republic in 1946 (discussed late in the present Analysis). The acceptance of this extraordinary act was reflective of the composition of the UN member States at the period of the UN's formation. Hence, there
was a large disproportionality of representation dominated by States which, themselves, were colonial powers and not keen on international oversight of the stewardship of the colonies they administered - especially under newly-adopted guidelines contained in the UN Charter. | {
"Header 1": "Second Colonial Empire",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 4902
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_46 | Constitution (1791)<br>Constitution of French First Republic (1793)<br>Constitution of Year III (Napoleon I) (1795)<br>French Monarchy (1804-14/15)<br>Constitution of French Second Republic (1848-1852)<br>Constitution of Second French Empire (Napolean III) (1852-1870)<br>Constitution of French Third Republic (1870-1940)<br>Constitution of French Fourth Republic (1946-1958)<br>Constitution of Fifth French Republic (1958-present)
Before examining the implications of the French unilateral delisting of the colonies under its administration in 1947, the present Analysis proceeds to explore the evolution of the international legal mandate on self-determination and its intended consequence of full and complete decolonisation for the French dependencies and other colonies similarly situated. This process should have been actively pursued with the aim of full and complete decolonisation. However, it was short-circuited through the French unilateral action. | {
"Header 1": "Table 2. <br> Key Periods of French Dependency Governance",
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_47 | The 2013 Assessment of Self-Governance of Ma'ohi Nui (French Polynesia) conducted by the global Dependency Studies Project (DSP) placed significant emphasis on "an instructive description of the prevailing international mandate for self-determination as included in specific international legal instruments" (Dependency Studies Project, 2013). In this connection, the 2013 Assessment utilised the applicable international standards of political equality as described in the 2012 book on The Non-Independent Territories of the Caribbean and Pacific: Continuity or Change? (Corbin, 2012): | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_48 | The international norms establishing minimum standards for a full measure of self-governance are derived primarily from international law and principles beginning with the United Nations (UN) Charter, coupled with subsequent international conventions and United Nations resolutions providing greater specificity. The Covenant of the League of Nations pursuant to Article 23 was the first international instrument to deal with the evolution of peoples under non self-governing arrangements, with its reference to securing "just treatment of the native inhabitants" of such territories. This realisation was later reflected in subsequent international instruments including the landmark 1960 Decolonisation Declaration regarded as the 'magna carta' of decolonisation followed by the 1969 "Vienna Convention on the Law of Treaties." ${ }^{11}$
[^0] | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 589
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_49 | [^0]
[^0]: 11. See, respectively, operative paragraph 2 of UN General Assembly Resolution 1514(XV) on the Implementation of the Declaration on the Granting of Independence to Colonial Countries and Peoples (Decolonisation Declaration), and Article 53 of the Vienna Convention on the Law of Treaties, Done at Vienna on 23 May 1969 and entering into force on 27 January 1980, United Nations, Treaty Series, vol. 1155, p. 331.
The international authority of the UN role was set forth in the 2012 book:
The United Nations at its creation in 1945 provided international legitimacy to the companion processes of self-determination and decolonisation through concrete references in its Charter. Accordingly, both Chapter I of the UN Charter on Purposes and Principles, and Chapter IX on International Economic and Social Co-operation, highlight the critical importance of equal rights and selfdetermination of peoples; | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 1432
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_50 | The Declaration on Non Self-Governing Territories contained in Chapter XI of the UN Charter gives definition to the principle of self-determination. Accordingly, the Charter affirms that those UN member states which administer territories which have not yet attained a full measure of self-government recognise, inter alia, the obligation to ensure the cultural integrity of the people concerned, and to foster their political, economic, social and educational advancement. The obligation includes the development of self-government through free political institutions...(as set forth in the UN Charter); | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
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"image_references": [],
"images_base64": [],
"start_index": 2353
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_51 | Chapters I, IX and XI of the United Nations Charter have been repeatedly cited as the basis for prescriptive remedy to address the persistent democratic deficits inherent in the remaining dependency governance arrangements. The Chairman of the United Nations Decolonisation Committee in 2005 elevated the global discussion on the issue in characterising decolonisation as the 'unfinished agenda' of the United Nations and emphasised the criticalness of bringing the remaining dependent territories in line with a full measure of self-governance consistent with international principles (Corbin, 2012).
Further relevant international instruments were also outlined in the 2012 text: | {
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"images_base64": [],
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_52 | Further relevant international instruments were also outlined in the 2012 text:
In addition to the UN Charter, other international instruments apply great weight to the international legal mandate of the promotion and subsequent realisation of full political equality as a fundamental human right. The most relevant of these instruments are the International Covenant on Civil and Political Rights (ICCPR) and the International Covenant on Economic and Social Rights (ICESR), both of which affirm the right of peoples to selfdetermination. Of particular note is Article 1 of both conventions recognising the responsibility of administering states to promote the realisation of the right to self-determination. Both conventions are generally accepted as preemptory norms of jus cogens. The Convention on the Elimination of Racial Discrimination (CERD) has similar provisions giving further weight to the international legal basis for the realisation of self-determination which is intended to culminate in a full measure of self-governance (Corbin, 2012). | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
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"image_references": [],
"images_base64": [],
"start_index": 3564
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_53 | Among additional related international instruments cited in the literature on self-determination include the Declaration on the Inadmissibility of Intervention in the Domestic Affairs of States and the Protection of Their Independence and Sovereignty; the Declaration on the Strengthening of International Security; the Declaration on Principles of International Law concerning Friendly Relations and Co-operation among States in accordance with the Charter of the United Nations and the Definition of Aggression; and the resolutions on permanent sovereignty of natural resources," among other United Nations Instruments. ${ }^{12}$ These international instruments
[^0]
[^0]: 12. See Hector Gross Espiell (1978) Report of the "U.N. Special Rapporteur with regard to the implementation of United Nations resolutions relating to the right of peoples under colonial and alien domination to self-determination," U.N. Economic and Social Council, Sub-Commission on Prevention of Discrimination and Protection of Minorities, U.N. Doc. E/CN.4/Sub.2/405 (Vol. 1) 20 June, p. 27. | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 4623
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_54 | "serve as the basis for the protection of the self-determination rights of peoples under international law, requiring the signatory states to adhere to the precepts contained in these multilateral agreements" (Dependency Studies Project, 2021: 20).
