/*!
 * imagesLoaded PACKAGED v5.0.0
 * JavaScript is all like "You images are done yet or what?"
 * MIT License
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/*!
 * imagesLoaded v5.0.0
 * JavaScript is all like "You images are done yet or what?"
 * MIT License
 */
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	<title>Форекс обучение Archives - Advocate Shannu rani</title>
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		<title>Стратегия Снайпер: Все, Что Нужно Знать Для Прибыльной Торговли</title>
		<link>https://advocateshannurani.com/2025/05/28/strategija-snajper-vse-chto-nuzhno-znat-dlja/</link>
					<comments>https://advocateshannurani.com/2025/05/28/strategija-snajper-vse-chto-nuzhno-znat-dlja/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 28 May 2025 18:00:31 +0000</pubDate>
				<category><![CDATA[Форекс обучение]]></category>
		<guid isPermaLink="false">https://advocateshannurani.com/?p=6116</guid>

					<description><![CDATA[<p>Утверждается, что правильный вход в позицию даёт пунктов прибыли. Позиции не открываются внутри торговых каналов, а лишь при их пробое или отражении от уровня. Новые сделки не открываются за минут до выхода важных новостей. Торговая стратегия Форекс «Снайпер» просто обязывает применять «Правило Сейфа». Благодаря ему, вы никогда не сможете «слить» и половины своего депозита. Тест [&#8230;]</p>
<p>The post <a href="https://advocateshannurani.com/2025/05/28/strategija-snajper-vse-chto-nuzhno-znat-dlja/">Стратегия Снайпер: Все, Что Нужно Знать Для Прибыльной Торговли</a> appeared first on <a href="https://advocateshannurani.com">Advocate Shannu rani</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Утверждается, что правильный вход в позицию даёт пунктов прибыли. Позиции не открываются внутри торговых каналов, а лишь при их пробое или отражении от уровня. Новые сделки не открываются за минут до выхода важных новостей. Торговая стратегия Форекс «Снайпер» просто обязывает применять «Правило Сейфа». Благодаря ему, вы никогда не сможете «слить» и половины своего депозита.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="форекс стратегия снайпер" 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O7WZzyAHJBmioU/S02pjnUH/p5vKfRW6lM6oddL6VdIB6pRI4cs6703HlriuQXPYaJMPTtGVMDA30CEKV1VTZtkBvszs9+aQOSvqAqVN0stKjcez1LwAKk3sOOfornS7rTHS8B11YQh6pQWYXmuSECOK/R96GDLAcjVmlSRHU1MbPIFUp1QS8Yr23lLSVdVdR4rx4G3M1q2e3U7rSnecsF7CrZ7WW1FgpbkK4ULzCg6cYSYip1YQxKWZUts4IK31JTqcIc+Y8Lbvx/MeBtzJz5TYtne0PJVswXmpW0lOl3UBvOWDmzLZ7WkKLCkokKvg4HEqDptBTCNRriI8pzypSPjSVvqSkNuWc+Y81u2bs+QcHLunccVNq3tJ8hWwIWHFnacdTusJ3nLBwOZbTgw2THUG5KrltwLQdvpATBVUq03HlOGZLaIbTsfUlIbd+T5jzU6UtWf9cHApyz5sW1bGh5Cg5g5sWdpxLT2sI8kk4L2BW04x2lKjuBuSrkhs61qU+QikNp+kQkx5i3GpSDqGb6kpDTmLh3Hmp4hv5zzW4FuHcSC0va2PJVs1uBwq2nHS9qt5ByKHNgUHTiw0osuBuSq85v4Hs5Kg1RGm/o0IRprjrMhCtScpCkpDbt3PmPC0+Nf+QctbgW4dxsWl7Wk+UrZg6HFHacND+n1knLBwOBQeOMdslp1LclV5zf+I+XZKkNUJtr6JBTGnOPMyG1ahlIUEhty7p3Hmp7FA3m+DgUs7jippe5pJlK24ObCracdbxQUmQrItrDiVbTiy2S2+ESVXltnQ6pb6kt0Bpr6DBEWc48xJbVpTm+QkNufJ8voWXQlsbjlrczWdvoptRfZBlKDuC8yrYcdTusp8g5FDmxKthsy2otvJS+byW/gWVvFKOnGo/0GEIc5x9iUg6Rm+pKQhd1nabKaeCG0l83CFZrVtNnGiHWEmSrZgvZlsOOl3WU7zkULC0LDpsyi7bwRIJVKENNXpSXZKxI1O2dG7kps6Pe+UpDa/edpx1O4IG83wWFrO04rQsuMgyVbcHM8thxLb2tSS+SooWFpVt9G0KKHwh83m+GKpSN8hwSAy6Q78x51Kl1ugT3A569HAu6HyCB0HEXG6qr8YAsh9sOf1QdZvZPXlIfYdp0KKcGQy6if0g8oWQGni2U7zlg4HEKDxsy2SiQESVXmiCKvRg/JcErU78vz8lNKDFlSVAJbcssh84lp3Um7xPOmYspXSIbLokGbQKtNokGCtLKDGpvUKJMUzGmJCIVBq0Y0xRZjLPT9MmwDMS6rBij/AMq6l+xnLD1QEnkJT/1CpbIaENvlWs4oCz39wfF0DHu0TgboCTyEqV9Sqwdgoabfy0nBsLI7nLekaxj3ZKig5ICO0Fcr6pVQ7BQ01Iy1HFAWe6iovg4C3ePkUqybCC9lqcxSFGml0wIe2Olhx/PUopbCyO5JEgfGCnuwpWCsmwgyc/GfKGw4qmKeNOhl6MmO49lqVikKPdalmQDgLd46lhK7thBl5piyMGg45SVPGmQ90VMZ17LWrFGRHc5b0ewFPdnI7MkBPJGQjvYIC1UhT6qXD3xUxnXydKsUBah3JUH2/jBT3av78kBPHwrQ8UoCzRlSFUqEZENEV58L0qKUBRHdWQeb9gI7sqUAu6AnklT4qVPCYiVtcfz1LKW8yPwO5y3N+wEd2r+/JGPJZkCo00IiIcb51Qkq6fqiU/mgQBT6NTotrGiUaSx1L1DUn2sUsUV9/wDqBMqZB0VClQp8mGuSwXB17JNMpEacw2guxVqXHZWr88jqWA5dGHJapKapS8ISHWuP5al4oCin9R6cc/RXOkv43TPsvyj/AMq6l+xi2v0cyHIAZFUrFpxdVJA1G7mA7kDyR8vr3YtibLy7U9LIq1cxqJeVKxLRu5gO6gnyhZ0/ZHtgbOZ9qcGhWK0UVEvKk46VXcKAO/4fT7yD3jWCFWcz5ItoeuvAUnUKVBCJBkiUAWVXXgB+O5CfITZw37x7YLAcK+SwDEk3c1ijYCk08IlmSmRbUu6yj7CE+Si7lj3jYhK7OZ8mhJhSs3S0miBsUeAESzKTIA0KJXgB3WEiSizvr3Yt8tnM+ScfEkXc18oYbFGp4bmmWiQBpXdeAH47uJSJTfzevdi3vsvLkgJ8Z+6yjnT+oUOAlqcZiJNtK7uYAfjuoDyGruWPdm3yWcz5LDf1alkzi2vkkDS5k5gB+B69zbyGvfY92cbOe8q5OS19WpBM5TS+dSf+kn8j/wChrtTf/Y1ji7bmvksf6gsNO9KVMrTc0qsMNUehmW+C9yMQNuLhWZqWjWaMTUSyvkkJ0Lu5hxP6p9b8c/RXOkf45TPtpBA6q6l+xk+z9MO0Ij6jVx4Gnkg/H/rz+xRHkjFr07s/ofZh2gEfVKyPp2jkm2k/Hs+w28hPxfYx+h9mHaAq9WrH/TtHJB+JXx58H47k/On2X7nkc+w/Hhx//Q77M+Usg02EfG8fkg/Er48+A9yR5Cfj734x+iviw5KIEWQdWzlIUDS4J8TxePn41ezP7Dbej47/AGRzilz4tZmEeJJ+Hbyjm9KgnwvE4/8A6lezPg7m3kI+K/cnjH4c+PDkm3jv+zPlFUDSYB8Lw+P/AOpXsz4D6d1H/Ib+K/ckcZIs58ePHyNDx17OUE3o8E+D4XJP+lfx58H4HdZHkN/Fcd2D6OfHhySbVWmDwS52kW0L+PPg/Hckb2/jv3PGj6uHXjyYf+p0oeBt7dTutN0KeVrCRH/0NX4DyCw61Nqbq02Sv/c18d+deAnpOr2BJpUl4dV0aNn8X/zkdeO2zWBmm1XpP/Tt3Z8/C57M+J/Uf/OLIwVzpySiL0nEfWFFMvqCHFozVTUlZQ/1MYr7KJVMeabT1nGzituQH23KNXWKoX0hhxpVLQhfVXUeQ5qbyUu3qI7OASU+3UjPO3uajt6S2TkC0grSu3uhxh5lXCpodRIZRghQXgrQ1Zz05pbIb9vNCApZt6lhva2nL26kZqWAb+O1gG8fbpTnst7mo7WlaCchqRmldvdCj/8AUayFTg83IZRrSoLwUGG7OenNDdke3mlF1nH1LDe1tOXtDSM1Lt7vGawDePt0t7NlvczHa0KbJzBabySu3ugxrVKsBU8PNvso1pIVgoMNWc9OeO2Q37eaG8lqx4Y7ebSb+3SgLUu3u8VkNBGPpqRnst7mI7elbZOYeZRgtYOCqbGSKbFSt8SDIZRrBCsCI7Xv9vDHas2MeaG8lqx9RGaLraMrJ0ozK8fd4zGvApOOlGwOW9zMZrU4gnNMllBZdUFa10qMkUuKlckSi8w3rTY4EMNfIceeOzZAx5obyWq3qYzWbaMvaWG9hXj6+Kzhrx9pZRmF29zEZrU6gnMTI6DHeUlzUukRkilRUrlCUp9hvULHEhhv5DbnjtYoTj6BlGS1W9TGa2toy9hZbDhXb3eMzhrx9pabzSu3uajN63kFWQkMtlpxQVgqjxkikxUuSxLVIYb1jFeKgy37zbnjtYoTj6aUZqVb1VHb2NIy9mpGedvd4zOsox9paRmF29zTDWt1BOQfZSWlqCsFUSPjSIqXZgmLfZRqFlYEMous29fHaKUDH0DSAtS7eqo7ebSMrI1IzK7e7x2sCjH26kZhdvVlhvB5JOQksf8AVaWRNDYDDdnBbj7CNHorAhlHuVb18drBCcfTUjNS7e5UdvNpvKyC0jPO3u0sYFq3oWkZpXb1aYbweSTkJjJ+pUhSZgaHjt/IMedYQ3ZcelQGkjBLLYyIHPGaxQnH01IC1Lt7lR28mm72RV2kfTp67e6iLTKp06YpkIeRPbb6hksOuq4Kq1K6r6fdjrWY0tkmrUgpnBpIjtAOe3j8dvT+cCllv3H8mWER4TriUX50bFQ/0ZELJ0OO9JrfpbEN6prcLPR7rLlvqzio/wDY7a3GHX6i665RqEilrkK8lb6qP/KupfsYxw9qCkcgGOKnWQiIptyYpBaBUgrHf2+Sm6Dl3YxwOKCntTlRvq9cDcFbTkrDScmysd1FBlJ+P3d4+OBxQU9qaYhrNbDcBbLkkJ0qKmysDuop8gXR694xTrOKCjj+Oh7JGaaSWjSoGqMWG5OOlWTZWB+B39nkpug37xsNa8W8eSsfElFTRcRRSyaTALMZUduRjpVkjId1FHko+P17xsMXMUYcm4eFLLjRcRQywaNT9MVUZuRjqXkjIDusp8pv4/XvGKPlKWynknERn8my4mhGOaLT9ERUZuRjpXkjID8d14+S2CglXeOGzsIQUCQQI72SCsdPGMaHT/HhqiNSsdC8m8wPx3UUeS1dsk94+HyWbKeSzH+sUrKGpbnJWAYXkjPifwO6sPIb9hJ47/J43JlQTGlQmCgqLOPyWRjyf4oq9HC4a3V8rgSJlHunIAgJv+Bmj85p5mP+RxQSZDXxkmoMrfgymkfvBgGB0O7JkI+WrOzp7U7qBl9xljpthTdHRXC2204zWIspNPfDJkzIT3kRI71weSMNC8kFQTbBNhblV/8AWzedAfwyg/bR/wCVdS/Y1nh7lBR5DMxM6pFyUhbTwXrOCwk9/kDwOYx7tZBJyUD2hCYKhVNspt1h/PWcFBJ7kL3j3jDuzngclBR5DE5NSqm2W24w+FazgsJI7+7ck5AJ7s54nNYUXs9TmKglVPD4gxN7yHXnwvUcFhKh3IVtScxj3ZzxVmsKMgOaHtawhdN8gU+H5D6Hn3s9asFBJ7nLcmyxj3ZzCV5rCuSQ4Yz+pwIXSxJFOieVIQ++7lrVioJPc570+8Y92c7LyWCHwssPa1BK6V5IpsPypCH33grWrFQSodyXA+gpWAnu1n7wpQVx4K0u4LCVUcSxTIglyUPvv56lYKCSO5zD7dljHu1l78lA8kJlio08tyUIZ4/mWl4KCSPwO5zDzZyGPIdaEfreuMvkYdbGqVbqFoUxL6lU+uLDPTq35GttupyH0wp25DEYV2lmHDmGUhDJ6lbqXUzNKDJaedZaeZU28hK0PNdOZqZiUxuW/PoK3pVOacQmO5ZW5v3AJP45DgNVKgz4bn61XpSeejKXAYZvKrlDdqNAl0+OWm1VCj1GiKRR6Y869O6XrLOmj0lCDsey1rxUElN8Rc86vktOdNVtLboKugv4bQftpTiW+q+oyogc2oyUjIZeQzgF5i2xGZbyGTL0dLBWlVkbG80oKvWGuEifWXW2nG1SXY+tCXDfm9qzhzHN7Px3XwPNkrGQuX43kNqJ9Q63mpGQyElnWF5jHa3s15DJl+Olla0qsna3mEFXugGA3Uq282y62uU7H1JDnqEyGglwhYuXmrN+8cDzWSxmLl6NvaWT67W81IyGXkM4BewY7W9uvMZMPxUsKWlWKdreaUZDKAqAiq1x9ph1tcl6PqAcNwH2rOe8cL7IDZzHNzWS05i5fjbWl5c3N5qRkMvJYwDmwY7m89eQyjvxgypaVWRIej6nELN+Ul+AKRBVGyRHlPRtICzcCQz7/eOGSzZs5jgfautOYuZEXc2vL1DzWZRmMhKj69mYx3N5hvIZR5ERLLi0qsmY9G8Z9DhyTRX6f9GgKi5NxpD8fUM1XAkM/IMxzyGcUKzFg+zmtOYyVJil5pZV6h5rMoyGXksYZ7BjubzDeYyjPxENOrSqyZz8XxJCXbqRQn6d9DgGHk3GkPx9PvVcB9m6xmOeQzZBzFtreS05i6pEUvMry9dreZRkMhKZDewODHc3mlvIZMPxkofWk2Et2N47qHDkmgP0/wChwFQwpuNIej6vebgPNe8ZjgkM2QcxYPNlakZi6pMXey5lwOozwyGXlMaivYMdreYRkMmnowbeWFWTIdjhhxLhyHTr9NNBgGChbUWU7G0DYq6UPN+8Zi+9qyFZiwdbzUjL3Lfi7WF5X5tRnhkMhJZ1leYttbzCCoZMPR0oeWk2ErwzV6UtbLi3t7VnPeOSXo+j3m6Q637khQv5DOCFBwWDzeSkZDJb8Xayu/NqM8MvdX54hddVKR+U9Cz36x1HUaiphLSJ0CqBms1gqcLLMudJ6epsKK6p6XP8qqRGUMuOCPQlvQqlES+2J0oQZU4nzp2KGBBjMtIYShtunrYl1SfMzB4p+LsZcK+bm89eQyZMNhlRaxQ3tbzSjMZMvRgl9STiJNPjDrCnVFSHFrYgM9O9VImLkOPiQ/H0nYq6UvNe5IV61ma6ZnVMYO3Y6VlNNdIMpgFDq6n1HIh0CHNTHCpP9yzrKKWmHGR18Wm4DUlUdL3T1alzXX2pTbYNJAPVfUl+WHMU2/A5YXvbjYVgQsJviL3t6xRM8yopkazHeC8AWwnLEf8AA5in09OYp9fTmK9wFk68R+bcxTa1hzEXvbjaVYkLCb4j/jkT6h51SEjUYzyHA1k2E5BI9fTmI9PTlh6+nMV7U2CcLC97cxTa2I5ZP5sLtBRQQ4E3xF/xyH9R8+pCQWTFfSvWS2EhQA9fQcxT6eg5in19OFJ2pACcMU3/AAOYptbEcsPzYXZSvAhwJJdCtbhbCc4IkGDFEoN73wvWdYTkEi34HMU/8DmKfU24UqDqfROFk3vYXxT+MRwgfm3q0F4qDgTx9K9DpZCdlOEnwIvmBsyHQrA4AZBI9fTmKfT2jmKf+OFKtqLBOvEXvbmCbfgWKR+bC7KVkKDgTySlzxniwE7aamV9Pi+ZrMl1J1nADIJH/A5in/gcsn1NuEKDyAAnXiLk25im34FrD8240F2cCwnj6VaXdQSHKYJf02IJuoyXQoIOATkAP+OYp9PQcxH5twhYeRYJ12F725im1rDhAvewu2FYrCwnjwVqXrAzpAmfTIvnhoynkrDRLaU5AD/j1xT6eg5Yf8cKVh1uyU4Yi97cxTa1hwpH5txoLsvMJ4/5wqEHUWxGq8p6KiGWsRx4L1HAJzCR+SBzFP4xHLC/44oK2IACcLD829epI23rqRmyVMdM9LxKAzKS0c1t9Px0U6XCdUNDVNgwepUTaHHEkROlm1NPImhAZTCYjshMVhpspSLeoFygFJFgOU2A3T4bcZKisKCg63YJwxF/x64ptbEcxF/xxoLs4HAnkn6gKjTwyWxE6sA8np6w5Up0WnwnJMh5DTcyYzFgyJSvUQ6mal1ejBCFx+mI7D/S8RpxF0jp2jCMmMIvx/2zRNqHfDGTNCpLLLbKYiCmDSoFP3eJHDfKP/Kupfsj4a/YSRynGCKrWywtwvytWn3kgdzr8oepz7x8MDgSRym/TvrNe0OOmRL16DsJCe6w2JafU5942sIOskjlMFO+t10sOOmTKDehWZIA7nDyE+pCu8XVqUUKJEjDx38yQijiKKTTvFWtTErXoXsJCR3OvyU+pz7xdeK8CSJuoQ5W0nCiCIKNTvEWtTEnDSrMkJ7r1eUj9su8bVi5rJPJ2jwZm8qDdB8MUSm+GtxUeRhpczJCR3Xr8pu5OfePrs7gSeStfiSdhOHT/hfQ6b4S3Fx5OGhed8R+O6w15bV1HPuxhZzAkiSG/FkbL4dNeAKDT/BccXGlYaF7CQkfjurV5LFyoK7xw3Z3Ak8mCF9bpG1xwSepnmmY8BxxYSipT4MaIpyQ7Zph9l5AU04laeysPIaJJC4s6PKXKbaXdUOFHmLrbbw9FVtt15TEBhctxukvzXFrqEsraks0xmq0RBzbc5Jw0ObCQlP6i3deryGbk594+v5cFE8n+B9dom5x0SerpiIFJM1bZWKx1NPqPSLUeVFUuSIHWLuMRclZHTXRSacxDek+yT0j/HKb9tH/AJV1L9jJXh7kgHkUzPOqQeYaSy/sDfsQCe/yB8e0Yd2irE5pAPIZnfUKmH47bbL+ev2IClDucw+LJGPdnPE5pAPIap5qVT3RmUMSM9ZwSFK7nLcn2jDuwXAg5oCS9nqcwSFKp5kGDE8htLbz+etWCQpQ7nMPD2jHuzssrNIBkbND+tIUummSafE8llDT7+es4JBPc5h5PtGPdguALK0gGVt8aQWkhTlLVKNNieUyhl97PWopSCe5z3o9ow7slwbMkgF/Zoe1pCl0oyjTYZlsoZfey1KwAKu6i5vR7Bh3aK7LySBx7PS7rSFLpCphpcPzI7bEh/PUrBIUofjucw+37AU92iuy8kgckmWKhA1sNqY68rjrcqqQgoZmqIrlGagJcSHf6eOinw5tGmYsyocyNNYS/GcC2y+yHkslY2LUUrSSEhFFqKxXuqUwoxlOUWmOSpNXM+Qp0NMssNhtptKENFYK8gAZZlioU7THQtjj+epeCQpSb2F+5Kw83YDHuyXRsySE8lKnCp0zVGaXH62gvz+mp7LABc6fc8zqLUGCriR7RcC6wMFc6RJ/tum/bS1FPVfURCSeBxWS061W2r1pVpXfM7McDZh0hgqS24rmwhwJ1qIp7jKalW1NuOuvSV+xAUFpSFrs58C77VfH8KuBarrGpXC6N7SsF57FZqTrVbcvWDpXfNQcwLZ4y6QytSULVyZUHI86nRw1dNOXHFUrymn3nXpShrSFhaUpdUA58Crl1QDfwq5mq7g1q4XPmaVivPNWakltQ5tXgFaFk5rzx1KtGdUI6yhtxXM1haUlpVqauMKvX1NPvOvyl3aSFJWhKXl2cswo8LiwGjoXYOqycGpVi6djSta8w4rYpOtQG9zUFeOu+aswnUq0Zw6FlDbizIcOtxKkLSmkOJ+kw9G19uU4NIC0rSkPLxWNK+F5eLdmV8DiwpwFhfC6dratbmYcUHCC0qyX3AgK8dzLYrPHWq0d2zLiktuKMx0eM8laVoRRXUCjQtCnX2pDl2gFIWlIeV8vwq4X1YtfAvgcVmtJaVZTp2tK1uZ5q2FJaVbyHVNZCMsnYoLCdSiI7vxPKQ24oznB4j6XAttuhOMiiwvHU7IakOfEMm1pAdWNg0q5uXgg6F8DqsnAWlcLp3NLwcC81bCnWq3kL03DC75qzCdarR3DrkKS24rktz4HErStCKC40KJCEZbslqS58KckLSEOkZ/Crm5WLR0r5sUFrSWlcW78rK8V5hxWzEtKtuXpy8ddytQWlOtWLLpDbxShZ5Kc+FaVJUlHTq2RQoXiuuyWJTnwjNK0gOH3jUrhdXi2dC+ZqzUnWqynPlZWULCw4rPHWq29em+hdytQWka1WZWcH1JbcVzqKSzGcjvqlLYfcL9eldNSZzOaKN0PV2qlTqg+nQx1Z09Id6hNYQg6ehKm/wCA/DeZSlMvqEPdaU+NTQH1UtTlaqFRVPcW+npKdHd6j6pZYTdujOKD9aVrUTsOaU61WZcOL5ShxRnKj/WKIXHnUOhblnfgXyS5dj3IWkJdV7hqVbavFtWhfM15qSWlWW772VltwLzVsw1KtuXqKtC77FZpTqVaO7ZElSW3FGeYxrtB2PvNPOEOtvIcYUU06itUxdSket0OK9w1KIU6stJOpQNAlPDo0r98U1DqB5zpiEYs0F9NfkpfDbE9RLFZlFNOSzNkZdIyVuGotrlOSV0f+VdS/YyTh6ox7Q1PfUaplCS0mQFasg2F/YonyQA37e7V8TdGJr8pmLVOnlOkgQVPmo1ULgJZRIuGzi2Fnv6+Qn47p7sZYereHaCp/wCq1YLp6GUSMtSsWwsjuctw9np3j3wOTYSXstLtkBZppWadDLkcMLlejSsEBwjuoKD4Gv07sKViq7YQZOfjPlLQcNKLppsIuRhGW9fUrFGR7k2kI+MEd45OK7t4GVl4kkpaDqqSXDSoRdiCM49fWuyMyO6st6PjGPeOSA6VN48kZeM8Uthw0cumlQS7EEVx8nUvFGZHdWW9Hx+ndm9l3Rjx/IMOlLeZoa3jR4e6EmI5IyDK8Wwsj8DuSoSG/j9O7N/fdvHnXyndNNiCCHmumqRTmqTTVoYF5CsWVnEHlYqi58CdEpcVUtfTkVD/AFNXIVQKnlzkxWOu4cra2hrol+S3UqmPzH6AnwqdLjodzDn9PpL8qlS3n3Ct3jeV3LoCeTC+KlSwmEl1HHwsMrKW8+J/UdySH2vZ6d2M/ku3hyYXxVqXjAS63x/LUspQFlP6p9Lcc/RXOk8FdM01KgFAsM4FGpGHjsBQUGUAhhlIQA0gBtptq4bQlIo/8q6l+xj9P3z7QggVOr/55eElNmvVzA9yP8gfL9jHo2fky5/UioiE906W7F+lqBqNWWKjv48tLjJKXgkIWlQuCCOygPJT8v2R/RsjZn2poCaxWf8AqinuSf8AUr5MODva76fkt9kb9D8ufH7aHffhyli1MgjyvJ5JHwq+TDg7kfODs9e8cexfy58lAGLIu5r5RilFLgWl+VyR/qV78PsPpIQQ5Y94/wCq/lz5NA8OWN+rlGsmkQAJnlh8fEv34fYf/IR8lvsY9NtnSsSrGO9dzWKIAKPAAmmXx+2pfvw4O6h/kN/Lb7GfQL+TPkm2h734coISmjQQJ5m8k/6VfJhwfgd1D/IaO232MmwcGzLnUb6BWOl1b8WkVZUnJFLil4GiuOZvVOap9TaEIQlKEgCpT0QOr6O2GAo1rU7Oq9T2YMMUyPCm0t5nFDa4gaa6JeQ2QjolptHT0YoQAeNAXc+TLkwD6rST55ZPJA+Fz5MOJ/VPrfve0hlQcse8f8O/LnyaAaxSCaiWe0gfC578OJ/VPrfjn6K50h/HKZ9tH/lXUv2Mfp+mHaEpH1KsAQCyZFtXq3n9h/8AJALR+xmxQbN4c/qi1Jdn0ERmVuu/09qS5VInyn4etfSFQElh8A5N9GVxqpCrMoQUjjjrbSCtxYSkkeQn4/Ud2LYGzeHanFH1esgU0sqk20qu0V8Hc23J+P17xrYK+PDj4+B4lGYpZBpkEpjeMJJGlV28+Dubbx8fr3j2xVZvDkopEOTdnbyjqT9KhYxDFD9g0q6M/sUbyE3b9e8cpxcszhybYQ5V2d3KKUmkwSiIYgftqX7M+Duq3kIu0T9jGNnPiKDJsI7xLewUQoNIgFMMxBItqXdvPg/HdVvIb+L17skWc+PDkj/x3vjK+UEoNGgFEAwhJtpWS1mB+O6rb2vjuezjjbSFLcWEpNaceD/02EVo6NYk1SSyapHdc4lKUpCUgASP9KzrzA/A51qI8B+j11aCrkSktdRdL1cMOgjrlS6RSqS/6uGrURL/AEjTnoaUNPdOtBqh01Ia1njP/wDT48eTCgVSk5QC72kejK7t58T+o9O9xvaug/ZGVbbZvDk0o+sUjKnKdPJB+FwlvPif1T6W45+iudI/xyncKkgZFQA2N45Zpx8hj2fMjiVoUDioHlL2f3V1Hha/zZr/AFxvK1D9MwX0u/8A5wR5OgjNtSyXswPbhHEkSKifMQ6p/wAiyMVoQB5ADv6X/wAj4j7OfOC4PZY+TsbObd7vZq/XEeVrBs3mdoc9ccEeTpV721LqWYq6D6W6DjSY/TE9Dr5K+j6zKZrUJJfS2zT3ZUDq+lvoZsxd+zdsOf1LqzTcJumFxQfT5F2MVo5d7YsHHAGUGhYN7AXw7/8AnW35WlZzbWu7+aP1wipkpl1MioIeU/5OCcVoRz/Is7+nCZOLdsLgyApz9LXlgt+9u4VIC1j24f5eof687vbP/wA4NeVoV721re8nEpCkITT/ADhTY+x9p96R5OCcXEI5eTZz9Of5YDRBbuC+FOXwsRMyb97YUC/moezD/L1A/Hs+fYP1wb8sMrGbalyfJLTmLiECmeaKXGDklqQ695WCLLbTy8n5P0sTKs3+l/8AIzc/TE+YFte9vL59iv113l6/w3mS/sH6YNeVqcs42tcwStDgS4hrlK88UuMHZTUl17ydacVIRwGRd39LXlBLdsMrv5Oj2Yf5ebZzbuC9sP64Xl6j6N5/NsH64N+UGnfkbUqR5JaWErQgUnzhSYwelNSXnvJLabLQng33c/Xn+Ti3+lwX8l3xwUZmTPyNhXzbD+uF5Ws+jeZL2xP660eSG3fehSn/ACNasVoQKKJwpEYPzGpbr/ka02WhBTvu5+lryMW/0y+bYv8AXE+Xkyc2wp5/xypx5xpDNS6gmJp0p6AwFcgxo77ZmTZgnK6u6lnSRNojETa1TKROj1+DMdlJaReRZz9OP+TqTitCCC9df6263gPz6ChlRAH9PULb6bYb9Cj+prbzlDhtrWkKmMPRunXWFKSpMTyPBZthn82af1wT5GD3vQpUhDxnU0ialoXkWd/S7/laRittBSqR7xdGOUwNNi7eXz7Ffrgry/i97YX84c//ADr/AMvUTZvP59if1wb8nB73tqVKS99Rpp85LQBkgO/px7ytKcVNoKTIuv8AQpV5GpN8L9OolOdHLQ+0FpqMaqzOmYENqFKa5BZmN1OK9JpMjlOoD8mHCYfp2tPSkCbGclqdiLjIo/8AK+pfsj4a/akpHIBifVK0Goi23ZesNe9BUO68PLA1kK7sY4nFJTx4F7q5xhSzg9PeonWMimMv4QJVBZhdLKnJJMuvQqVAotGqK2COdcdTS6TS4DkNet7qetHqiqRXIrZTyiObINNWsKU53jFGBxQUjlNMI1qthmE409Kw0qzQVJHc4+Qn2nLvFKNasEFPHwnx3skFSaQWPpUDQwplqVhpXmgqSPx3UU+UPZ694+vBeKCnksJEOUXGytFFMc0inGPHWw1IwDKsklQ7qw8hF0HLvGwxcxQU8nYCFLLjRcboRjGi0/x4y2GpGOlZUgqSO5KBKRdu6u8fD5cUFPJWAiyC4grRQTGNEp3jRlx2ZGGleaSoDurASW7tkq7sYWcskjknARX80FaenFRTQqeYsVcZmThoXmgqA/HITrqq5Vm1OKKHn2WGy464lCPqsifJQmnQyUNUNpTu+c8qW71Gt6fA6hpnsSmmwqh0QH4DixKR0RSZ09FKmvNFpmUYorNJDkVa3eScNDmaCoD8DlRhpmxVsKJA6apa6XSWYq/36xpgqoo8LPWXozT8dbDoyQ2hKEJQkWHGcfkskp5OMQVejhyKtx7krAMuZJySm2It3UUeQzdBJ7xddnSlBHKgYQrlGDkJxx7knHS5kkqCbYJsOL/RfOkAD05TPto/8q6l+xnPH3qBPIomCbUdshtTD4Xr9igD3+TePcMO3/ziFKShRcWOMttLr8p7EZ9T0ye91VUp8Zhbor9GNSoMmnsFDKuoKQJnTciAUqWaQlqsRoUCosofb6Mpi3prFRKhpoGf0ynWUMO7OeBzIJ5E88VKp7pDS47+zWcFAKHf37RYjHuxswOxQJez0uYkBUAyPBiCQ4hbz+etWCglQ7/IHh7hj3Z2YqzUDyRs0PBtYSumiSIEQSXkOyHc9asCArvdwPJIUAnuztxVsWDySHTGf0qSlymeX9OiCW8h197PWrAgEdzmH02UMO7Wz35qB4+F6HdagF0ryhTYglutuyHs9asFBKh3Vs3JsoYd2s7KyIJez1O4KAXSPMFMhia+09Ifz1qwUEqkSo8VvY+8htP1eUa3UDBinFiislQcmuqmPWUl1oJUA3ysP6JdX9t+dfJkO1Xp2MwpIVGbDTQbGIRIEwVCDrebSxx/PUvBQCh+BfutJU80fbbu3n78lA8lCb59PLT7aWOPlepQbUElP4F+5z3N2Ix7tbPkzUDySJ4qdO0yGkMcez1LwUApP4F+OfornSH8cpn20j+V9S/ZHw1+y9uU5UEVWt6Euh+ZqDVl3Ke6tXlJ9Dn3q2H0Oo4XHKV/5x5S1oVWa+kfmVr0nYCUkAoPOhqVGRVOpV3UoMUSnU5qeqKxgKAWxAppIOfeNr1nAEDlMNN+t13x0PCTK16FbASkdyUeSi9wvvG161YXAkYCM+V3KaP4v0mneKlYYla9C9gJSPwO6tZkj0OfeKG8F4XAmavEk7QS3RPE+j07xAsMSNeleYJT3Vr8lHorPvF1YOYAjk/T4MvcFFqhGH9EpvhhwR5JRpXmDj3Ovym7g5942qz2OQ5L1+LJ2AlFA8P6JTvCS4mNJ16V5g4j8d1avKauFZ945aCXMb3k6/Gf2AlFEl0iL07T3GFqZhu1KXPYd8SIppmLRGUub5jqpkiV/wC8kcH/AM4vX5DVwc5cpP8ActMjBw5O1dh7q6bSpSMluwIrspiUtsKcjlGLgRcCZ4H1qk7UueRyVr0ObASkfgd16/IauDl2J4zhd3EHk8wPrFG3IcMjknXoc2AlKbYi3devyGbg5d42oB7AKvP+n/XKJvQ6ZPJOGhzMHFFsE8ctgrnTEhqP0rCddWENv1aAxThUFvDx2q5THXA0JAS7/cVJ/wABW4qbptXh1MPGMXCmlpKuquo7KI5rIWs7Fc1KwCdq76yFlWxVmmXNJSt5QXgcwrNVozc/yqmh5aQw827igoWb6lWcG1fNahrs6sc1quv5FcLTwdQnarDWQtStiraVBsJ2r5rOzPNVupXnYfTNWeVdaqA445W6olThKYrdREyqofUgMPNvFCS2s31Gzg2L5HpkWK664wjWtxkrS6nYrkOC5EjxYqXSW8CHFKzVxTCg2lJeXkWyHMs1caad0qQt1WWs5pVsVyI1UvNqqX1p8d9l7WFNrJIaV8nyL4Wfa0Nqr6jdw7V2LTuTadqsdR2KVsVYsqKAkvOE6zsyzVZpl7SpC3VZOtLxUttw5QWpZgMiU7aQ829rTrdOQaVZfyr5pNm/lXzUvJw7V2LL2badqsS0Q4pW1RGlWsI3ucLagsK2Ks0y9rWlbywp9p7UstrOdPZmfT2BLctIeadwTg6oq1G7nyr5pVZHzL4G15LO1diy9k2kOqx1HYVbFW0HVjvcuUHPLYuzTTupxK3l3ktP6XCw4S5TWpv05gTHLSXmXQ2nB1WQaPyHavmlWLY2r5rIUsh1di09m2kOqw1HPPNVtCteO5fNZzCs1Waad1vJW8ockNOltSm1krpjU36awJiwmS8y7rSUOHINH3nYrmpeLY3L5rIWo7F2U09k2kOqx1nPPNVtKtZTuXcoVsSvYoccdbjMOmVLDaVTqpUAoU9hbLdHoi/DjvVQ7p7zbupOtwlQbV7zsVypvljqRhge7gQrInNVlNPBTSQ4rGT/ADuByJGamdbsSGWioYHMKzVZtt3F5K3VcfRP+oU4tFPjaSA58q+PNO6hrcOYbPvOxXNRwQnau+shalbFEFp27aQ6rEtnZlmrmk6yncu+s5pVmriG3cXkqdVySif59M1KT42o2c+VfHmXtILbisktqGR2K5qVihO1dy2Q4pWxVlMu3bQl1WOs7M9iraVYKTuXwtqC0q2L4009g8lbquSUVEVKmFkpMUNK+T5l8eZeLV0OqK0tq9xLiuKaIaA2LPOmob6ukUobd2LldOViVRYUJ52LlGodcZqEd5bkR1DHT9d+n0aE65DSKBSptPMzepCUUf8AlXUv2R8NftUSOU4wU1euFl5xT8rXq95IT3OoyxZRCu/U7BkdL1Vln1V/TVTj8WoPvejtMED6xXdD7q35evSc1EJ7nX5Sfcc+8bXrOCiRymCn/XK9ofdXIl69KthISO6sPIT6nLvF161YLJEjDQ9mSE0fxhSad4zilsytehWwkJH47/F5SbqOXeLrCF4KJ5N1eHJ2qKW6IIoo1NEV1bjEnDSrNRCe6sPJbuo594uvB3BRPJ4Z8GWHVFLdAET6JTfEdcdYkYaF5khI7q1+U37iF94uobihRVyXq8STtJCOn/DFDpohuuOx5OGleZISO69XlNXUc+S50SG0XJDyWwmZVKgg+JGMVum0aGytb61rlSZOvxpGwkI6aEIUGnCC+47Gla9C9hISPwOdSuKd60RCPogfgcc1h9slRz+tSD13TZDzgbb6VgMLS7VUOqV2Yws5iSeSxC+t0guvOJkcla9DmxRCU/qO6g35LV1nLuxrG2yieThC+s0Xa8tEjkrDQ5mSEp/UW7q1+SzkohXeLrAeKFE8niB9doheedTI5JDfjuZqICLYJt+HP0VzpD16cpn20f8AlXUv2M5Y+5ISeRDKE+ph2Mhtl8rDZwQFHucw+PYMex5WcvpEnJIB/pnfwKxyGZhqFUDsVttl/PWcEBR75FTwxSko5Gq7L9VnU78O8YK8DkgJPIRmfU6oHYbTbEjINkNoC1DvdQeTZAKe8crwOaAkvFWlzBIUqnF8wIm9lLLr5XqVggKI7nLcPYMe7OeKs0BJkbPHf1oC10wyDT4ZksIZeey1qwSFHvdYeT7Bj3ZzsrNATyUXPGkamwtdKMg02H5MdDD72YbVikKPclYfTZAx7slfvyQE8fz0PYICl0lUk0yF5MdDDz2WpWCQojvKmsRXEqfcbQhEyr1FR8VgxGI1FiNPmQ6VyJHGcvdkkDj+el3BIUqjGUaVD8uKiO+/mGlYJClD8c6lebY68eedViiJKjzGEPR3kOtrz2oASMXZrCo0uWtOvnTLbLdCgBk/Hxgr+TJASZBlCo0/CK24xx/PUvBAUU/juS4HkWQLd2Sr5MkAclGWKhTdcVtbPHs9SyhAUU3sO6ioPN2QCnuyVWczQE8lmYKnTNcRpxjj2epeCQpSf1F+OfornSH8cpn20hQHVfUl+ZD/AJ5kn/nlx+L8YKA36OZC4va/IIjpqdZKJqnFySgte5zDmQ9fUcyH/PMhxRb8oEOEG45kn83HLj8crGIo0ghzLkGDGgocbYFk04RhVa2UTlurklBaOTmHAoWPrzIenqOEj1APOlJUd+M+lC1ZU6fKf6jrkVxz4acR/f1d5cXtfkfANEh3JNxcC45ThFTWa4pE9bq5JQWTk5gAof8APMh/zzIevrwlG9B2etxe1+ZJte45cfi/I5QG1Yu5h8p0PArxFK1ClwA3KL7cooLKgXMAFC355kn/AJ5kPxfl2/ISS5zIXtccyT+bjlx+L8jFsIWQ7mJWsxJIW7gKMWhSIAalmQ0+UFpV3MQFJ/55kn/nmQ/54S0ZKDsty4va45kn/kcyH4vyPrCHCl7ITS34UoLd1ih6BR6fplmS1IKCyrJzEApt+eZJ/wCeZD/nhKPIQdtjcXtfmSbXuOXH4uOMFADtnMhJ1mK+FOYChaBRqeGZhlNPlBZXk5gAU/8APJlRhwkBUh5KeN9R1RfWb9KQ8qIxDpECHJQ6XC7JyH4vzJNr3HLj8X4xrCXDtyEgpMd4KcKB06YyaHT9M0zG5JQWV5O4BJTb88q9NFV6q6gh5hB/ps+k9PCPaypzoZQt5Lnvbo9Sf6frfsS4uDgIcfEAJuPxyOpCUukOZclhg1mlEzFNuZDkkoLC8ncAlQt+eZJ/5HLjii3vaO2xuPxzJP5yHLj/AJ40UAO2dy5NDBq9IKpqmnMh6+vJJQWF3cxCSMR7uZJ/5HLi9r8WW9zJLtjcXtfmSfzccuPxccjlsB0h3IThGNaoqlz1tOZD19eSCgsLycxCVJCQAq/FKGCrEc6akaOlIj2Jc5UOpYcGjM1NxCgh7rFphKnHIKywx13Dca2CNdFIriKkt1BYWyuloQvqrqPIc0tha14+7x2MAjAYlpsOZ4jJplpTJQWQkFprNK7e6NdyVUo7kHW1IabCUK05q0NWcGAtoa+P2jmlu6yEi5Yb3NoMcYhlvNS8fd47OAb1jEtNhzYEjKvrYZozqVtYANIK0rKRlFUp2XVI7lP1NSGkBCVBgLIjtYuHAW0NWb9g4WWwpagkA9DNIU3WElsELqbNH6or0qYjGNEjtN9Zz1Ygp1N7NmIzaYaUypCmAkFlrNK8RlDUpydVI7lODTMhlsISoMBahHZs57OaGSEDAc0NZLVgLlhnNtGgY6Ws1OBPu8aPrS3qGBZazDmPvYYZWytCmAhLzLeClhkLXTmWlU2MFQhH5JZaDSSGQ4RGZxcJQBxUePi2NY5oayWrAXMZoLbQY4x0tZleAyMSOG9esYqZZ2bAn3MsMqbWlUcJTJZQGXVhkOLpTLaqXEC4IjcfZaDaSGQshhn5PYOGNHxQMBwsNZrWEeqozObSPHGGlrYXAgZGIwG9ZbFlMtbA5h7mWWlNuIUwEiWygR3ViMHVUdlpVKi5wBFL7DWtJDIWQw18hwHPGYwQMBzS1ktePqqOxsabEdJTpb2FzEZeNH169YxLTeYXj7qrMagU2Y5qbQoll+ImQ2hL3KO2hVJiBcARC5VqaIRkPIxDLlSnlxTMYQmRFodIlwG3snZcynW63aqRXwstFxpBjgp0thZcxGZjR9ZbDYxUy1mldrqaZaUh1CmQkSGkalrDIWqiNoVR4udOTDMhlsNCzIWQy37zgAWKclXVVXlg+vRTbdMn1OA6VhfVsswacyxHi5u0ykxoEcNoGREdkNlvWMdSMwvEZNMtqS6gshIfWtFRpzYgZteOzZz2C0hlsMizIXwMt+9WAuYzOKEBAtpbC1Lx9yo7WTTegFBZa2Z4+4RmNZb1jHU2VpXj7m2WlJeSpkJElS0T6a2iCHG1RmQHBgOPstBn0ZC+JZa96tYB8ePghGsW0NhZXiM1MM5tN6AUFhrZsxGXjMYFGsYqYZDgWE+5plpSHkFgJEpa26lTGm4GxrxmUhz2Dj8drT6MBfEste5WsAqjshoJCAOdK09g9LNNsjQV9LNuQGIrlRkr5G6QixnW1tzX8E9F09KGk73rUmhsUtTykPOvGj/yrqX7GB7P3z7QgU1GrXn7RIHx/wCzD7D/AOQDs+zqZlx6mx221bFj8DkBJFTrB+oh8SBdo/Lr4Ox50XU2GplTh5gudQ1BMuLU5W5Kh0uH11gynTkOMEhsjZn2gpIqtXP1IPpki7R+TDg/Hc/7k+/7I/og/Jnx8XZdGeHKYLU2EDJEgyBdlXy6+D8dyLPp+Tg7xwcVfJnySkmLIAd18pNxS4QMvyi+PiV78PsP+9HyW+yOSEuDbmJnrFkgPauUjIUqCDM8vj/q0v34cHcg70fJbsJ4NUXBw9Z3U1PYaZdaktqT10wiY1SYCpJyj9UVfpN76ZVmFIZpLlXm0+K01Lxa6WktRp9ThD1d6x6gNBozklCCp6o9dxpUygSHGlFVAqS6tFVPdtkRd9v5bfYz6Z/JlyQLsPfJhyh3TR4KTOE0yBdpfy6+DkD+QVnlXlup/qCxET6JrPURn9bUelFK8u7I9HPlz5JB+qU0idq7SPVlfyYEfgd1f72/kt9jQtn8mfJYP1OlKE8Ndnx8K/kw4n9U+t+6v9zXyW+xgEB35Qrk1J+rUkiohkcfF2V/IEFP6j1vxz9Fc6Q/jlM+2j/yrqX7GLa/RGHaAWxU6wEwi0uUU6v9eae6ikyh8Xr3qltcCyMe1OUyarWginlhcq2k5N5jv1nMbo/V7r7DSUKZoDjHS8ZLbW93pupx6JQaLNmhaG48hmSw0+0rJuPjgbN4dqepk1itBNOUyuTbSoqbzA7m29Ps9e8VQDasW8OSLaHrozFJLZpcHXGMdMrHQolsr4Px3JHkJ9nq44hABUoAdoygErxbw5KsIsnJouCjls0mBrimMiQRqVdGQ7qx8lA1knvGxxcs3hyZgIcvNouiiKaNHp+qIYqJGIZVdGfB3WQZKLt+vJdX8H+paUBwaq01VGqwWkY4dIr6i6q6jNUkSNDT/TVG8KSh6H5Jh1KX0PHjr0uLMzp2ZBmUCW26FxJ9apFT6ggUlJDr1X6UizWerag4nB2DFjRunumdDKWwrEPt/Gb92LWXZGPJBAjvXbzHT5aVRYBZhKhok20rybzA/HIP8grPOpen0FyrVp5BQ7RqVW6r1dT+oDF/xR+O7Fvks2Uclqa+r0wGEXF8k4hld2ysD8DurHe3dsk92cfksgp5NLQqtIzgF1fJJGly6Mwn9R6W7rKPIZ+K/wBkfH5bN48nFgVqjhcBTq+SLaXCUZhNsU+luOfornSH8cpn20paUdVdR3PA6jJSf/vkM60rubbEZ67+5p9AZK1OZDcgLCL+sR5wS6qtyYhxp9wWQlLmKg83i4cjzc37PU8Drd1i5uXk7W1bfZtQVKTf18hnBLmXt2Izwv7qo+2UwAXgpQcbzCCo3huvJnVZbk9DrL7gwQEO4qDzVlm/N7Y1+p4HkXWATfrqIJfVTDqhdh8tNw32m/aevWmm+nOnENJsjpmVHeodMDa8uMvoDSlreyAdbzSgqN4T76ahVlrnodYfdTglKHMVb2rOep4X2gls5HkifEjNuOPuhtBfRm2vb7A8grUjL18lnALyOO1GeFzkxJSlla1O5B11OKkJXiunyCKawXpIeW+6nBIS6EKEhqzl1Hm9oYHI2D7WS05G5fTmhez2dUTFNGkMotzyGg2FZG21GeF/czJQlpa1O5CS6nS4hDuDlNfP02OZEoPuvPIwSEOYqD7Xv9TzyGAlBueB5vJacjcyEBbbgdsgPIzKL+7yWsM8jjtbzCLnJmQgNOqU7mJLo0OpQ9rcpUhwUuMH5aZDjzyNacXMVB5u7nuN97VkKyNg83ktJJuX0bG1h32SqvAju6VvZP1RE6XPrdS2KaHSVJkOq6aqRauYjcSP5TreI5IdGpSEOYORIsaXS4wqJYnOdZQH6j087ChgbOnKAYMmBMcas/nHKU3Axqz0BiLteZKwXkhbS9tkbU54X93kNayvI47UZhF/Vp5Gt1anckvOgtqSlzBdHed+kxvJmIlPPujWnBzEh1v3jI3gOtivVZVzjX2ETKRUYuZSeh20xumKN83tDiMyi/r5DOvO5tsRmEX9zT6Qh5RdyEhbn1KnBE1CGg+3Zw5cfdGoYuYFLrfvGRvvaxQrI2Dreak39xfSFtOB2yNqc8L+7yGtZXc47UZhF/Vt5AS8pTmQkrd+o0vCahtve1Zw3PHnk6hi5iUvoOSSo3MhrFCsjba2VqRf1U+i7Tgc9gdb2YX93ktJbKwo23IzSi5u0+jF5SnckynX/qlKDc9DTIfaOfqePPo1DFzEpfRYoKjdT7ZbBBNumpo/tFK4pSp2pdRy2en4clnBc13qypMBUpD7chhjqqTvp7D0xQ503UZ0szUTn7v0j+VdTfYxiUe1JA5BMI1Ws6o7iHpOvWc0lSe6tZlD2HPv1A+tvqrphtr2o5TjB+r1wMRnUPStQZOxJUO9SpzE9yM04gcnD/Dk86jpZqvTtIheoX0S0tjpqEw4mzkfAtnFJSOU00/6zXNEZ1uRKw0qzSVJH47f1Mnyo1OhMNKAbYxux7Tl3jay2cElIkaxHezTkmk+N9Kp/jNLbZlawwsuJKkgC3c4eQPacv6kT0R6dEU24N9DqjVXpcWc0goTWauKc5TWrArjFrWvFJHJmsRJWxBWii+KaRT/ABWVtMSMNK80kp7q1+Sj2HLvF14uFKSOTtPgy9zalt0IxDRacIjC2WJBTpXkm47TatDhKCFkuPKTVag6jIeAiFTIFPBDDYCjHW/0d1YltnNynobbgxENpCUR8PkxSRyUE+LIK0FSKD4hotO8RhbMeRhqXmklIA7dT2+jSOVaT4sJ6Qj0dacS42haVAi3Zgt4u4pIMnDxnytBUjp1UM0KnCFHcYjSteheaCpI/HINv7hrVvxMZU/FfaSQFUGnrplMpUF+y3u7GBDmCSOSzCFZpObDin+ScNDmaCpKfwO6tfkNZJN+7WHy4pI5N8L6vRg6w4p/knDQ5mkqSm2IsPTsvXvauk5d45as9iggz/A+t0UPRnFv8k6ww5mjIJtinix7Fc6ZYak9LQmXkBbf9vUURPE8BrQigUZt5LyYDQcR07RG0REIp7QECmQael1MSMhoUf8AlXUv2NZhHvsTyKJomVDetssPBwo9hAV3IdD49Rh36mz/ALv6Ry/I5EFQE6peQ40qO+HNfxkBXc7N4sRhyfEcfegLRa3SkkPQJCMbFrZicyCeRBURUKlvcaMZ9Lus6yArhPpzqOoP9RSXoi1FDX9PqxKqtCYU/wCq+7BcCDsIJdz1OYEBcESfCiiUpCn3w5rOsgKHZyUw08yytwBc2Y3CZelPrCWJ7rnUtUpqEPFT39Lrf25+edYrR9V6URkM4klt9C1JdSsPhwsPalAOU/y/AiiWtCn3gvA4EBXe6w8g+hR3Z2WVmQTJ2mO/pKQ7TRMFPiiYtC5DuZQrCwVMq0SH7FKLjqG6zUfe8swWIdMgwQfHYSlU9x9lh91sgcdliQxQJJcSsdHNR3KM7IRkpAASAALBnYAvMg8fDml0NkBymCaKdETNWhcl4L1qwICh26n/APTSedeSXnIdMpkeUlpXTjzr1FhLdSlLnZsLGeZB49nqcwIC6UJyabEE9xtcl4Oa1ayAofjlOUlVerJSQRw7NyLEYd2tgCwsg8fE4T4JacbEfjwc1q1kBQ/HchYdR7hh3azBXmQeSBO8+AWXGwxx7YW1ayApN7DurPa3YjHuzsGeZB5JFQ+pU8sOtCNx7MtrwICk3xAP5c/RXOkP45TPto/8q6l+yPhr9l7cp/giq1wMbd8sNBo53I7nWZSfzn2PKzHRI6x6XAUUjlMNO+s1/QXt81LYY+S4SO92RLSSDnw2tzpthpiq9SttJCUxteo4E25TBTvrle0bvJl69Ktl8f8Ajkp1LMZ51SgkdO9NSTSq/NcXvldAUt6kxZsCQoF7vF14K15WkYeO9nfCj+L9Jp3i56JevQrZfAfgduuKpHjVTplIfQHuqNEmhTw2u/Kb08V9bywwsIZ6HhNwJ1fiNABFcnxZXVoBbBK+qnqvBkQI7Jbep1Wi1igLmFK0tUTxfo9O8Qr8eSEFled8e51+Sj8594mrB3C/J2rwpYeBLdOq1KiUimMw9z4kMVSeyoynfDjwadCgt4RmUo71TXok/nOZXI8PpPp9hICn+iW3memKcl1OCjyKWgHsAeS9fiSNgOHT3hfQ6b4Wzx5OGled8R+O3XP8Tq/OlQ7U59DYcbGro+e3Ip7sYJKHe0ctBLuN7ycPGf2A4dNeD9Cp3g7TFk69C9l8XJLOTrAWNnQ3TztHiyHVSQ6jitXlM3uFd4xbGzG/Jvg/WqRt2+RyVr0ObL4p/A7q1eQ1e+XdnD5cb8n+D9Yo27Z5HJOvQ5svim2Kbd3NJks/sD3j67O4X5URTfrtE3F3yeScNDmd8UWwTxz9Fc6RI/tumdr96WtSequo8U5cC15rBbNtz2pJDCr5ObMdZxQ4+GSpTHvzWHEjUcWFz0vznFst4PLfsgIZvzN0B34Fc2ufF8J4FuEufEbF2Rm0rx/aFrDik6/TY7rCwwq5U5sx1nGpLdHWPTqi1783A4lOs4sGoJfnrdaaLby38UBtm5DjlnPiPC67Zr4jwOOZODUbFyRk0rR6BxwOKTq9NrusK0HJuc1TP6hT2ljBliYXG3cUpU5mvNKdZtHVUUyKgt1lotPOP4pDbNzXutqfBdegIDrj9O6zmTqPJoktrZMioLDCGEMYoos5X1qvRxHJLMkP+9oZN7ndQOg5bF7cdRxack6iVRve6p+xCGbmE9N8BgyIoTIfcfwTrYudjtnPhPC64A2dJ51a6xVpdYl67umtto6Hp6UITeiG3WnUwA5TgWq3XCiNZVcpLJY6uqrTzjb/AER0zAXRYFSfpxMubWpPR9WlQkjdEpP9RKe5AholthM91b+CcGcjsc+T4TxT60IQpTVgh5S8sW7o2yQW1CP6ZubFJ1G257Xl46stjgcCdXterSIyVt6FPSXW69OYd3AR00GGqFS2QqnNsSHXX9aMGLkOPAujQb7nsG/gPAtzNY1G1UkOIp8l1xoIb6V6TFSqD0eoj0YCmIjbbccjma9gTrOKHJAbdKmPc+4/gQ2zdVNdnmmR1TIqW5Lrj+CMGbqDjl3bsnm1zFo6TfrZSz0zWUlsgf0zZks9Ppe0haZNXhdPza/MdZOCX3FMBwMG5UsOJTrOMmrpiPxY7rXzOT2i6uM040qRS5cwUuKZzbLUl6ViW2rJ2vVWqVadLYQXByK0YkSKw22opC15qGs2Lki7Sgx6Ba9hTrOO13WVaDlmsOBOs4ocfCHSpn1d8wzISkNt6NjvyfCQXnH9adbN1Jcdusajba7g2osm6VuBaxqOJdkAtLEfma9mOs23O6irxzlm5mlOs4pcfCHSWfV/zTKgltpvTtds58J4+5IDSMGLqDjvvBaPNruDZ0G+a9ik6zip2T8KxG9A4sOY6zjtfwJEdWQccDqRpJShyQEPFTHq8ah5sBTTTOja78nwnjrkjUChi6g49dYLR4p1wtpOkjnTsl7+zipaFxuVOszHel4XhyF7malVjIYXETJXOgTpixSm58ibEm9IOvFVTbddW+aP/K+pfsYw1+xRI5TzETVa0WJC1vScNXuUUp7/ABmUm6yFd7IPUka3uHKb4Iq9d0SnHHpQb0nYspA7nDyUe8hfbr2kJXNpVTLxv0l1C0jrCqSKhJDXOkK5UrOsT1uPEzaVS6lWH1ynVvVLr2pLqst+BIdMPprpVmPTHROQ06uqdNU+pSYMlSdbo5WpS6NUernWpGEnoyqMu0OkMuqxft2jBGCghZUJIRoeC1FKaQGBSqf47ynWZWvSvNRSkfjnWFYjUmivuP7Of07YVPqFflLZGiPHQeoKBAWQ8ymMwl9b6Wkh2r1lVIkdTS2EoW90xEFY6blrfb1sxUtJaKWj7alEhOx5Dj7SDx/pPp3+3o9TYSVuQuq6LLYbYVMs/SqnEqsBibFWVNdZz0wenKislGXRdQal9PU1Obe1WHkI9xy5IrERp4sNZyH/AA6vUCfNeEZimQoENhTUNtKG52vwpe1wtt0LxRRacIr63mJGGleSsR36ukw2qXLaedIXEgxoqRrbTn2jhv5cFlXJQa8WRmopRQfFFEpoiSFvsSMNK81EJH47dUMofocxlaSpPRLLbFFis+9HOv2Jyq68yhoFukVITVKS3Ys860i1J3qITKe7jxlddmS6t1HHaXGfboHUE8MLYddfgmp9TwGVVCslamek+n4cCkUpVs3uy9YktXUcux4xhZ3BRVyYmJ9apJckrQ/ySEaHM1FKU2sO5DfkNXUQruzj8mKieTRC+r0YuyXEP8k69DmailKbYDusN+QxdZy7xteL2DhPJ4hfW6IXZTjcjknXoczUUpQBimx9HLYK50l/HKbyw5blu1H/AJV1L9jJUUeqAntEXI8+ppchoaRIuG/YgLPdeYfA1i3cfyaNkm3aEuT9RqocgoZRIyDfo2FnvkRIT8QKe3WlOfnUN8x3MHmej5M+ZNjh8h6rN1Wi1tliC0X+IdrP+bUpYW4/QujabRGCtlryHh+O/WMbzutoVNUtSWadJdiddoS+44tgWI4eMFWJyQEF3LU5igKNPLhgRC7HSw5UqwIc1mMtnNI/HP6jMS6imk0iMlGf9PoLUXpmK4j1V0rShKq3UDr8chvnVynXesHqYlKiiFDjworMaO2ENME4rybCDIzEd8obDiorJlUhlmXESyXek5nT2mXFQ66/0zVqdR5DvT8ghhzrFhqvUyHFiPov/T2CundW1qGu95lZYYkBhlpUl8wqnUGwJz/jtw4ESC1qjMJbTxkqxXk2EGTkIr5Q0HV0pTxpsQvRUxnHstasUBRHf+ozC5Fb6VZb/cfjuzkc8mwnklThYdKUBZpKnzTIZfiJiuvZa1YoCiOxAPDkHkANjHqCnRVVOmS1oyc6OebcVJQi/YU1FUk9XBp/FTEdcWnNshIcXR1PqpcQvw0RXetYDs+kNR2WA4ttCUISkAAdlZB9sYAp7srV8l0BBkF8VKAEw0uNcfy1LxbzI/Hc33N+y6e7Sle+6AnklcgVCmhEJDjfHsg0spbzKb4j0t3VntbGsEd2So53bCOS1SRU6YEQEOtcfyDSrIzUn9R6WLn6K50h69OUz7aP/KupfsYth6OZjkDWmpVconF1Uixb9XMB39PIHyevdPp1NGsrLtAQ0KrWimol5UkJLRu7r+wgeSm7vr2rCSqlTkpSVKprLSI7TgSnZWojkmmy2mUAvU6NGNRqoM0PrkW0qu4UcHeoQNldo8tKSozoT0WTd1nBQ/UckT4jDzbDkhtL3R/Vy6xUVxnb5v4ll3JzAUsITTYIRKMlPWRrUnqaHFpyglVH6uiT5EKIWXG35a2ldSU5q6Suhw3IVObjuNpQcUh8WVbsmAp/+pD0hbN0cjgYKs7mJWPiyAXdQpAQmlwQiWZKXwC0q68OVOhUmqYmZDbWoMu0XqGDDhPGbFT0/PR1wmfUlBqPHiRYq0Nx0IaT3jgYrs5nyZj4coKe1CjBCaTACJhlofsWl3Xhwd5SIcjq2npWEre7sW+WzmfJISYz+TmsURLaaRACJplpfALKrrw4O6sfIb+WxriFKephCSR/Tlb7rVQfeKL1+pmmU1UhJGfS5ZdFXmMuFSJABYeBXhygpbTR4AbnGYiQAWlXcw4Px3UBva+Sx7x8QHDnnyUG/q1MJnFpXJIGlYLmHE/gdyAZDXyWPdkCznyZCaGjVaUpU9TK+SLFly7mAT+o9b91472vkIPdgejlncxOSyazRyqoqaXyQBpXdzDif1T634u2CudJrA6apxJsFyY7bCn1vIS03Uqe6620iYypwz4SVsIVJaCo8uNJ2aH0O8pWf919R4EA2cyV7hjjI1p9yMiHMz7hi0HiyR7EKKXQseqcYm0z6uBEQyXw5gk4JWn5sXBmnhD3s9yeYuhS/cmxDu5sYpyxdC1XIxxfwHvTlZzP9k42c/uJj9UrIdzT6pxgF36jWgIKWFyA4G0nFLgAesv3J5i9Zs5p5Z0FfuTYh/c0MU5WczVdScf8jAe9Odnc/wBk4M79ChZCFEO5pOScYBeFTrKfAQwqQh4NBWKVps97/cnhS/i2ck8xdyX7k4qTIS42CE5dfMTFQIT7P4lzXoxgt2Qo9b1NaepW5cVnaVLc6YolNlMPnyehq/LrFOnmU8h1bc5uBQm5clKIbfTlaNekVaoMxiGHKbWunahNqZS46jpKSa7Pn9QBCUt2duv3JsQ/tbFkZWd2K9yccX/rx9RlZ3MHJODAfLS/RCFSg6GHTil0UraaVFOhMUzaykEx4rfmvqptSnoIqEpKG48FuK0y3HaabT1Bn9X6cuRYh/Y2LIy+XM+5OJTKDRGaMqtLchwJsgPNoFLfXKpzL6FtEzA74zxwS6KPuNKikRkRC8l4NA2SoAPe/wByeWfxR7k3AdyX7k2SHf7+V7k5FLmf7JxKJOr90ZWdCwck4sh4oeACEKkB4MOHEOJou80iKRGTE48HtVwErADvv9yeWfsj3JuA7mr3JxWHw62ClOcgL1PEkY9EVWSxPgU5ACUdZ1NqpxqfSIL6fJ6QpdSpdEEWYpPkPhwMrJSlaaEXjR4toaYXJAdDP6pXwB33+qbHeUtjNN7OhSvUYrD2xkYpK7OZk3TjaTr/AHTezmY9wxZDxQ76JSqTsFWpf+GHBi8M/cnkjbpvilfEpdOZyTYpfAQMk5AOhR9RioPZtCySopdz9SMbP6yM0ZHaFJ9ycWw9i96ISqbmKnSP8NLvMXrL9yePh7T+Er4kO+43TYpkBKBmjKzuR9ycVh8LaFklZDud8k42kayM05YuhaTdOLIfxf8ARCVTdgq9HBgJeAD3v9yePh4M/hK+JDvu9UgLS8GxkpN6AxId6NLTiEv8nU2uTOmYMIU9xos0SsLmNrkUxOQ6bqsmn0RlMZ6C/wBL0qbCclqfiiMKP/KupfsZvh6rzPImwT6recHkP3w9HAj7PXePkFu4/k0a6su0LaKjVsqil5Ei+s2cCCO6r+QLOendm+Hq4F9oIdFTqpVUUPofB1EhwN8Hcg7R7xbqm46fqh51N1SidGbprTylGNQ1Vd3qiUw8MJvSEGczQ4slK5LNcpcShVulVOIAyjqadJmv02itVDyWOnaH9DpCoaVpSXmGZDDjLzaXG4VPhQGdMSOhlvnruHv9OWF79mVEIWVuhfJtaaW1Ibghch6m02fMgQ1VSpiSG4ceLFLUdKI6O1bSku0skC/uDqPksO3U01iV1BVorM1OHRvWDcWYiiSrhEq5iv2eDSqSV/TIeyYJa3v9arLwPdmO2rq6XIKvk7s3+S7mYkJPjvEOBs0jZ9Mh7JolreCtSiF4cHc33os7YEAggi4rTbtN6+p8pLKPG6TiS63WID7y1IU1f3XXlx8fA78mBouwUqGHZyZi3ydSrOYEd1X3N/JYd2r++7mfH9gqdPtOS2jj4OldnMCPwO5vuR77Du0f39+Qlpc+pUzGelpHH76l2XgU/qPXuq+5s7LDuyVAOAuZiUHDVqWRUAyjj4s0v34FP6j1vxz9Fc6S/jlM+2j/AMq6l+xjHD2oKRynqjipVgNxFtOycA170FY7kpMoXbOXcW/uWNZOI5TjENVrQagradllGo5Nlae6sPJT8Zy7x9es4oKe1OMT6xWw3AcZeklGlWTZWO6ijyE+w36p/j1V5QKa+XjJdjjT/T2QuXRX5Sm8OR8MFYtlA6rbbVTEqWgL50lDpchiVMZjNgScNKs0FaR3JT5Cbo9eEgAk8drba3SxBYXLcbpMieFGovDW6xFjQHWkRgWqOWDSYGiMqO0/jpVkgqHbqx9yLGp7yAMrpL7fsN+LNkk8o1EfqlWgVdDai11FQJMCpN1BLhCqR1bTK9Am2aUOUTQaTALEVcZp/HUrJBUO0mU61PgMJtjHx/uieMDl3YKbOYoKeSQnxpGTZWmhGOaPTyxEXGakY6l5IKgO6ijyW/jOXP6jRHfAElpxeygUwwHZ6dJSlnGy8UFPJGOh7JBWnp9Uc0WD40NcRmThpXmgrA/HdWPkNXQSruxh8mKCnkpUcVel5w1rd5Iw0OFSCsJ/A7qxEhrJs5d2cfkxQU8mmMKrSdkNxx3kjHQ6VIK0ptiO6sd7V0G/ePhZ0pQU8nGL9Zo4cguOO8lYBleSCsItgmwsHP0VzpE/9uU37aP/ACvqX7Gswj3qBPIqZiZtR2yW3GXgso9iwlXchYfBCxh3GQ6mjZG55DRNE+pl6U24w+HC37FhKu5C949ww7s5hBC1BR5DTOFRqRelNuMPhZbOCwlXc57QQsY1VCHKdMQtIUmiUnxmIRWguJ6FjPRumIDbqQFMhwJOago1SI1LhPNOlQHScEQqBAa9mT4cLStawlQ7qK0O5ZgIfrQcWWacyZbyKTKl3NVk7gywyw0lplpLaGdgSc1hRkJcMd7WsIXThJTAiJkvJefezKFYKCVdupgDSzcX4qYpNTYiY+3j6kpaVdQB6dZZZosBLTSUCRBanRJEaWA431J0NJRNpLdHd0q6O6iq0yU7AqDaEjr7qcU6XTIkWW63KZcS40hxBumsVJFMp70xxOSOra4KRX6BL/dmE5t6hmuIWC33ZCxnmoHj4WWXghYSulplpp0RMuQh994LLasFBKh3UF7kELGHOoaZ9RgBsNBaxxsLGeSgrjwUWXMFBK6QmYimxEzJKH5DwWWlYLCVD8dzmHmyFDHu0FjPNYVx8TPqMFTclCGOPhZZVgsJUPwO5z3IIWMe7YX78lA8komefT1NSW0sceS5qXgoJUm9hc9yFh1spWAnuzsAcC1hXJKJxqdOUzLbbY48FltWCglSfwLm5X+i+dMvtR+lYTzy8W5NagRqaioKK1sf3bRkuFDpea411RTXVRUttyVLplXiVNDq46HsaYjPqrqL1I5pstag4o80DWlGxfNY2FeSuNMtqYKEKcSNXyJXmrkIQVzauyy062/KaaCEFalq5pFnBsXxTAAaGxd9KQXDmvhZb3tIyczLIC1LzUeeONSUbV81jZnmrmtJ6gYQkrALQ2JVmrkDwHJ9aZZZdbflNNa0FwuEBn0c+RdixYNAuLBDIycOauFlvcygqczLIDqlZqPPHGoI2r4Wht2BauMstqYUlCnEpLQzQvNXIH09ypVphhl1uRKZa1JLinCNI+T5F8UwcWgXF80+5w5q4WEbGUZuZVBu0SYvJXIbV+nmBmrnTbf/AEenuZq4wy0phaUKcSJLTaULWtS1JpLMZVIhiNuQzKaaDSStTikhj0c+RfFMoCEFTy0j6qH3XU05p2UoUJUt5Aqspb5bittWDd0I8b48NrnFMgO55q4yw2plxKFOJExpsR3luFxSKKxFNFgiKXm2JDKNSStThToF3PkXwxxi2NrnOqGXxRZ7zAK3Kb1bV5NcpcmZLOFDlrnNyZCnsxV6+FVMQlMLtQUhdJpb2ShxhltTTqUKcSJzTQivqeLim6xSmlUCkVemGQ3yFEg9UVuTXWnXg10bVkVWmuoyd2/1DqbMChiG4HFmZVInUP8AcMtDLjaf6fXqDc+pvLcD2obCvNXDGs1gXHOa7OJWFquyw0pp8IU4nktprQ6pwrKKAzDNCgiGHm48hpGoFallIZHyELVzT7WhsXwsAKWvYri2GtrKCpzPVZwrzVzxxrKNi+Fr5AvNV2mm1NvJSpwcktt6XFLKyjpxqCaDCEFLzUaSy3oBcLikhofIc1c0DFsbF8LQC1qzUeLZa2MIKnMtdnSsLVcxxqw2r4poBxKg4o8ZZbKH0pU4nkowk1alIdZWp/R6ODYvkllAY96nClLI96s1c0DBCdi+agHFqzVxTDexlBU5lq+TPNXPHGoo2r4poBxKs1caabUh9KVODkswUVSjodZcW/44+X5F8kst+P71OFKWQMlBauKjAJbRtXwsgOKVsUeLYazZbzdKtXyZ5q54ydRRtcuWbOpXsVxhlpTcgJW4nkw09FXozbzDrkjQBs+RfJLLej3rcKUsj3ELXYsANAbFnnS0Jz+1EIZeUXHKDVHqM3AedhPhPROUiG6+YzvI3RLsZEAMvMNroNGeprk5a1tAUf8AlXUv2M54++1+RFT0zKhu16HtmHx2y7/JuH4w7+v9zRs7X5ENQ86oh/V474d1/HbLv8m4WIw7tbMffa/Iv1Hz6jvLPjP7cDhbIdznsH4xcbS62ttYulyOluCphlFhQmHo9IhMvIKHGdmJ2Wu5nqcwtnB8nw43lYb5CihlSkqSC7WXHyWqWx5KxRly0pNVkF8ttttoShCAlJ2bR+MO7WzE7LXf2aHtRGyAZZgxfL1+Q7ngrC2XbqA2olTPGqOiF0rVpQIWP6YS1O0N1gpAFYkMI6oqDa3UoV06D9BpXGS5irZjyRu8d/Tjsjx5EmktM1DDdCpUSmRFsQGUtpoFObpfUlcZYZ0xq7S2Ora/GMSSy5G6F6ffgVutUuqsoJpFIj0eM1ChgiP3a2e/O3H89Luq2dNM0wIvm6/Jez1qwtkO52B5FscO7RcsvK3Hg5pcwtnSzONNiidq8p7ZrVrtkO6tgebtjh3aLoC8rckCcJ8IN6vH48HNS9dshe3c7NqLWw7t53Xnbknz0z4GrV4/HtmtWu2QvYX/AD2UHA6i2OPdrb787ckmoiowNBa8bjuzWvXbJN8Rfjn6K50j69OUz7aP/KupfsjhGv2Ekcp4p4q1bLLju+Vq1WcJA7vvRmHFPOrw4y80+0h1paVo7BTZ6lYShXamCm/WK7oddL8rWWTsJCe6tPlJ9Tn3ja8DgSU8popwrdd8dx0yZWvSrYSE9zr8hPqcu8XVrVgSRKWyiM+Xl4t06qJcpcNqiR3JDblG3tl6syPJKEpSkBIAHb4hKB9c+8bXgvWSRM1GHK2310UQxRqd4a1qYk4aV53Ce3UCCaFUuT6a210AWJDQL/R8cxa1PYJJ5U4Ts+r1d91lCOMIwYbSfzF1YuYEkTgwIEzeSG6D4YolOENa1xpGGpedwnrWnVN2oU2RTVuB3pno+FQJM+Sy6tSxHYD6nw0nadXlN5FWXePr+UIJPJevxZGwkN0DwhRKaILi1xpOssrzJCR3c0+U3+QruxhZzAkiTr8aRsJw6cEAUKnCA44uNK16F7CQkfjurX5LNyc+8fXZ3Ak8l+D9apBdW6JPJWvQ5sJCU/gdzgJLRKiF92sPlxJPJwp4rFFLzjok8k4FhzO4Qm2Kbd1a97ORIX3j6rO4EnlQFONcou5x0SeScNDmwkJTbBNvw5+iudIfx2nfbSCB1X1Lc25km5FxfNFr5C2Sb2uLtLOHvxHMk3AuLxVy/MqO5ppDDylYDDFSgtNichzJPp6jhUm5Fxzrmo+BRHXyCWqLW4dJ6KpUpd3UfUYngrmh1JYo1Xj1emx5zKVIR0rJbqPUdfnFd1ZJva4vDcmCdVN7DKI76lYfGEqUFJsfcOZp9PcOZJ9fUcyO5JsnXkm9rjmaLA5C2Sb2uLtLOBzxTzJNwLi8JyaJ9T3sMojPqIb9mKlBabH3DmafT3DmSfUZDhWdiSMcMhcjIXzRa+Qst1ttClLWlKU1uRLSpumMJcLlHEhOc9/y3oCnfBimQhtp55R1nDFSgtNjdQ5mj09w5kj19w5n8qT7cMk3IyF9iLXyFipN7ZC7SzisuYp5IUrQ9rxU5TXX/p8XyUNtPvKOHsxKgtHr7hzNHochyrNLkU2awzZTlaStvp5xCgAFvRaVWatPKVEdPQItSbp1SdYuzkkelxdpasF7ME8kKX472oIU7S1vmnxTMbbZfdUcDhiVZJ9fcOZI9PcOZJuRkLqVZ5FsSjJN7ZC+aLXyFsk3tcXaWoJczxHH1HS6G8VOUtcg02KZjTbMh5R1nDEqC02PqOZp9PcOZpuRcXK1bUEY68k3tcXzRa+Q4VJuBcXbWbLK8Rx9R1OYYqXSHZX0uL5rTbMh5RDfx4qUFJ/5F80+hyHMk3IuOKWdjZGOGSb2uOZotfIWKk3tcXaUbLK8Rx9cv6hA1MtKYzTY+4cfUdasMVKSof8AIvmiwOQ5km5FxfYQ62oY4ZJva/rmixOQsVJuBfiFH5CvECSqYJ9O1MtrYzT6+4ceV8R14qWlSbfkXzRYHIWyTe1xwrJcbIxwyTe1xfNFr5DmSb2yF2lqs5nikSlTRU6bojtLjZo9fcOPLOpWGJUlSbWJAKlJwJyHOnJQY6RjPNo3LqXUTsXp1qqIYQFI6zfNSagFiLsj9UVgsRpL9NYDNCrjtRXIbkRgyukpSrqvqTIA8wRkpWIvqaKQnWnEoQFZYjJlpjVikBSMEZBWIyhMwRUa0G5O1cltnWkrOHA23ZXsTzW37fYOYI9xxF+smZFQ6hRRmduFYrMOJDmUZltSOSuoJLlCMBD6mx0T1RTmKS9TZTSmH+g4hZlVjNkpRgjIKwGUBqB9UrmqUXXJTbGsZKCOBtuyvYnmtv2+xPMG7qOAuWmN7YPMEZFQQL6msQjWmxbbyyCBlHZj6VJSErTrbyCsBlAZp4q9bDUsuuSW2S1dVkANN+72DmpuyRrTzW3dRwHC0xtQmw485GYS486W2kuVB2U2G6TBS6GaG24tL9RWJb8ZmOGVIQEqQ+2yWnCoBPKWzFFKhJZdD7Mltks3XZADTVlexPNTVkjBNtTd1HAXLLBeSmw5g3kVYDLSzjhqTjrbyyxGTDMfW4lIStMptgxny4Q2KQzCFJhJYe8lmQ0yWvdZHA237vYnmpqyRrTzWi6lYi8yBDloMV0ezrqainoqxDYK6K039GpyCgW1oyywGUdmPg4lNlJmtx/FfLh1porMIUeCmO+ZLL7TOo5WSA21ZfsF9TVkjWm2tu6jgLlmPvbSbDmCMioIGWprAo1pxwRkFYjJhljF5KQFJlNsFh4rsgUNmGKNBTHfMlmQ2yWfdZIDbdlewc1N2SNaba28lHAXUyxvaSbDmDeWQQMtLWOOtOJQjIKxGTLTGDqUgKElDOhwr9nKA1BFFhCNJMpmQ0zpOZCAG0epxHNbeKRgLYIyKsBdTTG5pJsOYIyyxGWpvEp1pxKEZBWIuy0xi8lNlCW1D+sUpTkktvam/f7E8ktsaCFWQlLbfqcRzS1ilOCbYIyKsBdTTBdaQbDmCMssRlqaxKdabFCMgrEZNNMkPBIChMbhfVaMp2UW3dbXv9ieSG2NJyshKW2wCQkc0tBKUltPMEZFQQLqaY2MpIA5gjLLAZamcSnWm2tvIKwGTDTGLwTZQnNQTWaMXJZaf1N++zaeSGmCyQoBCUttgXCQeKabDdghIHS8KO70pHZCdXB0zGTCRERMmoDXS9ObcZWFPEO9Ow1vQHUOvsil0WHSy+Y+ZNH/AJV1L9jJOPqjHtEU6Z9UC4SWkv5a/RvP7IbD0vr+VMWAhHVFGiROoZ2pgr5S6DFerMJl0LLHXPS77FbS9DkFSqbFaQhMkNYu8hKe+pVZK4CWUv5Bs2bCyO5JEhPxendm+Bu2EdoK3/qtWC6clhD+QZUQ2F93pDLDanXnEtoFWlznh9LiJUhNCZcdD095UtwAAWA7MFWBu0EceJDThCMzTiswIZXHDCpIIaVi2HCO5vuA1i3dgnFWTeBk5eO+Uthw0suGnQy5FEZb2WpWKMz3UTuT8Yt1+p17qCnU5pCSpAshI7R7kLybCOSsvFkFDIdNJU6aZDLkQRVvE6l2bzI7rzD6BrFu7JPyXbCS/fx3ilAWqkFw0uEXYaYrj2WpeLefB3UVb0fGCO7RJC7ox4/lpeIbCzRVOmkwi7CTDcfy0rKWwsj8Duo2kN2b9O7N/fdGPJBdFTp4EION8kBQZWQ2F8H4HdV9zfx3Hdon33RjyWp0VCmhMFLqOP5BpZCM+J/A7ruHW/jBHdm/yZN4clqdFUpgTT0uo4/cNLIRmU/qLi3HP0VzpH+OU77aP/KupfsYtr9XM+0L0qFVHn7uSANf+3Dufxzo5hxcyoyi4CHadCecW67HQpcWkxIjshxtA47FjvLZW40hamf1Pvz7QQPqVXIqW/kgfEfl1/YbeQn5fsY/Q/Jn2ggfVat/1LfyTbUr5cOSZUaI0XX3kNocqNQli1LjHFmisqwcnuqmPFKUvJCV/ZH/AEPyZ8fHwu+/DlM/9dD/AMvyeSbalfJhwdyLPp+T17xgMFEvZiSB4r93dXKT/wCshf5nlcf/ANZ+TD7D/vT8luSKO651jCqK2UrY7MD2rO3PksDxJF3tXKPb6VC/zfL4+BrWNmHB3P8A5CPlt9kf8O/LnyRYx3ru6+Ub/wBVCAm+Zx+2pfyYcHc23o+a32NemfyZ8kW0PXc18odhRoY+oedyR6tK+TXwfjufR9uztj3ZJs58mXJFvqtNJna+z/8ApX8mvg/A7qALzfyW+xn/APfyZcl2+p0sifpPJH+pfyYcT+o9b91f72ztx+yLiNpU7mJg/wCrUo/UdPZ+2pfyYcT+o9b8c/RXOkf45TftpawjqrqO45tRktFjfyG8ErxVbanYW7G7byAyV61JG5OYbsbxXG0Sqm74Ja5IebxQktKXzeizhsrm9HxmyuB1JK02N+k2zGjSVrQSNqc1Isb+QjWldlW2pz1+t23mwypetaRtSHEoIN4imkTKq99PUzyQ83ggFlS+B9GLnorm9ADforgeRktNlcL7W1pZaXxL6Q4pFjfyG9QcxXYPI24WVdp9tLKlhpaBtRmlHuu3LhQ5VXmPxBEbeq0ua3aBCOEelxtqpE1bkuRvQA16KtvRdxOKr+Q2FtLLa7B5GakWVfykaw5Zdtqduuxuy+2llS9S0B55GCkFtS+U2Sz9LiqREXHTIeRrSC0pfBIRZz2q4JLYDailR5vRk4myuGS3saXqXzcjNSLKuZTesOYrtuTsDdlXZfbS0telaRJeRpdQWVOcpMmOKREUiGuMl99GCbtrXwPo+T0VzyG8WzirgfQVLTZVzJa2NLLS7B5JcKLKv5TevPFdtydgbIVdl9sNOLDS0CW+347qSyp3lGlMCkRCiEuKh99vWm7a18D6PkFlc8pGDZxXbcjJabKuZLOxpelZ4HkbCiyr+S3q2YrtuRsCLKu0+2lt1epaRIeQGlpLSl8oz7H0eIpuE5EQ++3qTdtS+bk/IMVX8huzZsrm5Ga02VcyGtjKy0sgOo2ls5X8lvXsxXjtTmG7G7byA26sNrSH3ka1pLal8ochj6NFLcByGiQ83qTdtSwHke8WVwSUJQhQCuB5Oa0WN1PtZsOFlZG1Owt2VcSkBsrCV82p2JQQq7TyEtvK1KSHy2alTl+EXCH0WcNlckPI0i7Sl8DqbrTZXPIbwQqyrB1GakWVcyGs2XC0sgOp2YWVfyUFouYrtuTmlFjdDyAh5WtSRK1LqNMUYKneCQgB04q4++3oF2lrCXke9OKgTJRghVl2Dyc1osq5ktZMualnm5OzXZV/Jb1ldl23I2IRZV2n2wh5WpaRKLSqnSl/T1O8EpADpCVXfkNaQS0tYS+j3pxVcyEFoEJVzpmeo9IAx/Y5Mq1Qe6cZegvtmcOqa5GlwnVJelxInWFWkmATIA50zPnyHKgzPeUqRSP5V1L3txrIIspeXaGh8T6mXJiXGX0L1+1YQR2Vzp7LwknP07tBQByWFHkNMpNQqhXOS608Fls4uBBHdSVB9NljHtbjkpiGwpyVJQkKqFTn3TTWNTdPo1qnOdmzhOL4VrISsII74q3CyxbuyFBKsnAsvJVocxXgYCXUwYgekB9x8KLasVhBH472VuBzGPdkKCVBSwoyQox3gh3Wqmh5NOiJfkpkOvBWs4rxPchW5JCxj3ZCglWTgVyUlZiv4OBtdLDwp0QSJQkuvBRbVirEjuQrcmyxj3Zy9+TgVyQFFh0IXgqlCQmmQ0yJaZLrwOtWK8CO5Cw+iywE92gQF5LCi+lWh3FeBo6ZCKXETJmJlvPpOpQSvBQ/A7qCtzZC7J7tBXvyWFcfTI+pQFIlpQ1x8KLKsVhCgPTuctyCF2HdvL33XlyUiQahTiiYhtrjwUWl4rxKR6C57kHc1Zyw7EcZz9+TgVyUmSanTVNzktNceCi0vFYSUj2gk34sDBXOlmmnul4DTqAtCqHRVRhGNNj6WaXTmHw+1EaQ65TKc66y65DaUuJT4UFK0xYzbIo/8q6l+xjDX7UlI5BMX6nWQ3EcbdklvV70FQ7HnTuPiouglXeOUa1YpKRymmH9XrmqG409Kw0nNsqT3u2JSSWyVclzokJrbJeS2nzqtPbIgsCO1TqPDbV5Dgcff5TjC+s1sMwXGnpWvSrNBWB3OBkJ9vu7xsMFYIKQ/joezSVJpJY+kwNDCmWpOGleaCtI/Hc4CQn2HLvGwwXigp5Mw8STm2VooxjfSaf48dbDUjDSvNJUO6ijyUXQcu8fCzmKCkTS0IUvY0XEUMxvo0Dxoy2GnynSvJGQHdRb8pHsOXePhZzFBTySEeLIzbK0UIxTRqeYsZcdl/HS5mgqSO6y35Ld0HLuxhZeKCOSCgR38kFSenjENEgGJFcjMSsNC8kFaR+O7msSGhgSrvHLYDuKCkyzFFYpWcRa3uSQnQ5kgrSn8DurDyGroN