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	<title>Geometrie d&#039;Interni &#187; Bootcamps de programación</title>
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		<title>¿Qué es Programación orientada a objetos, OOP?</title>
		<link>https://www.geometriedinterni.it/que-es-programacion-orientada-a-objetos-oop/</link>
		<comments>https://www.geometriedinterni.it/que-es-programacion-orientada-a-objetos-oop/#comments</comments>
		<pubDate>Fri, 13 May 2022 17:05:32 +0000</pubDate>
		<dc:creator><![CDATA[Salvatore Marciano]]></dc:creator>
				<category><![CDATA[Bootcamps de programación]]></category>

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		<description><![CDATA[A partir de esta clase base, podemos crear clases derivadas como «Perro», «Gato» o «Ave»,...]]></description>
				<content:encoded><![CDATA[<p>A partir de esta clase base, podemos crear clases derivadas como «Perro», «Gato» o «Ave», que heredarán los atributos y métodos de la clase «Animal». NET es un lenguaje de programación orientado a objetos desarrollada con el propósito de crear aplicaciones para la web. Más tarde sus desarrolladores le agregaron opciones para la programación genérica, que se sumaron a sus capacidades de lenguaje de programación estructurada y programación orientada a objetos. Es por ello que C++ es considerado como un lenguaje híbrido y multiparadigma. Con este material conocerás las características de la implementación de objetos en Java, a través de la definición de clases, atributos y métodos, para conocer los principios de la programación orientada a objetos. La encapsulación contiene toda la información importante de un objeto dentro del mismo y solo expone la información seleccionada al mundo exterior.</p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>Atentos: abren la inscripción para el &#8220;Argentina Programa 4.0&#8243; &#8211; ReconquistaSF.com.ar</h3>
<p>Atentos: abren la inscripción para el &#8220;Argentina Programa 4.0&#8243;.</p>
<p>Posted: Mon, 21 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vcmVjb25xdWlzdGFzZi5jb20uYXIvYXRlbnRvcy1hYnJlbi1sYS1pbnNjcmlwY2lvbi1wYXJhLWVsLWFyZ2VudGluYS1wcm9ncmFtYS00LTAv0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p>En el mundo de la programación existen diferentes paradigmas o maneras de resolver o construir los programas, uno de los más importantes es la Programación Orientada a Objetos (POO). En este ejemplo, la clase «Perro» hereda los atributos y métodos de la clase «Animal» utilizando la palabra clave «extends». En la POO, los objetos son instancias de una clase, que es una plantilla o molde que define las características y comportamiento común de un conjunto de objetos. Cada objeto puede tener sus propios datos y realizar acciones específicas definidas en su clase. En la actualidad es utilizado como el principal lenguaje de programación de Swift, el lenguaje para crear apps de Apple, y también para el sistema operativo Mac OS X, iOS y GNUstep.</p>
<h2>¿Cuál es la diferencia entre una clase y un objeto?</h2>
<p>Este fue desarrollado por Microsoft con el objetivo de completar su plataforma NET. Es decir que se requiere instalar una máquina virtual Java para poder correr las aplicaciones creadas <a href="https://www.elcontribuyente.mx/2023/11/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online/">curso de desarrollo web</a> con el lenguaje. Esta ventaja se da debido a que en la programación orientada a  objetos su código se encuentra relacionado a un objeto específico y sustituye el código lineal simple.</p>
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oAKKKKANDwz/AMjNpf8A1+w/+jFr6V/aD/5Gr4f/APYQuf8A0RXzV4Z/5GbS/wDr9h/9GLX0r+0J/wAjV8P/APsIXP8A6IqF/GgddP8A3eZSooor2TxhaKKSgAooooAKKWigBKWkpaACkpaSgAopaSgAopaSgBaKKSgApaSigAoopaAEpaSigBaSiloAKSlooASilooAKSlooASloooAKKKKAEopaKACkoooAWkpaKAEopaKAEpaSigBaKKKAEpaKKAEpaKSgAopaKAEopaKACiiigBKKKWgApKWigBKWiigApKWigBKKWigBKWkpaACiiigBKKWigApG6UtI3SgCX4E/wDJSfHn/bj/AOimr5++IH/I++If+wnc/wDo1q+gfgT/AMlJ8ef9uP8A6Kavn74g/wDI++If+wnc/wDo1q8aX8aR7Ev93gYdXtBvI7DUBcShioUjCjnmqNFU1c45wU4uL2Z2A8T2PeK4/wC+R/jR/wAJPYf887j/AL5H+NceOXC56mupHhaEjP2uQf8AARWbjGO55tbDYWjbnvqZPiLUodRuYpIFdQibTuHvWZXU/wDCKwf8/cn/AHyKqavoMVjYPcrcO7KRwR6mnGcdkbUcVh0lTgzBorS8L6cmseJtL0mSVokvbyK3aRRkqHcLkfnXvv8AwzlpH/Qyah/34SnKpGO56lOhOorxPnCivo//AIZz0j/oZNQ/78JXD/GT4VWPgPw7bapa6tdXjzXQgKSxqoAKMc8fSpVWLdkVLDVIq7R5RRXa/C3wXbeMH1Bbm+mtPsgjwY0Dbt27rn/druf+FJ6Z/wBB28/78rXmYrPcFhKro1ZWkvJ+p0UMrxNemqkFo/M8Ror27/hSem/9B28/78rR/wAKT03/AKDt5/35Wub/AFoy3+d/c/8AI2/sXGfy/ijxGjPOK6T4jeHIfC3iP+y7e6kuU8lJN7qAfmzxx9K9P8B/A3S/EfhHTNcl169gkvIBK0aRKQpOeBXs0sTTq0o1YvR7HC8NUVR07ao8Mor6P/4Zz0j/AKGTUP8AvwlVNY/Z90mx0m7vV8RXztBA8oUwoASqk4/Sq9tAbwlVdD57ooU5UH1FFanMaHhn/kZtL/6/Yf8A0YtfSv7Qf/I1fD//ALCFz/6Ir5q8M/8AIzaX/wBfsP8A6MWvpD9o43o8ReAv7O0+XULr7fc+XbROqtIfJ6Atx05/CpvarFs66SboTSK9LWVnx5/0TXWP/Au3/wDiqM+PP+ia6x/4F2//AMVXpfWKX8x5v1Wt/KzUorLz48/6JrrH/gXb/wDxVGfHn/RNdY/8C7f/AOKo+s0v5g+q1v5WalFZefHn/RNdY/8AAu3/APiqM+PP+ia6x/4F2/8A8VR9YpfzB9Vrfys1aSsvPjz/AKJrrH/gXb//ABVGfHn/AETXWP8AwLt//iqPrNL+YPqtb+VmpRWXnx5/0TXWP/Au3/8AiqM+PP8Aomusf+Bdv/8AFU/rNL+YPqtb+VmpRWXnx5/0TXWP/Au3/wDiqZpuszyavJour6Re6LqkcfnC1uwMyR5xvRlJDDPBx0pxrU5OyYpYepBXlGxsUUlLWpiJRRS0AJRS0UAJRS0lABS0lFABS0lFABS0UlAC0lFFABS0lFABRRRQAUtJRQAtJRS0AFFJS0AFFFFABSUtFABRSUUALRRRQAUUUUAJRS0UAJS0UlAC0UlLQAUUUlABRS0UAFJRRQAtJRS0AFJS0lAC0UUUAFJS0lAC0UlLQAlFLSUALRSUtACUN0oobpQBL8Cf+Sk+PP8Atx/9FNXz98QP+R98Q/8AYTuf/RrV9A/An/kpPjz/ALcf/RTV8/fED/kffEP/AGE7n/0a1eNL+NI9iX+7wMOiiirOUMHIIOCOlXBqmpDgX0//AH1VOilZMUoxlurl+K/1iXJjubtwO65P8qSeTV54zHMbyRD1VlOD+laPhXWrTS4Jo7hJSXcMNig9setbX/CXaZ/zzuf++B/jXh4rHY2lVcKeH5kutz6vL8iyevh41a2KUJPdWWhyFouo2d3Dd2sdzDPC4kikVGBRgcgjjrmui/4Tr4i/9DDrv/fx6u/8Jdpn/PO5/wC+B/jR/wAJdpn/ADzuf++B/jWH9p5g98L+P/APRWQ5Mtsevu/4JS/4Tr4i/wDQw67/AN/HqjrfiDxdrlqtrrOo6pfQI+9Y5izANjGenua2/wDhLtM/553P/fA/xo/4S7TP+edz/wB8D/Gj+08w/wCgX8f+ADyLJ3vmC+7/AIJzekX/AIg0gyHS57+z83HmeUGXdjOM/TJ/OtD/AISrxv8A9BjWP++nrU/4S7TP+edz/wB8D/Gj/hLtM/553P8A3wP8axni8XN80sGm/wCvIqOS5TFWjmNl6f8ABMv/AISrxv8A9BnWP++3o/4Srxv/ANBjWP8Avt61P+Eu0z/nnc/98D/Gj/hLtM/553P/AHwP8an6xif+gJfcv8iv7Hyv/oY/195yOr3mp6hdi51a4uJ7gqFDz53FR257Vtad4u8cWFhDaadresQWsSBYo4nbaq9gPaqHinUrfVLqGW3DqqJg7xjvW3pvijTrbT7e3kS4LxxqrYUYyB9a9OpisTTw0JU6F2949jx8NluAq42rSqYrlhHaX834kX/CdfEX/oYdd/7+PUdz448fPbul14h1kwupVxJI20gjBBzWj/wl2mf887n/AL4H+NZ3iPxDZahpj2sCTh2YHLKAOD9axoZhjZ1IxnhrJvV9vwOzF5RldKhOdPG80knZW3fbc5cdMUtIKK94+MNDwz/yM2l/9fsP/oxa+q/ioP8Ai53wz/7CV1/6TmvlTwz/AMjNpf8A1+w/+jFr6q+KzKnxL+GjuwVRqV1knoP9HNY1fiXzPQwnwP1R6Wo4H0pce9Qi7tsD9/F/32KPtdt/z3i/77Fch6NybFGKh+1W3/PeL/vsUfa7b/nvF/32KAuTYoxUP2u2/wCe8X/fYo+123/PeL/vsUBcmxRioftdt/z3i/77FH2u2/57xf8AfYoC5NijFQ/a7b/nvF/32KPtdt/z3i/77FAXJsV4v8blUfFLwYwADG1vwSOpG1K9i+122QPPi5/2xXj3xv5+J/gs/wDTtf8A/oMddGF/jRObGfwJEAooFFfQHzItFJRQAtFFJQAtFJRQAUtJRQAUtJRQAtFJS0AFFFJQAtFJS0AFFFFABRRRQAUUUUAFFFFACUtFJQAtFJRQAtFJRQAUtJRQAUtJRQAtFJRQAtFJRQAtFJRQAtFJS0AFFJS0AFFJRQAtFJRQAtFFJQAtFJRQAtJRRQAtJRRQAUtJRQAtJRRQAtIelFB6UAS/An/kpPjz/tx/9FNXz98QP+R98Q/9hO5/9GtX0D8Cf+Sk+PP+3H/0U1fP3xA/5H3xD/2E7n/0a1eNL+NI9iX+7wMOiiirOUUcsFzjJrfXwtcEZ+1w/wDfJrn+4I6itUeINTAA85cf9cxUyv0MK6rO3smvmW/+EVn/AOfyH/vk1W1PQZ7G0e5a4jdVIGAD3OKafEGqY4mX/v2Kgu9Y1C7gaCd1KMRnCAVKUjGnHF8y5mrf15FGij86XFWdwmKMUY+tGDQAUUc+9HNABRijn3pefegBAAKKXB96T86AD86MCjn3owaAFpKOfeimBoeGf+Rm0v8A6/Yf/Ri17n+2YStn4SZTgi8uMEdR+7FeGeGf+Rm0v/r9h/8ARi17v+2LbzXNv4Rgt4pJpXvLgKiKWJ/djsKxm0ppvzOygr0Z/I+exJJj77fnR5kn99vzp93a3VnKIru2mt5MZ2SxlDj1wahrRNNXRyO60Y/zJP77fnR5kn99vzplFOwrsf5kn99vzo8yT++3502koC7H+ZJ/fb86PMk/vt+dNpKLBdj/ADJP77fnR5kn99vzptJRYLs1fC0kn/CUaUN7f8fsPf8A6aLX0V8bv+Sn+Cv+va//APQY6+cvC3/I06T/ANfsP/oxa+jfjd/yU/wV/wBe1/8A+gx0ofxoHRH/AHeoQClpBRXsHkBS0lLQAUUUlAC0lFFABRRS0AFJRS0AJS0lFABRS0UAJS0UlAC0UlFAC0UlLQAUlFFAC0lLRQAUlLRQAUUUlAC0lFLQAUlLRQAUUUUAJS0lLQAUlLRQAUUUUAFJRS0AFFFFABRSUUALRRRQAlLRSUALRRRQAlLRRQAlLRRQAlLRRQAUlLRQAlDdKKD0oAl+BP8AyUnx5/24/wDopq+fviB/yPviH/sJ3P8A6NavoH4E/wDJSfHn/bj/AOimr5++IH/I++If+wnc/wDo1q8aX8aR7Ev93gYdFTW9rc3ALQQSSAHBKrnFS/2bqH/PlP8A98Gqujjc4p2bKlFW/wCzdQ/58p/++DVaRHjkMcilWU4II6UXGpRlsz134TyeBk8Ixr4gbRReefIT9q8vftzx1/Gut874Vf3/AAz/AOQq+c6K+dxPDyr1ZVPbSV3eyeh7NHNnSpqHs4ux9Ged8Kv7/hn/AMhUed8Kv7/hn/yFXznRWH+rC/5/z+80/tp/8+on0Z53wq/v+Gf/ACFR53wq/v8Ahn/yFXznRR/qwv8An/P7w/tp/wDPqJ9Ged8Kv7/hn/yFR53wq/v+Gf8AyFXznRR/qwv+f8/vD+2n/wA+on0Z53wq/v8Ahn/yFR53wq/v+Gf/ACFXznRR/qwv+f8AP7w/tp/8+on0Z53wq/v+Gf8AyFR53wq/v+Gf/IVfOdFH+rC/5/z+8P7af/PqJ9Ged8Kv7/hn/wAhUed8Kv7/AIZ/8hV850Uf6sL/AJ/z+8P7af8Az6ifRnnfCr+/4Z/8hV598Z38JPa6Z/wjR0ouJJPO+x7M4wuM7a80orqweQrC1o1fbSdujem1jHEZo61N0/ZpX7Gh4Z/5GbS/+v2H/wBGLX0X+0xq8ega34F1eaF5o7a+uWZEOCcw4/rXzp4Z/wCRm0v/AK/Yf/Ri17l+2d/x4+E/+vy4/wDRYr169KNX93LZpp/NGGGm4U5SW6seR/EnxNB4r8Qpqdvay2yCBYtkhBOQSc8fWuZoHSlqsPQhh6UaVPZaI5KtWVWbnLdiUUtJW5mFFLRQAlFLRQAlFLRQBo+Ff+Rp0n/r9h/9GLX0b8bv+SneCv8Ar2v/AP0GOvnLwt/yNGk/9fsP/oxa+jfjd/yU/wAFf9e1/wD+gx1Mf40Dph/u9QgFFApa9g8gSilpKACloooASlpKWgBKWkpaAEpaSloASiiigApaKSgApaSloAKKKKACiiigAooooAKKKKACkpaKACiikoAKWkpaAEoopaACkpaKACikpaACiikoAWiikoAWkoooAWkoooAKWikoAWkopaACikpaACikooAKKKWgApKWkoAKWikoAKKWkoAKG6UUN0oAl+BP/JSfHn/bj/6Kavn74gf8j74h/wCwnc/+jWr6B+BP/JSfHn/bj/6Kavn74g/8j74h/wCwnc/+jWrxpfxpHsS/3eBF4f1eLTYZUkhkkLsD8pA6CtP/AISm2/585vzFcrVjTbdbq+it2YqrtgkdqHBPVnlVsJQk3Umjov8AhKbb/nzm/MVzmoTi6v5rhVKiRtwB6iul/wCEWtf+fmb8hVTVtAgstPluUnkZkAwCBjqBUxcU9DDD1cLTl+73enU56jIra8DaPD4g8VWej3EskMU5YM8eNwwpPGfpXrP/AApTRcf8he//AO+U/wAK8/HZzhcDUVOs7Nq+x9Dhcur4qLlTWnqeGUZFdJ8R/Dtv4X8SnSrW4lnjECS75MZy2eOPpXU/DX4b6b4o8NDVLq/uoJDM8e2MKRhceorStmmHo4aOJm/cla2ncingatSs6MV7yPMsigV7n/wpTRf+gvf/APfKf4VwnxW8F2fg99OFndz3H2oSbvNAG3bt6Y/3q58Jn2DxdVUaUnzPyfqbYjKsTQpupNaLzOHooor2TzQooooAKKKKACiiloAKKSlpAX/DP/IzaX/1+w/+jFr6N/aV0B/FGu+A9BS5W2a8v7lBKy7guId3TPtXzl4Z/wCRm0v/AK/Yf/Ri17/+1ne6jp03gu90meaC9ivbgxSRffU+UBx+BNZVHaS+Z34ZXpyVr7Hl3xZ+G1x4Ah0+SXVo7/7aXACQlNu3HqTnrTPAPw5n8WaI2pJqsdoFmaLY0JboAc5yP71YviLWPGHiJYV1y61LUBASYvOUnZnGcce1Jo+r+L9HtTa6Zcajawli5SNSBk9T09q4sZOtOjbD1Yxn3dv+Ca0cOo1b1KUnHtZne/8ACkbv/oYYf/AY/wDxVH/Ckbv/AKGGH/wGP/xVcf8A8JZ8QP8AoKar+R/wo/4Sz4gf9BTVfyP+FeP7LN/+gmH4f5HdyYT/AKB5/j/mdFr3wiudJ0W81JtbilFrC0pQW5G7aM4zurmvhf4Ol8ceJX0aK/SyZbZ5/MePePlKjGAR/epl74l8cXVnNbXeoapJBIhWRWBwVI5B4rK8Narrej6g15oF3c2t35ZRntx820kZH6CvWy9YqFOX1mqpPo1bT8EcGJp0nViqdKUV2d7v0PZ/+GcL7/oabf8A8BD/APFUH9nC+/6Gm3/8BD/8VXnv/Ce/E7/oPaz+X/2NI3j74mgZOvazgcnj/wCtXV7X++vvRX1df8+pfcznPFmkPoHibUNFecXBs52hMgXaGx3x2rNqfUL271G+mvr6d57mdy8sjnLMx7mq9dSPLdr6Gl4V/wCRo0n/AK/Yf/Ri19G/G7/kp/gr/r2v/wD0GOvnLwt/yNOk/wDX7D/6MWvo343f8lP8Ff8AXtf/APoMdKP8aB0Q/wB3qEApaQUV7B5AtFFJQAUUtFACUtFFACUtFJQAUtJRQAUtFJQAtJS0lAC0UUUAFFFFABRRRQAUUlFAC0UUUAFFFJQAtFFFABRRRQAUUlLQAlLRSUAFLRRQAUUlFABS1HPPDBE0s8scUa8s7sFUfUmorG/sb5C9leW90o4JhkDgfkaAsWaKSigCDULy10+0ku72eO3t4hueSRsKo+tcifin4K8woNUkJBxn7PJj+VZHx9ldtI0axDssd1fAOAfvAD/69Yo0zTlQILC22jgDyhXXhMFPFOXK7WPMzPNqWXKHPFycr7O2x3EfxK8FP01uNf8AehkH/stXLLxz4SvJ0gg1+yMjnChn25PpyBXnDaRpTddOtT/2zFUNb0HSDpV04soonSJmV0XBBAz/AErpnk9eEXLmTt6nBR4owlSag4SV/RnvAOenI9RS1yPwgvLm9+H2mTXUhkkCvGGJ5Kq5A/QV11eUndXPo5LlbQUUlLTEJS0UlAC0UlFABS0UlAC0UlFABS0lLQAlB6UtI3SgCX4E/wDJSfHn/bj/AOimr5++IH/I++If+wnc/wDo1q+gfgUQPiT48+lif/ITV8+/EBl/4TzxAc9dTuD/AORWrxpfxpHsS/3eBiU6N3jcPG7I46MDgimbl9RRuX1FUcti2NR1EdL24/7+GmzXt7NGY5buZ0PVWckGq25fUUbl9RRZEqEVskT2V1dWVyl1Z3ElvOn3ZI2KsOOxFan/AAlnin/oYdT/APAl/wDGsTcvqKNy+orKdClUd5xT9UjaNScdItotahf3uo3H2m/u5rqbaF8yVyzYHQZNWdO17XNOtvs2n6ve2sGS2yKdlXJ74BrM3L6ijcvqKbpU5R5XFW7W0BVJp8yept/8JZ4p/wChi1T/AMCn/wAao6pquqaoYzqeoXN55eQnnyF9ueuM9Kpbl9RRuX1FKGHowfNGCT9EOVWpJWcmLRSbl9RRuX1FamYtFJuX1FG5fUUALRSbl9RRuX1FAC0Um5fUUbl9R+dAC0Um4eoo3L6j86ANHwz/AMjNpf8A1+w/+jFr339ra7FjJ4MumQusd7cEgdT+6FeA+GSD4m0s5H/H7D3/AOmi17n+2bzY+E8f8/dx/wCixWFaEaj5JbNNfgehgq06EXVhvFpr1TPLf+Eyg/6B8v8A32KP+Eyg/wCgfL/32K48AelGB6V5n+r2A/l/Fntf66Zx/wA/F/4Cv8jsP+Eyg/6B8v8A32KP+Eyg/wCgfL/32K4/A9KMCj/V7Afy/iw/10zj/n4v/AV/kdbN4uglheP7DKu5SM7xxxWJ4d1NNKu5JniaUNHsABx3B/pWbgUYHpXTSynC0qU6UY6S31Zw4jiPMMRXp4ipO8oXtoup2H/CZQf9A+X/AL7FMl8YQPGyfYZVyCM7xXJYHpRgelc64fwK15fxZ2vjPN2rOov/AAFf5ADnnpS0gor2T5Y0vCv/ACNGk/8AX7D/AOjFr6N+N3/JT/BX/Xtf/wDoMdfOXhX/AJGjSf8Ar9h/9GLX0b8bv+Sn+Cv+va//APQY6Uf40Doh/u9QgFLSDpS17B5AlLSUtABRRSUALRRSUAFLSUUALSUUUALRSUUAFFLSUALSUUtACUtFFACUUtFABSUtFACUUtFACUtFU9W1Gz0rT5r+/nWC2hGXc/yHqe2KASuW6K8wvPipMbgmw8P7oM8NcXPluw/3Qpx+JrV0P4laPfTJbanBLpU7HAMpDRE+m8dPxArmjjKE5csZq51TwOIhHnlB2O6paajBlDKQVIyCDkEUtdJyhS0lFABRRRQAtJS0UAJmuZ8a+NtH8Lx7LmQ3F6w/d2kPLsff+6PrWb8X/Ed/oOj2tvpTCO91CfyUlIz5YxyR78gVwmj6DBZTNd3cj3t+5y9xKdxz3xn+ddGFwlTFT5YaJbs4MwzKhl9NSqat7Jdf8kM1J/EHjO4W61+ZrLT1bMVhEdo+p/8Ar8/Sq/ly+C9Vttf0RXFsjbby33kh0PGTn/OcV0dNljjliaKVA6OpVlPcEV7ryeh7Fwive79bnx0eJsW8Sqsn7v8AKtrf5+Z6lpeo2mpaXBqNnMHtp4xIj+3v9OlYuteO/CmkEpd61bNKOscOZG/8dzXkUHhrUBA+nSa7dLpKyF47WNyAc+o6fzrT0/w9o9ljyrGN2H8Ug3n9a8qllWKqfElH1PpcRxHgKPwNz9Fb72/+CR/EPxdp3jDUdDt9Jtr0pa3W+SSSIKCCV6YJ9DWx3oQKi7UAUegGKK9zAYH6opJyvc+QzjNv7RlFqHKo+d/0QVR8QMV0O+I7QP8A+gmr1BAYFWAZTwQRkGu2ceaLj3PLo1FTqRm+jTNX4PeI9Ai8HafpT6taxXsYffDI+w5LseM4B69q9GBBAIIwRkV4ff8Ah3RrzJlsY0Y/xRDYf0qGwg8U+HG3+HdbklgBz9kuTuQ/QHj8sV8pVyrE0VouZeX+R+i4biLA4mVpNwb77fev1se16xqVppOnT6hfSrFbwJudj/Ie56CvJ3+IvjO/d9S0nS7JdNVj5cUoJkkUH69fp+tZet61r3ji7t9O1OyOm2NnhrmNGOJpPx/Qc45rajRIo0iiUIiDCqBgAVeBy54m8p3S/Fv/AIBlm+exwLjTo2lJ6vqkvl1f5HaeA/GumeKbcpGfsuoRj9/aSHDKe5HqM/iO9dTXhesaJ59ymo6ZO1jqUR3JNGSuSPXH866/wH8Qvtd2uh+J0FlqoIVJTgR3B/kD+hrmxWFqYWVp7dH/AFsd+XZlQzCHNS0kt49V6d1/TPRqKSiuc7xaKKKACkpaKAEpaKKAEobpRS0AYmlanrfgjxpqHiDTtFfW9P1WGJLy3gkCTxPGCFZd2AQQeRW0/wAUrd3Z3+EesuzHLMYrckn160tJXLUwdOcuZnZTx1SnFRQ3/haFr/0SDV/+/Vv/AI0f8LQtf+iQav8A9+rf/Gn0lR9Qpl/2jV7Ib/wtC1/6JBq//fq3/wAaP+FoWv8A0SDV/wDv1b/40+ko+oUw/tGr2Q3/AIWha/8ARINX/wC/Vv8A40f8LQtf+iQav/36t/8AGnUtH1CmH9o1eyGf8LQtf+iQav8A9+rf/Gj/AIWha/8ARINX/wC/Vv8A40+ko+oUw/tGr2Q3/haFr/0SDV/+/Vv/AI0f8LQtf+iQav8A9+rf/Gn0UfUKYf2jV7IZ/wALQtf+iQav/wB+rf8Axo/4WhangfCHVx/2yt//AIqn0h6UfUKY/wC0avZDLP4pWd5o0+s2vwj1aXT7dnWa4WK32oU4bPPY1i/8L/8AB3f4dXv/AHxB/jWv8Pf+Td/Ff/XfVP8A0N6+bRXAqcW2ux31K8oRi+6Pe/8Ahf8A4O/6J3e/9+4P8aP+F/8Ag7/ond7/AN+4P8a8Eop+ygY/W5+R73/wv/wd/wBE7vf+/cH+NW9L+Nnh7Vbr7Lpnwv1K7n2ltkcUBOB3618810Xw/wDEx8J68dUFl9szC0Xl+Zs6kHOcH0rDEwlClKVGN5dFfdmlHFc1RKo7Lroe7/8ACyB/0RrXP/AaD/Gj/hZA/wCiNa5/4DQf41xH/C8T/wBC2P8AwM/+wo/4Xkf+hbH/AIGf/YV4P1jOf+gZf+Bf/bHq82A/5+v7v+AdynxKKsGX4Oa6pByCLeEEH8688+M2qeNfiPqOneX4J1TTdO07e0aSrukkdgASccAYHSrX/C8j/wBC0P8AwM/+wo/4Xif+haH/AIGf/YU1ic5TusNH/wACX/yRMvqElZ1n93/APPP+EK8Xf9C9qH/fk0f8IV4u/wChe1D/AL8mvQ/+F4n/AKFsf+Bn/wBhR/wvE/8AQtD/AMDP/sKr67nn/QNH71/8kYfVss/5+v7v+Aeef8IV4u/6F7UP+/Jo/wCEJ8Xf9C9qH/fk16H/AMLxP/QtD/wM/wDsKP8AheJ/6Fof+Bn/ANhR9dzz/oGj96/+SD6tln/P1/d/wDzz/hCvF3/Qvah/35NH/CFeLv8AoXtQ/wC/Jr0P/heJ/wChaH/gZ/8AYUf8LxP/AELQ/wDAz/7Cj67nn/QNH71/8kH1bLP+fr+7/gHnn/CFeLv+he1D/vyaP+EJ8Xf9C9qH/fk16H/wvE/9C2P/AAM/+wo/4Xif+haH/gZ/9hR9dzz/AKBo/ev/AJIPq2Wf8/X93/APPP8AhCvF3/Qvah/35NU9W8O69pNsLnUtKurSEsEDyxkAsc8fpXp//C8T/wBC0P8AwM/+wrm/iH8ST4t0NNMOjiz2zrN5n2jfnAYYxtH96t8Ni83nVjGtQSj1d1p+JnWoYCNNunUbl0Vv+Acn4V/5GjSf+v2H/wBGLX0b8bv+Sn+Cv+va/wD/AEGOvnLwr/yNOk/9fsP/AKMWvo343f8AJT/BX/Xtf/8AoMde9H+NA4Yf7vUIBS0gpa9g8gKKKKACiikoAWiiigAooooASiiigAoopaAEpaKKAEpaKSgBaKKSgBaKKKACiikoAWikpaACvK/jbfSPqemaQGIiWNruRc8Mc7Vz9ME/jXqleTfHCDyNa0zUm4je3kgZuwKneP0J/KuPMOb6tPl3sd2W8v1qHNtc4dmCqSxAAGST0omjmjMEd1aSwrcwCeHzAP3kZOA2OoB7Zxmuyn+GepXfhvwteaXb3ck2qIBqgkfiIMQwk/2QFyMfSvUvE3gPwvdana3s3heTUZppEgmZLlkWKJUwGK7gCoCgYHrXyHJTho3d67dLfM+056k9UrLz8zz/AOCWoalI19pjFp9MtVUxSNn9y5JzGD3GOcdq9Nrl/hdDFD4KsfIiWNJDJJtUY27pGOPw6fhXT19rh4uFKKbufCYqanWlJK2otFJRWxgLRRSUALRSUUAcx8SvDA8UeHJLWM7LyBvOtX9HA6fQ9Py9K808L6m99aPBdIY761by7iNuDkcZI/D869g8S61YaBo82p6jKI4Yx07ueyj1JrxbSBeaz4ju/Fl1EtmLony7eMY3DplvXp17nmu/K51IYlKCunv6dzxuIKNCpgXKq7OPwvz7fP8ADc6CiiivrD81CisvWNd07Tfkll82c9IYvmbP9Kdpuk+O/EQElnYxaNZtyJbn7+Poef0rgxGZUKD5W7vstT2cDkWMxiU4xtHu9F/m/kjS6DJ4FRNdWynDXMKn0MgH9a0LX4RRz4k1vxJqF256rDhF/wDHs1pQ/CTwcgw1veSH1e4P9AK86WeS+zT+9/8AAPdp8Iwt79b7o/8ABOejngk/1c8T/wC64NS4/Wtq4+EXhCVcRx38B9UuP8Qayrv4U31oC+geJ7qJh0juV3L+Y/wohnj+3T+5iqcJRt+7rferfim/yIaKxtSHi/w0M69pH2u1HW6tPmAHqcf1C1c0rVLHU4vMs5w5HVDww+or1MNj6GI0g9ez3Pn8dk2LwS5qkbx7rVf8D5l6koorsPKAVzPxC8iSwgtUj8zUZZALZVGX6/8A6q3tSuksbCa7kVnWJSxCjJNXfg5oK6nO/jPU3jmnkYpaRKciEDIJPofQduvevHzfFRhT9itXL8F3/wAj6jhnL51a/wBZbtGH4vt/menaWk8enWyXLZnWFBIfVsDP61ZpKK+cPu2LRSUUALRSUtABRSUUALRRSUALRRSUALRSUUALRSUUALRSUUALRRSUALRSUUALSHoaWkPSgCL4e/8AJu/iv/r41T/0N6+bB0r6T+Hv/Ju/iv8A6+NU/wDQ3r5sHSvFj8UvU9nEfBD0OntfDNtNbRStczAugbAA7jNS/wDCK2n/AD9Tf98iuYFzcAYE8oA6AOasQJqk6b4ftci5xlSxoal3PGlRxC1dWxd8QaNDptqksU0jln24YCsWrstlq8nElveOBz8ysapyK0bsjqVZTggjoaqO2500LqNpS5mJS1sR+E/FEkayR+H9UdHAZWFs5BB79Kp6rpGraSY/7T0+6s/Nz5fnxFN2MZxn6iso4ijOXLGSb9UdLpVIq7i7FOkq/peiaxqsby6bpd5eRo21mhhZwDjOOO9XP+EQ8V/9C5qv/gK/+FEsTRg+WU0n6oFRqSV1F/cYlFWtT0zUtLmSHUrG4s5HXcqzRlCR0zzVatYyjNXi7ohxcXZiUUUtMQUlFFAC0UUUAJRS0lAGl4W/5GjSf+v2H/0YtfRvxu/5Kf4K/wCva/8A/QY6+cvCv/I0aT/1+w/+jFr6N+N3/JT/AAV/17X/AP6DHSj/ABoHTD/d6hAKWkFFeweQLSUtJQAUUUtABSUtFABRSUUALRSUtACUtFFABRRRQAUUUUAFFFFABRUc0scKGSWRI0HVmbAH4muR8R+No4LNm0K1kvz5yW5vNh+yROxwNz/xHPZc1nUqwpx5puyNaNCpWmoU1ds6q/vLSwt2ub25it4V6vK4UD8TXMz+PtH3FdPt9Q1PtutrYhP++n2g/hmuSvIrZJBqXiTUReXIORJcMAiH0jToPw5qa21X7QudP0vVL5OzQWjbfzbAr5erxFWqytgqLku9n+h9/h+CsNhoqWaYlU2/spq/3v8AyZ0B8cXxOU8J35XtuuYQfy3U+Lx7Cjf8TDQdWs17uI1mUf8AfDE/pWDJeX0Xzz+HdbhTuxtdwH/fJNQp4g0eRihv4YpB1SU+Ww+obBrknnmbUXepR09H/melT4T4dxK5aGKd/wDFH8rI6aD4keFp93k3F5IFOG2WMxwff5awPGHiLw94vsbTTLJJ7kfb7ffcSQtFDBukCnezAEBlLDj1rlvEeoWsepJc6LIkt08bxTNCcqxYbYwxHGdxGO/Wrfg61W3nu9PvFD6TqkrWCt6SxIoBz/tfNj3Fd6zqrUpNyha6+fn+Gq7nyWdZNQymPtIT53GVvJ9dPkndd0fSjS29uI43liiVvkjVmC5wPuiub+JHiW88MaHNe22l3F0phfFxGUKwScCPcrEEgseoz0968/8ADOnyeJmuT4qlGqPpT/2fbo4xGoVVPmcdZGBGW6jGK3YvCenLJCHutUuLaCQSx2k99JJArDodjHnHYHilh8llNRqOSaZVXiCnZxgn5Ms+E9NfSdEhs5Zmmly0srEAfO7FmAA4AyTgVr0n60tfUJJKyPlW3J3YlFFLTEFMmkjhheWV1SNFLMzHgAdSafXCfG3WG07wbJZQNi51JxbRqDyVP3v04/4FSbsrjiruxnXHxg0tbtxa6NqN1ZI203SAYPuAe31Irp9A8c+GNbQGz1WFJcZaKc+W49eD1/DNefaTZJp+mW9mgGI0Ab3Pf9ap6p4c0jUMtJarFIf+WkXyn/A168smrcilGSv2f+Z8zHinDe1cZwajfRp3081oN8Q6nJ488UPLuP8AYOnuVhTtM/Qt+P6D61sDAGAAAOgFV9MsoNOsY7O3XEaDqepPcmrBr18Bg1haVn8T3PmM5zOWYV+ZfAtIry7+rF4wSTgDvWDFPq3inUn0jwvH+7U4uL1uEjHsf8k9vWlmiv8AxXr48NaO5jhXm+uQOEXPI/8Ardzx617J4Z0PTvD2lRadpsIjiQcn+J27sx7mvLzHMpSk6VF2S3f6I+iyPIoQgsTiVdvVR/V/ojE8F+AdE8OKtx5f27UTy91OMtnvtHRf511wGBRS14qSWx9W5OTuwpKKKYhaSlpKAEZQwIPQ9fevP/GXw1sNQdtR8PsNJ1NfmBj4ikPuB0PuPxFeg0Umhp9DwrTtUvLbUm0PxBbmz1OM4BYYWX3Hb8uDW1Xb+PvCNj4r0swygQ3sQzbXIHzI3p7qe4ry7Qb29ivZ9A1pDFqdoSpz/wAtFHcHvxj6gg17+W5jKTVGs9ej7+T8z4vPcijTi8Thlp1XbzXl+XobRAIIIBBGCDWT4b1R/AfigFmf+wdRcLKuciB/734fqPpWtVXVrGLUtPls5h8si8H+6exrvzDCLE0rL4lt/XmePk2ZvAV7v4HpJeXf1R7IjK6hlIKkZBHcUteL+EPiS+g6ENC1PTr6/wBSsnMUQiAIZB0yc54+h4xU8/jzx5fN5mn6JY2EQ52z/MzfmR/Kvk6cZ1HaMW35I/SatWlSXNOaSe12lc9horlPht4s/wCEp02dri3W1v7STy7mJTxnsR7HB/KusqU7ltWYlLRSUxC0UUUAFJS0UAFFFFABSUtFABRRSE4oAKK8s+IPxWXR9Sl0rRLaK6nhYrNNKTsVh1AA6471yVv8ZPE6OTNbadOD28tlx+TVk60U7G8cPOSufQFLXmPg34uaZqt1HZava/2dPKQqSB90RY9iTyv616aCD0q4yUtUZThKDsxaSilqiRKD0NFB6GgCL4e/8m7+K/8Ar41T/wBDevmwdK+k/h7/AMm7+K/+vjVP/Q3r5sHSvFj8UvU9nEfBD0CtjRdcGnWhtzbmTLlsh8Vj0VbV9zhqUo1Y8s1dHTf8JWv/AD5N/wB/B/hXOX032m7ln27fMYtj0zTKKSilsRSw9Ok7wVj17T/jPDa2NvbHQHbyYlj3fagM4AH92uS+JvjdPGP2DZpzWf2TzOsu/du2+w/u1x1FeXh8kwWHrKtThaS63fX5nq1cyxFan7OctPkd18NfiBH4Q0y6s30trwzzebuE2zHygY6H0rrP+F3Qf9C83/gX/wDY14zRU4jIcDiKrq1IXk99X/mVRzTE0YKEJaLyR1PxI8Wp4v1S2vUsjaCGHytpk355JznA9a5aiivRw+Hp4amqVNWitjjrVZVpuc92FFLSVsZBRRRTAKKKKBhRRS0hGj4W/wCRp0n/AK/Yf/Ri19G/G7/kp/gr/r2v/wD0GOvnLwt/yNOk/wDX7D/6MWvo343f8lP8Ff8AXtf/APoMdKH8aB0x/wB3qEApaQUteweQJS0UUAJRS0UAJRRRQAtFFJQAUUtJQAUUtJQAUUtJQAtJS0UAFFJS0AYPjXTZdS0uHybSG9a1uork2kxGy4VDzGc8cgnrxmq3iO51XxToP/COWHhz+wbElC0906FotrBgIoozgnIHJIFdPSY+tclbB0q81OavY7MPjq2Hg4U3a5z2heD9I0yRbl4jf32Obu6+eTP+znhB7AV0OOnFU9Y1Sw0i0N1qN5DawjgNI2Mn0A7n2FcfqXi7VNUVodBtGs7c8G9u0wxHrHGefxb8qVfE4bBU7zail/WiNsJgcbmta1KLnJ7v/N/5m94r8SWuiRiFE+16jMP9HtEPzN/tH+6o7muKttO855rzVvKvb65bfO7oCoPZVB6KOgqbT9OhtWkmLST3UxzNcStukkPufT2HAq4MCvgc5z6eOfs6WkF97P2Thfg+llUfbYi0qj+5eS/zOV8WSi3WCzs7WKNoMXxfIREWNueAOc9PxrpdM0NZvAMFjdObeZ0+0mbHzRSljIH+oJ/Sub+yS+IPHbWCAmytYIxeOOmN2/y/q2FH0zXRfEHVY4LaDQo51in1FhG7Z/1cROGPsT90e5opRlGnTgt37z/O/wDX6n5zxrjHmGawwWHeqlbpZPZfd+pnfCK+n0q7itb24eW21lpJYpH6+eGP/oaDP1Fes15fe6fHcaaLSJjCYwpgdesTL90j6YrpfC3i+0u4VstYnhsNVjG2SOZgiykfxxk4DA9cDkV9RkObxxcHTk7STdvTp9xpxZwzPKpwq0leDSTfaSVn9+6OroNZ19rui2MXmXmr2Nuvq86jP055rmbzxbLruo22h+GWmikuzIFvpYdqHahbZHu6s2MbiMDrzXu1a9Okrzdj5KhhqteVqcWzt8iiuEsbXxdoV3oFprmvR3eo3UzCTT41D7bfDFpJHwCSp2gEYHbmu8pUa8K0eaGwYjDzw8uSe4jZxxXjHj27/t74nx2asWtdGi59DKeT+u0f8Br2c/TNfP6zL4a8W61Za4HhmuLppY52U7ZFJJBz6c12YXkdeHtHZX/I83MHVWDquirytZW89H9yOloplvPDcxCW3lSVD/EjBh+lPr7RNNXR+USi4uz3CsnxXqT6dpZMALXU7eXAo6lj3Fa9UPBtiPEPxP8AMkXfZ6Km4g8gyk8frk/8BrgzPEuhQfLu9Ee1kGAWMxa517sdX8tl82eg/DPwxH4Y8OR27qGvbgCW7kxyzkfdz6Dp+frXUUe9LXyaVlY/SZPmdwooopiCkpaKAEpaKKAEopaKAErzn4zeHXn0+PxNpi7NR03DPtHMsWeR74zn6Zr0emTIssbRuoZWBVlPQgjBpPyGrbNaHjuk3seo6dDeRYCyLkj+6e4/CrNYem2reH/F2seGXJ8mOQz2uf8AnmeR+hH5GtyvscDiPrFCM3v19T8tzfBfUsXKktt16Pb/ACGqiKxZVUM33iByacKKK6zzrtlf4dXP9k/FS6sycQ6rbblHq6/N/wCyt+dexivBPFMzaZqeja/HkNZXS78d1zkj9D+de8wuksSyRkFHAZSDwQRmvjcZS9liJx87/efqWU4j6xgaU+qVn8tPysOpaKK5j0BKKKKAFpKKWgBKKWkoAKKKMigBao69cPaaLfXcZ+eG2kkX6hSRV6q2qW4vNOubQ9J4nj/76Uj+tJjW58glpJpGZsu7ZZj19yf1rQ07QtZ1HT59Q0/TLu7tbd1SWSGMuEYgkA49hXsX7LWhyrrGu6jdW6mOGMWQ3rzvLZYfkOfrXr/gLwpaeEdOvLOzk3pc3st1nbjaGPyp/wABAAr5zE5iqMnBK7Vj6vDZc60FNuydz5CTwz4hYxf8SW/Tztwi3wMm/apZsZxnAGa+mfBC3qeEtKTUNwuhaRiUN94HHf3xS+JhqT+OfD9vqk1vK8SX9zE0MZVdh8tEXknLBWOSK2MYFerl9R1aXtH1PFzOCpVfZLoLSUtFd55olBooPNAGT4E8WeGfC3hrWvBXjdrmyhuLy5ljm8mRo7mGYlvlZAcEZII9qzwn7OP/AD/3P/k1/hXTAAUVwywMXJtSep6Cx75UnFOxzWz9nH/n/uf/ACa/wo2fs4/8/wDc/wDk1/hXS/nRS+or+Zh9fX8iOa2fs4/8/wBc/wDk1/hRs/Zx/wCf+5/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wBc/wDk1/hRs/Zx/wCf+5/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wDc/wDk1/hRs/Zx/wCf65/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wBc/wDk1/hRs/Zx/wCf+5/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wDc/wDk1/hRs/Zx/wCf+5/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wDc/wDk1/hRs/Zx/wCf65/8mv8ACuloo+or+Zh9fX8iOa2fs4/8/wBc/wDk1/hRs/Zx/wCf65/8mv8ACulo/Gj6iv5mH19fyI5rZ+zj/wA/9z/5Nf4UbP2cf+f65/8AJr/Culoo+or+Zh9fX8iOfs5f2drS7huoNQuFlhdZEJ+1HDAgjt6irnijxLZeO/iHo+paBHPLpWj2twsl5JE0aSyS7QEQMATgLkmtSjFXTwcYTUr3sTUxrlBwUUrgOlLSUtdhwhSUtFABSUtJQAtFFFABRRRQAlFFFABS0lFAC0UUlAC0UUlAC0UVm+ItYsdD0mbUtQlEUEQ/Fj2Ue5NJuw0ruxoZ5xTq+f8ASfi1rcHiO4vb1Dc6fcN/x6AgeUO2w+vr617H4a8TWWsjyDHLZagihpLO4GJAPUf3h7is41oOXLfU2nh6kY81tO4zxxoR1vTE+zsiX9o/n2jsMgOP4T7MODXH6Ze/akeOWJre7hbZcW7/AHon9D7eh716eDmuJ+J+n2a2cerW5aHWjIkFo8WMzsxwEcdGUDJOegBxXi55lEMbT9onaUevl5n1HCfElTKK/smnKnN6pb37r/LqVF+7ms/Vb6SForSzi8/ULj5YIc/mzHso6k1Qg1DXJri60yLRml1G3fynkR8W+cAhiTyAQQcY71d8PWPiTTjLL/YttNqM/wDrry4vRjH91QqkhR6Cvg6WEjTletJel1r267H6ZnnENdYW2WUpTqS0vZpR73v1XY0bOG18I6IkCh77ULqQnan+svJz7en6AVs6P4VifS71dfSO8vdTA+1kdFUfdjQ9gvY+uTWP4NuILXXXbxOHi1+clIJZceQU7JAw4HuDhjXoIHFff5PgqcKft+ZSlLqtvRH4RUw1bDVZKunz31vuea3+la34eJV4ZtX0xfuXES7p4l9HQct/vLn6VnS6p4evk2XVzZOB1juMKQfTa3Ir1yqtzYWVy26eztpj6yRK38xXPi+GcNWn7Sm3B+Wx9pl3HeOw1JUa0VUiu+/39fmeSQz+F4JQthbWtxOTwlnb+a5PttBrd07w9r2s3tpdTrNoNvbSiWKQODdEgEcAZCcE9cn2r0K3t4bcbYIYol9EQL/Kpa1wnD2HoTVScnOS7nPmXGeMxlJ0KcI04PflWr+Zm6PodjpkstxF5093Njzrq4lMk0mOxY9vYYHtWnSUV7yioqyPkJScndi1R1fSdN1e3NvqdjBdxEdJUBx9D2q7Qae4jxH4q+EdM8KLY6h4fuLyznu7kQ+SJSUAwSSM8+nBJ61pKCFAJycc1a+Orb9T8KwH7rXbMR+KD+tVq93I1ZVPVHx3F8ryo97P8xs0giieRuiKWP4VqfAG0x4ZvdWkH72/u2YnvtXgfqWrn/ELmPQr516iB8flXd/B+ERfDnSAMfNGzn8XY1nncm6kI+TZvwlTSoVanVtL82dfRSUteMfVBRSUUALRRRQAUlLSUALRRSUAFLRSUAeS/GG3+w+OtA1dV2i5VreU+uDx+jD8qD+verv7QSbdC0m6/ii1FQPoVJP/AKDVJvvH6172RyfLUj5p/f8A8MfG8XU0p0andNfc/wDgiVnX+uaTY5FzfRBx/Ap3N+QrRqD4N6NpN/rPiGS+063upLe6XymmQNsBL9AeOw7V15ljKmFjHkS17nmZFldLMJzVVtKKT06nPXU9/wCMYho+g6VdSrM677mRMIgB656D86970u2FnpttaBtwghSPd67VAz+lTRRxxRhIo1RB0VQAKdXzVWtOtPnqO7PvsLhaOEpeyoqy376i0lLSVmbhS0UlABRRVTVtUsNJtDd6jdJbQhgu5u5PQDHJNDdgSvsW+1ZWt+IdJ0bYt9dqsr/6uCMGSV/oi5J/KsDxLr2vy6RHfaXps+naXNcxW51K5ULJiRgoaOI84yR8zY+hqlHN4e8O3BiRpLrVJeZNqm4upj6tjJH6AV5OMzWNFqFKPPJ9h14zoWUou71SNV/Eut3R/wCJb4ZkSPtJfXKw5/4ANzfnimHUfGjcrB4fT/ZLTN+oxUUd74jufmtPCs0aHo15dRxH/vkbjTbq68UWdvJc3fh21aGNS7mHUFyqjkn5lArzJYjOJ+8oWXy/VnPzYh7RX9fMkl8R+JdPiafUNG06eCMZd7a92ED6SAD9adZ+PrHULWOfTdH1q8J+8qWuAp/3yQp/AmsnS7eTxS8esarA8enDDWVjIRhh/wA9ZB0J9AeAOe9PXXdUuUkutF0eK50yBiqs8pSSfacExLjGB2zjPaso53ioJxdnJfJLy82JV5bNJtfJeh2nweWJfDupa6zx20OpX810YCQBbbTtIY9mO3c3YZrV0vx54T1TfHaa7axzfwLcZhLejDfgMPoea8sspf7Q1KDTbe+dPDevym4mhUYZ7hF+aFj1UNjLDuUI716Fdabp93brb3VjazwoMKkkKsoA9ARxW1DLfrqlXnKzb+71Pq6efKlSpxpx2Wt+5zvhx7/XfFF/rur3VteNYf6BZy2hcQPgAyyIpJ6kgE/7PFdbUdrbw2sCwW8McMSDCpGoVR+AqSvo6FJUaaguh4WIrSr1HOXUWkozziitTEKWkooAKKKWgApKKWgApKWkoAWikooAWkoooAWkpaSgApaKKAEpaSigBaKSigBaSlpKAFopKWgAopKKAClpKKAFpKWkoAWikpaAEooooAKKKKAClpKKAFpKKKAFpKKKAFrxr4s6J428S+KYtPt7BjpcZAt3V/3YyOXc9j7fl1r2SjHrzUyjzKxdOfI7o8ab4UPokNlq0cz6tNayiW5tVXYHQdk9SD2PUV1zQaP4n0+G7iYsUJ8qeJjHNA3cAjlT6iu3xxiua13wwZL19V0O5XT9Sb/WZXMNz7SKO/8AtDn618/nWTTxfLVw8uWcdv66M+nyHP4YLmo4mClTnvpqv80UrbUPFWkny5YYtetR92RWENyB6EH5W+uRTLaHUNW1tda1e2+ypApSys94Yx5+9IxHG89OM4FRp4hFlMtr4itW0i4JwHkO63k/3JOn4HBrZFxA1ubhZ4zEBneGG3H1r5DMM2zSNJ4XEq3nbV/PZ/I+5yzJcmlWWNwrvbVK+i+W6+Zg6/bXWm6g3iLTUWTbHsvbcsF86NeQwJ4DLz16jitDQtc0vW7YTafcrJwC0bcOn+8vUVRijbxjeCCDcNAhfNxOMj7YwP8Aq09UB+8e/Suj1zw3pGqlHntvJuIwBFc258uWPHTaw7ex4ruwfDNXGYRTrPll006ef6dbfh52P4uo4DGunQjzw+1r18v16N/jT1KxtNRtGtbyBJom6hh09wexHY1nadqt54ZnjstXne60h2CQXznL25PASU919H/OmXM2r+Gj/wATgnUdNzxqEaYkhH/TVB2/2xx6gVquLa/siG8q4t50wRwyup/mK4KNXHcP4i017r6dH6eZ6dehl3E2F5qb95deq9V2/pHRqwIyDkHkc5p1cX4YvJtD1OPw5fSs9nNn+zLhzzxyYGPqBkqe447V2lfpOExVPF0Y1qbumfkmNwVXBV5UKqs0JS0UldJyi0lLSUAB4qpqepafpsBl1C9t7SPGd00gTP50mu3Mtlot7eQpvkgt3kRcdSqkgfpXgmg6VBr8B1zWZ5b66nkYtuc4GDjH6VrQoTrz9nT38zmxeLpYOj7ate17ab3Nr4qeJ9E13XvD6aRefa2tLkmVlQhQCyYwT16GtKoLKys7Jdtpawwgf3EAqevpsuwUsLGSk7tnwGd5rDMZwcItKKtq9yj4gQyaHfIOpgf+Vd38HpfO+HOkFT92NkP4OwrkJUEkTxsOHUqfxFanwAu/+Kbv9Ikb97YXbDB7K3/1w1eZncWqsJd00e9wlUToVafZp/mj0mlpKWvHPqgpKWkoAKKWkoAWkoooAWikpaACikooA8y/aDcNoOkWo+9JqKke+Fb/AOKFUj1P1pvxgnF/470DSVORbK1zIPTPT/0D9aceDXvZHH3akvNL7v8Ahz43i6p79Gn1Sb+9/wDAEqz8ClL3viecD5WvFUH6b/8AGqxzgkcnHArH+Hniw+B47ux1zR7sR3NwZjdRkMBxjGOh6evelnl7Q001DhHl5ququ0rLvqz3MdKKxvD3ifQ/EEZfSdRhuGAy0ecSKPdTzWyOleCmnsfZtNaMKWikpiFopKKAFrJ8R6dc39tA9lNHDe2lzHdWzyAlN6HowHOCCQcetatLSlFSTi9mVCThJSW6Od16DxV4rsm03W5tP0vT2KtLHp5aWWUqQw/eOBs5A6An3rR0TRtN0e28jT7SOAHl3Ay8h9Wbqx+taFFY0MNSoK1NWNsRiquIlzVHcMADoK47xhOdZ1ePwxAx+yoq3GpsD1TPyRf8CIJPsPeul1zULfSdIutSuT+5t4zI2Opx2+pOB+Ncx4Ws7i2sHub4f8TC+kNzdn0dui/RRhR9K83Osb9Wocsfilov1OKtU9nC636F3Uo5G0u5itxtkMDrHjsdpAxVHwW8MnhTTGgwEFsi4HZlGGH13A1sVzF6JfC93PqcKmTRp38y7iXrbOesqjup6kepyK+JpLni6a33Xn5f5HnQ96Lj1KmvWDaP4hsNbidl0pb5Lm+jVc+U4Vl80D0O75vzr0u3ljmhjlhkWSN1DI6nIYdiDXPWlza39olxbTRXFvKvyuhDKwrLXw+LQt/Y+r6jpUbElobeRTED7IwIX8MV7uV5zHDQdKsvn/mdVLEpR5Z9Dt9w9a5PxL4llluhoPha4t7vWZElchGD+UqIWOB0LnGAM+56VUk8ORXQ/wCJrquq6knUx3F0RGfqqbQfxrOuBFd3Fppvgy3hS9sLpJluoUUW9ow4YMejEgkbRyc816azpYiXs8PFtvr2OvD16UqsU02uvoa+mDxbp2raEviHUInvdRST7Rp0UY2wRImRKWH8RfAPb5sDpXZ1k6No4s7yfUbu8m1HUrkBZrubG7aOiKBwqD0H61rV7GHjUjD947s6cVOlOpekrRCkpaK3OcKSiloAKKKSgBaSiigApaSigAooooAWkoooAKKWkoAKKKKACiiloASlpKWgBKKKWgBKKKKACiiigBaSlooASilpKAFpKWkoAWikpaAEpaSloASilooASlopKACiiigAooooAZPDHPGY5o0kjYYZXUEEe4rBbwT4UafzjoNkGznATCk+6jg/lXQ0UnFPdFKTjsxsMaQxLFEioiDCqowAPYU+kopkiOodSpAIPBBGQa4nVtMn8LTSalpMUk2jsd13YryYPWSIdcdyv4iu4pGGRjAPtXLjMHRxlJ0qqumdmBx9fA1lWouzX9anH6la2niDRdsU4McoElvcRHlGHKup9Qa1PBurzanprxXqhNSsn8i7Qf3x0Yf7LDDD61hahbHwpq4lhGNCvpMMvazmboR6Ix/I/Wm6pMuha/aeIQwS1mK2moc8bGPySfVW4+hNfH5W6uTY94Oq/cns/P8ArRn3ecqjn2WrH0VapD4l5df818zuxRXMa/488M6NIsM9+s8xPzR2v70qPU7eB+ea6DTb211GxhvbKZZreZd0br0Ir7lNN2PzlxaV2T0tJRTEJIqOjJIu5GBBHqPSvBvC8L6Vq2teHpetnckx+6k4z+QB/Gvej0rxz4jW39k/FOzvlAWHVbfY2Ohccf8AxH5104Kr7LEQl52+84M1w/1jA1afW118tfyLFFLg+lVzeWi3K2puYfPY4WMOCx/CvsXJLdn5dGnKXwq5Yqh4Ovh4e+J4WVtlnrMewnoPNzx+v/oVXjWT4p01tR03MBK3UDebAwOCGHb8a4Mzwzr0Hy7rVHsZBjlg8WnN+7LR/Pr8me4g5orlvhl4nTxP4dSaRlF/b4iu4+hDD+LHoev511NfJp3Vz9Jas7C0UlFMQUtJS0AFJS0UAFJRS0AFMmkjijaSRgiICzMegA6mnEgGvOfjP4ieCyj8L6Y+7UNRwsu08xxZ5z6Zx+WaT8hq272Rx2mXTa/4t1jxM4PlSSeTa5/55j/6wX8zW5VbSrKLTtOhs4R8sa4Jx1Pc/ic1Zr7HA4f6vQjB79fU/Lc3xv13FyqrbZei0QUEKwKsoYHqCMg0UDrXWect9DnZ7aPTfHHh+bRYhDezXQDJGMBkyAcj6Zr30cCvHvhfZ/238RL7WXG620uPyYfTzDx/LcfxFew18ViZRnXnKCsr/l/mfq+X06lPB0oVXeVtb+etvkLRSUtYnWJRRQxABJ4A70ANlkSJN8jqijqWOBTq+f8A4yeOf7dvRo+lzN/Z1s/7x1PE7joR7Dt69an8DfEvxDZQwwX6LqVjB8jFuJyPZuhx79c9azVROXKjaVFxhzN2PeaWsvw7r+la9ZC60y6SZR99Ojxn0ZTyDWkzKoLMcADJJrS9zJqxyXjRzqGt6XoA+aEE310OxRDhFP1c5/4DWlXkXivxLeal4xn1jSryS2SAfZ7V06Oik5JB4YMxJwa29I+IuxQmu2LLjrcWo3J9SvUfhmvls8y7F15qtBXjb5nDiYupK0Xe3Q9CrDit/wDhJvED2z86RpkgM47XFxjIQ+qrkEjueKrHx34VEPmrqyMcZCCGQsfw21Z+EWs6Zd+HY7CKULqMTySXMTja7Mzs2/B6g5HPauXI8vbrupVi1y7XXUeFotNyktUad/4QtHuXvdIvLjR7mQ7pDbYMUh/2ozlT9Rg1WOjeLwdg17SmX++2nPu/ISYrruKK+oq4DDVpc04Js65RjL4lc5RPBxuiDrutXuor3t0xBAfqqckexauksLS1sbZLWzt4reBBhY412qPwqxRW1KhToq1OKSGtFZCUUUVqAUUtFACUtJRQAtJRS0AFNd1RSzsFUDJJOABTq8z+P2pXVtodhplvI0Ud/OVmcHqq4+X8Sf0pSdlccVd2NvWfiT4P04mN9VFzIONlshk5+o4/WuYvPjFGz40vw5d3Cj+OWTZ+gB/nXn9vZWsAAjhTI7kZNT8V0xwk38UrHBPMqa+CN/VnrvgPx9p3imZ7IwSWGoxruNvKc7h3KnAzj0xXaV812F5/ZXi/RdVU7RHcqkhHdCQD+hNfSYOelc7i4ScX0O2E1UpxqJWuLRRRQMSqer6rp+kWTXmp3kNpAvBaRsfgPU+wq7XgnxV1Fte8fzWLuXsdNURhAflL4yx+uTj8KWraS3YNqMXKWyPUNN+Ifg7ULjyINbgR84HnK0YP0LACunjljlQSRusiNyrKcg/Q180zWFnKm1reP2IGD+lLp/8AaukP5mi6xd2bf3BIdh/DpWssPVj0uc0MbQno216/8A+mAcmlrh/hP4wuPE1hcWupIi6lYsqylBgSKc4bHY8EH8K7esk7nU1Z2FpKWimISloooAKKKKACikpaAEpaKKAEopaKAEopaSgAoopaACikooAWkpaKACiiigAooooAKKKKACiiigAoqtf3tpYQNcX1zDbQr1klcKv5muJ1T4o6Qtz9h0CyvNevTwsdsh2H8cEn8AaidSMFeTsXCnKbtFXO+oPHXiuBg0H4reLMG8ubbwrYP95E5nx+HP5lfpVPxh4E1r4f6KfFOgeJtRvmtGVry3uTlZUJAJwDjHPIOeOc8V4suI8vVeNBVLt6abX9dj0lk2KdN1HGyR6FqNnbahYzWV3EssE6FJEPcGvCviPYeINLubWw1q7N1pyKRZyLnY+M/f8AWTGOv4d69x0LUYdW0e01K3P7q5iWRfbI6fh0p2qabYara/ZdRtIbqDcH2SruGQcg16tXD06zUmtVszjoYqrQUoRbtLddzxT4deA7nxAseoX8f2LSSchFOHuPYY+6vv1PavcLK2t7K0itbWFIYIl2oiDAUVIiBFCqAFUYAAwAKWtYQUEZVKjm9QoyMZzxTLiVIIXmlYLHGpdiewAya808GeFbr4qtfeItd1e/tdLW4aGxtrZgowvfkEf1JBrjzHMaOX0fbVnob4PBVMXU5Ke56dmub8f+FLfxZpkdu87W11bv5ltOozsb3Hcf/WrJufh/8QvDJL+FfEqatag8Wd/wwHYAnI/IrVRfiNe6LcLaeNfDN/pEhO0ToheNj7f/AFi1Y4LOcFjl+6mm+2z+7c1xGW4nDO8ombB8LNau3C614sleEcbLZCCR7k4H86g8b/DWx0Xw3/avh1bk6hYOJnaSQs0qD73HQY68D1r0rQvEOja5Fv0rUba64yUR/mX6r1FabAMuCAQeoIr05e/q3d9zgilTXKopLslY8a0bUItT06K8h4Dj5l/ut3FW6y/FukyeBPE7XEKt/YGovxjpBJ6f4e30rTVldQyMGUjIIPUV9dl+MWJp6/Et/wDP5n5pnWWPAV/d+CWqf6eqMSeS+8K68PE2jrvibi+th0kXPJ/+v2PNeyeGtd0/xDpUWpadMJInGGU/eRu6sOxrzdgCCDyDwc1hx2+r+GdSbWPC7gb+biyP3JB6Af5I7V5mY5bKMnVoq6e6/VHv5HnsJwWGxLs1om/yf6M937UVyHgr4gaL4jVbZnFjqQ4e1nOCT/sn+L+ftXXivFTT2PrGmtGLSUtJTEFLRRQAUlDEKMkgAdc1594z+JdjYSNpnh9F1bU2+UeXzHH9T/EfYfnSuNK+pt/EDxdZeFdM818TXswxbWwPzO3qfRfevMNAsbyS7n13WZDLqd4dzbh/q17L7cYGOwwKTTdKu59RbW/EFwb3U5OcscrF7D6fpW5X0GW5c4P21Za9F28/U+Lz7PY1IvDYZ+71ffyXl+YlVNYv4dM06W8m5CDhc4LHsKtsQqlmIAAySTwBWV4U0l/HfigTSIw0DTXyxPAnfsv44/AfWu3MMYsNT0+J7f5/I8jJcrePr2l8C1k/09WVtP8AFmlXDCK5MllNjlZxgfn/AI1c17U4rLRJryOVGJQiIq2dzHgY/n+Fes654d0TWofK1PTLa5AGFZowGUezDkfnXL2Hwn8JWmord+VdTqjBkgml3Rg+/GT+JrxVm+I5HGSTb67H1UuGcH7WNSEmknqt7+V9P1Lnwg0U6N4ItBKuLi7/ANJmJ6kt93P0XH612FCgAAAAAdAKWvMSsrH0Mnd3CkpaKYgrE8baVf614butN06/+wzzLt83Gcr3U45APTIrapaTV1Yadnc8s8F/CLT7FTceJGj1CfPywxswiX69Cx/Sud8a+C7jwvI9zZxtPo7sW3gZa3yejj06Yb8690prxrIjI6hlYEEEZBB7GlGKhrEdSTqq0z5stJp7S6S9sLma1uF+7NA+Dj+RHsa3NT8aeKNR0l9Lur2DyZF2yyxQ7JXXuuQcDPcgCuw8WfDKKR5Lvw3Klo5+ZrST/Usf9k9U/UV53qmm6rpLlNU0u6tgv/LQxloz9GXIrVOEvi0ZyuNanpB3RVUBVAAAAGABSppuparHP/Z9jPdQW21rowrkqD0GO5+narvh7R9T8RXS2+lQMUz+8uXQiKIepPc+wr3TwtoVn4e0aLTrIMQvzSSN96Rz1Y+/8qdSd9IioUWnzTPnuORHyFPK8FTwR7EdqkieaC5iuraeS3uYTuimjOGU/wCHt3r3Dxb4N0bxAplli+zXuPluoQFf/gXZh7GvH/Emh6n4cvVtdTjBRziC6Qfu5f8ABvY041E9JImdCUHz02ep/DnxoniCI2F/sh1WFcuo4WZf76/1Hauyr5qhluLa5hu7SZoLqBt8Mi9Vb/DsRXu/gbxHB4l0RLtVWK6jPl3UOf8AVv7ex6j2rOUeR2N6VRVI36m/RSUUjQKWkooAWkooY4oAKKwde8Y+G9DuPs2p6rBDOMZjGXYfUKCR+NX9E1nTNatftWlXsF3CDgmNs4PoR1B+tLmV7DcWlcv0UUUxC1558fbA3PglbxR89jdJLkDnB+U/qwr0Ksjxnp/9qeFtS0/aCZrZwv8AvAZX9QKmSumVB2kmeBwOJIUkHIZQc0+qOhSmXTY89Vyp/Cr1erTlzwUu585Xp+zqSh2ZR1yMvp0hHVCGFfRHg/UBqfhfTdQ3D9/bIx5/ixg/qDXgU6CSF4z/ABKRSWF54osbCKwtfEl5bWsQISKFyoUE57EetcuIpTc+aKvoelgcRTjScKkrWZ9KZHqKCR6ivm03fiRjk+KtVz/18P8A/FU+PUfFUJzD4s1QH/amc/zNY+yq/wAv4o6vrOH/AJ/wZ9C6vfRadpV3qEp/d20Lyt7hQT/SvmvSXluRcahOczXUzSufXJz/AI1f1HWvGV9pc+m3WutdW067ZFkUZIznGcZqOCMRQJEvRFxWmHpS9pzSVrHPjcRT9jyQle7/ACH0EjvRVTV5vI0+V84JG0fU13Tkoxcn0PJpQdSaiup6B+z7ZSSPretHISaRYIvfbkk/qteuVzPww0n+xvBGm2jJtlaITS/77/Mf5gfhXS15Eb21PpZ2vZdBaKSlqiQopKWgAopKKAFopKKAFopKKAFopKKAFpKKWgBKKKKAFopKKAFopKKAFpKKKAFpKKKAClopKAFpkjBULHOBzxTqD0xQB5l8NfCdp8S7vUfFHiq5uLmKK7aC2skkKpGowecc9CBxjNe16HoWkaHbC20jTrWxixgrDGFz9T1P415P8LZv+EX+Lut+FXOyz1VfttmD039SB+BYf8Ar2oGvxziupio4+dOrJ8u6XS3p6n6LksKLw0ZwWvUKq6xYwanpV1p1yu6G6haGQf7LDB/nVqkYZFfMRk4tNHrtXVmeA/C7XLTw3aar4X8Q6hb2c2kXjpGZ5Am5CSeM9ecn/gVdDdfEnwXbkg60kpH/ADyid/1AxXXaz8NvB+sa/NreqaOt1dzhfMLyuEOABnaCB2q/ZeCPCFmALfw1pSY6f6Kp/mK/SY8c0YUor2bcrK+yVz5GXDUpzb5rI81PxY8FK3/H/cn3+yv/AIVJB8U/BMrf8hOWP/ftpB/IV6smhaKowNG04D2tU/wqG68MeHLkET6Bpcmf71on+FSuPY31o/j/AMAb4X7VDxr4k+OdGvfBtzZaDqUN5eXzLbLHGTvAY/McHnpkfjXr/gDRE8O+ENM0ZQM29uok95D8zn/vomqH/CuvBQ1GDUI/DdlFcW8iyxPECmGByDgEA8+oNdZgCvA4i4hjmsYQpxaS1d+56eU5V9RcnJ3bCoby2gu4HguYYpoXGHjkQMrD3B4qag9DXy6bTuj2mk9zxX4zeAtA0Hw9P4v8PR/2NqdjIki/Z3Ko5LAY29jznjHSuq8OXkmoaDp9/Ku2W5to5XXGMFlBNc7+0Bdvq+r+HfAtsxzfXAuLoA9I1OAf0c/gK6PVoJU0C6t9OXbMtq6QAdjsIXH6V+wcIvEPL1OtJu7dr9j4HP8A2SxPLTVrbnl3xT19/Eurf8IhpDhrWFw9/cAZG4fwg+x/X6UWltFaWsVtAu2ONdqj2rn/AIfyWqadLaZ2agsjG4R+Hzn/AD+tdKa/T8ow8IUva3u5fh5H5HxLjqtXEvDtWjDZd/P59PIKKKO/Xn0r1j5pGXrOhadqvzzxFJh0lj4cfj3pdN1Tx34dASx1CPV7NOFiuhlgPQHOf1P0rTo6VwYnLaGIfM1Z91oexgc9xmDShGV49nqv818i1Z/FsQAJrfhnULR+7RfMv6gfzNaMXxc8HOMvPexH0a2J/lWIc4x29Kja3t2+/BE31QGvOlkcvs1PvX/BPdp8XQt79H7pf5o3p/i94RjX9y1/cH0S3x/Misu7+Kmo3Y2aD4VuHzwst0xCj3wB/wCzVWjhhj+5DGv+6gFPpwyN/bqfchVOLlb93R+93/JIxdTHi3xKSviDWDb2jHm1tRtUj0OP65q9pWl2OmRGOzgWPPVjyzfU1cor08NgKGH1gte73Pn8dnOLxvu1Je72Wi/r1Ciiiuw8s53WftOs+JrHwu1wun212wDXDfx/7I/LGO5Ir2/QtJsdF0uHTtOhEVvCuFHc+5PcnrXjvifSv7U0/ERKXUR3wODghvTNeifC3xNJ4l8NrLdArf2r+RdDHVhj5vx/mDXyeZ0pwxLlN3T2/wAj9J4exFGrglCmrOPxLu+/zOtooorgPaCiiigAooooAKKKKACiiigApKWigBMe1FLRQAlVNX06z1bTpbC/gSa3lGGVv5j0I9auUUAeA+MvDd34X1IQSF57CZiLW5bqf9hv9ofrTPB2vP4a8QR6gWP2SXEV4vYpnhvqvX6E17jr+k2WtaVPp1/FvhlGDjqp7MD2IrwHWtLutF1a40nUMNJDysh6TRno4+vf3qou65WYTjyS9pH5o+jI3WRFdGDKwypByCOxp1eReBPiNpuleGP7O1R7ie4s2MdsIYixlj6r83QYyRyewrofAvj+TxJrkumy6RJbYQyI6PvCgdn4+UntWSmr26nX7KVr20O8opPrS1ZmJmvN/id8QRpbvoegMs+qv8skg5W24/8AQvbtXZeMruew8Kape2v+vgtJHjI7MFOD+FfO2hxr9jFwTvllJZ3PJJzThB1J8qIq1VQp+0av2HW9gmWmuz9puJDukkk+YknrVrRtSvvCmsprGkjMf3bm3/hkT0/+v2p9B6YrulhqbjypWPIp46rGpzt37o988L65YeIdIi1PTpd8Ugwyn70bd1YdjWoTgEmvnLw3rl/4M1n+0bEGWwlIF1bZ4I9R6EdjWn4t8da54rL2unmTTNI5BIP72Yf7RHb2HH1rgakpcjWp7SnTlD2ql7v9aep6D4x+Jeh6HI9pZ/8AE0vxx5UDZVT/ALTf0GTXmWveJvFfiQst7fnT7Nv+Xa2yuR6E5yfxP4Vm2dnBapiJPm7sepqxxXTDCX1qP5Hn1sytpRXze5BZWsVpD5cW7GcnJzmp6KK7IxUVZHlznKcnKT1CijiiqJCiiikAUUUUAFU9UtHu4VWOXy2RtwyMgmrlFTOCnFxexdKpKlNTjujrfDfxWv7Fo7XxRYCSL7ou7ZcY/wB5eh/DH0r1XRdX03WbJbzS7uK6hP8AFGc49iOoPsa+fWAZSrAEHqDVewbUtEvRf+H7t7SYHJjz8j+xHcVw1MNOGsdV+J7FDH06ulT3X36f8A+mOtFcD8P/AIjWWvOum6oF0/VRxsY4SX/cJ6H2P4ZrO+JvxDa1lk0Dw1Ist+flnuV5WD1APQt79vrXPzLod3I1v/wDd8YfEbQvDt79gYTXt6Pvw2+Ds9mJOAfan+DPiFoXiW5NjD51ne/wwXAAL/7pHBPt1rxWxs1twzszSzucvIxySaLy2d3S5tpGgu4WDxSKcEEcjmt3hqnLzdexxLH0XU5Lad/+B2Ppmlrhfhd43TxHanT9RxDrFuv71CMCUD+Nf6j+ldzWKdzrlFxdmLSUtFMQUUUUAFFFFACUtJS0AJS0UlABRS0UAJS0UUAJS0UUAJS0UUAFJS0UAJmqmqalZaZZSXuoXUVtbxjLO5wP/rmszxp4p0zwtpn2y+ctK3EECH55W9B6D1Pauf8AC/gbW/Hd7F4i8eNJbacDus9JVio29i47Z/M+w4rzczzXD5dS9pWfour9DtwWAq4yfLBGNDPrXxA8e6TrPhPS3gtdIm51G5OxJF3DI/nxyeecV9DL+VQWFpbWVpHa2cEVvBENsccahVUDsAKsV+P53nE81rKpKKSWi728z9Ay7ARwVPkTuFFITisHxL4y8NeHFzrOr2tq+MiItukP0UZNeVTpTqy5YJt+Wp2znGCvJ2RvmivI7z43Wl3K0Hhfwvq+syDgNs8tD+W4j8QKqHxr8Wb/ACbHwjp1gh6faJMsPr8w/lXuUOF8zrK6p2Xm0v8AgnnVc4wlPedz2eivFTqvxtYZz4eT22ilXxF8aLUZl03Qb0eisAT/AOPCut8GZkley+//AIBguIMH3Z7TRXjkfxW8Wab/AMjD8PrxYx96a0kLD8sEfrXReG/i/wCCdYkWFtQfTbhuPKvk8vn03DK/rXmYnIMxwyvOk7eWv5HZRzPC1vhmj0Gg9DUdvPFcRJLA6yxuMq6MCpHqCKkrx2raM7k7njHxH8L+L9M8ev490WGHWohCImsyCJIowuCFHfucjnk8GtLwZ400jxPGY4GNrfR/62zm4kUjr9R9K9UIzXn/AMSPhlp3iR/7V0qX+yNejO6K7hG0Ow6b8df97r9elfdZDxb9WjHD4le6tE109UfN5pkSrt1aT97sct4/8AW2tyHVdIkXT9YQ5Eq8JL7Njv7/AJ5rg9O1e5t79tH8Q25sdSjOPmGFk9wff8jXb+E/F+oWesHwp42t/sOsJgRTtxHcjsc9Mn1HX2PFdD4x8KaV4psPs+oRbZk/1Nwg/eRH2Pp7Hiv1PA4907VaDun9z/rufn+Z5XTxUfZYhWa2fVf5ryPPrueK1tpLm4cJHGu5iay/DXhPWfG6z6/9vk0uBPk0/g/Pg8k47e/rW3bfCjVJrmGDWvEjXWmRMG8pEIdwOgJPT68+1epWdvDa28dtbxLFDEoREQYVQOgFdmOzCWKsopxivz/4B5uU5LTy/mnNqU3ptol8+r6/ceJ38PjHw4xXWtIbULVf+Xq0+bj1OP6gU2x8T6Ld4H2ryG7rMNpH49K9zxznNee/GzR9JHgq91IabaC9Ro9s4hUOMuBnIGelKlmeJorfmXn/AJl4jh/A4qWkeRv+Xb7v8rGMjK6B0ZWVhkEHIIpaqaIu3R7JfSBP/QRVuvrIS5op9z83rQUKkorowpk00UI3SyxxqOpdgP51IKyfhj4P0fxVcaze6wtxL9nvSkarKVXByTnHPp3rhzDHPCKNo3bPXyXKY5jKfNPlUbdL7/NEd/4n0W0yPtYnfssI3E/0qld6z4gSzGrr4fuINJjdRLLKp3MCe3T869l0bwj4b0gq1ho1nFIvSQx7n/76bJrVv7O3vrGayu4llgmQo6HoQRivCq5piqmz5fQ+vw3D2X0fii5vzf5Jf8E8ot5oriCOeFg8ci7lI7in1zt5HeeAtUuNJ1GC5n01m32dyq5BU9ue/qPX61d0bQvEnjd1fbJo+iE8yOP3kw9h3H6fWvUWc0VRUn8Xb+uh89LhbEvEuC0p/wAz7f5+RBea5NPfLpfh+1fUtQc4AjGVT3J/yK9J+F3ha48MaJLHfSJJf3cvnXBQ5UHHQHv35961fCvhnR/DVkLbSrVY8geZKwzJIfVm/p0rarxMRiauJlzVOmy6I+uwOX0MBT5KK33b3YUUVR1TVdN0yPzNRvra0TsZZQufzrC9jsLtFUtK1fTNViMumX9teIDgmGQNj64q9QDVgpKWigAoopCaAFoqimr6U919kTUrNrjOPKE67vyzmro9aL3CwtFFFABRRRQAUlLRQAhGa5X4heDrbxXYoPMNvewK3kSjoc/wt/skgV1dJ2pNXVhptO6Pnnw54P13V9bOl/ZnsI7Ztt5M8eVi9Av94nt7GvcPC+gad4e05bHToQq/ekkbl5W/vMe/9K1gMUtRCmomlStKYnSloorQyGTxRzwvDKgeORSrqehBGCK+f/HHha58F6oZYBJPoty/7t+phP8Adb+nqK+g6p6tp1pqmnzWF/Ak9vOu10Ydv6H37UtU+aO4WjKLjJXTPnlGV0DKQQRkEd6WpvFugXfgrWBaTlptLuGJtbj0/wBk+4/+vUIOeR07V6VGsqi8zwsVhpUJW6PZiMAwwRkHgg96UAAYGAB2FFFanNcKKa7qilnYKoGSTSaNZa14luzaaBaFkBxJcycRp9T/AJNZ1K0aa1N6GGqV37q07iXE8MC7pZFQe561FYPqOrTGHRdJur5v7yIdo+p/xIr1Pwr8KNGsWW51yVtXu+rB8iJT6bf4vx/KvQba2gtYVhtoYoYl+6kaBVH4CuKWJqS20PVp4GjT+L3n9y/zPEdP+G/je+w1zNY6Yh7M25x+C5/nWzbfB12UG+8T3THuIYsD9TXrVLWLTfxNs648sPhil8jy8fBrRsfNrWqk+u5R/Sopvg1Zj/j28Q6jGe29A38sV6rRU8iK9pI8WvvhR4mtgW07XbS6A6JOhQn+dc3q2jeLNEBbVNBmaJes0Hzrj14zX0bSVopTj8MmZTp0qnxQX5fkfMtrqFpcHakuGzja3Bq1XtPinwJ4a8QIz3WnpBckf8fFuBG+ffHB/GvKvE/gbxH4YV7m0b+2NMXqyDEka/7S/wBRkfSt4Ytr+Ivmjiq5bGWtJ/J/5mXRVeyvIbxMwtyPvKeoqxXbGSkro8qcJQfLJWZWvrOK6QE5SRfuuvUUthaRWkW1PmY8s56sasUVPs483PbUt16ns/Z30Ciiqt7d+SywxI01zIQscSjJYmnOcYK8mTTpyqyUYK7LGlNLB440GezyLprxFO3qULAHPtgtX0kPevN/hd4AfSZU1/XsSaqw/dRHkW4I/wDQufwr0mvLcuaTla1z6KMPZ04wvewlFFLQMKKKSgBaKKKACiiigBKKKWgBKWkpaAEopaKACkpaKAGSyRxRPLIwREUszE8AAZJrzjRpfHPxFu7278OapFoWiW0pihmZNzTsPwOf0AyBVn4s6nd3klh4J0Y7tR1dwkhH/LOLPJPpnB/AGvWvCWh2nhzw9ZaLYriC1iC57u3VmPuTk18jxTn0supxp0H78vwR9DkeVxxUnOqvdR47J4o8WeCrsWXjzTGns2bbHqlomUb0yAME/kfrW9r3jrQdO8Nf23BexXqSfLbxxPzK/wDd9R756V6peWtvd20lvcwRzxSDa8cihlYehB615/ZfB7wlZeL4dftoJVSIl1sid0IkzwwzzgenTpXk4DjheyaxMfeS0a2f+R34nhu806T0Mf4Y+BL7VdSTxx42TzdQkw9lZuvyWy9VJXsfQduvWvXQMUowKQ18NmOY1swrOtVfouiXY+kwmFp4WmoQQvAzXNeN/GugeEbMT6veBZGH7q3j+aWT6L6e54rmfiX8SJNKvh4Z8KwLqXiGb5SoG5LfI6t7+3bvWB4T8BrDfHXvFFydY1uUh2eU7o4j/sjuR69PQCvoci4Vq49KtX92H4v/ACX9eZ5eZ53DC3hT1l+RWudc+I3j4f8AEvB8KaJJ0kOftEq+oPB/LAq9oHwz8M6a/wBoubdtVu2OXmvDvyf93p+ea7XAor9OweW4bBQ5KMEj4rEY6viJXnIZBFHDGI4o0jjXgKihQB9BT6KWu45BMD0oFLRQAlY2u+F9B1xCNT0u2nY/8tNu1x9GHNbVFJpMabWx5uvgrxL4Uma78BeIJokzuawum3RP7en5gH3rpPCHxbt5NQXRPGli3h/VeAHkJ8iQ9Mgn7v6j3rozz1rK8S+H9K8QWLWeqWizJj5GHDofVT2NeFmnD2DzBNyjaXdb/wDB+Z6uCzjEYV2vddj0NXVlDKcgjIIPBpSM14PpWseJPhRdx2uotNrPhF32pLj95a5/z06HtzXtmi6nY6vpsOo6dcx3NrOu6ORDkH/AjoRX5Vm+S4jLKnLUV4vZ9H/kz7jA5jSxkLw37GH8RPBWl+M9GNnfII7iP5rW5UfPC3t6j1HevL/Dfiu88LX8/hTx5N5FxaJutr5slbiIdOe59PXGDzXvJAIweRWB4s8IeH/FLWp1vT0uzaPviySPqpx1U8cV3ZBxFUyyXJUu6b6dvQ5s0ymGMjeOkjyZPEnivxzdNYeBNOe1sc7ZdVuVwoHfb6H8z9Kf4j+H/i7wloj+I9K8YX2q3loPNuraVWKSqPvYBY5wOcHsK9usrW3s7ZLa1gjghjAVI41Cqo9ABUsiqyFWUEHgg9D7V04njLG1a6nT92Ce3f1f+VjGjkGHp0nGWrfU878H65beI/D9rqttgCVcSJnPluPvKfof6VlfFrTbvVfAl/aWMZlmG2UIvVgrAkD1OM1hRQH4cfE+fRnynh/XG82zYniKX+7+B+X6FT2NekEV+oYPFU8bh41YPSSPisTQlhazhLoeAaX4r0ZbCCKedoJY0VHRo2OCBjsKuL4m0JumoRj6qw/pXsl1omjXUrS3Wk2E0jdWkt1Yn8SKpSeEfC8jfP4e0w/9uyj+le9DN8TFJWT+T/zPl6vDOBqScryV/Nf5Hlb+I9EWJpP7RhbaM7QTk/hXU/AK0nj8M3t9NEyJe3jSxbhjcoAGfzzXSjwP4REqyDw7p4ZTkfuv6dK6GKNIo1jjRURRhVUYAHoBXNisZVxTXOkrdjuy7K6GXqSpNvmtvbp6DqKKK5j0BGCsMMAR6Gk6daWqWu3h0/Rry/C7jbwPKF9dqk/0oAh1vxBouiIG1XUre0yMhXf5m+i9TXD6j8WbSaVoPDmi32rS9NxUog/Qn+Vcp4Q0a312FvEWvD7feXkjN+8OVUAnjH9OgrtIYIYEEcMSRoOiquAPwr43MeLI0KkqVGF2tLvY/SMm4Ani6MK+IqcsZK9lq7fp+Jz9zf8AxG17Pnahb6Hbt/Bbj94B6ZBz+oqC08DaYJvtGpzXOp3B+888h5/r+Zrq6K+UxXEGOxOjnZeWn/B/E+9wHCGVYOzVPmfeWv4bfgcNr1gvg69tfEugb7bypVS4hVjtdD1B/l+Ir3KynjurSG6hIaKaNZEI7qRkfoa838Q2K6jot3ZN1ljIU+h7fqBWr8FNVbUPA9vBKw8+wc2zqeoA5X9Dj8K+x4Ux88TQlTqSu4vr2f8ATPzjj3KaeDxUK1GNozXTa63/AEO5opMj1oyPWvrD4EDwM15t8ZNYvWuNM8K6XcNbzaiS1xIh+ZYh29s8n8PevSSR+NeMWk/9v/ErWtazut7Q/ZLc9uOMj8if+BV5ub4v6phJ1VvbT1Pa4fy/+0Mwp0GtG9fRav8AAYfAGgm2EeycSD/lqJTuJ9fT9Kda2Xjbw/zofiE3duP+Xa85H0Gc/piuqoIr8yw+e4+hLmVRv11P2/F8KZViYcrpJea0/wCH+ZmWfxSvdPcQ+KvDtxa463Ft8yH3wf8AE12mgeMPDeuBRp2rW7yt/wAsXbZJ/wB8nBrnHRHUo6hlPUHpXP6v4O0O/wAsLX7NMf8AlpAdpz646fpX0uE4xWixEPmv8j4rMPDiSvLCVL+T/wA/+GPYM80tebfBzWNR+16n4W1Oc3L6aQ1vMxyxjPGCf++T+Nek19tRqxqwU47M/McRQnQqypTVmnZiUtFFaGIUUUUAFFJRQAtJRkeooyKAFqG5migt5J5nWOOJS7u3AVQOSalJFeUfHLxE7CHwnp8mJbgCS7YH7sfZfx6n2xSbtsOKucb4v1+Xxl4ie7bculWpKWsR/i/2j7nr+QqAUyCJIYVijGFUYHvT69GhS9nHz6nhYvEuvO62WwVFd3EVtC0srYA/M06eVIImllICqMmuo+Fvgp9fuU8Ra5Cf7PjbNpbN0lI/iP8As/z+lTXr+zVluXg8J7Z80tIr+rFbwJ4DvfFLx6prhktNI6xQD5XnHr7D3/L1r2zTLGz02yjsrG3jt4IxhUjXAFTooVQoAAAwB6UtcFtbvc9q6S5YqyD8KKWkNMQUVHdXNvawNPczxQQr96SRwqj6k8VgP438Kq5X+27Y4OCyEsv/AH0Bj9aTkluyowlLZHSUlVtPv7HUbYXNjdwXMJ43xOGGfTI71Zp3uTsLRRRQAlFLSUAed/ED4bWurF9U0IpYaoMsQvEc59x2J9fzFeVQzTxXcmn6hA1tfQtteJxg5r6ZIBrjfiX4Jt/FFibi2Ag1aBcwTDjfj+Bvb0PanCbpO8fuJq0oV48s9+j7f8A8hoqtaTTiaayvozDe27FJUYYORVmvThNTjzI+fq0pUpuEtxsu/wAtvL2h8fLu6ZrsPgFZaNPPfXtyDLrkD8iXH7tDwGQfXIJ+lcjUVpqNz4d1618Q2QyYWxPH2kQ9QfqP6VzYuDaU10O/LayjJ039rr+nzPpUY9KKraVfW2pabb39pJvguIxIjexqzXIj09haSiloASilpKAFpKWigAoopKAClpKKACiiigBaSiigAqprOo22laZc6jePst7eMyOe+B2Hv2/Grlcl8XNMu9X8B6haWKs84CyhF6sFYEgevA/Sk9EVFXaTGfArRbnVb6/+Iesx/wCk6gxjskb/AJZwg4yPrjA9gfWvX64L4SeN/DuveH7HTrKeO2v7a3SOSyf5XXaACVHccdvxxXeA5r8LzutXrY2c66ad9n26H6dl9OlTw8Y0ndC0UUV5J2hXmnxf8dXelvD4U8Mr5/iG/wDlXbz9mQ/xH3649BzXS/EjxXbeEPCtzq8+15QNltET/rZSPlH07n2Brzv4XeHbmFJ/FGulptc1UmV3kGTEh5Cj0J4+gwK+v4VyJY+r7esvcj+L/wAkeDneZ/VYezg/ef4Gl4A8H2vhqyaR3+1apcfNd3bcs7E5IBPb+fWuoAxR0Fcv8QvEc2hafBHZRo9/eOUg3jKoFGWc+uMjjuTX6vOcKFNylokfCwhUxFRQjrJs6O6uYLWIy3E8UMY6tI4UD8TWQfF/hfzfK/4SDTd+cY+0LjP1zivHr8C5l+16zePezk/funyo9lX7qj2AqURQFNvlRlfTaMV8rW4tpxf7um2u70PsMPwbUlH97VSfZanusEsc0SyxSJIjDKspBBHsakrx3wJqkugeILW0WQjTL6UQvCT8sUh+66+mTwR05r2Kvosvx1PHUVVgfM5ll9TL67o1Pv7oKKKSu04BaSlooAKKKKAIbu2gu7aS2uYklhkUq6OMhgexFeb2txf/AAk8Ri4g8258H38oE0XLG0c9CP8API4POK9Nqrq9ha6np01hexLLbzqUdT3H+NcmNwVLG0XRqq6Z04XFVMNUU4M7Kwu7e9tIbu0lSa3mQPHIhyGU8girFeLfCTWLvwf4sm+HmszM9pNmXSZ3PUHnZn3wfxB9a9pBzX4jmuW1MuxMqM/k+6P0nBYuOLpKpEKCMiikz7V5p1nH/Frwkni/wlPZRqBfwfv7KToVkHbPuMj8RXJ/C3xHLr/hwLe5XUrFvs12jDDbl4BP1xz7g11nj34h+HPCEZS+uPtF8R+7soMNIx7ZH8I+v5Vwvwm03UlbWvEeq232SbW7v7Qtv02LljyO2d1fpvA7xUac4zi/Z7p+fW3kfHcSqg2pRfvdTu6Wiivvj5MKKKKACiiigAqG8gjubWW2mAMcqFHz6EYP86mpCcUAeKfD0yWEmqeHbg/vdOumQZ7qSefzGfxrra5rxm1to/xginhmjK6nbhJ0VhlHHHI7fdX866UdK/J+JML9Xx0mtpa/5n79wVj/AK3lcIveGn+X4fkFFFFeAfWiN07VyEGjeKtL1XUZPD+tQ6fa3kvmMuzce/qpx1NdhRXdgcwr4GTnRdm9Dy80yfC5pCMMSrpO/Y5c6f45k5l8bXIPoqY/likGm+Nk5j8b3Wf9pSR+prqaK7/9Y8x/5+fgv8jyf9S8ntb2X4v/ADOYY/EmBGWLxRBOpBGJIVyfx28fnVzwVo8mi6GlrcbTcM7PKVOQST/hituisMZnOLxlL2VZ3V77HXlvDOX5bXdfDxadrb3CiiivJPfCmTSJFG0jnCqpYn2FPrm/iNfmy8MzJGSJboiBAOvPX9Aa6MLQeIrRpR6tI5Mdio4TDTry2imzU+Blq13JrXieZfmvrjy4T/sLyf5qPwr0+sXwTpK6H4W07TQArQwDzMd3PLH8ya2q/aqNNUqcYR2SP5lxFaVerKpLdu4UUUVqYhRRRQAlcB8XvF97oNvaaXpDKmo3xJEhGfKQHG4A8Zzn8jXoFfPfju//ALZ+I+o3CtugsQLaI/7vB/8AHt1K3NJR7g5KnCU30X/DFKLUvFUE32qHxRfm46nfIWU/gSR+ldJpfxS8UafhdY0231KIdZIfkf8ATj9BXN0V2ywcPs3R5Uczqr4kn/XkeoWHxZ8K3VpJJPJcWc6RlvJmjPzEDOARkZ7c4ryWC4udU1G71y9Obi8kLdc7V7Ae3b8KlntrecYlhR/cjn86kRVRFRQAqjAHtSpYZxnzSd7FYjHxqUuSCs3uLRRVTVZpI7cRQgtPMwjjUdST/n9a6ZzUIuT6HBSpOrNQXU1vBHh9/GPibyJQ39k2JDXLA/fPOEB98H8Aa+goYooYkihRY40UKiqMAAdAPasH4eeHYvDPhi204KPtBHmXLj+KQ9fwHQfSuiryruT5pbs+j5YwioR2QUlFFMQVQ8QapDo2j3WpTgslum7avVz0Cj3JwKv1j+MtMbVvDd5ZJJskZA8TYzh1IZf1ApSvbQqCTkubY5fS9PbVbwah4oK3d0eYrc5MFv8A7Kr0JHdjk11SQxImxI0VcY2gYH5Vx2iaxrs2n2dwfDmqMbqFZozahJlcEdQA2R9CKvNrd/b3MMOp6bqmmGdtsLXltsSRsZ2ggkZ9jXxddVas3KTu/U/YMvxGAw1KNOjZfK33jtSgi0LxBp+sWCLbx3dylpfxoMLIr8K5HTcGC8+hrt1zjmuG8ZStN4QubsL89pJFcED0jkVifyBrt4ZEliWWNgyOAykcgg9697J6jlRcZPZnxHF+HhSxkakFZSV/mPopKWvXPlBKKWkoAWkoooA8w+NXhNri3PijSov9OtV/0lV6yxjv7kfy+lec2dwlzbrNH0bt6GvpSRVeNkZQysMEHoR3FfPHi/RT4W8aXGnICthefv7X0APVfwPH5VpQqeznbo/zOfGUfbUr9Y/kV6bIivGyMMhhgj2p1Fela54Kdnc7f4Da28ZvPC13JloCZrXPdDjco+hwfxNes1802+oSaD4k03Xot2IJQswXq0Z4I/In9K9Av/jHbtldH0C8uD2edgg/IZryJL2cnA+mpT9vTVTvv6nq9FeE33xF8cXrZtxYacnZVjDH82z/AErofh18RNRvNci0LxJHCZ5+La5iUKGb+6QOOfXih3WrTQJxk7Rkmz1WkoByMilpgJS0lLQAUUUUAJRRRQAUUUtABRRRQAlFLSUAch4u8AaPr0v26HdpuqKdyXlt8rbvVgMZ+vX3qD4feLvGGmeOrbwH4iMGr+ZGXjvUfEiIATufjnpjB55HJrtq4n4JRf238QfFnixhujST7FbN/sjGcfgq/nXzPFVLDLATqVYJtber0R7mRVKzxMYQlZdT2UfdoJAzQOlYHxD11fDfg7U9ZLASW8B8kZ6yHhB+ZFfj1KlKrUVOG7dl8z76c1CLlLZHlniSc+Pfi79i5fRPDf31zlZJ88j/AL6GPoh9a9DAHauK+DOjnTPBkFxOCbvUGN1MzdTu+7n8MH6k121fvOW4KGCw0KMOiPzDHYmWIrSmxKw/GHhu18R2cUUs0tvPAxeCePGUJGDweCD3FbtJ3zXZOEZxcZK6ZzQnKnJSi7NHk/hX4fa7r9lo+sR6toXmN+/EE8DMdoYo6snIZcgg/WqWtaBd6f4+ufCGk24nmkmD2UbvtVYmTectg4VcMPwFeo/CE6X/AGWwnhjg1a0vLm22zIFliV5DKI1J5IIKtx1rs5NI0yTW49aeyhOoxxGFLkr86oTkrn0zXweJhTi5UJR91N2W3X8j9EwtSrKMa8Ze80rvfS35nzGjSyy2aFDFcDUIoiuc7ZFmAPP1B5r30HJNecv4WWD4zXVvCyHTbVhqe3ukkgICf997m/KvRhjt3r6PIcL9Xw8rbSba9Oh8zxFjPrOJjfeMUn663ClqOSWKP/WSon+8wFIk8Mn+rljc/wCywNe2fPktFNU+vWloAWiiigApKWigDivi5oMmqeHhqWn7k1PS2+02zp97jllH8/qK9A+G3iWLxX4OsNZXaJZE2XCqc7ZV4YfnyPYiqbAFTkA/WuG+Dsv/AAjXxL8QeDXbba3eL6yB4A9QPwOP+AV8dxllyxGD9vFe9DX5df8AP5H0fDuMdOt7J7SPaRXmn7QOs+ItD8IRXeh3f2SJ7jybuZVzJGrDgqe3PHrzXpdc/wDEXRk17wRq+lFdzT2zeXxn5x8y/wDjwFfmWW1adLFU51EnG6vc+yxcJToyjF2djz7wP4H0PSEi1Xc2qX86iU3tx8zEsM5Uc4+vJ967H3rjPgzqbal4BsVkbM1oWtpATyNp+X/x0rXZ1+900uVWPy2o25PmYtFFITgVZBHczw21vJcXEixRRqWd2OAoHUk155dfF7QkuWS00/Ury3Q4a4jjAT6jJ/wrN+Jutz+JtcXwZpExFrG27UZ06cHOz8P5/Q1o6dZW1jZx2lvEqQou0Ljr9a+azriGOXzVOC5pdfJH2nDfCFTOKcqs5ckFs7Xu/wADsvC/iLSfEdgLzSroTKMB0PDxk9mXtWtnjNeK6n4dvLC//tvwrcGxv1OWiBxHKO4I6c+nSuh0r4r6culz/wDCQWs1jqlsPmtgp/fHttJ6Z9+nvXflmcYfMIc0HZrddUeVnXDuLymry1FeL2a2Z6Bqd/Z6bZS3t9cJb28Qy8jnAFeV6z431/xVPJY+Eo3sNPU7ZNQk4Zv93+7+HP0rOkg1jxxepqniLfb6apzbWCkgY9T/AI9T7V1lvBDbwpDBGscaDCqowAK8POeJ40G6WG1l36L/ADPqeG+B54pLEY33YdF1f+S/Ew/D/hXTtLk+0uDeXjHc1xNy271Hp/P3roKKo6tq1hpUPnX1zHCvYE/M30HU18HUq18XVvJuUmfq1GjhcuocsEoQXyXzf+ZeNNZ1RSzMFUdSTjFcra6v4m8Sv5fhXRXEB4+2XPyp+B6fz+lbNj8LLq+YTeKvEN1dnOTBb/Kg/E/4CvfwXCuLrrmqe4vvf9fM+TzLj3L8K3GinUf3L7/+AV7/AMVaBZZEupQsw6rGd5H5ZxWU3j7THYrZWd/eNnA8uL/69ek6T4D8JaYAbfRLZ3HR5x5rf+PZrooYIYVCwxpEo4ARQoH5V9DR4Pwkf4km/wAD4/E+IuYVH+6jGK9L/n/keML4o1mX5rfwdrEi+vlMP/ZTQfE2uIMy+C9YRfXy2P8A7LXtWKMc5rr/ANVsu/l/F/5nnf695xe/tF90f8jxI+O7SE7b/SdTsz38yL/HFaFj4x8O3eAuopEfSYFP1PH61646q67XAYeh5rE1Xwf4Y1TJvNEs3c/xrGEb81wa5a3CGDkvcbXz/wAzuw3iHmNN/vIxkvT/ACsczBNDNGJIZUkQ9GRsj9Kfmqeo/Ca0hcz+HNYvdLm7IW8yM/yP86wr1vHHhbJ1rSxqlkvJurXkgepwOPxA+teBjOE8VRXNSfMvuf8AkfW5b4g4HENRxEXB/ev8/wADqqzPEOiWOt2gt71GIUkoynDIcdRUeh+IdL1lAbK5UyYyYn4cfh/hmtcc185athavWMl8mfaJ4bMKFtJwl80zl9N1zxT4GIW5Mmt6Gpxlj+9hX684+nI+leoeGfEGl+ItPF9pd0Jo+jr0aM+jDsa5YqGGCAQa5PUtBvtH1I694Sl+y3i8yW4+5MO4x/T+Vfa5PxTdqli/v/z/AMz8y4j4E5IuvgNV1j1+Xf039T2sHPSgnFcb4N+IGk6zpU019LHpt5aLm7hmfbs/2hnqM/iOlcr4g8baz4ruJNL8Iq9rYKSs2osCrH1C+n8/pX2NfF0aFP2k5WR+b4bAYjE1lRpQbk+h3ms+NfC+kXZtL/WLeOdTh41y5X67QcfjWtpepWGqWq3WnXkN1A3R4nDD6fX2rynSPCOjWNt5ctql5M3Mk06hix/HpVG1uJPh54nj1C1VzoV6wjuogciI9mH07fiK8PBcTYbF4j2KTV9m+p9TmfBWMy/B/WZNO26XQ9tfJB2nBxXzFYLJbX1/Z3YKXkdy3mq3XOea+mraaK4gjnhlWSKRQyOpyGB5BBrlfGPw/wBB8TXBvLlJrW9xg3FuwVmx03AjBr6WMnCSmj4qpTVSm6cna547RXS6r8LvFFhl9I1KDUoxyI5h5b4/EkfqK5PUhq+jybNb0W8swOPMKHYfoeh/AmuyOLg/i0PKqZbVj8Fpen+RPRUdvNHcRCWIkqehxipK6k01dHBKLi7MDWv8K9KGt/EH7TKu620qPzORkGTov9T/AMBrFnkEULynoilvyr0/4B6abbwdJqMq4l1C4aQ/7qnaP1DH8a4sXL4YfM9TLKfxVH00+89EpaSlrmPRCiikoAWmyEiNiFLEDIA7+1Lmg9KAOd+Duj+GZdOs9SmtkPiCzQ2k6zgh4GVjJtVW6YDgBgORWp8a5oP+ETh07Km8vL63W2T+LKyK7MPoqnP1rMm0zVdP8Sya/wCH307z7iLZPFexuVDYwJFKkEHGAR0IArE8X6nf28tva+LNL0jxW91uNgnkiE20oA3cZJMWOSc5z9a+VxGX1qdZ1pfCtdz7TCZjh6tOFGmnzy0at18rX36DrzxDoum25spZPt15NkfYrZfNkfIxgqOn41f+HNjrVjpsqanm3tGYGysnfzJLaP8Aus/ftgdvWuU+H/hfxTe6leX3hq8s9KthclLlzEBbO4+9HHEBu2jpncOc16R/wivjE8nxbpyn0Gk8frLmt8FicJhlzOTuys7WPzCSp8iSj2/z/wAtC9kUtZr6F49t+Y77w9qIH8LQS27H8Qzj9Kq3Gqa9pg3a54Vvooh964sXF3Go9SFw4H/Aa9anmOGqO0Zo+Yq5ZiqSvKD/ADNyiqOk6rp+q2/2jTryG5izgmNs7T6EdQfY1d4rtucLVhaKKSgQteffHLRRqHhL+0oV/wBJ0xxMpA52Hhx/I/hXoFQX9vHd2k1rMoaKaNo3HqCMGlJXVioy5Xc+crWUT28cw/jUGpKpadDJZT3ulzf6yzuHiP4HH9DV2vToz56akfPYql7KtKAjKrDDKCPeloorQwuHaqWoTvY3dhqced9pcpIMexB/pV3vxVPWth0ybcQOBj654rHELmpSR1YKTjXi/P8AM+mYJElhSWMgo6hlPqCMipKwfh7JNL4H0Z7gESmzjznrwMD9MVvV5yd1c92Ss7BRSUtMQUUUUAJRRRQAUtJS0AFJRRQAtFFFAGf4ju/sGgahe5x5FrJIPqFJH8qq/s4WP2T4ZWtyy4kvp5bhj3PzbR+i1nfFuYwfDzWHB+9CE/76dV/rXZ/Cm2Fp8OdAgAxiwiY/VhuP6tXw3HVVxwkILrL8kz6jhinerKXZHT15H+0jcSXVn4f8LwsQ+q343gf3EwP5uD+FeuE4FeM/Edv7Q+PXhuyblLOya4A9Cd//AMStfG8L0FWzOmnsrv7l/mfQ5zVdPBza6nZW0ccMKQxKFRFCqB0AHAH5VLSUE4FftZ+bC0Vjw+J/D0ruqaxZ5SbyGzKB+8/u89f/AK1a9FxtNbnMz6dd6X41fxNpuiWWqyzQLGyzTCKSB1yN6MQRypwe/Aq7ceJvGWnSJq+p22myaZG3+lWVkjvNHGesgc/eK9SoAyM962aqa3dfYdHvb3bu+z27y49dqk/0rhrZfh60nOa1Z30MzxFGKhB6I4H4m69Hr3je0/4RnUmtxaWI+06hatzIJMOkfPBAHPtmuX1q68ayWixp4huLy0Xl44tsMzjv84HNYWhRyapbrZW7GOBz9o1GdON7tyI1Pbg1pm3XQdWtPsrOLG8k8l4WYkI+Mhhn6Gvcy7LaNLCxi43X81+r8tmlsz5PN86xNXHzcJpPpC2lkur3Ta1XlbVCaXpmg6nb/aBBNPIDtkFxK7SI3ocmrZ8N6N1SzMR9Y5XU/wA6qeJLCOG6TVla6S33AX6W0mx3jH8QPqBXoFl8OfCF5ZRXNu1/PHMgdJft0nzA8g9a661alhpeynRTffTXz2Z5+FwuIx8Pb0cVJLtdtp9t18vI5WzXXdLIbRvEN7GF6Q3TefGfbB5H4V0+g/ELyp47LxTZrp8rnal3ES1vIfc9UP14pLr4arCu7RfEWpWjjolwRPH+R5/WuM8aWfiTRtIubfWNOjnhkXYl7a/NFk93B5TiuOrPB1ItpOD+9P8Ar5HqYelmeHmoykqsW/SS8/6ue5IyuiujBlYZBByCKdXKtoLeHfB6634Y8SxSafbWQllgvHNxbvtTJMbg7kJP8OSOegrodMnkutOtrmWIxSTRI7xn+EkAkfhXkYXF08Sm4dD6PF4KphWlPrsWKWiiuo5BDXnfxEk/sP4heEPE6nYi3X2W4b/YYgc/gz16JXAfHq383wFJOo+e2uYpFPpyV/8AZhXPi6KrUJU5bNWN8LUdOtGS6M9uU568UNjbzyKp6FdfbtHsr3/n4t45c/7yg/1q4wyMV/P0ouMmn0P1SLurnhvwvj/svxj4y8PfdS3vzNEvopY/0216JXBKos/2i/EES8Ld6fHLj1IWL/A13tfvGU1nWwVKo93FfkfmOY0/Z4mcfNiVxPxV8WSaHpyaXpZ36zf/ALuBV5MYPBf+g966TxRrFtoOhXWrXWTHAmQoPLseAo+pIFeUeErO81TUZvFmt/Pe3XMCnpFH2x+HT2+prPN8zhl+Hc3v0XdnocPZLUzfFqlHSK1b7L+tjR8I6JHoum7GPmXUx33Eh5LN6fQVtUUV+R16069R1Kju2f0NhcLSwtGNGkrRirICKz7/AEbTb+6huru0ilmhOUYj+fr+NaFFRCpKm7wdmaVaNOtHlqRTXnqIBgYoZgqliQAOST2plxNFBE8szhI0XczMcACuUsodW+IGoPZaW72WhRNi4uyMGT/ZX1z6fn6V6GW5XWzCryU9ur7HkZ3nuGyejz1XdvZdX/wPMkvvEV9ql+dG8JWhvrzOHnx+6i98nj8Tx9a6Xwv8MrOGcal4nuDrGoNglXJ8lD7D+L8ePauw8M6Bpfh3TksdLtlijAG5jy8h/vMe5rUr9Oy3J8NgI2grvq+p+HZzxFjM2qXqytHolsv67jYo0ijEcaKiKMKqjAA+lPoor1jwAooooAKKKKACiiigApCMjFLRQBxHi74c6JrUjXlmDpepD5luLf5QW/2lHH4jBriW1TXfCd4mneLbcyW7nbDqEQyrfXH/AOuvbaq6pp9nqllJZX9tHcW8gwyOMg152YZXh8dDlqx179UexlOeYvK6nPQlp1XR+qOFtp4bmFZoJEljcZVlOQRUp5GK5XX9B1b4fXTX+m+bf+Hnf95CTl7fP9Pfp6+tdBpd/a6lZx3VnJ5kTjg9wfQjsfavzHNsnrZdUtLWL2f+fmfuOQcR4fOKXu6TW8f8u6MjXPCOlavfxXk6tHIv+sEfHmj0P+NbdnbQWdulvbRJFEgwqKMAVNRXnVMTWqQjTnJtLZHsUcDhqNWVWnBKUt3bVhVbU7K31CymtLpA8Uq7WH9frVmisoycWpLdHROEakXGSumY/wALNdn0PVW8FazKSmS2nTN0ZTzsz+ePfI9K9WryLxpoh1awWW2YxX9sfMtpFOCGHOM/h+ddf8MPFY8SaKUu/k1WzPl3cZ4JPQPj0OPzzX6vkGbLH0LS+Nb/AOZ+A8V5BLKcU3Bfu5ap/p8jr65n4o3H2bwDrMnf7MVH/Ajt/rXS1xPxvkKfDnUB/eaJf/H1r3Ju0WfL09Zo8b0lNmmwDHVM/nVqorMYtIR6IP5Cpa9amrQSPmq0uapJ+ZS1yTy9MlPrgfrX0J4HsxYeD9JtAu0x2ce7/eKgn9Sa+d9fG60RP78qg/rX07aII7eOMfwqF/IVwYh3rfI9nAq2HXm2S0lLRWR0iViX8upan4mtvDemXiacz2zXU92yB2EYbbtjU8FsnknoK26ztb0e31QwSNLPbXVsxa3ureQpLESMHBHY9weDWVeM5U2qbszbDypwqqVRXj1K+gXV7FqF/oGryrJqGnuCJQoX7RC3McuOxOCDjgEGtquSvZLae6gsfG0z2d9Edmm+I7X91uHZJCOFb/ZbKHtitZtO8caeAEh0zxDbn7s0c32aYj3UgofqCK4KWPVO1PEe7Jfcz0a2XSqv2uG96L6dV5WNV2CKWZgqgZJJwAK8uh1CLxD4iv8AW4mL20R+yWZP9xfvMPq36AV3SeHvEviN1ttatoNG0gn/AEiGO5Etxcr/AHNyjainuc5PSuBvha+E/Ed74duZIEi+0PNbyxMCipI5ZUfH3GGcYPXAryM+xv1jDyo4fXvbsfT8G4KGFzCNfGe6teW/fp+tjU0TVPEvh1Lm20S8sPsc87T+XdWzOY3bltpDDgnnBq/oPiLxrrup3+n3HiK2sHtVjcfZdPU70cHn5y3QqRVFSCAapi9GieJLTW3D/ZTG1reFFLFUJBVyBzhWH5E14GS41TxUaeIs4vTVLfpqfZ8U5HGngKmIwaamnfRvbrp+J2gtfFi8p44vWPpJY27L+QQfzqWPU/HtiR/pGi6vGP4Xhe2kP/AlLL+lXLC7tb22S5s7iK4gkGUkjYMpqxX3ssuws1rBH47DM8XB/GzlNUuNI1PU4pb7Tb/wd4glYRwagiiS3mY9Ed1+VwemHAPPBzVi9u9c0BhNql5pGr6ekywXM1gCkto5baC6FmyuSAcEEelbepWVrqNlLZXsKzQSrtdG7j+h965jTPh3oFnqE19N9qvZpJUkDTy5KlemcY3dvvZzis6eDqUJJUp+72eprUx1KvButD3u60OvBzS0UV6J5YlLRSUAfPvjy2Fj8TtXiVdq3AWcD/eCk/qTVGt/4xoI/iXbuP8AlpYLn8C4/pWBXZg37jXmeVma/ep90gqrNduLxbO2tLi6uGGVSJCxP4DmrVaPw6by/irpRHSSGVT/AN8P/hVYmcoQvEywFKFWryzV1Zkdh4T8dakAYdEFmh/iuZFTH4E5/Sun0H4S3Ut1FP4m1VLiFDk21upw3sWOOPwr1z3orhk5S+JtnswjCn8EUhsSJFGscahUUYVQMAAdBT6KSgYtFFFABRSUtACUUUUAFFLSUAFFFFABWbqev6JpoP2/V7G2I6rJOoYfhnNcz8Z9YvtK8Kxx6fMbea9ultfOBx5akEk57dOtb+gfBjwTYW0RvbKTU7kKPMlnmbDN3+UEDFeHnGfUMqUfapty2sepl2VVMddxdkjz74seOvDOp+Er3SNP1H7TdSmPaEjbacOpPzEegr3HwOAvg7RVxjGnwcen7taXSPDHh3SgP7O0PT7UjoY7dQfzxmtdQB04r834h4gjmyhGMOXlv1Pscqyp4HmvK9xT0rxXXDv/AGkG3c7NHGPbgf4mvaT0rxfxUPsv7Rdkx6Xek7R9Rv8A/ia14MdsyXo/0I4gTeDfqdzTZUEkbIc4YEHHXmnUtfr5+enmtzY+DbfSLey8Ywix1PQI2NvKqhV1K3XJVQSMMSDtI6g5I61neFPGviHSdKtINT0dtQtBEvlvBL+/RMcBg33iB3716Xr+j2GuaXLp2pQiaCTqM4KkdCD2I9a8z1Tw54k8OMfKik13TB914x/pMS/7S/x49RUYDCUKVSXtJNJ7eQZrjsZVpQ+rwi3HdPd+m2p1Ft8TfCUi/wCkXlxZP3jubZ1I/IEVjeKvHQ1uyl0jwvHJKtwhjnvpYysUaEYO0Hlmx/Ouet9c0m4JRruOKQHmOf8AdsD7g1LPq2l28e6XUbVVHbzVP6Cvbp5ZRfvSqpx+X53Plq2f4uK5I4dqfnd/hb9STSrC302xjs7ZcIg5Pdj3JrMvHGq+IrW0gw0Ng/nTuOm/GFXPryalu/8AhItW0i5utB0u4FlCm97qRdrOvcRKeScd6seHo7FNIgOnfNC43bjyzN3Le+a9CFaliJKhSfuxs38ui/V/5ni1cLiMFTeLxCfPO6Xldat+dnovn0L5AZSrAEEYI9a0/hTqR07ULnwncuTGoNzp7Mf+WZPzJ+B5+lZlZ2ttPZ/Ztasx/pWmyidQP40H31/EcU80w3tqPMt46/5i4ex/1bFKEn7s9H69H/XRntnWkdFdSrqGU8EEcGq+lXlvqOm29/atvhuI1kQ+xGatV8sfomxgv4R8ONdG5/si3Dl95VQRGzZzuKA7Sc+ordGcUtFJJLYbk3uxKWiimIK474xgN8OtVBGcJGR/38WuxriPjdMIPh1qGf8Alo0SD8XB/pUz+Flw+JHo3w4Yv4B0BmOSdOg/9AFb56Vj+CLc2ng/R7ZusVjCp+oQVs1/PuKadabXd/mfq1JWhH0R4P8AE3UX8M/GseIbnTb+exbTVieSGIkZOe/TjA71o6f8U/Bt3w+oTWrdxPAwx+IyK9mIz3ODWTqnhnw7qgP9o6Jp90T1MlupP54zX2OV8ZfU6EKE6V1FWvf9LfqfP43h9YmrKqp2bPLviZCniv4cXTaFcR3oDLMnktu37TkgY74PSuc8H63Z6vpsQgdVniQLLCeGUgY6enHWtPQNPt/DPxs1bw7opZNLls1uHg3ErFJ8p4+mT+dWfHHw+h1Kc6z4flGmawnzAoMJMf8Aa9D7/nX12PwEM8wkK0Hyu118+5y5Dnc+HsXOElzRej+XYWiuW0bxJPDqB0TxJanT9TQ7RvGEl9x9f1rqa/N8Xg62EqOnWVmft2XZlhsxoqth5XX4r1CkJAUknAHJNLXJ+Lbm81bU4PCOjc3d3/x8OP8AlnH3z+HJ9vrVYHB1MbXVGHX8ERmuZUstwssRV2X4vohkFvefEHXm0yykeLQrRs3dwv8Ay1I7D1z2/M9q9j0nTrPS7CGwsYEgt4V2oij8z9T61V8LaHZeH9Eg0uxQCOMfM2OZG7sfc1q1+vYDA0sFRVKmj+d81zSvmeIlXrO7f4LshKWiiu080KKKKAEpaKKACiikoAKWiigAooooAKKKKAGTRxyxtHIiujAhlYZBB7EeleN+LdCufAOsf2xpaPLoF04FxADnyGJ6j29PyNez1BfWlve2c1ndxLNBOpSRG6MDxXPisLTxVJ0qiumdmBx1bA141qLtJHA2VzDd2sdzbyCSKRdysOhFTVyENtP4H8Vt4fu2Z9LvCZLCdh0JP3SfXsfwPeuvr8izTLp4Cu6Utuj7o/obIs4p5thFXhvs12f9bBRRVXUb620+2e5u5khiXqzGvPjFyajFXbPXnONOLlJ2SLJx3rA+HO24+LupT2BzarZ7bkr90vlf1z/I1Rsk8Q+Pp2t9JR9N0UHbLeSAgyDuB6/QfjXb6XP4I+HunnTRqVtby/emDPvmkb1YLz+lfoPDeS1sJP6xWdrq1v8AM/IOM+JsPmEFg8MuZJ35vw0/zO16CuH+OA3fDq+wM4kiJ/77FZupfGLQIiU06xv9QbthPLU/icn9K4/xd481/wAT6VPpQ0a2srSbG4u5Z+CCOePQdq+xb501HU/OVanJObS9TEtDm1iP+wP5VLUVqjx20Ub43KgBx0zUtexH4Vc+XqfE7Gdrx228THosyk/rX09bkNCjDuAa+ZNeTdpsmOqkH9a+i/Cd0L7wzpl2pyJrSJ/xKDP65rzsQrVn6HuYJ3w68m/0NSikpazOgSilooAiuYIbi3eCeJJYnGHjdQVYehBrFg8PTad/yL+u6ppCZ4gjkEsA+kcgIX8MVv0lZ1KUKitNXNKdadJ3g7MxJtM8QXqmPUvGWqywnhkto47Ut/wJF3fkRU9r4f0e20uXTIrCEWswImRl3eaT1Lk8sfc81qHpXO+N9ebSLKO1swsmqXhKW0f93+9I3+yo/M4Hes+SjhoOSSSW5up4jGVI07uUm7JHIaXG1lqOo6OJjcQafMI4ZieSpUMEPqy5wT7VfYZPSquk2aWFokCM0jctJI3WRycsx9yeauV+S46rTrYic6atFvQ/pHKcNWw2CpUa8uaaSu/67bGbFHe6JdtqWgjaSd1xZZxFcDvx0V/Rh+NeiaFqlrrGlwajaMxhmXIDDDKQcFSOxBBFcZijwXc/2X4rn0tmxa6mpuIR2WdR84H+8oDfUGvquGs3m5/Varuun+R+d8ecOUoUv7Qw8bNP3kut+v37noIpabnC+4rEvvFWk2141lE89/dp9+Cxgad1/wB4KCB+Jr7aUlFXk7H5TGEpu0Vc23ZUUs7BQBkknpQjq6hkYMrDII6Ee1cBrkfjLxZeLBZacNH0OAhp31RTGbnHUMgOSg9M4Pc1RuvHV54Y8Qw2Ws6no+saXMAv2nTgFa3YdQyBicCuaONoynyKWp1yy/ERp+0lGyPT6SorO4gu7WO6tpkmhlUMjochge4qWus4jw/4zMG+JVqg52WIz+LPXPmtP4j3Au/inqBHItoY4T9Qoz+pNZg9a7MGvcb8zyszf71LyQGr/wAPsn4qaOB2jkJ/79vVAVs/CaHz/ikj9Rb2cjH8QB/7NRjP4a9UGWL9635M93ooorjPVCloooASilpKAFooooAKSlpKACloooAKKKKAOF+OVkbv4e3cijLW0sc4Ppg4J/JjXqfg7UBqvhTStSDZ+02kcpPuVGf1zXI+L7L+0vC2qWOMme1kUfXacfril/Z71H7f8LtNUklrVpLcg9RtbI/RhXwXHdDmw9Or2dvvX/APquGKtqk4d0eh0UUV+Yn2YV478cU/sz4g+C/EP3Y/Pa1mf0BIx+jP+VexV55+0Forat8OLyWJSZ9PZbyPHUBfvf8AjpJ/CvZ4fxKw2Y0pva9vv0ODM6PtsLOJpg5pax/BurLrnhiw1MEbpoVLgdnHDD8wa2K/ck7n5k1Z2CikpaBFDUtH0vUv+P8A060uj6zQq5/Miqtn4W8OWcgkttD06Jwchlt1yD+VbNFLlQ+ZjcYXbgdOleSeJNNXw741a3gULYaqjXEKDpHMpG9R6A5zXpmv6zp+h6dJf6jOIok4A6s7dlUdya8Q8XeJNV8R6zb6nGUsktNwtYGXfgHgs/ucdulbYes6NaM10/LqcuNwqxOGnSfVaX79PxOkqDULuzsrZpr2aOOPHRj972A71x97rfiAW5bzrWJRjcYossB3IzVZLdJJftE8r3Up6SStn8h0Fe1WzmFrU46+Z8nheFal1KvNJeWr/wAl+J678Db77T4TntQ5aK0vJI4A331jOGXcO3U131eDeB9f/wCEb8RJdTE/YLlRFdgD7oz8sn4E8+xNewap4p8PabaLdXerWojddyBH3s49lXJNfPXtufb2vZo2N3tXK+NvHmieGLYGWZLy6c4S3gkBbg4JJGdorg/Fvj7U9aV7TSxJplg3DOeJ5R/7IPpzXnjaBqGpasbbRrKS6lMZkaOPkgDqTmoqSkldGlKEXK0mfTuh6lZ6xpcGpWEwlt513Kw/UH0I6Ver51+GPi698Ha22l6sJotPlfbNFICDbv8A3wD+vqK+h4nSSNXjYMjAFWHQg96qnPmQqtPkfkPrzn437r610Pw7E373U9RRQo9B8v8ANxXordK4DTYz4n+PltGBvtPD1sZXPYSnoPzI/wC+K480xKwuEqVX0TN8voutiIwXc9shRY0CINqqAFHoKfRQTivwM/UEgoozkVDfTpa2k1zIcJFGzsfYAn+lCTbsgbtqzxTwU39qfFjxrrGcrFOtrE3sCR/7TH516D0Fed/AaN5PDN9qs2fNv7+SVie+Mf13V2PinVY9G8O6hqj4/wBGgZ1B7tj5R+JxX9A4KkqGHhT/AJUl9x+WYubq15S7s8v8VTr4o+KYgwGsdETaSBkPJweT/vf+g10veuX+G9m8WhG/n+a4v5WnkY9eTx/U/jXUV+XcQY14rGy7R0X6/ifvXCGWLAZbC696fvP57fgUNf1GLSdKnv5cERr8q/3m7D8TVr4MeH5bbTZfEmpKW1LVDvBYcpF2Htnr9MVy+tWzeKPG2l+FkJNrGftN5j+6Ox/Dj/gVe1IqoiqqhVAwABwBX13CmXKjh/byXvS/Lp/mfnnHucPFYz6rB+7D8+v3bfeOooor60/PwpKWigAooooASloooAKKKKACikoyD0oAWikyM0tABRRRQAUUUUAcv8S/DaeJfDc1tGoF7CDLaP0IkA6fj0rifA+rPqujgXHF3bHyZ1Iwdw7n6j9c169Xjniy0/4Rb4nJdRDZp+tr82OAso4P64P/AAI185xLl6xeEc4r3o6r9UfY8FZw8Bj1Tk/cno/0f3/hc6SuI+IVvBBrWj6tqEbXOmRzLHdQFjt25znj1Gfyrtx0rM8T6cNV0O7siAWeMlPZhyP1r87yrF/VMXCq9r6+jP2LPsB/aGX1KC3auvVao6nx3qX/AAj/AIAvb3Sljj8qBVtjGAFTcQoIA44zn8q8HsLGF4VuLgfaJ5fnZ5DuJJ5r1LwlcN4p+C95p0vz3NtbyWrA9dyLujP/AKD+RrzDQ5PM02PPVflP4V+1YXlnNX7H8y5g506Xuu2upcRUQYRQvsBinHmiivTtY8BtvcSiiloAiuo/NtpIv7ykV6z8DtT+2+Are3c5lspHgYegzuH6N+leVV0fwW1QaX4zvdGlbEOoR+ZDn/novP6gt+VcWLjZxl8j1ssndSp/M9uooormPQCkpaSgBaKSoNQu7exsZ7y7kEUECF5HPZRyaAKuv6vb6RaLJIrzTSsI7e3jGZJ5D0VR/Xt1Neb3Euoadq9xf+L7K60/ULg4Dyxn7OkY+6iSDK4HfnJOa9P8AaLPdTjxdrcRW+nTFjbv/wAuUB6D/fbqx+g7Vd8VeLrOxuW0bT7M6xqzLk2kZGyIH+KVzwg9up9K+UzPEvHyeGppuPl1/wCAfb5HT/shrGTtzeeqX5anmEGpafMoMF7byD/ZlBp739nGCZLqBB/tSAVtR+CbLUtRGreJbXT7m66rbWtssVvFntgAM592P4VqxeFPDUTbo9A0wH1+zIf6Vxw4Q5leVS3y/wCCe/PxLcdI0E/O9v0OFOv6Y0nlW9x9slPAjtVMzE/RAaL+y8RmOz1yTRZ7Gw0+6juJZZSPtAjDYcrEDnG0nOecZ4rsr3Q59Pv/AO2PDHkWl7tCzWzDbBdqP4WA+63ow/Gr+meMtHuCbTVHGkX6j95a3xEZ/wCAsflce4NKWTf2bVjVinK3X/gL/gmFTiupnVCVCbUE1Zpf5u/4WMkTT+Mb17LS7t4dDhIF1ewNhrliM+VE3ZefmYfQVt32oaD4N06GztrUI8ny2tjapmWZvYdT7sePU1mSeIIpEOjeBbK1mKEh7pV22dtk5PI4ds/wr+Jq1oegwadK97PNJf6nOP395Pgu3so6Ivoor1o4avmM/aVfdh0R8xLFYfK6fs6PvT6v+vyKP9k6j4ilF14qZVtwcxaVC58pPQyn/lo3t90elX7rw1oF3bi3udGsJIl+6vkKMfTitalr3KVCnRjywVkfPVsTVrz55u7I7eGK3gSCCNYokUKiKMBQOgAomdI0aRyFVVLEnsB1p9cd8Yta/sbwRd+W+Li8/wBGhHfLfeP/AHzn9K1bsrmUVzOx4vFdHU9Y1TV2z/pd07qT/dySP0IqzVfToPs1lHCeCBlvqasV6VCHJTSZ8/i6iqVpSWwVZ8A+Jbbwp4ovr/VLC6kiuIxEskQB2DIPQ9egqtQeeDzSr0fapK9rFYXE/V5N2vfQ9s0Px14W1kKLPV4FlbpFOfLf8m6/hXRhgeR09a+ZbjTrObloQD6rwf0rc8BeIdS8M+JLGze8luNJvZVheKRs+WSQNy+mM9utcM6U6avLY9ejiaVd8sbp9mfQFJQOnNLUmoUUlLQAUUUUAFJRRQAUtJS0AFFJS0AIcY5GR6etec/CTxLpfgPVtd8K+JLn+z0N6bi0lkU7HUjB5x6BT+dejEZGKz9Y0PSNYVF1TTrW8Cfd86MMR+NedmmW08xw7oVHZPqduAxssHV9pEg1T41eA7IssWoXF84/htrdjn8WwKztI+NVhqXiLTdNGgajZ2l9MIVu7ohQCemAM55IHXvWxp+h6Np4H2HSrK2I6GOBVP54rn/i7ocmseD5ZLYH7bYOLq2I+9leoH4Z/IV86uCsDCm1q3bdv/Kx6/8ArHiJTWiSPXx0BPemXMMVxBJBMgkjkQo6nowIwR+tc58MPEsfirwXp+rBgZmTy7gdxKvDfmefoRXTnpX5ZWpToVXTlo4u33H2tOcasFJbM8H+Gvm+FvFuteAbxzthma5sGP8AHGfTPtg/nXpArmvjx4duzb2XjbRVP9p6Kd8gA5lgByQfXHP4Fq0vC2t2niHRLbVbNh5cy/MuclGHVT7g1+08PZpHMMHGd/eWj9f+DufnecYJ4XENLZ7GpRSUV7p5QtUdc1Sz0bS59RvpfLghXcx6k+gA7k9BV0mvEPiP4jPiLWzb20hOmWL4jAPE0o4L/QdB+JpN9EUl1ZleJNbvvEeqnUL/ACiKSLa3zlYV/qx7ms6SRUALHqcADqT6AdzUtpBc3l7FYWFu1xdTHEca/qSewHc16/4F8C2ehBL6+2XmqkcykfLDntGD0+vU0ttEL4tWcR4c+H+t6wqz37f2VZt0DLuncf7vRfx/Ks3xn4Yk8J6kkCGSXTZ/+PaZ+Srd0Y+vcev4V70BVPWdNstW06aw1CBJ7eUYZW/Qg9iPWiz3HdWt0Pnc4PXmmRwwxsXjiRCepCgV6BefCvUluiun63btak/L9piYyKPTIOG+vFauifC3TIXWXWL2bUmXnygvlRfioJJ/E07+QlG3U8+8N6HqviS58nSogsSnEt24/dR//FN7CvafCXhnTfDdgbezQtK5BmuH+/K3qT6e3QVrWtvBa26W9tDHDDGMJGihVUegA6VLRbqwukrIyNV8NaDql/Ff6hpVtc3MX3ZHTJ/H1/GtZVCgBQAAMADtRQc9qLBdszfFGr2+haBearcn5LeMsF/vN0UficVT/Z70K4svC9x4h1BT9v1yb7S7Hrsydv55Y/iK5PxAsnxD+INt4OsmJ0jTn+0apMvKkjjb+u36k+le7W0SQQJDEixxxqFRQOFAHAFfnvG2aJRWDg99X+n9eR9dw5gbXryXoSVxXxa8ayeDNEtbm1tY72+u7lYIIHJG/wBTx+H512jHFeG6xc/8Jt8ajsPmaV4bXaP7rz55P/fQ/wDHK+U4dyxZhjYwmrxWrPczXGfVcO5J69DTT4y6hYHb4g8CavaY6vB86/8AjwH86peMPjJo+u+GrvRvDmn6pcarfxNbrE8AGzcME5BPaus8Q6vZ6Ho1zqt85WGBcnHVjnAUe5NeXx+L/HWqN/aGkaRpdlbSf6sTJl2X3ORn8q+8xHDmT4ScatR8tn30/E+eweYZnjk6VGHO7dF/keh/D/SJNB8I6fpc+POiizLjpvJLEfrj8K5X483b/wBg2GiRMRJqd4qEDuqkH+ZX8qyx4j+KH/PDRT/wH/69Z8sHizXfFGmaj4ijslhsg20QHABOTnGeecV6uJzzBRoSdOom0nbVCwfDGZVMVBVaMlFtXdnpqdTaQpb2sUEa4SNAij2AxTppFijaRzhVBYn2FP6cVg+Pbs2fhW9kUkM6eWp92OP61+WUKcq9aMOsnb72fvGKrRwmGnV6RTf3IvfA20N6+seKZ1/eXs5ihz2ReSPpyB/wGvT6534caeul+CNJtdoV/syySf7zDcf/AEKuir9roU406cYR2SP5lxNaVatKpJ3bYUUlLWpgFFFFABRRRQAUUUUAFIc9qWkbpmgDM8vVdf8AEQ8N6JcLaGOIT398UD/Z4ySFVVPBkbBxngAE11Efwp8OeVi5v/ENzcEcztq0ysT64Vgo+gFUvhBLbWsPjHVruRItuqsJpHOAsccMYGT6AZP41b1z4kaZc+E7q+8L3CXWotPFZ20UsbIRNMcRsVYAlMZYHoQtfnWcZhj6+NlSoSajFpaaK/mz6rAYWhCgpSSbepRv/h3rlgjTeGvFM1zt5FnqwEqP7CVQHX68/SsnSNSkup7mwvrOSw1OzYLdWshBKE8hlI4ZD2Ydaq+FfE/iXwxq2uXHiC28Y6vaRLtt1e3R422ZLzByQEDdlGQBT7G8vvE3iJ/GV5Zx6fHc2MdvaWyyb38rcXDyMABuO7gDp617WSV8w9u6VZ88LfF5nFmeHw8KfMlyy7GzRRRX1Z4QUUUUAFcP8a9J/tHwPPcxL/pGnuLqIjqAOG/Q5/AV3FQX9vHd2c1rKoZJkaNge4Ix/WplFSTTKhJxkpI838PXw1LRbS9B5liBYf7XQ/qDV89K5P4ZtJDp99pUxzJYXbxEenP+INdbX4vmFD6vip0+z/Dof0