Further, the U.N. International Law Commission's Special Rapporteur on peremptory norms of general international law, Dire Tladi, in his fourth report in 2019 reinforced that "the right to selfdetermination is another norm previously identified by the (U.N. International Law) Commission as a...classical norm of jus cogens whose peremptory status is virtually universally accepted."13 In the report, the Special Rapporteur alluded to the 1995 International Court of Justice (ICJ) judgment in the East Timor Case which stated that "the right of peoples to self-determination, as it evolved from the (U.N.) Charter and from U.N. practice, has an erga omnes character, (and) is irreproachable."14 | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
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"image_references": [],
"images_base64": [],
"start_index": 5701
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_55 | The efficacy of the UN Charter of 1945 and the subsequent Decolonisation Declaration of 1960 was also reinforced by the 2019 International Court of Justice (ICJ) Advisory Opinion on the Legal Consequences of the Separation of the Chagos Archipelago from Mauritius in 1965 earlier referenced (International Court of Justice, 2019). The critical nature of implementation of UN General Assembly decolonisation resolutions was also elaborated in the UN-recognised 2012 Ma'ohi Nui Assessment. These instruments especially resonate with the UN-listed French dependencies as key to an eventual realisation of a genuine self-determination process, and have direct relevance to the French colonies which were prematurely delisted from UN jurisdiction long before the adoption of the UN Decolonisation Declaration. These Peripheral Dependencies (PDs) governed outside of UN oversight still maintain the inalienable right to collective self-determination. The relevance and criticalness of the
[^0]
[^0]: 13. See Dire Tladi, Fourth report on peremptory norms of general international law (jus cogens), Special Rapporteur, U.N. Doc. A/CN.4/727 of 31 January 2019, pp. 48-49.
14. id. | {
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"image_references": [],
"images_base64": [],
"start_index": 6649
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_56 | [^0]
[^0]: 13. See Dire Tladi, Fourth report on peremptory norms of general international law (jus cogens), Special Rapporteur, U.N. Doc. A/CN.4/727 of 31 January 2019, pp. 48-49.
14. id.
UN resolutions were highlighted in the 2013 Self-Governance Assessment on Ma'ohi Nui:
Resolutions adopted by the United Nations General Assembly since its first session in 1946 provide a lengthy and comprehensive legislative authority to carry out the mandate through prescriptive remedies in addressing the democratic deficits which characterise the dependency arrangements classified as non self-governing under the United Nations Charter;
Whilst many of the territories achieved full self-government pursuant to these UN resolutions - and were removed from non self-governing designation - others remain formally listed as such, while some (additional dependencies) have been relegated to the dependency periphery where adjustments to their arrangements may have rendered them below the threshold of full self-governance but outside international scrutiny as there is no standard UN process of re-evaluation save a resolution to this effect proposed by a UN member state before the world body; | {
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"images_base64": [],
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_57 | The prevailing understanding that full self-governance was to be achieved through independence, free association or integration continued to be endorsed by UN General Assembly resolutions which affirmed, inter alia, the right of the peoples of the dependent territories to self-determination in conformity with the legitimate political status options based on the principles clearly defined in (UN) General Assembly 1541 (XV);
Notwithstanding this recognised criteria, significant democratic deficits remain in place in the governance arrangements in the NSGTs and in the 'autonomous' (and 'integrated') countries as well despite the international
standards which had been long affirmed by the world community. Whilst these standards of political equality remain in force, there is little indication that self-governance indicators have been utilised in the "case-by-case" approach of international examination of each territory - at least in the few cases where the case-by-case examination has been applied. Yet, an objective determination of self-governance sufficiency could only be made if specific indicators of minimum standard are utilised (Dependency Studies Project, 2013). | {
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"image_references": [],
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"start_index": 8830
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_58 | Official UN analysis provided by Internation Law Professor Edward McWhinney emphasised, in particular, the "prophetic quality of resolution 1514 (XV) (the Decolonisation Declaration) in providing an inevitable legal linkage between self-determination and its goal of decolonisation, and a postulated new international lawbased right of freedom also in economic self-determination. ${ }^{15}$ Thus, the political evolution of the global colonies was influenced significantly by the 1960 adoption of the Decolonisation Declaration (United Nations, 1960a). | {
"Header 1": "INTERNATIONAL MANDATE FOR SELF-DETERMINATION",
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"image_references": [],
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_59 | The momentum generated by the broad international consensus in favour of decolonisation led to the progressive attainment of selfgovernment through independence for much of the respective subregions of Polynesia and Melanesia, with the Cook Islands and Niue achieving a genuine and internationally recognised form of autonomous free association with New Zealand. The Decolonisation Declaration also provided impetus for the independence of former African colonies, a number of which passed through a short-lived period of free association in advance of their attaining sovereignty. Whilst many territories in the Caribbean were similarly encouraged to move to independence, an equal number remain in either recognised or unrecognised colonial condition.