+7OF3cUFPJ3iirUcOxHFvckYBhzNBUE2xHdWAfauglXePhZ3FBTyeYYrVGDsNxx/kjDQ5mgqSkDFP/AA5+iudIfxymfbR/5V1L9jRcx95BPIvmeZP3OtqYeDmHsUArtOkIiRJEhd8ejlSV0GnuO3B7tlePvIJ5F88TqjueaXHe2YHBQCu8uaxCUHJEhttrzavUDaEyIzEajRG3xIdykSONZ4nMgnkUT/PqO95lUd7ZgdagD3Oeweox7sFwJVmoEu56nMCAqCZPhxhJcQt54OazgoBQ7+8Op9ww7s54qzIJkB3Q6W1JSun+SIUXylocfdzwOBAV3OwOpsoYd2S6ErzKSZO3x39KglynmX4EUS1trkO54KwICh3OzcmxGHdrZZeagePZ6XdagF03y/Ai+Y425IdzwVgQFDurZtTZQw7tlYC8iDx0L1OYEBdL836fF815tyQ/s1nBQCh3Vs2osoY92SsBeageP+YJ8ItPNhjj2zWrWQFD8dzmHW7FOPdvP35EHkgTRNgFp1tLHHs9a8CApN7DurPYixGPdougOZKB5JE/6hA0vNJj8dC9asCApN8Rf8ufornSP8cpvL8yHLjtSyodVdR4pB5k5ksYemb2CTq92Tmdi37WVrEc62iOZLCwMPbBXFFRrZYZc8iSfYnY2cAt6zgDPrm58fx860qgiRmozjmkUE2pdHs2S5dwKUC3YZvFsHT7snUuEYABlStSyhr1JcC0jX7acqF9TrxjMuCVJPxI2NHAKds58fJtVYgtsrkrSgLlVqcLQmBFZiUuLEkod0rel5OZqGHtLj+sHT7snNlsPbHUrQots+4l1K0jX6U1UIVevGOw75klXxJDjRwCnrOWa5k9Zv4uZO5L+L0K17Gjp+QKdK1DX7c38AdPuJdDmJb9sZahHWW2PWQVa1pcau1SVo+kQ/FZUGZSviGxo4Bx7FwBrmT+LZ1cBfzWnTwrXtbJZ+XJ4LUNdk5v6wdPuyczx1+2Otepwtsm8tX+M8HWiWaKtoUaF4bKgxIUrUM2jhk9dwahwreCW/hFwp4LWNQspatrR0fKFOZka/bsf130jLJzZbX7Y61Bl7WyQZqv8SRuZJZoamPosLwmViNIUrUM2vYFu+/4uZvYtnSLhbuS/i9CtW5olk7s3MyNftzfwvp92TmYGv2sLVg+UMm8pXwOh1q7VB0fRIZgsrEaSTqGxr2BTvyfF6ZPYtnV6hbmahr9FLO5lWk7gtwOEYe0LfwyDPuyczSNftZWrW8UNeslVmHNjd2unlRfoML6ey4IsknT8jRKApz3/H6ZvYoOoXycyUCj0Wo7GCWTtu4HCCj25vYE6vcVOZpGHtZUcHiho3lmJ9Zo5dac8nJ2zh1ckqOj5GroCnPcNfpk9i2rT63dC1At2C1q2MqLPy3dDli37c38CdQyKnM0jD2sleL2DRynGF9Xou9pwyCp4bPi9ZClaPkaOKFOEKAa9ub2KDpF8nQtQ12C1qzZUWflC3A5bWMQp/Aq0jLJ0LSMPbHUdcgtsG84wfrdE3suGUFPHYNPrIUrR8jV0pU56gN+1TjxZHxAcoDj6ujFbEOMioSfL6RjMnyAtpicmpxnkxVhlhvFNEVGjuyOdHolIcm+19LdI/lfUnFLQm2SgO7eePvAvyL54mz96Www9swOsDIdupuoEV7qaBDQwDDSlaXEgJSG+7edjmBfkQ1JM+pb0tBipVCNBYC3n0IKZFZnqBjoEOPFo8KM6X7Kdf4doeT6DDu1sCTsAvyIakJ9REhDIjP7MDrAyHf3h4WsU92dmJ2AAu563NdiuEZXhRfKShL74d1EtgZDv8gdHoMO7WyytgAL+3Q9qCS5AMswYvmJbTIezwVhbLvdwPJsBh3ZLoSsLCeSQ8Iz+oJL1OMzwIomobTJdzwVgAVDudgeT6DDu1ssvMAceDmh0tgFdNM36fF81LaZLues4Wy7naHkegw7t5+7O3HtmlzWAV0oz/p0Xz0NIlP7NatYBUO52bm7BJR3a2e/MDj4nCfB1JaMbj2zWvWBkL27nYHmzYYd28/eFW5I84T4BaQ2Y3Hs9atYGQvYX7q2bUWAw7tbffmAOSTUhUYBYQ0Y3HdmtWFsk3xF/wAufornSHr05TPtpP8AK+pOdSVZ9zryj05qSvQqqNRq6+H5eLKlpSkqUoAdWdbNQFMQqc+h3jawttCv/kAwvqlZ0Purek4avkUUjnWVXrcAQUUmOXXugaW0qWqqOJzd+PyRdRz7sYYHFRPJ1VgQMBIesqIZU+q1dMF5yLxNKp8RorOanO5w8lPuOfePhgcFFQ5TvA+s1vRIeXIlYaVZqKUjucN6fU5d4usNqwUpQfw0PZkhNJ8f6TT/ABnFuMytehWalJSPx3OvyE+py7x9eCyhRImahDk7VFKKL4v0in+K6t1iRhqVmSB3Vr8hHvOXeMW8XMFFXJunwpe5akt0Lxfo9P8AFeW6xIw0rzUQO6tYkt+45d42oB3FRVyXqEWRsUUooPifRqf4jzjrEjDSvMkJHc6/KbuohXdjCzmCieSdYjP7FEJ6dMI0Sn+E+49Hla9K81EJH47q1+S1dRCu7GuzuKyeS/C+s0ra+4l/knDQvNRCU/gW7nDyGrqIV3Zw+TFRPJphfV6NtfcQ/wAk69DmailKf1TburX5DOSiFd4+uzuCieT/AAPrdF2yXUSOSdehzMkJTbFNuOfornSH8cpn20uXj1z1BEw51bR1LqVQrDK1oeqNVlTEU+U6ySarVXXIFdDDyFSem+hliiVdqoQildI68rEbe/UfWLRf6hy4TKfq0Nbq4lTiVKEiTBcS+j8cdlt1XqBcaKoKRSac1TKfFhNAY+7cBgMe601mUt1pJahswaTEhFS0BS3YqpZn1IOw22mnivD2NhZ7nPcn2DHuznickBJ5EVM+oVNLsJtpl/INqwQFqH47nLaPaMe7JWUnNARx0q0uYoyVALxhRi8yll17LWcEBR73VuHsGPdkrxVkgJ4/n475bbC1U4vmBFL7CWHncg2rFIUe5K9qfaMe7JXZeaAkydgjPltsLXTC+afEMiOhh57LBWKciO5Kw8iyRj3ZKrOZICeP5aHShAWulqkGnRfIjIjvPZa1YpCiO6woPoAQCnu0V+8lISX8gy6UIC1UlUlVNimVFbjPvZ6llCAojurPciyAU92isFzJASZCpIqEEIioWzx7PWrFAUofjuSsPN2QLd2ioZ3SEmSZInU/XFbca49nqXggLIviLjurPa2AgFPdrM55ICeSlShUqcG4bbjHHsta8UhRTfEX4v8ARXOlFpT01TiVWEifCjRTKfkttsN1mkOrQ23PZU5HqECS0y6xLacbiVGDNLwiym3jHkssf1JrWx9DXHCXukeqZwlB5lUV9ygRGgghVBiuqYoz7LGSUIcUyoJeua10I0/RnYkLALiUGhKVPjIDbq69EndF1MyaOtZRN6ngRKbLkGcw690vQnKfEMl1wGaEvAufL6YObWh5PvxdC1Hb7db+pI3DPFwOZbBi2h0sqCZN1WezSQ5ZMTSqZVUMVBTj8lLmCCqRglKH7O/L6FD41We9cHgpz5PQpd2NDybLwdDijsBSUSdYG/34vB0kO+xpDpYIRJyVi8HEKDvth6VTaqhmoqckyUuYJKpOCcX7Ojd6FD5DfzC+DwU58vopt4LaSZNnAl4OKOz265GsDeMyl/ZcuexlDpjLxlBRkJcwJU/i3TkrNLiBueZAkpdLSMpOCQmRZz5vTXJs2d1iEPhTnze3B7Y2PK9+D6XFHaMdUnUPnGRQ8HL7fY0l4suJTKyMsOaXVLk4IpSFmkxNVQ8lMlD4QjOTiA3I+X5vQtv2bG8XweDjny+1SHs2x5dnMH0uKO0YYStWPke4peDgOz2ModLToRKyVMS547qly9aKOhRpMXVUfKS+l7WnKTiAl67vzelpOLf+R64vhbny+0oe2NJMr5AH0uEhz2FuVpsX/dZ0OJUHPY0h0odCZOSpSXdSyqRgijIWaPF01Iy0SEOhtOT+ACXrOnd6YSAlv5gDg8FrJc9qkvbGQZVnMHkuE7PbrkayncMilzYk5+xtLhbdCZF1SErDaiqRgihJ/wCjRNFTMxElDoaTnJw4EvfJ8vpaRg0N3rg6FrOwYrQ7myPKs5i6HCrYMdcjURuGWLocSoOe1pDhbeCZF1PlkVKnBc1Tb2D1nBt5JbdDQykYcCHbrO30wfwQNoyCXQ4o7PaUPZNJ8mzmLocy2DDW/qUneMih3Yk7BihDmD4TIuqSWRUKYHJym3g0+Q78o5JDxZGUnHiUvDM7rpwk62/n9Sh0LUS4MVIeuykyrOYPodvt9uEgtqG8ZYvBxKg77WUOlt/CTkZJYFSpaXZ60P4yAHBu4+h7SLycAlL3v+b2qS+Wk5PXPTsaUvo5TbhErj0CqvdOxoL1KVx3pSryXmFKQtpyJSaq1Jpco0hCT0xT50IzkusKZj9aocj9XTaiMSlfTr0PoB+lMK2vOUlpyJSELQsj+nrbQpExAQMWf19UY9opPn1IGDq5U4zcqDIZcQSOk+hoCGoNQmtpdeHp2P8AvHx/Y1+p9mHaGompVYGnaOP/AOs/HnwdyD5CRr+xn9P9eHaEo/U6qPp2kP8Ao2fjz+z8Oj2fYwfafjw48fic9mfKcbwIh8Xx+P31KOvPg7m+4fH9jP6q+PDki/jvnXs5TDenQyYvjF7/AFq9mf2K9H0+y/2ME2XdrDkk/wCNIOndylKJpcS8PxS9fWv2Z8Hc/wC9Hx3+xg+jl28S/wD6HiG9hpCiaZDJhCIXv9avZn9iwRIbBbv9jfrmcMeP3DLtm8+UYk0uGTB8Mvn4lWbz4Px3VcPNfHf7GT6OfHjyQSKlAHhbBx++pdm8+D8Dubb27t+ndon3+zHkokVCmjwNo4//AKl/HnxP6p9Ldz/ub+O47s//ANLt4clqIqlMH08Ojj99S/jz4n9Rxz9Fc6R/jlM+3qGAJsrq1AYDrzCSlltKh6kAi3KbT2adFEdr8M+iPVefaIlYn1MmcHUvAlv0cw+wg7wdnp3auEKBcy7QkuCoVUmoh9D4Jb9HMD39d6SHbfYyVBsguZ9oSFpqdVUaiH0vgls2c18H47kfMmy/TuxcIUNmfHh8Tgzw5TgpECIFSvIU+CWjZzAjv67wdnp3ZuEqBcz5JBMd4B3WaWkppsMLl+Up7/Wqy8PsIu+izlh3YBCVXdz5KBMWQA8GjSgpNMhpXM8tTw+JXvwPcg70/JYd2cgHAXMxIBLDwDms0gLTTISVzBLU8LtKs5gR3IO9FnLDuyP3u5lx+5Yds5gaMHEUqGhc4TFSB8SgHMCO5B3t2dsO7QIzu5nySlZqUAicG08fBLSrOYcH4Hc33N++w7tX9915clNrNRppE8NJ4+DqXZeHE/hPrfuoHa38lh3ZuM7uZ8ltuGqUtQqIZTx8HUuzmBH6j1vxz9Fc6Q/jlM+2Goo6i6qUDY0jqKrwYixMkWcZ6vmMPySPGWF1GtVmbF8dbpRD6tqDqxHYiRyuB13LkICnILaOQpSPrNTYRS3kFuq9RIjMb977UbrapyNTrjUWMxFqEzqODAmebIhKqPV82neMCw0vj/WExibIlobYeVTK3UJ0CbM8Ac6TrMqSwtmpF9MuXU5311SjVSymtVANT6W2xPcjzDW5RZAPUD4ZoVXWmsdRZtF6TMq6C3NWz1HI8GJ1BVd9RaD3lSelKo7MpUVEpTxmN1TqNKGFLeeUzD62nyFtPOxo7DbfUr1XbhKnVI0uLH6tfiw22pLW6R/eVSC0ODwXWaH1fLmSKY0qIyyirVd+BXnHFynZIXVZsqdJmRWYKFvdVSEKSy7BQ+lnq+c/Up0JmMytVA6on1dmpkwQhbFdTFbZmIry35i+r55b8jVBYbo1WRU4iVgYu9o+OCsWyjj+Gh26CsUxTaqZA1RjHbk46VXbzA/HdZBkp+P17x8cVWQUclFIiSLtFwUgtGlQdUUxkP21LujMd12EhALXr3j44rs2UCWUCJKzaLqaKpr6TBLMRUVD5Gpd0Zgd1lPkI+P17sY/LZso5II8d/JsuJohYNHgFmGqIiQQGl3RmB+O61AykEt3V3ZIsuzePJGOh66MxQSwaPBLEJUNuTjpXdvMD8d1FPkN/GSe7GA2HWU8lFkVemZQluOckW0rugrA/A7nESGskG/dq3yWQU8mFn6pSs4K3V8kW0uXRmE2xT3Vjvau2Se7GPyWaKOTiwKxSM6et1zknAMrGGzif1T6cX+iudOSGonScOQ7fCXXo0aktVINOutjqtgy/E+nyw6jrNlTTThpM8JpNXTVG3XERXmm5Tdej9XzkwI8Z1tbPVq8guBR1DxuqvX/AKdR7oR1g2RhCpKeIY6vQlYEOk3Sx1WhSimn0cFpjrlLkgFFNW3U5vWUCKJH0+nL543VQCwKdR7Ia6ubCEog0lCVNdWqVkun0hRVE6s9UGnUbFtHWaLlEOlAaerrg+HSsl0rqJ2oInrpdHMmGvqyayXV02mA+P1X/wD59H4zF61bemLUzSVpXD6rANqbRkkM9WhS1iDSQsM9XpUFCFSgoI6yubRKXwudVN1JmnikUuzsHqZ1hbDlMoymY0DqmOwy0iFTCBH6sQQRT6OONxOq2xYQKODo6t27/Ao+xmJ1m0uUFM0lTFTldXwIZkim01fEtdWpLikwKQChjq1ByRBpKD4vVWTx+m0a8in9USQwl6n0hbYHWSVFQiUoHDrPWEeNTMbda55mLTL0yX1nOiOL8CC2FDrUnIR6WFMs9boYS041TXVLT1r7LMUsG3Wfv/xqZy3WZCP8amcA60BWfGpnFSesxUGoHgwLf96ZqX41Lvh1nhh41Mt/3oFhzxaZdKOtMCksU0hY61ULpYpiVMM9btxg063THVVGV1pDhqkmFT18t1mM/wDGpnMesylA8amWCetSVrEWmHhR1pZI8em4D+9MyvxaZfDrLDDxqbYjrTMKMal3ps3rKaxJ/wAGC2Fo62KboYpaVRmeuURw263TXlqT1oQi0emA260958al8x6zsgeNTOAdaZrIi0slcvrNFRjwPBgW/wC9A4V+NS749Z6yjxqZif71CwsxaZdDfWuK0ePTDxxPWp9QxSwqMz1y1GS26imvLqMrrSHCck+DT3OD+8/eRGpnP+88UjxaZwDrXJaxFpfCjrXFKdFMwv1qFlfjUu+HWevDxqZj/wB6ZhzxaZeFK6zlNSh4UBAV/eqrER6WFRWOu2oyW3k019xY62xRaNTEkf3oCs+NTOW6zs2PGplh/euSlCLTLvTOs2p0KD4MAi/WoWVeNS74dZ4FHjUy1+tckr8al3COtghaTGppC0ddKkR3UppiUAdae8eLTOVWX1rAgOyTAgOcQrrMgqEWmct1nihPi0ywHW2RWItMuUda2Sgx6YE360zz8al3x6zwKPGplv8AvTJLnjUu8OT1nJRMHhU9Icb67W/FcQKYhAT1oQ5/i0zi09a4oAj0wEDrUFZMWmcx6zxQnxqZa3WualeNS7vSusmpkKD4MAgjrUOZmLS8sOs8FI8amW/70C0q8amZJR1pg4kx6YQ4114qRFdT9MQ2EdaEOWi0w8qUjrSDAelGDAXxtXWikbPFpo5j1nglIjUu1FoT9OoHgmQPId6emO0dFOdmsvCJ0WYs5mUioHJmhMM/T0JcJbodDNLVMWXUE1ycWK/QmDPcabo0d5mmVaQ3MkNtQ+pJlOpwVEZckqoPUU6o1iXGcLBalTmVGqFiqy0wW6mpUiexVKi4gdIvPP0KKtxa1nqZ9cehVF5EtUZUWpyZHUlLKJLy0Tqk7F6mkKC3JrqOuKypmKT4rblclzEVuAEuvtqoNSUmTIZjSi5ETVFvxenHlz3ZPP8A5yr1aQY9daRUHnOdQynk0ajuPTi0D1jU4zq2G4oYYFZmy+kqhMdlJYc+o1U1SnSI0vfyo1N9yTU2fqutXSb6H6HGWlDoFbmLYq1GaTPUzzpR6pGDVw9LuiL1HKp1PWuG0t9dE6kqE+sPRVoZLU2tvNw+qLVt4Lr1bebilxM/Q3QJOfUtWaU64+rqKRDjUiU7McebZpkuSalSk/UJDrtRqDkbqd07HZi2+t6wtqMS3Gbc6ilTW6rTsHXmnKRU3EPym48lS4yKup+n0B1yc9LIPtHJE+C67VFNVia3CrMuaOnaS5Lmhgq6xqkV3Q3D0MRKzMndL1GW9LQ2o1Gp/U6XKjzQ8JVVfdfltGp6nOlHg/RYy0odA6klxm6vSGhPejyqJKUtvqMR5zmiL1HLp0B5cNKpDlE6mqE+srjLDCm6hV4gPUrE2qyloqFSkqhR2n6g4I/TUue9WXRKeeMqvPxY9JmOynHUM0+XWi/08i778OqTvG6oN1uy1o62rCo7RKIzbnU0uW3Op5S7IafiVHqFCqqH2X0PCe4GmtVUnKYaKy0grFlO1B9x2vCiPS311WU+npWkuPylsEdX1KK4hhqAppiJWxN6YmTKk78UadUW36YW6g8+5Nqc92Wp5mU95fSTy3aash516N1NLiN1Oks+c/Hl9KSVLj1lJfcU7F6im02mvriIXKdonU0+oVpUVwxy3UKrDQepmZtTkqbqNSlGCyy9OWI3TsyrO1q0px3yK6/FYpMx2U46hmnVKUiq0Rt192WzVp64vVBJdclLR1xWVR0ZeIyvqKbKEynLU5IYXFqfUTcypB9h5DqZ7+hoCpTTGbyLaCoWVV6k4l2tqps95SK5Ny6ZgPl1cVDXVtRivsR2YSkMRq6JvTU+XVHTojTJSXaXqqT7z0+pT1zVuplviX0i8Xae6W5Dr8XqSVFbn0hgzX2JVDjqQaxJakyQxE6hl06DLcihct6j9T1CfWzEWljXLq8ZLvVTE2pyFNVCpPGFGjyqk4mL0/MqrtaaEl17yquuOimylSXlNNU+fNU7SrTJRfq85cbqdJLzkonrisGMkrMSMvqGbPEqkrC32VUepzGVTUNOb3/PmhhAanzFRWC4WGi6LLqk1KarWG0T5SYlSlS/7Vp7sido4nq+oxVxo7MPCPAr5ndP1CVU3gpiJVFMP9MITV3FtzapWXJYeZdc8rpF0O093VJekRuoJxhy6JeaplPUr8cVRtup1CTEgyOo6+zGS0mUxHdrVTVHmdNKNSLaafUZDb9XRAfW82Jy9CAiqTjGYU6plraLLrD8ZimS3ZTjiGWpL39nJcYmvONs1kQN5pNTW7AbqVUf6fqy35bbj0Oc+J9KKn332pVUqLssvNSnjN6ReW7Bewfdfi8WlJKSUi5Ata3prb9U6040pttCJGCEp5rb9fYngbQo+qEniABYD8KAVcEAgIQCCEi+tFyrBOS2WfqzStSAVAEg24lCEiwSAA22LexPYtt2PsTxbaFWyQDypstLhvZNpVxKEYpTiMUoQDcJHFIQSboTxIAFgAApKTYkAlKUgEBIALbdinWnGnttoEjFCU8LbZKvYnikIIAKRxKEpJISAVAEEEAjBCQiyAOYIyyxGTjLP1SKrUi5AJBI5ikXskABtv09ief/ADhbbKlfGnikIWAFIB5VmmlwXsm0njaEBCUhIxShAsQkcwQb3Qk8QALAD0UhCiCpIJxSMgEgDU1gU602gNto8opQlJLbZBuhPME4gYiwAuTYXUARYi4CUpAAAAwRllgMn2WfqUZWpF1JSSCQO2CAP0HDzBIUSEgFSEKACkgiptNrgyMkJPGEIDLaQkY4IAFkgcxTkTiOJAAAAsFIQogqSDwIQkWCQBrbxKcE2pjTSFzChtKSW2z+UJ5inEDEWAGRNhcgEEEAjBAPohI4UIyC8E5Pss+fFVqRcpScbgHlhzBFv1HP/nC22So4J4tCFABSQRUWmlQn8m0njCEBhtISMcEA+iEjmKb3xHAAkWAABSlRGSQeADHgabxKcE2prTaH5xShIKkIJV7E8KEWAxFgBcmwuoBQIIBAQgEe0cwRkFYDKSyyajCUWkXIB/IHMUAqxSBzBFgMR2wR7vYOFCFJAUkEVJppUF/JtJ4yhCWG0hICdbfpZtI5iL3sOBISAAAAUpJ9QDxaUqCQpIPChBNykElCDjdI4EJSPakDmCMR7RwcIBBB4EpSMQkABtvHHBOOKfd7RzBAIOIuEpyviLgAAAAAc//EAEMQAAEDAwEGBQEGBAUEAwABBQEAAhEDEiExBBMgIjJREEFhcYEjFEJSU3KyBWKhwSQzc4KxQ5HC0RXh8WMGNERUov/aAAgBAQANPwDZWUS59ao4FxqidAhr9WojoN7UQ1O9qLtvahX+s9UyA1++eb0e1WovWrUTtPq1E3X6tROGu8qIa/VqL/UqL/VqKdN7URH5tRUyAHb553iParUTdfq1E7T6tRD/APlqJw13tRf6tRf6tRf6tRSR/m1JX+rUVMgNfvXneI9qtRN1+rUTtPq1E3X6tROGu8qL/VqL/UqKJ/zaimI3tSVaSIq1E5gcab6j7mk+SOgFWom6/VqJ2n1aiGv1KicNd5UX+rUX+pUX+rUQMRvaiDSQBVqZhOYHOpvqVLmnsUe1Wom6/VqJ2n1aibr9Woj572ov9Wov9Sov9WogYje1EGlwaKj8wnMDjSfUqXMR0G8qIa/UqI6fUqIa/VqJ3nvai/1Ki/1Ki/1aiafOrUVhIAq1E9gcaT6lS9iParUTdfq1EdPq1ENfq1E7z3tRf6tRf6tRa/5tRA6b2orSQBUqJzZNKpVfexHQb2om6/VqI6fVqIDXevTvPe1F/q1ED+ZUX+rUTSRG9qJ4dc/ev5ITdfq1EdAKtRDX6tRHT6tRf6tRHz3tRf6tRf6lRaj6tRNP5tRVLpfvXwyENfqVEdAKtRN1+rUTtPqVF/q1EfPe1F/q1F/qVFr/AJtRNMf5tRVLrqgrPhibr9SojoBVqIa/VqI6fVqLc1WucZDGvYCL2HEt7FVqdDeVadax4Y7BeHnRDYnDaaFTauhobAfA1f6qrUdVaKtc3WOdDRUH/UHoNFTrm81K4rsAOm7I0Hon7Nsu6rW3BjrNSEXWUaVJoAtb98kJ+1Uzs1VzXuptogaMc3DHD1T3AVG2Po7z60xUeSbpHmFW2WrTpUtnuqsoue6RT9vVO2Ute99N4dR5IinV6SPROo06Nem9hbfXOLg139SqW2u2lsvN97yQQ4fgGoVD+KVyyjtVGo/eB7sZGnoSo08LOnv68F7vAvpRQ86As0+VIzwWHl/vwXHPzp4E0o2f8jl0/wBykc3BYeXguOVY7m7Y1QoM+t+Zjr+V+LtwWdPf14Lz/wDnwt2/n/BjX4QoMnaPzMdXysc3bgtPJ34Lz/8Ai3L4qfgxr8Lctmv+Z/MvJ3bgtPJ39eC8/Hot27n/AA41+EKLfr/m/wA6jXgtPJ34Lz8eisdz/hxqt0P8R+Z/Msc3BDuXvwXn49FZW+h+dgZH6PD8Xbgtdy9+C8/Hohvpo/n8vl+nwjXso18YPKfPgvOO3p8ICtOz/n4/8fCOrso1UI03YP6yiItsER2hNbaHWCY7JnSSAS32RJJDWhok+y3Ox/t4JOD7+FN1IbxxJbUlk8vtopGnBu+v504Lnf8APgKlG+sdK5sEEe2ikSBwWHm7DtwXu8A6jfXOlfl8vZSMcFh5vngvOFY6W9x2X2enbROtMR0n2WJHfgsPN86cF7vkrcvlg1djp+UaDIonWmI6Vjl4LDz9uC847+qFF80xq/HSjQZbQOtMR0lRpwWGHeQ4Lzjue63T5YNXY0W4bbQOtMR0rtwWHm7cF7sdz3W7dLB5iNFuhbQOtMdljHfgh0O7cF7vk90W17a40pCBIP6vCOnvwWu5u3Befn1X1ra/5PLme13hHSFHjDod24N4Z9fVEV7K40o8uZ/V4R091ChCm7954dzsf7eCTkeBdT3VJutIW5B9zkKRk8Fh5fOe/Bc7I9/Avp7qk3WiLcg+5UiCeCzLfXgudkeBdS3VEdVHlzd7o6E8FuW+vfguOQrXQ46AxqhRZfVbo8xlwWIJ4LTy+vfgvdELdutedGmMFCk2+q3R5jLh7rv5DPBaZHfgvOnbyC3b7XnRpjBW6bfWbo8+bgvIngtMt78F5iPIKx1rj5GNT7LdC+szpe7zcFGp4LTLe/BeYjyCsNrjoChT56zOl57rEE8EGW9+C4x6Dsrau8onWpgQR+nw8ieCDI8zwXGPQdl9Xe0TrVxiP0+Hke3g0gGBOpjwgy0+fBeY9AgKu9onqq4xb+nwjDu3hC3bv3nwidRojpkIKzY9e1pUYM5U5ziFGvnKvdyk41UZPnKFWjvXkmypyC0hctwByCvu5R6s/wDCHSrOYyYAlRgzmVOROIUa+coVHYJMHOqjJkzKFWjvnuJsqcggj2CkXQc/C+5lfeEoDlPc+qsMmTAEqMGcypyJxCjWTMreOwSe6jJnMoOo757ibKvLyx7BYvAOfhfczqvvZwPZfdM6+6tMmTAEqMZz8qciTEKNZzK3jsElGk68TzaZAC3FM0abzlrIwHLF4Bz8L7plTz5US3Op9VZnJtAUYM5lA5E4RGvnK3jsEnOdVuH7xoPNEGQFuGbim85ayMBygXgHPwvuGV9/KjlMq05kwGyoxnzU6SYhRkzmVvXQJMH1W4fvQDzEWmQFuGbim8m5rYwHKOcAr7hlHrycD0UcqtMmTaBKjBkzKB0kxCjJkzKFU4JMFbl+8AOYtyAhQZuKTybmt7OUC8A/8L7mdfdfezp7KMGcq0+ZtAUa+cqdJwQoz3lCq6ATg+qNJ+8A1iMgLdDcUqhNzW9nLF4Bz8L7udfdfezoowZyod58oCjXzlA6TghRk+coVHQCcFWbRu6oJtp4FwK+7nX3Uc4B/wCFHItHCTgKMGcqD58oCjWcyp0nyUZPnPohUMCcFHf7uoCbafKLpX3M6qOcA/8ACA5M5+UalMHP86ftOzgOaclrnCQuaMmAFGvnKBwJxCjJkzKFUwCTB9URX3dUHlpcoulDozr7q3nAP/Ct5M5+Vm4ScBbmuKW4JNQskwfRyFCi7aC+kXPLAbXMLQQS5U9gcw1qVF5ZUa5sBuugHkmPqNo0zQexkEj6xlx3TvdEgVBV1fXHW9voVudj/bwSdPC+nuA3qAtzd8qRrwWfM8Fx07eF9P7MG9TRaLrvlSNeCwz3nguOnafAmn9na3qAjmu9ysa8Fue88FxgjsrTaT3W6ZvHM6S6MkLueC3Q6zwXGI7LdusnQGMSt03euZ0l8ZIXlPBaZ7zwXGCOy3brC7S6MSt03euZ0l3nC8p4LTPeeC4xHZWOtJ0ujC3Td86n0ud6LynggyPXguMR2VhtJ0mMKz6r6fRd/KsRPBBkefpwXmI7K2rvmnqJxZb4eRPBBkevBcYjsvqb9ruo45bfCMEpkBzZ0JEp1V9Q/Co1djDoxaS5pQBuHn6cFxiOy+p9oaeo4FtvhGCfCFu3fvPDudj/AG8Fztffw3lHfh2k7sW2/Cubprrwbs+0TwXu19/DeUftN3RNgtsUt04N2Y7RPBe7XvPhfQ+03dE28tikacFh9teC92q3bro1iF9mp7u/qttxK844N2Y7RPBe7Xuty++3W2Mwvs1PdX9VsYlYmOCx0do4N47B7rcvvLdbYzavs7N1vOq2MSozHBY60eUcG8Mz3W6fdGsRlbhm6v67fKVAmOCwxHbgvMg91u3XRrEZW5G63vXb6rExrrwWujtwXmZ7qzaNxHREC67wjMa8Fro4N46ZX19xb09PNd4MZNpMSqf8aZRHsKdpJVOjXJMzN7YELadvbSpF2LrACAtzR5CctLGQZW1te5xJPJafIeO8Mz3UbR9nt6OkXXeEZhQFC3bv3nh3Ox/t4JOnhfT3Dm9ThbzXfKka8FvzPBcdO0+F9P7O5sXOFubvlSNeC0yfXguOnbwup/Z3t63COa5CIB4LTJ9eC46dlYbQdJW6ZvWs6Q+MgLGDwW6+c8Fx07IMdaDoXRgFbpu9azpD4yAvIHgtMn14LjEdlu3WB2hdGAVum71tPpDoyAowDwWmT5zwXmI7LdutB0Jhbpu+ZT6Q7sF5A8Fpk+fBcYjsgx1oOhMYBVn1WU+kO9FiAdOCDJ4LjBHZFlXfOPU04tj38/DyB4IJPfguMeympv3O6m45bfc+Fi2UVK2z2GJeJR/gLRTnuHkBbN/EN4WOGjm0zctp/hVStOs89rVtdCkxjGDR9SneSfG8xHZEVd+93W3HLb4RgHwhMpPc9zjAADirQ4VJwQdITqO9DS1wJZE4kKuXCkJgusy6AeyputcYIAIQZsf7SiMCNEDN0DKiLY/qrzDiPXRRBbGqvp7+chhLOUNHsgW3ADVHpMdKb1Y6kdMdKDDdjqCIwI0Ku6oElR0x/VXuN0aGUBFsa+soVKf2ichhs5QB7IEXQNcp3TjpTdcdSIhojRBhnHUERhsIGbrQoiyMSrzzFuRnIQbBbGqvpfaLulnLy2goRdAycp3TjpQPNjqThgR0oNM46giBywgeqAoi2PPurzzEaZyEKTrwB5Rko7PT3VVw5i0DBPqUALiBqndOBypvUYHMiOUR0oMOYGRKIi2NFPVaFEWwrzzEaeiFB+8tHlaZIRoU9zWeOYtjBKAFxA1TunA5U3LjGSiMNjQoNdmBzBERbGPdTh1oUQWwt4eYjQ9kKFQVCBmLdUdnZuarxzFsYJTQLyBqndOOlNMuMDmThgRoVa4kx1BRFsf1UzfAUZZH9VvDkjQ+YAQovvgeUao0G7ms8cxb3KA5oGqOmOlNPNgZCIwI0QBMx1BRAbH9VPVAmO0IDLYRqHMaHzAQpPvgZiMlGkN1WqDnI7lNi4gapw5RHSmnONURgRoUA7MahRFsf1UzdAQEWwjUOY6VZWFJo6XCBfKOmOlDqIGSnAWiNEDkxqiItjQoB2YGQo6UTN0BRBbGqNQ5jpPYL624aNH8vNcj0mOlU6Djp1EZW1bAazh5B1SoSQFSbDWdm3qps5Bj1pJv8PqsnRrm0ua1VRQtH6aKJkOgYHZAZaBr6yjUOSOk9giK24aJDXwOe5O6cDlTW87gNU5otEaJupgc3oq1OtuqdQBrWhziAwxqFszaTradZzbn0zoHxgLZaJ3TjXcHio4au5ckaSqW1VqtS6qS5jaoiA6OYp9SaNHemtZ35nAQD2W52P8AbwS7A8A6nu6o1q8gku9tFIwffgLOvz104Ljgdp8L6Yp1RrWFuSfY4UjB4LDzf24LnYHgDS3VYAXVuXN3ssYPBaeb+3BcYH91Y6G98aLcsvpN0YYy0ey7Hz4LergvOB/yhTdDDo4xoVuWX0m6MMZaPZYxwWnm/twXHRbp0MOjjHSfdGi3eUW6Md2Hsux4LTLuC8x6jurHQ06HGiNJt9FujD2XY8Fp5u3BcYjz9UGOhp0cey3fPQZow9gvJp8+CDLvMcFxiPP1VlbeVj1UjAgD9XhA5eC0y7twXn5R3u8rHWly4j38HbO8D3IVKgxpzOYyq5pMomdWtGVRpBjSPx2aFUd5bmALxaZHmtmrsNK4JzGk+5HheYjzHdEVTUrEZpYxH6vCNO/hC3bv3nh3Ox/t4Ljn58L6V1H8nk0H6tVIzwbvo+deC52fnTwNSjdQ8qBswB76qRzcFh5O+deC52fnTwuo37OdKHLiP1KRzcFh5fnXgvOVY7n/AA41W4pxWP3xHV8r8XBZ0/OvBe749Funy8atxr8IUGW1jrUEdXysZ4LDy9/XgvPwt0+amlmOr4W5ZFc61BHWV+LgsPL34