tk2L+uYGlXe7Sv67P8TE+Fko0v4ia7oTcRXkYuol7ZB5/9CP5Vwuv6dL4U8RXumXsbR27ytJbS7TtdCeMH6frXTeIbqbQPHWk+IobK4ukSN45o4VyWXBGM/wDAu/pWxqHxK0nUIfJ1HwVqF1FnO2aFXGfxFfp+S4+M8HSm5JSStr9x+GcTZTOnmFekoNxbvp56r8zzR9XtQ+yLfM56BFzmtPT9I8W6oAdO8OXW09JJhsX82xXaab8R/DWmc2/g680+PPzvFbIu0evGK9G8P63p2v6cmoaZcrPC3B4wyH0IPQ17axcqvwy+4+YeW06Hxwfz/pHg3ibw94n8M29nqGsm2W2mm8tkhbcUOM/Nx9ehPSo+oBr3Tx5oa+IvCt7pZwJZIy0DH+GQcqfzr5/0mV2tzBMpSaBjHIrdQRXRhajU3GTvc4sfQi6aqQVraO34Fyql+9xaTW+q2bFLmykEqMPY/wCf1q3SEAggjIPFddSCqRcWebQrOjUU10Pf/C+sW+vaFaarbH5LiMMV/uN/Ep+h4/CtOvC/hN4j/wCEZ19tEvpdum37gwux+WKTt9AeAfwr3OvLV9nuj6J2aUo7PYWkopaYhKwtTt/7e8V6b4cxvtY/9P1H0MaMPLQ/7z/ohrbldUjLuwVVGST2HrVb4ZLGuj6l4wvisI1WQzq0nHl2sYIiz6DG5v8AgVebmuJ9hQdt3oj1Mow3t8Qr7R1Zb+IWsX9t9h0HR5RDqOplx5+M/ZoUALyAf3uQF9z7VQ0TSLLSLP7NZxbctvkkY5klc9XdjyzH1NUNCmk13WbzxZcI6R3KC306NxgpaqchiOxdiW+m2t+jLMIsPRTa957jzbGvEV2ov3VsFFFFekeUIRmoLyztLyMRXlrBcoP4ZYw4/I1PS0ARwQwwRrFBEkUa/dRFCqPoBUlFFABRSUUABNeDfFHWh4j8bfY4HLWGlZQejSfxH88D8K9C+LfiweHdFNpZvnVL0FLdQeUHQv8A4e9eOaba/ZbYITl25dvU1VKn7SduiMcTW9jSb6vRfqy1RRQeOa9Q+fCiodLs/EWrxXV9o+lPfWdvJ5bbPvE4zwOp/DNV31EQTm3v7a4sp14ZJUII/Pn9K544qk3a52zy+vFX5b+heqbwvYnWfiBpGngbkgk+0y/7qfN/QD8apfa7XyjJ9oi2jvurvPgFpkk11qniSaIqkmLe2Zh1A5cj8lH51niqicVFPc3y6jJTdSS2/Nnra5xS0UVynpBRRRQAUlLRQAlFLSUAFLSUtACUUUUAFLRRQAUhGeDS0UAed+Drz/hXfxRm0W4Pl6Br7eZau3CxTZ4X267foVr3IHNeXfEDw1D4o8PTWLYS4Q+bay90kA4/A8g1b+C/jSbW7CTw9rhMWv6X+6nR/vSoOA/uex+oPevzXjLJnGX12ktH8X6P9GfZ8P5jzR9hN69D0WRFkQowDKRggjgivBtesbj4U+MWvbeN5PCWqy/OqjItJD29vb1HHUV71VHW9LstY0u403UbZLi1uFKyIw6j+h75r5bJc3qZZiPaR1i91/XVHt5jgI4yk4Pfocza3ENzbR3FvKssMih0kU5VgehBqXPft615jcQ618JdUNrdifUfCFxJ+4uFG57Uk/dPp/I9ueK5HxFL4h0fWP8AhIbTXri5tL1y1tqEUmY2B58tkOQpA4wRX7LhsfRxVFVqLumfntXBVKNR056M9H+LPiFtL0NdPtHK32obo1I6xx/xv+XA9zXkEEMrSQWdnA008rCOCJOrseg/+v2qPWtf1HVdSGqarPHcny1i3RptCAHsBx1616n8IPDQt7f/AISK/iIurldtqjjmKL1x/eb+WK6ozUtjGdNw0lsb3gDwnb+G9PLyFZtSnANzP/7Ivoo/XrXT0UVaVjJu4tJRRTELSUtJQAtFJRkUALXD/EjxXcWTQ+G/DyG58QX5EcUacmEH+I+hx0/PtR438bGzu08PeG4TqXiC4OxIoxuEJPdu2R6du/FdL8KPh+PDQk1nWpvt3iG8Ba4nY5EWeqqf5n8BxXgZ7ntLLKT6zey/roevleVzxk7vSK6mn8LPBtv4M8OpZ7hNfznzb2fqXk9M+g6D8+9dfRgVU1bULTS7Ce/v51gtoEMkjseAor8arVquKrOpPWUmfoVOEKMFGOiRyfxj8XDwr4Skktmzqd5m3sUAy288FgP9nOfrgd6574Y+HP8AhHPC8UE/N9cHz7tied57fgOPzrnvDYu/iH42fxtqcLR6VZMYtKt36HB++R9eT7/SvSQMCv1/hnJ/7Owt5/HLV/5fL8z4HOsw+tVuWPwo86/aBJ/4QqBM8PfRgj22vT7ZQsCIowFUAD6VF+0Ef+KPtB/1EI//AEF6ni4jX6V4vGj96l8/0PvvDRe5Xf8Ah/UdRRRXxB+pBXIfE0NPaaZpynm6vUQj14I/rXX1yvitfN8ZeE4OzX4P5MlevkMOfMKS8/0Z89xXUdPKKzXZL72kezxoscaxoMKoCj6CnUgORRX6+fzqLRRRQAUUlLQAUUmcVna1rWnaTGjXtzseQ4ihRS8sp9FQct+ApNpbjSvsaVITzWPbp4z1UbrHR7bSLdvuy6pIWkI9RFHyP+BMPpVpfCPiiXm58Z+UfS102NQPoXLGsXiIINFuy/SHkVRl8I+JIEMkPjeR9ozi606Ep+JTaf1rndI1zxPeahPY6fpNr4giiO3+0bKRre23dwTLwcf7BaiOIgwST2Yup3tzYXfiDwjBC0kni5YRZtg7UfaIrgn02xgPXaXXguxuPFema+13OpsYkQ26gBJmQMI3b3UO2PrXL2Frq03xI0SHxRb2lksMM1zYLbTNIJZwArKzELyqMTgDB/Cuh1fx5ZWWtT6fb6VqWpR2mFu7iyjDrA552EZyxA6hc4718vj6TeJksOtZav8AL9D6/Kp01hVOs1a9l8g+KsVxF4P1fUotQniEGl3Mf2YMoilLqAGbIzlcHHPeq+kpHFptpHCcxpCiofUBRiub8V6ja+Mtf0y00jUdSudOMqy6nZzWbRwIsXzLkugIZmIBUEggc11qKqqAowAMAeletk1CdKk3PqeXnuIhVrKMOg6iiivZPDCikooAWkJxRRwaAPGrGMWXxV8T2QGFlK3AHucH/wBnrp65/XR5Xxvu8DHnaepPvwn/AMTXQV+VcUQ5Mwl5pf5H73wLV9pk8F2bX6/qFFFFfPH2AjAFSCAQetYnwoAsPiRr2l2w2Wj26zeWOgbK9P8Avo1uHpWJ8Of+Sua6fSyX+cdfVcISaxslfTl/VHwHiJCLy6Emteb9GetV4d8YdCOg+J0162jIsdSOJ8DhJe/5jB+ua9wrmPibPoMfg+9i1+UJbyoVQDlzJ1XYP7wOP61+ltte8uh+KxSl7j2eh4sCCMg5FFUNC8/7CFmUhQcRk9SvvV+vUpz54qXc+brU/ZVHC97FfULVLu3MTcHqrdwa9K+EfjhrsL4b12XbqMQ228rH/Xr2Gf7w/WvParX1mtwFdHMU8Z3RyKcFSORWGIoc3vR3/M7MFi1T/dz+F/gfTOe9YOo+MfDOnXklneaxax3MZ2vECWYH0wAea4r4d/EnzHTRPFTrb3gwsN23CS+gY9j79DWl4y+GGja7K+oWEj6dfyHzDIhLRu3XJX+oNcEnK2m57cYxv7z08jU1a+fxBp8lrFFdaZoh/wCQjql7E1siw91j3gFmbpnGBn1qVtSTx7FFb6cn2bwjauEC42tfMnAXHaJcDj+KuE1b4da/NZWllqvia/1OeWdY4owztDAo5Z23HsAccDJIr1jRtOtdJ0u302yiEdvboEQd+O59z1rijhZVaqqVtbbLod8sXCjRdKh13fUtIoVQoAAAwAO1OpKK9A8sKWikoAKKKWgApKKM84oAWsLxp4l07wxoz3984LciGEH5pWx0H9T2qt448Z6T4VtN11J5144Pk2qH539z6D3/ACrxHU73U/EeqnWNccGTpDAPuRL6AURTm+WIpzhSjzz2/MZcXF9rerza7q7brmY/InaNewA7cVNQKK9KlTVOPKjwMRXlWnzSCqeoNPPJDptlGZbu7cRRovU5OKsXM8dvA00hwq13nwS8LyPI3i7VYsSy5WxRh91O7/j0H4nvWOJq8q5Fuzry/D88vaS2X4s77wXoUPhzw5aaVFgtGmZX/vueWP8Ah7Yq/qmmafqkHkahZW91H/dljDfzq37UtcSStY9a7bucU3wu8Ftdef8A2UwGc+WJ32flmuwtLeC0to7a2hSGGMbURFwqj2FSUtCilsNyb3YUUlLTJCkpaKACikpaAEpaSigApaSloAKSlooAKKKKACkpaSgAPTk4ry7T4JfGnxjt9Q8Kk2dvpOBfanH0m5+6B3yMge2SegrT+Jd/quo6tp3gXQW8q81YEzTE48uEZz+gbPsMd69S8EeGdN8KeH4NI02PCRjMkhGGlfuze5/TpXyHFWdxwVH6vDWcl9y7/wCR9DkWWuvU9tL4UbajHvSkZoor8jPvCvf2VrfWctpeQR3FvKpWSORQysPcV4t4p+Gmt+GJbm+8E41DSpubnRbn5gR/s564+ob617jSEZ716WW5ticunz0Xp1XRnJi8FSxUeWovmfLvw2s/CjeKd2o3D2U1uw+z6ZfLt2S+7Hhsds4PqK9yXbgEYq14z8C+GvFkWNY06N58YW5j+SZf+BDr9DkV57P8OfHnhnLeD/E66hZqcrZah29geR/6DX6PlnGGCrJRre5Lz2+//Ox8jjsgxEXzQ95Hc5orzqXxv4s0QFfFXgXUIVX71xaguh9+4/8AHqsWXxZ8ITcSz3dq3dZbc8f985r6qliqNaPNTkmvJnhVMNVpu0otHfUlckvxI8GEZ/tuEfWN/wD4mobn4n+C4VJ/tUye0cDn+lbc8e5n7OfY7OjNecn4q2d3IYPD/h/WNWnPQJFgH8sn9KnhtPi54nIWKxs/C9o/V5mzKB7dTn8BXFiczwmFV6tRL5nTRwGIrO0Is63Xtd0rQrU3Oq30NsmMruPzN9FHJrh11nxj8QpWsvB1lLpWkk7ZtUuBtJH+z/gOfcV1fhn4OaHa3K6j4jvLnxFqJ+YvdE+WD1+7k5H1J+lel28EVvEkMEaRRIMKiKFVR6ADgV8XmvG0UnDBq77v9F/mfR4HhxpqWIfyOV+HfgHRfBtm32VDc38g/f3svMknsP7o9h+NdcBiiivz2viKmIqOpVlds+qp0oUo8sFZBXmX7Q2ga5rfhJH0iV5IbN/OurFeDcoPf1XrjvzXptIwzV4PFSwleNaKu4u+pNeiq9N031PLvh7rWk614YtpdJRLeKFBE9sOsDAfd/qD3ro687+JGkH4d+MbPxforCPTNTuRBqFmowoY87lH0BPsR716Epziv3LK8wp5hho1qfX8D81x+DlhKzpyPOP2gz/xSViPXUY//QHqxH9wfSq/7QSt/wAInZPg7E1GNnb0G1xU8LrJEjocqyggjuK+Q40T56Xz/Q/TfDRr2df/ALd/UfRRRXxB+ohXLeJjs8b+EpD90XwB/wC+krqa5D4jubWTRNQH/LvfoSfbr/7LXsZBJRzCm/X8mfOcW03Uyesl2X4NHto6CloyDypyD0or9eP53EpaKKACkJ4paQ0Ac/p1/r3idEfw3pwtLJ8/8TLUBhCMkZjjU7n6d8CqfgnVvDnh/TTfaw733iuS4nguAiGe6kaORlwiD7iYAP8ACPrVy20TWrG3fTtK8UXNjpTSM626WyNJFuOSqSnlRknHHGau6FoGmaKshsYMTTMWmnkYvLKx6lnPJNefGjiak37Vrl6WO7ESwvsoxpJ83X/IdJ4k8Y3+Tpug6fpcJ6NqM5eQ/wDAI+B+LVEbnx797+29GU/3f7OYj8/MzWt0rH8V6hc2dnFbacqvql/KLayQ/wB85+Y/7KjLH6V0ewpxWpxK3RFXTp/EvjTVLnQdWlsV0ewkAv57DzEN02M/Z+eg6FsH0FdBq95qB1eDwl4UW2sGhtxPc3JhDJaREkIqJwC7EHAPAAzWx4W0W28P6HbaVa7mES/PI33pXJyzt6knmsXTpF0/4oatb3B2/wBrWUE9q5/iMW5JEHuMq2PQ1wOzehLkm3boc/4qGt3VtL4c1W6RNchVr3QdWgTyxO6A5Qr0WTBIIHBByKt+CUsB4W0+XTozHBNAs3zHLszDLFj3bOcn1rrPF2hQeINHeyklaCZCJba4T78Eq8q6n69R3HFcJ4KuBpNtF4T1MC21WxTaUc8XCZ4ljP8AEp6+o6V0YVpSfcuM3KHL+H6nUY6deKOlNd1RCzkIo5JbgD8a53VvF+nwpcQ6SJdYv4o2YQWSGXaQCfnYcKOO5rucktxKLex0ZJzilrzc+H706Fe+KfEnim4udJubSOa0t7Wdla4uGT5QoGNgDtgKOu0E13WgLeJolimoNvvFt4xOfV9o3H881z4fFQrt8nQ6sTg54ZLn6l+kopa6TkCkpaSgDyLxEd/xvnx/Bp65/If41v1zZcXnxj8QXIOVghSHPocIP/ZTXSV+V8UyUswl5JH7zwHTcMoi+7b/AE/QKKKK+cPsgPSsX4bDPxa18+lmv8462W6Vj/DLB+K3iI+lqo/VK+r4QX+2y/w/qj4HxE/5FsP8S/Jnd+M/FOmeFtLN5fvudsiGBD88regHp6ntXhGr6hqfinVDq2tOdv8Ay72wJ2RL6Af5zTNRv7jxL4hvNZ1B2k2zMkERPyxqDwAKnNfqeHo89py26H4NjcX7K9Knv1f6IQcDGOKKKR2VFLMwUDkk137Hi6ti0VUs9RtrqRo42IZTxu43e4q3UwnGavF3LqU503yzVmQ3lrDdR7Jlz6HuPpWx4U8a+IPCgW2n3arpS8BGb95EP9k/0PH0rNorOrh41NdmdGGxk6Gm67Ht3hTxjoHiSNf7PvVE5HzW0vyyA/Tv+BNdEMetfMdxp1vK4kUNDKOQ8ZwQa29I8Y+NNEwkWopqVuOBHd/MwHpuzn9a4pUasN1f0PVp4qhV2dn5/wCZ9A0V5Tp/xkhTCa1oF1bHu8DhwfwbH8zW9Z/FXwZcKCdQmgJ7SwMMfkDWXOup0+zk9VqdzSVyq/EXwYRn+37UfUP/APE1DcfEzwXCCf7ZWT2jids/+O0c0e4ezl2OworzXUPjJ4fjyun2Go3snb5Ain9Sf0rmdV+Jvi3UwY9OsrbSYm/jb95J+Z4/ShS5tIq4pR5NZtL1PZtU1Kw0u0a61C7htoV6vI+B+HrXlniz4rTXO+x8I2zMTkNfTLhV91U/zP5VwV1b3Wo3P2rWtQudQn9ZXJA9hViNEjQJGgVR0AGBXRDDTlrLRficVXH0qekPef4FaO2klu3vtQuJLy8kO55ZDk5q3RRXdCnGCtFHkVa06suabuFFFFUZkng7TrLxF43g0zVrhbe1jy6wtwbgj+EHpz/KvoqJEjjWONQiKMKoGAAO1fNF9a+fskidobiM7o5FOCpHvXrXwr8df29F/ZGrERaxbr3489R/EP8Aa9R+NeXVhKE3zdep9DhqsKtJKGlt1+p6BRSCipNRaSiigBaKSigAooooAWiiigBKKWkoAKWkooAWkoooAWiiigAooooA4T4h6RrVvreneM/DSrNqOmgq9uwz50ZzkAd+rDHv7V3fw58eaR4zsC9qxtr+ED7TZSH95Ee5Hque/wCfNJiuG8aeCZbjUF8R+F7g6Xr0HziRDhZj6N7+/Q96+bz/AIepZpHnWk1s/wBGe1lWbzwb5ZaxZ7QDSnivN/hp8So9buToHiKFdK8RRHa0Ljak/ume/tn6ZrqvHHijTvCfh2fV9Qf5UGIogfmmfsq/54HNfktfLsTQxH1ecff6Lv6H3dPFUqlL2sXoQeNPG3h7wi1out3hha6faiou4gd2IHIUetbWl6lYanZR3un3cN3bSDKSxOGVvxFeI+D/AA7c+KtQufGnjS3W4nvlItbORcpDEenH06fn1NSTeAdW0C8fUvAOuz6bIeXtJm3Qv7c5/UH619pLgaTw0XGf7zr2/rz1PnlxLBVnFx9090zmgivHNP8Ai3rehyLa+PPC9xanOPtlkN0Z98cj8mrvfDnj3wjr4U6dr1kzt0ikfypP++Wwa+SxuS43Bv8Ae03butV96PdoZhh669yR0oBBzVK/0bSb8n7bpdlc56+bAr5/MVeVlIyGBHrmlrzYylF3TsdbSluc43gXwexy3hbRif8Arzj/AMKsWnhLwxakNb+HdKiI7raRj+lbdFavFV2rOb+9mao0078q+4YkUcSCOKNEQdFUYH5U4D1pSQKz9V1nStJhM2p6naWSDvPMqfzNZRjKbsldmjkorU0KCecYJ+leYa98afDNpKbTQ4bzXrzOBHaxELn/AHiOR9Aa5y8m+KHjcFL6eLwtpT9YYM+c6+hOc/qv0r6DAcL4/GNPl5Y93p+G55eKzjDYdfFd+R6PrvxD8JaPrdto95q8Iu55BGVjO5Yiem8jhR9a6pWBAwcjGa8WT4W+F00G400W7yTzLzeytumDdQwPQc9sc96t/CXxffaRqp+H/i+UJewDGn3Tni4j7Lk9Tjp+R5FennPCUsFhlWotyt8X+aOPL89jiarhNW7Hr54FZfiXXdL8PaTLqmr3SW1tGOp6seyqO5PoKzPH3jTR/Bulfa9Tm3TPxBaof3kzegHYe54FeW6boet+PtWj8S+OAYrJObHS1yFVT3YdfTOeT7DivNyPh6tmcuaWlPv39P8AM68xzang42Wsuwxp9b+KuuWup30Dad4WsZvMtoGGXuiD94nv0xnoBkDPNemD1psccccaxxoERQFVVGAAOwFOr9eweDpYOiqNFWSPgMTiamJqOpN6mf4h0iz13R7jS79C0E64OOqnqCPQg15qPAPjnTB9l0fxBZz2acRfaFIZV9Oh/nXrdFViMJRxKtVin6l4TH4nBy5qE3F+TseSf8Ip8Tv+gpo5/P8A+IrPhn8T6L4ytdE8RXFrKtzA0iGBeO+OcDn5TXtdeXfHKA2l54f8QqP+PW68qUj+6eR/JvzryMdkmEeHmqdNKVnbRbn0GV8TZhHGUnWrSceZXTb2vqaVc38Sbb7T4TuSBloSso/A8/oTXRIQyhgcgjINRX1ul1aS20gykqFD+IxX5fha3sK8KnZpn7pj8OsXhalH+ZNfejrvBl+NT8LaZfg5M1rGW/3tuD+oNbFecfAe+b+wLzQrg/6RpdyyYP8AdYk/zDV6NX7ZTmpwUl1P5krU3Tm4PdBRS0VZmFJQTxx1qlpOrabqqzHTr2G68iQxy+W2drD1ouFi7S0mc0tACHpWZ4It/wC2fFd/4ikG61sN2n6eSeCwI8+QfU4T8DUXjTUn0nwxfX0RUTLHsiLHADsQqk+wJBNdf4U0uDRfDlhpVs4kjt4FXzAc+Y2Ms+e+SSc+9cmKnZcoSdomnWP4q0KLXbBIjNJa3cEgls7qL/WW8o6MP5EdxxWxXI/EbVLtIbTw9pcpiv8AVWZTMvW3gX/WSfXBCj3IrjSbdkZRTb0K3hDx5Z3ly+i65Nb22qQTNbiZTi2u3XgmJzxn1TqD6102v6HpGu2y22safBeRodyCVOUPqp6j8K5RND0oaJHo7WMMllGgRYpF3D6/Xvnrk1Th8OSWa7NJ8Q6/p0IHEMV3vRfoJFbFdMsLJbM1cVe8XY3Ifh14MV1Z9FS428hbieSVR+DMRUF/4s0TRwdF8L2MOpXycC1sQqwwnsZXHyoPbr7Vky+GUvABrGta3qyd4rm8IjP1VAoNa+n2Nnp9qttY2sNtCvRIkCgfgKccK/tMLfzO5z/hfwlFYGO71KT7XeRyvLDHuYwWZdixWFCTgcnnrXUUAYpa64xUVZFSm5O7YUlLRVEiU2VlRC7nCqCSfYU6uW+KurjRvA2o3KtiWWPyIh6s/wAv8iT+FJuyuOKu7Hnnw+dr691vW3HN7euy/TJP/s36V1pOBWN4KsDpvhqytmUhzHvf/ebnH61snpX4zmuI+sYypUWzf5aH9JZBhHg8to0Xulr6vV/mc/4j8RTabqlrptnpc2o3NwhdY4m+bj2APoaq/wDCReJO/gXWPwR//iKu+A4Tqvxbv77rFpdr5Q9N7cf1b8q9cwD1r7bK+HMHVwkJ1o+81d6v/M/Mc84zzGhj6tPD1LQTstF006o8VOveKJR5Vv4I1UTNwm9HCg+/yj+ddl8LfCt/osd7q+tOp1XUGDSKpz5Sg5C5/wA9BXcYHpRXvYHKMLgZOVGNm/n+Z8rmnEGOzSKhiZ3S8kvyseC/Enwvc+FNbl1S1Qy6PeylmwP9Q5P3T7dcflWQjpIiujBlYZBFfROoWdtf2ctldwpNbzKUkRhkEGvEPEXw/wDEegX8v9i2j6rpjndGAf3kfsR/XvXr0a3stHt+R83isKsR70dJfn/wTEmkSKMySMFUdSa0fBHhS/8AGt3583mWuiRN80mMNMR/Cv8Aj2+tafhL4c6zrV+l14mgaw06PkW4b95KfQ+g9/yr2iztre0tY7a2hSGGJQiIgwFA7CitWdXRbfmPC4VYdc0tZfl/wTjPFnw10PVtLhh0+NNMu7WPbbzRL2HZ/Ue/WvI9Tt9V8Pah/Z3iC2aF8/u5gMxyD1Br6V71S1vSdP1mwex1KziuoH/hcdPcHqD7is4uUHeBvUhCtHlqK/5o+e1YMoZTkHoR3pa6jxP8LdU0ppLvwtcG7twSxtJjhwPY9D+h+tcdYXZulkDRGN4m2OM5Ga7qWJjN8r0Z5GJwMqK5k7x/rcs0UUV0HCHbFRSW8En34Y2PuoqWik0nuOMnHZlf7DZ/8+0X/fApVtLVfu20Q/4AKnopezh2Ldao/tP7xFAUYVQo9BS0UVRm3cBRRUF1d29sMyyAH+6OT+VKUlFXbKhCU3aKuyeq17ew2oAbLSHhUXkk9qveH9B8TeKHA0qxNtZtwbucbVx6j1/CvVvBPw50bw6y3cwOo6j1M8w4Q/7C9vqea46mLvpT+89Sjlttaz+XX/gHjWn3i3SsGUxyocPG3VTVqvQ/iz4GkvS/iPQY9uoRjdcQqOJ1HcD+9j8/rXmlhdJdQ7gCrjh0PVTV4evze7Lf8zLG4P2f7yn8P5FiqGrM9oYtUtpDFd20ivHIOoINXJ5Y4YjJIQqjqa2PAPg+88YXseo36PbaJC4IBGGuCOw9vU0YucVDk6sMupTdRVFolv8A5HuWkXD3elWl1Iu15oEkYehZQSP1q1TUVUQKoAUDAA7CnVxo9UKKKKACkpaKACiiigAooooASiiigAooooAWikpaAEopaKAEpaKSgAopaKAOZ8a+DtL8TxxvceZbX0JzDdw8SJ3A9x/LtWLYfDqWbVLa98T+JL/XhanMEM5OwfXJOf6969AorKVGnKSm0ro1jWqRjyp6CAADAopaK1MhkkaSxmOVFkQ9VYZB+o71yetfDrwjqjM8ukx28p58y2JjOfXA+X9K6+ik4p7jUmtUzx/WdFvvAniDw6dG8Sawba91GOGSCSc7du5cjjggg46V9HLzn614Z8YzjU/CDnousR/zWvcx3r8u44pwp4inyq10/wBD7jhupKdGXM76i0HgUE4pCeMV8MfSHj/x6uNVl8U+FdFsdXvdOg1F5I5jbSlCeUweCM4yapaf8KfDSTC41KW/1Wbu1zOeT/wHB/M1c+NxA+I3gP1+0v8A+hJXYrX7HwnRp/2ZTlyq+v5s+Az6rNYuUU9P+AUtJ0fS9Jh8rTNPtrRP+mUYUn6nqavUtFfT2seE3fcK5/xh4S0jxRaxxX6SJNCcw3ETbZI/oe49jXQUUNJ7gm07o4fw78N9G0zVE1K8ub3V7qP/AFTXsm4JjoQPX612/b1paKUYRgrRVhynKbvJiUtFFUSJS0lLQAVzXxL0f+2/BOpWSLumEXmxDvvT5gPxxj8a6WkbGOcYpNXVhp2d0eSeBdQ/tLw1ays2ZY18qTPXK8fqMH8a3a5S1gHhj4janoB+W0vT9ptRngZ5x/MfhXV1+PZ1g3hMZOHR6r0f9WP6L4ZzFZhltOpfVKz9V/mrP5nMWN3/AMIv8ULa9ZglhrCeRMeyvxhvz2n8TXsv6V5N4z0caxoctugHnpiSE9MMP8eldX8KvEn/AAkXhmJrhsX9p+4ulPB3AcNj3H65r7zhfMFicKqUn70NPl0PynjnKXgse60V7tTX59fx1+Z19FFIRmvpj4k8u+NHjoaVBJ4e0qXN9MmLiRTzChHQf7R/QV5P4El1geIoYdHv57KWYbZZIj/B3ODxx2r2YfCbRJPE02r3l5dXkMshlNtKcgsTnlupHt+dbfiTwhbXccNzoyW+m6haKVgaOMLGynqjgdVP5iueUJydzrhVpwjyoz9I8X3GnMtn4oVVQ8R6lGv7p/QSAfcPv92u1gmjniWWKRJI3GVZGyCPrXmtveeZcvpmp232TUFH7y2k5DD+8p6Op9abDpTWbMdI1K+0oN96O2l/dn32MCoP0AojVa3IlTT2NPx5eLrGrReHI8SWluy3GodwT/yziP8A6EfoKg0i617w7x4f1Ffso5+wXgMkH/AT95PwOPao9OsorGAxxF3Z2LySSNueRj1Zj3NRarc3CtDYaeok1G7bZboeg9XP+yo5NZz996lKKtynV6Z8WIpDNBf+G9SE9u/lytZMk8e7GcAkqfwxWFqni95vGi+I59Dv7bS1shZs0hVpY/3hcybFJO3kA9+BWLax3Pha0jsdasXtkBOb5G8yCVieWZuqkn+8B9a2FZJEDIQyMMgjkEVEYcjuJU4LVI7qyube8tY7q1nSeGUbkkQ5Vh7VPXmNlc3Pha7e9sUabTJG3Xdkv8HrJGOx7leh5r0ewu7e+soby0lWaCZA8bqeGB6GuyE+YxnDlJ6KKKsgKSlooAKSlooASvJfildf29440zwvCd1vZf6TeY6buoH/AHzx/wACr0XxZrVt4f0K61W6YBIUyq/32PAUfU15b4Bs7l4bnXtR+a+1KQysT1Ck5A/z2xXh8QZgsHhJNP3noj6jhLKXmWYRTXux1founz2OoHSq+pXaWNhcXchwsMZc/gKs1yXj+Se/lsPDNkc3OozKpx/CmRyfbPP4GvzHL8K8XiYUV1f4dT9xzfHxy/BVMQ+i09en4nU/AnTZIfC0+sXI/wBI1S4abd3KDgfruNehVW0mzg07TrewtlCw28axoPYDFWq/Z4QUIqKP5pqTdSbk92FFFFWQFIRkYpaKAEHApaKKACkpaKAMPx3qw0TwlqWo5w0UBEZ/22+Vf1Ir590SIxaehbl5PnY+pNek/tBaiTZ6ZoMT/NdzedKP9heB+p/SuCUBVCgYAGBW+Fjebl2OPManLSjDvr9wtNlcRxs7HhQSadVHW2f7IIIhulncRqo6nPauyrPkg5djyqFP2tSMO5Gmrr5ayS2lxHGw4fblT9DUiavYN1m2/VTX0V4c0mHTPDljpJjV0t4FjYMMgtjk/mTRc+HNAuSTcaHpkpPdrSM/0rgjiKy3aPZngcM3omvmfPH9p2P/AD8r+RpDqdjkAXC5Psa98bwT4SY5/wCEc0z8LdRXL/FbwfocHgS/udL0eytbi22zB4oQGwD8wz6YP6U3iqqV7IUcuw7drv8AA83+lFQ2Unm2kUgOdyg1NXoRd0meJOPLJxfQzteaRbeJlleNPMAkK9cV7Z4W+HHhTTFju1tTqE5AZZro7/xC/d/SvGtWj83TplxkhcgfTmvePhnqH9p+BNIuS25xbLE5/wBpPlP8q87Ex/e69j3MBP8A2ey6M6FFVFCqAFAwABwBTqKKzOgK8z8efDM6lqj6x4euorG7l5mikBEch7kYBwT34xXplFJq407HkHh34UX09/HceKb6Ca2jbItbcnDn/aOBx9K9bghighSGGNY40UKiKMBR6AVJRQl1C+llogoopKYhaKKSgBaKKKACiiigBKWiigApKKWgBKWkpaACiikoAWkopaACkpaKACiiigAooooAKKKKAEopaKAOc+IPhhfFOhi0Wf7NdQyCa1mx9xx6+x/+vWNba78abOBLY2WiXnljb57n5nA7n5xz+ArvKQiuHGZbhcbb28FK3c68Njq+GuqcrXOH/wCEl+NJ/wCYToA/H/7ZQfEPxqPTTPD4B9//ALOu4xR0ri/1cyz/AJ8r7jp/tnGfznB6J4c8T6v4th8VeN7y3e4tF22lpb/cj9/Qfr9eMV3lFFerQoU6EFTpqyXQ4K1adabnN3YUUtJWxkFFLRQAlFLSUAFLSUtACUtFJQAMQqlmIAAySe1ea+LviLJNdvong2EX14flku+sUXrj1Pv0+tT/AB1v7uDw7ZabbSmFdRuhDLIDjCY5H45H5VV0XSbHSbNbayhWNQPmOPmY+pNfO59nf9nRUYq8pbdj6/hXhn+2ajnOVoR37vyRleH/AAyLW7Oq6pcPqGqyHc80hJ2nvjP8/wCVdJRiivzPFYqriqjqVZXZ+44HAUMDSVGhHliv617sQ1yV3cT+CvF0fiS0Rm027Iiv4l7ZP3v6j3B9a66ob61gvLSW1uYxJFKpVlPcV0ZXmE8BiFVjt1XkcOe5PTzbCSoS33T7P+tzvrK6gvLSK6tpVlhmQPG6nIYHoanrxzwTrs/gfWB4d1mVm0W5YtZ3LdIiex9Bnr6Zz0r2JWVgGUggjII7iv17C4mniaSqU3dM/njG4Krgq0qNZWaFoooroOQzNf0PTdcthBqFuH2HdHIp2yRt6qw5Brkbvw94m0s/6HJDrdqOiyOIbhR9fuv/AOO16DSEZqJQUty4zaPNPN1uQ+TB4X1UXB4HmqqRD3L7iMfnXUeD/DbaUZdQ1CZLrVbhQJJVHyRr18tAei+/frXR4FAHpRGmou45VG1YbJGksbRyIrowwysMgj0NcTrXhK40xnvvDAHl53Taaxwj+8R/gb26H2ruKWnKKluTGTjsebadewahAZItwZG2SxOMPGw6qw7Gn+G78+GtZWzkbGj6hLhMnAtp27eyt+h+tbXjHw5JPMda0VVj1SNf3kfRbtB/A3+16Gubjez13SZEdW8uQGOWNhho2HVSOzA/yrnacGdCakj08HNLXMfD7V5r3T5dNv5N+o6cwilYnmVCPkk/4EB+YNdNx610ppq5zSVnYKKKWmISkY4BpeleY/E/xXc3t43g/wANSb7uYbb24U5EKd1yO/r+XWs61aFGDnN2SNsPh6mIqKnTV2zH8W6mfHfi9NNtGJ0LS3zI45E0n+Hb6ZPeunRVRFRQAAMAAcAVn+H9JttG0yOytxwvLN3du5NaNfkmdZo8wxDkvhW3+fzP6C4ZyKOUYRQfxy1k/wBPkFcz4i0PUf7Xi8RaFdmHU4BhVflXGMY56dT9c101FcOExdXCVVVpOzR6uY5dQzGg6FdXi/6uTeBfiBaa3MNL1WIaZrK/KYX4WU/7Oe/t+Wa7ivJ/Evh2x1uIGVTFcoP3dwnDKe31FbPwf1/Ub6LUdB1eUzXmmOFEp6yIcgZ9SMdfQiv0/Jc8p5jHlatNbr/I/DeJeGKuTTUr81N7P9Gd/S0Ule8fKC0lLRQAUlLRQAUlLRQB4x8eLOe18UaZrkiM1k0H2dmxxG4LH8M7h+tclFLFKu6KRXHqpzX0Zf2dpf2slre28dxBIMPG65DCuB1v4R+HLtjLpst1pc3UGJtyZ/3Tz+RFXSqypXsroxxGGhiLNuzWh5p3q74E0/8Atn4kadbMu6GyBupO4yuCM/jtrVufhd4xgm8u01SwuYT/AMtJCUYfhg/zrv8A4b+CofCdvPLNcfa9QucedNjAAHRV74/+tVVq/tYqKVjPC4P2E3OTT7HXgYopaKyOoSqmsWSajpN3YSfduYXiP/AgRVykPTigD5f0Estm0Egw8MhRh6VoVt/EDwhrOieIbvVNM06e/wBNvHMrCBSzQsSSQQOcZJ5x39qxbLTPFWpEDTvDN8QeN8sZRfzbA/WumjiYQpqMt0efisDUqVnOmtHruhrAFSD0I5r0n9nyWVvB1zC2fKhvXER7EEKT+prmNP8Ahh4t1DC6pe2enQMfnWNt74/DjP41674Z0Wy0DRoNLsEIhhHU9XY9WPuTWNar7WSaWx04XDvDwkpO7fY0qKWioNwpKWigBKKKKACilooASilooASilpKAFpKWkoAKWiigApKKKACiiloASlopKAFopKKAFopKKAFoopKAFooooAKKKSgBaSlooAKKKKACikpaACiikoAWiiigAooooAKKKKACiiigAooooA534heG4/FHhyXT8hLlT5ltJ/dkHTPsen41594J1ie7im0rU1MWqWLeXMj/AHmA43f5/rXsVeZ/Fzw7PBOnjTRY8Xln/wAfca/8tYx1JHcgcH2x6V4meZVHMKDS+Jbf15n03C+fSyjFqT+CWkl+vqv63L1FUdD1O31XTYr22OUccjup7g1er8mnCUJOMlZo/oGlVhWgqkHdPVBRSHiq631o16bIXEZuQu7y93zY9cUlFy2RUpxhbmdrkWt6XaavYPZ3ibkboe6nsR71l+EfFd/4Ku49B8SM8+kMcWl6AT5Q/unvj27fSuhHNQahZWuoWr2t3CssTjlW/nXs5PnVXLp23g91+qPmuI+GqGc0r7VFs/0fl+R6FbTxXMCTwSpLFIoZHRshgehBqWvEtOn8R+ApmfTC2qaGWy9o5+aIeq9x+H4ivTPCPjDRPE1sH066/fgZkt5MLKn1Hce44r9PwWYUMbT56Urn4bmWU4rLarpV42f4P0OhopM0tdp5oUUUlAC0UUUAIa4Txzph0i+PiWyQ/Z5MLqcajt0EwHqO/qOe1d5Uc0STRPFKivG6lWVhkMD1FTKPMrFQlys8e1DxTaaH4qsr+y3XkyI0V3HCwwYjyBk8bgcEfjRcfE3xNf6xBDoum26B3AS0K+bJN7FhgL9R07mm+Mfhrf22rRr4Ztt9ldtjY0mPsrepJ5K//qrv/A3g/TvC9rlB9ov3UCe6fq3qF/ur7VhGM722R1SlSUb7s6SAyNAjSoI3ZQWQHO045Ge9PJx6Vm+INd0rQbJrvVbyO2jx8oJyz+ygcn8K8s1nxL4i8cs1ro6SaToZOJJ34kmX047ew/E0YrF0cLTc6srJDwOX4jHVVSoRbbNjx347uLu7bw34QPn3r/LPeIfkgHfafX37dsmqvhbQLbQ7Mqh824l+aaYjlz/hU+g6NY6LZi3sogOPnc8s59Sa0q/M86z6pmD9nDSH5+v+R+28McKUspj7Wr71V9e3p/mFFN3rvCbhuPIGetOr54+wTTCiimSyJFG0kjhEUbmYngChag2krspeINWt9G0yS9uDkKMImeXbsBV74M6He2lje+INTTy7zVnEgQjBSMZ25Hqc/liuZ8I6ZJ498Uf2teI39g6c+IY26TyDnn26E+2B3NezAAAADAHSv1Dh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width="307px" alt="paradigmas de programacion orientada a objetos"/></p>
<p>La POO permite a los desarrolladores identificar objetos y sus relaciones en el juego. Por ejemplo, un juego puede tener objetos como jugadores, enemigos, armas y obstáculos. Cada uno de estos objetos tiene propiedades y comportamientos únicos que <a href="https://www.elcontribuyente.mx/2023/11/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online/">https://www.elcontribuyente.mx/2023/11/aprende-todo-lo-que-necesitas-sobre-desarrollo-web-con-este-curso-online/</a> se pueden modelar de manera eficiente utilizando la programación orientada a objetos. La Programación Orientada a Objetos (POO) es una metodología de programación que se basa en la creación de objetos, los cuales son instancias de  una clase.</p>
<h2>Tiempo en fase de diseño.</h2>
<p>Con herramientas como Java Machine Learning Library (JavaML) y Weka, los desarrolladores pueden crear algoritmos de aprendizaje automático y aplicar técnicas de minería de datos utilizando Java. Esta combinación de inteligencia artificial y Java está impulsando la innovación en campos como la medicina, la seguridad y la robótica. Para permitir el acceso a la propiedad «nombre», podemos definir un método público llamado «getNombre()» que devuelva el valor de la propiedad. De esta manera, otros objetos pueden obtener el nombre de la persona sin poder modificarlo directamente.</p>
<ul>
<li>Lenguajes secuenciales como COBOL o procedimentales como Basic o C, se centraban más en la lógica que en los datos.</li>
<li>El modelo de programación orientada a objetos ha sido criticado por los desarrolladores por múltiples razones.</li>
<li>Podría decirse que Ruby es una cruza entre dos lenguajes de programación diferentes.</li>
<li>La herencia también permite establecer relaciones entre las clases, lo que facilita la comprensión y el mantenimiento del código.</li>
</ul>
<p>La modularidad es un principio fundamental en la programación orientada a objetos que permite dividir un programa en módulos independientes, cada uno encargado de realizar una función específica. En este artículo, exploraremos en detalle los principios de la modularidad y cómo se aplican en la programación orientada a objetos. En cuanto a los ejemplos de Programación Orientada a Objetos, hemos visto cómo podemos crear una clase «Persona» para representar a una persona en nuestro programa. También hemos explorado cómo implementar la herencia en una clase «Animal» para aprovechar la reutilización de código.</p>
<h2>Java</h2>
<p>Para entender mejor el polimorfismo podemos entenderlo bajo el aspecto de un sistema de usuarios en una plataforma de streaming de películas. Podemos tener usuarios con diferentes características pero un modelo similar, como es el caso de usuarios menores de edad a los que se les asignan cierto contenido que pueden ver dependiendo de su edad. Sin embargo el resto de los métodos y atributos de la clase Usuario las comparte con otros usuarios. </p>
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