[^0]
[^0]: 15. See Edward McWhinney, "Declaration of the Granting of Independence to Colonial Countries and Peoples," UN Audiovisual Library of International Law, U.N. website, http:// legal.un. org/avl/ha/dicc/dicc.html . | {
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"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 10576
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_60 | The General Assembly in its second session in 1946 listed a total of 74 territories voluntarily inscribed by the administering Powers of Australia, Belgium, Denmark, France, Netherlands, New Zealand, the UK and the US. The French NSGTs formally listed included:
French Equatorial Africa, French Establishments in India, French Establishments in Oceania, French Guiana, French Somaliland, French West Africa, Guadeloupe and Dependencies, Indochina, Madagascar and Dependencies, Martinique, Morocco, New Caledonia and Dependencies, New Hebrides under Anglo-French Condominium, Réunion, Saint-Pierre et Miquelon, and Tunisia. ${ }^{16}$
In the communication from the Government of France in 1946 that transmitted information concerning conditions in the French Territories, France insisted that the information was being provided "without prejudice to (the colonies') future status." (UN Repertory, 1945-54: 13): | {
"Header 1": "Cessation Of Transmission Of Information On French Colonies",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 0
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_61 | It would be clear that such an enumeration is subordinate to any final definition of Non Self-Governing Territories. Nevertheless, the French Government holds itself under obligation to point out that in its opinion the determination of the Territories to which the definition will apply can only be a matter for the national competence
[^0]
[^0]: 16. UN General Assembly Resolution 66-1 (VIII) Information from Non-Self-Governing Territories transmitted under Article 73 e of the Charter, 14th December 1946. Comoros was included under Madagascar and its dependencies whist French Polynesia was included under French Establishments in Oceania.
of the State entrusted with the administration of the territories. Without prejudice to the definition which will be adopted, the French Government proposes to furnish this year all information in its possession on the...territories (under French administration); | {
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"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 916
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_62 | Immediate note should be taken of the fact that a law which will enter into operation on 1 January 1947 confers the status of a metropolitan department on Martinique and Dependencies, French Guiana and Réunion. Moreover, in regard to the other French territories the French Government points out that their juridical position within the French system is in the process of evolution and that it is not in the position at the present time to give a definition ne varietur. ${ }^{17}$
These maneuvers would set the stage for the unilateral act of France in 1947 to discontinue the transmission of information to the UN on the French-administered territories heretofore required under Article 73e of the UN Charter with the effect of unilaterally delisting the French territories from UN oversight. This development occurred only two years after the adoption of the UN Charter and only one year after the voluntary UN reinscription by France of the territories under its administration. This solitary act came well in advance of the development of the extensive mandate under international law for the attainment of self-determination and consequent decolonisation of the remaining colonies. | {
"Header 1": "Cessation Of Transmission Of Information On French Colonies",
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"image_references": [],
"images_base64": [],
"start_index": 1834
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_63 | The discussion on the minimum standards for what constituted FMSG was in the earliest stages at that point, and was not to be agreed, in full, until over a decade later under the 1960 Decolonisation Declaration and its associated principles of self-government reflected in UN Resolution 1541(XV) of 1960. Thus, the unilateral act
[^0]
[^0]: 17. Communication from G. Bidault, Ministry of Foreign Affairs of France to the United Nations Sec-retary-General, 17th October 1946 (United Nations Document A/74). | {
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"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 3026
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_64 | [^0]
[^0]: 17. Communication from G. Bidault, Ministry of Foreign Affairs of France to the United Nations Sec-retary-General, 17th October 1946 (United Nations Document A/74).
of France to dis-inscribe the colonies from UN review was clearly premature and based on a faulty notion that the change of nomenclature at the beginning of the Fourth French Republic - renaming colonies to read territories or departments - was somehow sufficient to dismiss the obligations of France as an administering Power under international law to advance the territories under its administration to the Full Measure of Self-Government (FMSG). The UN Charter was - and remains - the fundamental international legal instrument in this regard. Further, it is recognised that the subsequent role of the General Assembly in determining when a territory has achieved FMSG - rather than permitting an administering power to self-declare - would not be adopted until 1953. In this connection: | {
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"image_references": [],
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"start_index": 3358
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_65 | By decision of the (UN) General Assembly, an ad hoc committee examined the matter again in 1952. A second ad hoc committee was constituted for this purpose and met in 1953. Following these studies and the consequent reports, the General Assembly in 1953 adopted resolution 742(VIII), under which it set forth in considerable detail its conclusions as to the factors to be taken into account in determining the geographical scope of the application of Chapter XI of the Charter (UN Repertory, 1945-54).
Resolution 742(VIII) emphasised that "self-government can be achieved by association with another State or group of States if this is done freely and on the basis of absolute equality."18 The text of Resolution 742 (VIII) outlining the Factors which should be taken into account in deciding whether a Territory is or is not a Territory whose people have not yet attained a full measure of self-government is contained in the Annex to the present Analysis. A 2006 essay on the UN deliberations on the Criterion for the Cessation of Trans-
[^0] | {
"Header 1": "Cessation Of Transmission Of Information On French Colonies",
"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 4333
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_66 | [^0]
[^0]: 18. UN Resolution 742(VIII) Factors which should be taken into account in deciding whether a Territory is or is not a Territory whose people have not yet attained a full measure of self-government, 27th November 1953.
mission of Information under Article 73(e) is also contained in the Annex to the present Analysis for further elaboration. ${ }^{19}$
Accordingly, the 1947 unilateral withdrawal of the NSGTs by France from UN oversight was unacceptable, even from the perspective of the earliest definition of self-government of the time, as the maneuver took advantage of not only the lack of international consensus on what constituted the FMSG but it also singularly dis-inscribed the territories in the absence of an agreed UN procedure to delist a colony from UN jurisdiction. But as earlier noted the composition of the UN member States at this historical juncture reflected a critical mass of countries which were, themselves, administering powers and therefore favourable to such a unilateral move which could be followed as a precedent in future with respect to their own colonies. | {
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"start_index": 5377
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_67 | A certain historic 'colonial mentality' on the part of France should also be considered here with respect to the unilateral delisting. This has shaped the 'colonial discourse' from the very beginnings of the imperial project, and therefore helped fashion the ideas and actions of the various colonial actors (governors, economic overseers, missionaries et al) involved in the administration of the colonies in their various iterations over time. (Jackson, 2018: 10-12). In this connection, it is asserted that "throughout the entirety of the colonial project, ideas about race informed decisions made in the metropole and the colonies (varying) in their overtness especially in the wake of the constitution of 1946" (Jackson, 2018: 44).
It was almost forty years after the French unilateral delisting of its colonies before the UN would begin to revisit the territories which had been removed from their oversight, and to review the self-governance sufficiency of the colonies prematurely dis-in-
[^0]
[^0]: 19. See Annex for Criterion for the Cessation of Transmission of Information under Article 73(e), Overseas Territories Review, Vol. V No. 5; August 2006. | {
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"Header 2": null,
"image_references": [],
"images_base64": [],
"start_index": 6489
} | dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf |
dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_68 | [^0]
[^0]: 19. See Annex for Criterion for the Cessation of Transmission of Information under Article 73(e), Overseas Territories Review, Vol. V No. 5; August 2006.
scribed. In this regard, the French dependencies of Kanaky and Ma'ohi Nui were re-inscribed on the UN List of NSGTs in 1986 and 2013, respectively, whilst other French colonies remain in the 'dependency periphery.' These include Wallis and Futuna in the Pacific; Guadeloupe, Guyane, Martinique, Saint Martin and Saint Barthélemy in the Caribbean; and Mayotte and Réunion in Africa (Indian Ocean). As earlier noted, these Peripheral Dependencies (PDs) were amongst those French dependencies which had been prematurely de-listed from UN jurisdiction in 1947.
Meanwhile, Tokelau and American Samoa remain formally listed by the UN as NSGTs in their respective dependency arrangements with New Zealand (NZ) and the US, respectively. Tables 3 and 4 provide a categorisation of the dependency arrangements in the Caribbean and Pacific, respectively.
Table 3. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_69 | | Non Self-Governing (Semi)Autonomous | | Integrated |
| :-- | :-- | :-- |
| Anguilla | Aruba | Guadeloupe |
| Bermuda | Puerto Rico | Martinique |
| Br. Virgin Islands | Sint Maarten | Fr. Guiana |
| Cayman Islands | Curacao | Bonaire |
| Montserrat | St. Barts | Saba |
| Turks \& Caicos Is. | St. Martin | St. Eustatius |
| U.S. Virgin Islands | | San Andres |
Source: The Dependency Studies Project, St. Croix, Virgin Islands 2024. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_70 | | Non Self-Governing | Autonomous | Integrated |
| :--: | :--: | :--: |
| * Amer. Samoa (US) | Cook Islands (NZ) | Bougainville (PNG) |
| * Wallis \& Futuna (FR)* | Niue (NZ) | Hawaii (US) |
| * Guam (US) | [Micronesia (US)] | Rapa Nui/Easter Is. (Chile) |
| * N. Caledonia (FR.) | [Palau (US)] | Hong Kong (PRC) |
| * Tokelau (NZ) | [Marshall Is. (US)] | Macao (PRC) |
| * Pitcairn (UK) | | West Papua (Indonesia) |
| * Fr. Polynesia (FR.) | | Norfolk Is. (Aust.) |
| * N. Marianas (US) * | | Christmas Is. (Aust.) |
| | | Cocos / Keelings (Aust.) |
| (* not UN-listed) | | |
Source The Dependency Studies Project, St. Croix, Virgin Islands 2024 . | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_71 | | * N. Marianas (US) * | | Christmas Is. (Aust.) |
| | | Cocos / Keelings (Aust.) |
| (* not UN-listed) | | |
Source The Dependency Studies Project, St. Croix, Virgin Islands 2024 .
Despite extensive legal and scholarly analysis on the obligatory nature of the applicability of the Decolonisation Declaration to the prevailing dependency arrangements, most administering Powers express the view contemporarily that the Declaration and other decolonisation resolutions of the UN General Assembly are non-binding and therefore subject to voluntary implementation. In the case of France, there has been a consistent refusal to adhere to the international legal mandate of the UN Charter requiring that countries which administer NSGTs must advance them to the Full Measure of Self-Government (Article 73b) and must provide the UN with information relevant to the decolonisation process in the territories on an annual basis (Article 73e). The case of Ma'ohi Nui (French Polynesia) is illustrative whereby the international legal obligations of France have been summarily ignored (See Table 5). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_72 | Non-transmission by France of information on Ma'ohi Nui to the UN (2013 to 2023)
| Administering Power | Year | Transmission of Information |
| :--: | :--: | :--: |
| France | 2013 | No information transmitted |
| France | 2014 | No information transmitted |
| France | 2015 | No information transmitted |
| France | 2016 | No information transmitted |
| France | 2017 | No information transmitted |
| France | 2018 | No information transmitted |
| France | 2019 | No information transmitted |
| France | 2020 | No information transmitted |
| France | 2020 | No information transmitted |
| France | 2021 | No information transmitted |
| France | 2022 | No information transmitted |
| France | 2023 | No information transmitted |
| France | 2024 | No information transmitted |
| | | | | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_73 | | France | 2022 | No information transmitted |
| France | 2023 | No information transmitted |
| France | 2024 | No information transmitted |
| | | |
According to its resolution 67/265, the General Assembly recognizes that, "in the light of the provision of Chapter XI of the Charter of the UN General Assembly resolution 1514 (XV), French Polynesia remains a Non-Self-Governing Territory within the meaning of the Charter." (U.N. Doc. A/78/63, 11 January 2023). Information is transmitted to the UN by France with regard to Kanaky (New Caledonia). However, the promotion of political advancement to the full measure of self-government has been replaced by measures to promote colonial reform rather than decolonisation. No information is transmitted to the UN on any of the other French-administered territories which are not on the formal UN list of Non Self-Governing Territories).
Source: The Dependency Studies Project, St. Croix, Virgin Islands (2024). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_74 | Source: The Dependency Studies Project, St. Croix, Virgin Islands (2024).
Instead of reporting to the UN on measures being taken to advance the territories under their administration to the Full Measure of Self-Government (FMSG) as required under the UN Charter, France has followed an historical path of pursuing a decided colonial project which is inconsistent with the inalienable right of the people of the territories to external self-determination as recognised by customary international law. This right of self-determination is generally regarded as "a fundamental principle of human rights law...(and) an individual and collective right to freely determine... political status and (to) freely pursue...economic, social and cultural development. ${ }^{\prime 20}$ Accordingly, a genuine self-determination process
[^0]
[^0]: 20. Parker, Karen. "Understanding Self-determination: The Basics." In The Right to Self-Determination Non-Independent Territories of the Caribbean and Pacific: Collected Papers of the first international Conference on the Right to Self-determination and the United Nations Geneva 2000, edited by Y.N. Kly and D. Kly, 63. Atlanta: Clarity Press, 2001. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_75 | leading to full and complete decolonisation provides the most logical remedy to the democratic deficit of dependency governance.
To this point, models of 'imperfect decolonisation' have evolved characteristic of involuntary and manipulative annexation; and political amalgamation of states with different ethnicities, religions or cultures. Additional examples of 'imperfect decolonisation' can be seen in "the emergence of contemporary dependency models which have been left behind following the wave of independence in Africa, Asia/Pacific and the Caribbean; and which have developed significant momentum as a result of the adoption of the Decolonisation Declaration of 1960." (Dependency Studies Project, 2013: 31). The 2013 Ma'ohi Nui Assessment noted: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_76 | There exists the allure to see how best to delete territories from the (UN) list, for expediency, rather than examining prevailing territorial arrangements which were in the 'dependency periphery' with potential for U.N. relisting. Notwithstanding, the right to self-determination remained inalienable for the people of French Polynesia and other dependencies even as that right has not been exactly recognised in French or other cosmopole constitutional documents;
It is to be noted that some scholars and political actors have likened the self-determination process to that of 'secession' from the French Republic. ${ }^{21}$ This would presuppose, however, that this partial annexation/assimilation of the territory and the subsequent process of periodic and unilaterally imposed constitutional changes were initiated through a valid act of self-determination, undertaken with an informed consent of the people of the territory (Dependency Studies Project, 2013: 32).
[^0]
[^0]: 21. Moyrand, A. and Angelo, A.H. "International Law Perspectives on the Evolution in status of the French Territories, University of French Polynesia Journal (1999): 53 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_77 | [^0]
[^0]: 21. Moyrand, A. and Angelo, A.H. "International Law Perspectives on the Evolution in status of the French Territories, University of French Polynesia Journal (1999): 53
Such validity and informed consent in dependency governance is generally not the case. Accordingly, the present Analysis continues with the progression of French 'colonial constitutionalism ${ }^{22}$ as it evolved through the various periods of French dependency governance with an examination of the political and constitutional developments fostering over time the guise of intégration through a decided process of political, constitutional, cultural and psychological assimilation of the French dependencies. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_78 | Oblique reference was made to the colonies in the first French Constitution of 1791 in the context of their intentional exclusion as it was made clear in the miscellaneous provisions of the document that "(t)he French colonies and possessions in Asia, Africa, and America, although constituting part of the French dominion, are not included in the present Constitution" (French Constitution, 1791). There was no reference to the colonies in the subsequent French Constitution of 1793, but in the Constitution of the Year III (1795) the governance of the colonies was assigned to a 'Directory' comprised of "five members appointed by the Legislative Body, which for such purpose performs the functions of an electoral body, in the name of the nation" (French Constitution of the Year III, 1795):
Until peace has been made, all public functionaries in the French colonies, except in the departments of the Île de
[^0]
[^0]: 22. The term "colonial constitutionalism' is borrowed from the book entitled Colonial Constitutionalism: The Tyranny of United States Offshore Territorial Policy and Relations by W. Robert Stratham Jr., Lexington Books) 2001. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_79 | France and the Île de la Réunion, shall be appointed by the Directory. The Legislative Body may authorize the Directory to send to all French colonies, as occasion may require, one or more special agents appointed by it for a limited time. Such special agents shall perform the same duties as the Directory, and shall be subordinate thereto.
From 1804, the Code Napoléon entered into force with the re-institution of colonial slavery and the application of laws to all territories under Napoleon's control with Napoleon Bonaparte granted the title of Emperor by the French Senate. The same year a constitutional referendum established the First French Empire with the coronation of Napoleon I. This was followed in 1814 by the forced abdication of Napoleon and his subsequent exile to Elba, his escape in 1815, his ultimate defeat at the Battle of Waterloo the same year and his exile to Saint Helena. This was succeeded by the leadership of Louis XVIII as King of France until 1824, the July Revolution of 1830 with Louis-Philippe becoming King of France, and the French Revolution of 1848. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_80 | The consolidation of the French colonies was first constitutionally codified in the relevant provisions of the Constitution of the Second Republic in 1848 and included in various successive French constitutional documents of governance. Of particular note was the relevant Article pronouncing that "(s)lavery cannot exist upon any French territory" (Article 6). ${ }^{23}$ It is noted that:
[^0]
[^0]: 23. The Law of 4 February 1794 which abolished slavery was a decree of the French National Convention implemented in only Saint Domingue, Guadeloupe, and Guyana; but not in Martinique, Senegal, Réunion, Ile de France (Mauritius), and French India. Slavery was re-established by Napoleon throughout the French empire in 1802 with the exception of Saint-Domingue before the Haitian Revolution of 1804. Slavery was abolished permanently in the Second Republic by way of the Decree abolishing Slavery on 27 April 1848. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_81 | The French National Convention abolished slavery in 1794 in response to slave uprisings in France's Caribbean colonies and the French Revolution. This radical act made France the first imperial nation to universally outlaw slavery. Yet, just eight years later, France became the only state in the history of the Atlantic world to comprehensively re-establish slavery in its empire. While black citizens resisting the return of slavery established Haiti as the Caribbean's first postcolonial nation in 1804, colonists in Guadeloupe, Martinique, and French Guiana orchestrated the mass enslavement of free people of African descent who claimed French citizenship. The imperial authorities reinstated slavery and the slave trade and empowered colonial settlers to hold freed people as property until 1848. ${ }^{24}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_82 | The Constitution of the Second Republic proclaimed that "(t)he territory of Algeria and of the Colonies is declared to be French territory and shall be governed by their separate laws until a special law shall place them under the provisions of the present Constitution (Article 109)," and that "(t)he total number of representatives of the people shall be 750 , including the representatives from Algeria and the French colonies (Article 21)" (French Constitution, 1848). In elaboration, Smith observed:
Article 21 of the November 1848 Constitution guaranteed thirteen seats in the National Assembly for representatives from the empire - a visible, but not too visible, presence in a body of 750 seats. Representation of the colonies was not proportional to their populations and did not claim to be. Algeria receive three seats(;) Martinique, Guadeloupe and Reunion two seats each (;) Guyane and Senegal one seat each...;
[^0]
[^0]: 24. Enslavement and Empire in the French Caribbean, 1793-1851, https://ehs.org.uk/enslavement-and-empire-in-the-french-caribbean-1793-1851/ accessed 15th March 2024. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_83 | [^0]
[^0]: 24. Enslavement and Empire in the French Caribbean, 1793-1851, https://ehs.org.uk/enslavement-and-empire-in-the-french-caribbean-1793-1851/ accessed 15th March 2024.
Assimilating the empire in the Revolution of 1848 proved a complicated matter, as the empire continued to mean different things in different places. It seemed easy enough to declare the colonies 'national territory' but what about the people living there? Ever so fervent an abolitionist as (Victor) Schcelcher (elected as a representative from Martinique) believed different people should be governed differently under the law. (Accordingly) (i)n Senegal, full annexation applied only to...four communes; | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_84 | In Algeria, annexation meant something quite different with monumental consequences. The territory became 'France.' But those of non-European descent, that is, the vast majority of Algerians, remained colonized...(T)he départements of Algeria constituted as vast space with a large majority of inhabitants pointedly excluded from French citizenship as indigènes. The Second Republic would not survive long enough to live with the consequences of the bifurcation of ostensibly democratic rule... (Smith, 2023: 53). ${ }^{25}$
The right to vote was extended to adult men in 1848 but withdrawn a year later and would not be restored until 1870. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_85 | A French referendum in 1851 approved the new French Constitution of 1852 which was "made in virtue of the powers delegated by the French People to Louis Napoleon Bonaparte by the vote of
[^0]
[^0]: 25. France proceeded in 1848 to initiate a settler colonial stratagem to subsidise 12,000 new settlers to relocate to Algeria. The Constitution of 1848 was repealed three years later with the coup d'état of Louis Napoleon Bonaparte and the entry-into-force of the Constitution of 1852.
the 20th and 21st of December, 1851" (French Constitution of 1852). This development resulted in governance via the imperial regime of Napoleon III with the codification of the Constitution of the Second French Empire from 1852- 1870. This constitution made reference to the role of "(t)he French Senate (which) regulate(d) by a senatus-consultum the Constitution of the colonies and of Algeria" (Article 27) (French Constitution 1852). This was subsequently replaced by the Constitution of the Third French Republic and the related reference to representation of the colonies in France. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_86 | Provisions of the Constitution of the Third Republic provided for an elected Senator to represent the colonies in the French Senate (Article 2 of its Law of 24 February 1875). Hence, the colonies so represented included Belfort, the three departments of Algeria, and the four colonies of Martinique, Guadeloupe, Réunion and French Indies (French Constitution, 1875). As Smith recounted, "the colonies had representation in the (French) National Assembly though in small numbers (as) the colonies sent from seven to twenty representatives from [to] Paris between 1875 and 1931 with the number slowly increasing over that time" (Smith, 2023: 75).
The gross disproportionality of representation was revealing and contradictory to any notion of political equality. In this vein, "in 1931, some 606 deputies and 307 senators represented some 41.8 million French in the (legislature) whereas some 19 deputies and seven senators represented an estimated 64.7 million people in the (French) empire" (Binoche-Guedra, 1988: 529). Smith further explained such political inequality of the period, as well as the conditionality of the electoral franchise: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_87 | Indigenous peoples were held to be represented indirectly by deputies for whom they could not vote, as were all women and minors. Yet even this modest representation of the empire remained controversial through the whole life of the Third Republic. Adolphe Messimy, later minister for colonies and war minister, reminded his colleagues in 1907 that if they followed the principle of equal representation, the colonies would send some 700 deputies to Paris. He argued that such a hypothesis 'by its very absurdity' showed how colonial representation could upend French political life. (Smith, 2023: 75-76).
Meanwhile, from the turn of the twentieth century to 1940, the unilateral applicability of French laws to the colonies had been routinely enforced even as colonial institutions such as a General Council and an Administrative Council were created, but with limited power to effectively challenge the colonial system. The historical pattern of such application of laws by France is instructive: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_88 | A combination of different legal regulations-formal laws, decrees voted on or issued from Paris, executive orders, and local customs-were maintained in French colonies to serve the interests of the colonizer... Colonies were ruled, on the one hand, through decrees issued by two different ministries (the Ministry of the Interior and the Colonial Office) in Paris and, on the other hand, by executive orders that made the representative of the French government the main source of the law. Most of the executive and judicial power in French territories resided with the governor-general particularly in territories that were further away from France. While the French Empire was mainly under direct rule, protectorates were established. To maintain the appearance of autonomy, the French left indigenous sovereigns with symbolic legislative power and kept local legal institutions intact. ${ }^{26}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_89 | As earlier discussed, the political treatment of the colonies evolved from the earliest of French constitutional documents. The French explicit inclusion of references to the territories in successive constitutions contrasted with the British which had no written constitution but nevertheless imposed individual 'constitutional orders' on its colonies through to present day. Further, whilst the Netherlands presently includes similar references to its two dependency variants in the Netherlands Kingdom Charter and the Constitution of the constituent country of Holland, respectively, the Constitution of the US refers to the dependencies under its administration as "territory or other property belonging to the US" with organic acts or other laws, regulations and treaties of the cosmopole applied unilaterally. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_90 | For the French, the constitutional treatment of its various colonial variants became increasing complex, and was used strategically, over time, in purporting a model of democratic legitimacy of the differing dependency arrangements without a rebalancing of political power between the cosmopole and the dependency concerned. As to the level of political inequality, by 1945 some 120 million people lived in the French empire with 43 million in France and 77 million elsewhere (Smith, 144). In the run-up to the adoption of the Constitution of the Fourth Republic, concerns for the minoritisation of European French were raised along with the reality of vast economic, social and educational inequality between France and its colonies. As Smith surmised, "the Constitution of the Fourth Republic tried a confused mix of both a unitary republic and federalism" with the legal abolition of the empire and replacing it with a consensual union with intention to fulfil the touted mission civilisatries of the seventeenth century" (Smith, 2023: 145). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_91 | Following World War II, new measures were enacted with the passage of the 1946 Loi Lamine Gueye Law granting French citizenship to the natives of the colonies in Africa, the Caribbean and the
[^0]
[^0]: 26. See Law, Colonial Systems of French Empire https://www.encyclopedia.com/history/encyclopedias-almanacs-transcripts-and-maps/law-colonial-systems-french-empire accessed 15 March 2024.
Pacific with the conditionality that "specific laws will establish the conditions under which they will exercise their rights as citizen." ${ }^{27}$ The 1946 French Constitution in Article 80 incorporated verbatim the Loi Lamine Gueye Law. However, it was also noted by Smith that "the (1946) constitution created a differentiated citizenship (whereby) adults in (France) and the Les départements d'outre-mer remained full citizens of the (French) Republic (whilst) (o)thers became citizens of the French Union (Union Française)" (Smith, 2023: 146). | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_92 | These rights would only have "limited usage," just like the preamble to the 1946 French Constitution, which promised that "faithful to its traditional mission, France desires to guide the peoples under its responsibility towards the freedom to administer themselves and to manage their own affairs democratically; eschewing all systems of colonisation founded upon arbitrary rule..."28 | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_93 | The French National Assembly adopted Law No. 46-451 of 29th March 1946 as the first stage of formal and unilateral annexation of "the colonies of Guadeloupe, Martinique, Réunion and French Guiana as départements d'outre-mer," and in the process proclaimed that "(t)he laws and decrees currently in force in mainland France and which are not yet applied to these colonies will, before January 1, 1947, be the subject of decrees applying to these new departments. ${ }^{\prime 29}$ This was subsequently included in the adoption on 27 October 1946 of the forthcoming Constitution of the Fourth Republic which defined France (Article 1) as "a Republic, indivisible, secular, democratic, and social."
[^0]
[^0]: 27. See Law No. 46-940 of 7th May 1946 granting citizenship to the French colonies. 28. 8 Op. cit. | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_94 | [^0]
[^0]: 27. See Law No. 46-940 of 7th May 1946 granting citizenship to the French colonies. 28. 8 Op. cit.
The Preamble of the 1946 Constitution proclaimed that France "shall form with the peoples of her Overseas Territories a Union based upon equality of rights and privileges, without distinction as to race or religion." The Preamble, thus, set forth that the new Union Française (French Union) "shall be composed of nations and peoples who shall place in common or coordinate their resources and their efforts in order to develop their respective civilizations, further their well-being, and ensure their security" (French Constitution, 1946). The new language and the political structure were established in Articles 60 and 61 of the 1946 French Constitution in reference to the composition of the Union Française (French Union) reflective of a continued domination of the French State over the re-named colonies: | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_95 | The Union Française (French Union) shall be composed, on the one hand of the French Republic which comprises Metropolitan France and the Overseas Departments and Territories (DOMs/TOMs) and, on the other hand, of the Associated Territories and States. The position of the Associated States within the French Union shall, in the case of each individual State, depend upon the Act that defines its relationship to France (Articles 60-61).
Accordingly, the French Republic through the newly-created Union Française simultaneously annexed the départements d'outremer and territoires d'outre-mer as part of 'Metropolitan France' whilst also creating a perceived autonomous political space "within the Union Française" for territoires d'outre-mer (overseas territories) and états associés States (associated states) to engage with France métropolitaine (Metropolitan France) on a case-by-case basis. Unsurprising, the President of the French Republic was established as the President of the Union Française, and who would also serve as chair of a High Council which, itself, comprised a "delegation of the French
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[^0]: 29. See Law No. 46-451 of March 19, 1946, tending (translation) to classify Guadeloupe, Martinique, Réunion and French Guiana as French departments.
Government and of the representatives that each Associated State shall accredit to the President of the Union." The purpose of the High Council was to "assist the (French) Government in the general conduct of the affairs of the Union (since the President of the French Republic was also President of the French Union). (Articles 64-65).
An Assembly of the Union Française was also created in the 1946 French Constitution with a purely advisory role. The Assembly was "composed (of) half of members representing Metropolitan France and half of members representing the Overseas Departments and Territories and the Associated States" (no reference to Associated Territories). An organic law "would determine the mode of representation of the different sections of the population. ${ }^{\prime 30}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_97 | It is interesting to note at this juncture that the division for representation in the Assembly lumped the Overseas Departments and Territories together with the Associated States (Article 66). This seemed inconsistent with the composition of Metropolitan France under Article 60 which had included only the Overseas Departments and Territories. This inconsistency of representation was either inadvertent on the one hand, or reflective on the other hand of a tendancy to regard the Overseas Departments and Territories as subservient to Metropolitan France.
Hence, the Constitution of the Fourth Republic no longer referred to the existence of colonies. The Les Etablissements francais de l'Oceanie (French Establishments in Oceania) were deemed as overseas territories of France with the colonial ties maintained even as the word colony was replaced with a more politically correct term in this early approach to colonial modernisation and legitimisation - a strategy which would become routine in subsequent dependency governance iterations.
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[^0]: 30. Independances, A reference heritage site based on audiovisual archives providing a contemporary look at the decolonisation processes of the former French colonial empire. https:// fresques.ina.fr/independances/fiche-media/Indepe00120/la-loi-cadre-defferre-de-1956.html accessed 23 March 2024.
Political developments in the French dependencies mandated in the 1946 French constitution included the establishment of a representative Territorial Assembly in each overseas territory. However, the power of this new body was severely limited and was subject to the unilateral authority of the French administration operating through a French governor who appointed an advisory body. In this connection "(t)he members of the (A)ssembly (were) designated by a double college of voters in order to represent 'the various parts of the population' of the territories..., a departure from the principle of republican equality between all citizens. ${ }^{\prime 31}$ | {
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dokument-d5213286-58ab-48b7-b80e-cb9fd899a4a5.pdf_chunk_99 | Other fundamental rights such as freedom of assembly and expression, and collective bargaining remained incomplete. It was unsurprising, therefore, that the inevitable conflicts would emerge between the new political institutions and the French governor who had the final decision-making authority. The mood of the period was captured by Japanese law professor Masahiro Igarashi who observed in his seminal 2002 book Associated Statehood in International Law that "...the (French) Constitution (of 1946) was promulgated, totally ignoring the native deputies' resentment" (Igarashi, 2002). | {
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Subsets and Splits