N4fj0W7dNT8IjUIUGW1zrUH4iu/bgsPJ34L3fB7Kx3P+ERqt0I2g61PUrHNwQ7l78F7vj0Vle3ZxpVwJJ/T4R1duC08vfgvPx6Ib62iNKxt/wDHw3RVjfDfs/Y1Q6G91Tp3s9HBbVSosb3c9zZ8N474Q39mz+Vbl8/0+EdXYKFC3bv3nhNLY/28Fxx8+F9L6/53Jr8aKRy/PBZ18Fxx86+F9L6/5/Jr8aKRy/PBYeftnTguOPnXwupfX/P5df8AascvBYeb504LjhWHl/F6LcM+h+Vjo+Fjl78FnV/bgvd8+q3T+T8WNPlbhn0Py8dPwscvBYeft6cF5QpP+n+PHT8rcs/w/wCXjpX4e/BYeftwXn59Vu3cn4sdPytw3/D/AJX8qjp78Fp5+3AXn59VY7k/FjRbof4b8r+VY5e/BB5u3Befn1RZX/xH5OB+7wjp78EHm7cF5+fVHff4j8nlH7vAsgE9yVY3wrVWlnqAwBQ7m7LcJ42V5b6tpEDwvPz6/KIrf4n8iAP3eEdPdQoVKhUeQ0SYa4nCqtZu2YDnOfo3Kq0DUbVua9twF27wdU9zhXY4tmgB37/CYZaHxz0zo8ehQp7Gfm0pwgoGQJURKLydfVARKfUpRQB/yeT++qbEOlP6kzpyn6prcMnznVEQcoGYlRCLydfVAQCn1KZFAHNDl0+dUwi10p/UmdOU8QU1pIZPn3REEoGYlREovJmSmiAU91KNnBzQ5f8AyTIDXTon9SZ0p4g5TWkhk+fdEQSgZAkqIlF5OpTabgHk9PqnUWX1gcVDHV8pkWunRP6spnTlPHMmtJDJ8+6IglAyBJQESi8nUptJwbUnox1fCdRZfWBxVIHX8pnS6dE/qymaZThBTQSGSde6IhTOpQEJz3HUptFwbUOjMa/CdRbfXBxVMdSYOV06J/VlMMtynCCmgmydT3REKZ1KAiU6oSc6eibTcGPnpxqnUm31xpVMdSZ0unRP1TDLcpwgoAmydT3REImdUBAKc8nVNpuDX/hxqnU+faAcVT+JMi13ZP1TDIThBQBNk6nuoiUTMSUBCc8nVMZWmh+bgR72p+uUzpdOieOZNMjKIgoAmydSoiUcxKAgFPeScpm+mgT/AJ3Lj3tT+rKrbdTFX0pslxTgAU0yMpwglCTZOqOzVBPwmbR/D6LHjUNBgwfVN2JlRjPIAEhxW3bHXljnEeswmCtNAnNbA/an9WUwcpnRPEOPdUab3tBJ1AW20H1HvHND6upEqjSY2m59NpF7DIeWaEo7PutwabeX1YfuyVdO0vLBNbt+j4TzaxzgBZSb0sW52P8AbwXOwffwvo7ysdK3Jq320Vwho9+Ddnn8onTgudj518N5R3tY6VzYII9tFcMDg3Z5vIenBc7B99fAOo7ysdK3JiPZSJA9+Cwwe2dOC92D76qx0tHmtxTspHVgtw0+yxyjgsPNwbx2qFF9zAJLhGgW4ZZRdrTEdJXYcFhh3bgvdPqVuXywauEaD3RoMsou1piOkrsOCww7sODeOkHzPdbt8sGrhGgW4ZZQdrTHYrsPPgsdDuw7cF7p9St2+Wj7wjIW6FtB+tMdliQPPgh0O7cF7sHzKsr2VxpSwJB/V4RkcFrod28PsT/3BbQ9zQe1olXn5X17K40pcuZ9/D7Q6R35HeHv4Q6Hdk+k9rZ7kKjTY19Ls6hUW0bUNnbRvN/OJLVs1anQaXGeRksdroSStmo7T/iNW0XimCbo/En02uluhuE4UZHdQtxU/avsjeHc7H+3gk6eBdTFGm3qpi3mn3KkZPBYeXznvwXHI8C+nuKbeqmLRId7nKkZPBacevfguOR4F1Lc0h1UhGbvddzpwWmR5zwXHI7K02k6AxqVuWbyo3R7oyQvIngs6fOeC46LdutcdAYwVuW7yozpe6MuC8ieC0yPXguMELdutedGujBK3Td5VZ0ud5kLueC0y3ueC8xHkOysda46Axqt0N5VZ0vd5kKME8FpkeZPBeYhWG0nyMalWfUqs6XnuFiCeCDc3vwXmI8h2VtXe0j1POLY9vCME8EGW9/ChQdUpN+8/Ac4LY9iZVLWOgje5lqr0KgqbzUuYFTO0mvSPMajWYBatrtFBzuW8v0C2PaXw4mQ+GFOEOadChqyi2bf1O0CrV2kUNnJAbTYbnF7vNQbh5nwrV9pb/8A9lbLXpPLGRzkO1KqPbGIA5gSqj213tpjrYGlpKbsAe+QRYaZshRgnQeFOkWvg5aV9kZwmnsYHvamiSETAKiY9EHnXvKImEalLfVHdFQtYALfZOIgDUpnV6J+nqmdXonMNp8iOyaJIRMAqJj0V7gZ7yiJARq0t9Vf0VCGQLPZOIgDU5TMH0T+n1TMu9E5hDXeRzogJIRMA+qiY9EHkGe8pwkD0Tn0t9Vd0PIbiz2T4gDUpnV6J/T6pgl3onMNrvI5QEkImJUTCDzM906m42jUiPJN2elY1/U1tuAU+CANSmdXon6eqZlycwhrvI50QEkeiJiVEgIVCDPdOovJaNS2Mwm7PTsa/qa2MAp8QBqUzq9E88vqmiSOyLCGu8tdEBMKYn1REgIVCDPdOoVCWt1c23MJtBljH9TG9nJ4wBqUzq9E/DT3TRLgi0hrvLXRATHopi5ETCFQ3E90+k8lo1c2Mwm0GWMf1Mb2cngQBqUzqHZPMN9U0SQi0hrvJASR6IGCfVESAhUMz3T6T5aNS2MwmUeRlTqaOxT4gDUpg5vRPMNPdNEkIhwa7yUTHogYlESAhUdcT3Vlfc1B0MBAm73TOr0TxgDUpg5h2TzAPcoCSEQ4Nd5KJj0RBpujs+naUNjpUbQZ6VS2qtSo5uaA55a/HkjtdeiymDL20qjF/Bv4c3fH7rKzMEBP/h9a59Ig3FzwQXPTQLtlocrQOz3alEw0NEAqn9Cn6BmXlG4Nd5KJj0V5JjS5xkoiQEKjrp7qrslSlTc3oZGZd7r+I1alOQOWiXOkNTx5alNAJHZVtq2GkW+lUQ+FsdKpTDC7R9Mnkctp3TRTAL7XVPQZICH8NdtDKwlpdUYYLSw6J9eK1zX0iKfowyb1u2VqZpzhjyQA6fPC3Wx/t4JOnv4B9P7OG9QFvNd8oERKKHgGn3nguOmkTjwD2DZg3qAt5rvlSInxKtPvPBcdNI8Jp/Zg3qi3muQiJRQRVpn34Ljp2QYbZ7rdM3tnSXxmENJRQRVp/wC/BcdOyDHWE6TGEaTN7ZFt8ZhDSfAeFp954LjEdkKbrC7S6MT6I0273d9N0ZhDplHxtMj14LzHshTdZOkxhGm3fbsCy5DSUfGDI9eC4x7IMNk6TGJVg3pp9E+ixbOiPjBkHv5cFxiOyIq7+eqRFlqq7XSpvkatcYKjlnTggz7+DtsoMeYNpuiQq1UuLzrZPK34VTan1iNRa595aZT6T6VekyAyl2LXKu4vqbJSAbTcXGecjL0xpDAGgAAo6qEyeY6m4zlQZHBcYjsiKn2gHrOOSxf/ACNOUyBe4SAXGAqdF1R0CSQ0Strq7LWr28wBaww0qqyoHgYkFxTaQpNF7pDQbgAZlNoGiOd0WHURKZUFQXy83jzJdJJVV5e/JMk+63Ox/t4Lna+/hvKO/a7pad3y2/CuGR78G708o4L3a95z4b2j9oaehpsFtnwpGnBuzjyjgvdr3nwuofaGu6WmzlsUjTgsMdongvdr3W7dcRrEL7NT3Zf1FtuJXnHBu9PKJ4L3TPeVun3luobGYX2dm7c/qLIxKxprwWGB6cG8dM91uX3W62wZK+zs3Rf1FsYJUZjgsMDyjg3jpnut0+63UNjK+zs3TqnXb6rEkcFh9iOC8zPdbt1xGoEZW6G5NTqLe7l5xrwWujg3hme6s2jcgdBEC6U3bqEk+rkajaZc3yLjC0uaZGPG10LZ6m7qDsdUNukO82wBkJvU5mKbP1PV5nZafLTB7OOrkDX+zsp4YeUXXeEZhR4w60cG8N091Ff7OG9B5RdcqFak8tGph622tVYywQW7p4IkKlVZsdWoAS57KounOrRKpUrKjaZ5Xljy5rirHfvPDudj/bwSfC6nuajep4tzd7FSMHgsPN5zwXHTt4B9PcPb1VBbzF/sVI14LTJ854Ljp28Lqe4qN6qmM3LGDwWnPnPBc7TsrTaDoStyzeMZ0tdGQFiAeC05854LjAC3brWnQujAK3Td4xnS10ZAXkDwWmT5zwXGI7IU3WNOjnRgFGk3e02dLXdh6BeQPBaZPnwXmI7Kx1oOhMYC3Td7TZ0td2C8gdOCDJOvBcYjsrHQDoTC3f1adPoafRYgHggyeC4x6hFtXfVD1MOLY91v9lNMEE8lMX3D5W2PqVa1FpEhxqC1bLtDiW3aionEgOGhgwi24NnMDzQabnHyT9qowWmKY5I5nL7YZoMNtKbR8lDRrRAVxiOyO931R3WzHLb7+EYB4IMnzHtwXGI7KKu/qO62Y5bfdWh8d7Dcv4fSqVA/yFSuAPCFY7954TT2P9pQGvdE9OJCibvJB7hBidURr5BCpRFSidGcgi33RIlw8im6DHN7J2unL7powe/siyDTxgTqUBId5H2ROW4lRN3l7IVHCMTqtoc8OcT02iUKtHe0TpTNgiz3CdEuH3U3TTm9k7XTl900YPf2TmEbvGBOpQE3eRUxbiVE3eS3jsYuOURJPkPQq6jvaB0p8uLfdOiXD7vum6acydrpy+6aMHHN7ItILMYE6lAdXkVdBbhETd5ey3jsGJTqTian4RGU2hT3b3RdVbGHJ0S4fdTdNOZO10x7powe/siwizGBOqAkO8j6KYsxKibvJCo4QYlOoPuqfgEZPumUGbuo7qqtjDk6LnCOVN005vZOOdJHugMHui0jd40nVRId5FAxZhR1eQQqOwYn4TqD76o+4Lcn3TaDN3Vd1VWxhycOZw+6m6acyceYYx7oDB7otIsxpOpUTd5KctxKibvL2QqnlTqT7qg+4I1TaDBSqu6qre6cBc4fdTdP5k45GJHqUBIPdEEbvGndRId5K6IxKI6vJCo7lMSnUn3P/AITKQ3dZ/VVHdOi5w+6mjB7+yOo7e6A18iiHAU8adyokO8vZT04lETd5JtR0gxKZsm1OpN0Y42ibvZbZXqOqtYIAaCGAfMJtc1Xg9VMNcYC2SlTr1Mddh0atlLSHzHLW+oC5fZqgqk8rCDkQ5bHtRoMoNFlKQJJInmhb6m4OGGi1thC+2nl89AiOryCFQ8vf2R3+7pDpfyibvZM005vZOHMREtTW8pxDvZOORiQgJu8iuYCnhRN3kpgNxJRGvkE2ocH+yIr7ukOl/KLrv0qCCDHMCttqBxLRG6Y0QGoNw78ScCCMY9SqNGuGVXgHpJioB2VWjRfWrzYG03G1z7oNqd/B31KOy1OZ17MbwvjmlUz9Cam9ZtlQkX80C5rQmVuatvd7Sk5tZgRHmFudj/bwXHHz4B9OysNa3Lkn9OiuEDgs6/nTguOPnVVNqdTECeZ7UH0rK41riwST+nRSMcFh5v7cFzsfOvgDSsrjWvjM/p0WOXgtPNwXHH91Y6G98aLcsuojSmY6fhdu/BZ1evbguKFN8MOjjGnytyy6iNKZjpXbgsPNwXGP/a3T4pnRxjT5W5bfQGlM/hC7cFh5u3BeYHf1KDHQw6Oxoty26g3SmfwrybwWnn7cFxj1HdWOhvfGiNMXUG6U/RYhvBDpf5jguPz6rbKxo1aw66IPZU6RDCTOrrkBoTARpOaXjFMHtcdSoovLRyUuVoEFqoUBs5YBo9zS4BbfS2jaKWci10L+JiqwP8AK6iUdsqguOpt8Lzp5+qO+vrHWjjEfq8I078EGXeY4Lz8+qIrX1zrRxiP1eEdPdQoW7eI93lERbAiEBANomEzp5Rj2RMm0RlbnY/28EnPz4X0vo/kwzT51Utz2zpwWHk+deC92fnRN24VGNOhAwU59EmhOKHJp86qRzD3Qx4hh5e/rwXuz4F1Kdn/ACIbp/uWObgsPL/fguOUWHm/DjVCgz635mOr5WObtwWHk+deC85/t8LdP5/wY1+EKDIr/mY6/lY5uCw8vf14Lz8ei3L/AKv4Mahbhn1/zP5ivxduCw8nf14Lz8ei3buf8ONfhblv19d5/MoHN24LDyd+AvPx6Kx3P+HGqFIRtPnUz1LHN24IPL34C8/HojtVW7mhp5Cm43ruSiPk6ryZ00WezUBgAQFtlKrTLtIjmkrZP4jQBeRguZTscE7+EVWBnrh0qq997u796n1Kpd6m8+F5+PRfW+h5V+Uft18I6uyjxAdy9+C8/Hoorf4f8+W/+PhHV2UaqFu3fvPDudj/AG8Fxx8+F9Kax/6/Jr8aKRy/PBYef504L3YTd88NaLumCm1TfXAjf2pzG1qVE6gOe6Stn26qAe7Xku8BGSYGVYef+3Be7Hzr4B1Kdo/PNuv+1SMcFh5/7cF5wgwy38WNFuGRROtPHT8LHL34LDz/ADpwXux39Vu3Sz8WNB7o0WRQP/SEdHwscvBYebt6cF5+fVbl80/xY6flbhn0D/0/5VGnfgsPP24N4759UKbpYPvY0+UaLf8ADn/pfyrHL34LTz9uC8/Pqt26WD72NFuhGznWl/KscvfgtMP7eIGSTATS4naKhso+4OrlQrV6jGVBFOmKuWlrUBoEBlvfw2GvDwDktqAhbftdWvSOlp0VAtpOGgcIWxU27TRJGhi4hGgx7maQ54uPhefn1RNeK/5PKP3eEdPfgh3P24Lz8+qO+jaPKhyj93hHT3UaKFY795WpJUTM4hP6ebX2QMGDOVZscz2tKjl7yrs6xCt+ZVxg+USoz3lF7LaJ0oi3TvzarFxX3NY+V9//AOli1W87PnUKMd5VwnWIUfMq8x2hD+HbRPvIRqVSKDo+j6fOqFF9B5I/6TSXrbLN1qGPD2xf7r7+v9FWq06jA0GCxpzcVZzMP/IUCO8qc9oVvzKuMHyiVHN3lFzLdnkRQx/35li53b2X3P8A7RPPr/RRyd/lQb2/OoRGO8qc6xCt+ZV5g+S3bpcdQY1W5Z9YaVDGXfKjmcfL2X3Nf6o9f/0o5NdfVWm5me+oUY7yp9YhR8yrzHZbp8v/AAmOr2CFFk1m9NQx1KBeey+5r/Vff1/oo5dZn1UG5uYPqFGO8qfWIUZ7yt4bewHYrcul5+46NUKLfrN6ahjqUC8ny9l9zX+qnn1/oo5e8+qg3M7+oVuO8qfiFGe8reG3sB2Pst26Xn7pjUIUW/XB5ah/EoF7j5ey+5/9qefX+ijl7yoMs/uFHzKnHaFGe8q829gOxW7dL/wmNUKf+e08tQ91Avd29lHIp51HL3lZub5H1CDepxiCqdNzvtNSWUR7TlypsuqgmWUnASQ1gwCtrZRbsr24y/mhP/hrKLtnJFz3sA/avuf/AGj1O7eyjk/+0dopbxw8m3ahMq12jvh5CftjGqnsNpPchq3be8aKM95V5s7AdivqX0fzsf8ADV9zX+qjnd29lHL6+6nm9lGO8rmubmCFHzKux2hRnvKvNvoOxQFS/Z8fWMev4V9zX+qjmd29lbyH19Vm/XT0TqVcUmUZvcwkwP1KnSovrAta95DDBp2E5KP8LdTqljBusHlZZMAkJm0VqwqVGNa9jR0tAHRJOgVrWOY6PqVWk3VflbrY/wBvBc7B9/C+jvah0qmzBb7BXDA9+DdmHenBe7B90f4ScdrqkEhPo31w4AkxR1lM2u01WEwadQTBX8PNE0yCZDcSFtNRurbuQZcmbI6A7BBaLnJ2yNJefUDgudg+AdR31V2lXlxb7KRgcFhz6TpwXu1W7dc0eYhHZ6dlN2rGxhqxIHBYYPlE6cF7ses6oUn3NGpEaBHZ2WUndTGxhpWJA4LDDvTgvOvme6FF97Bq4RkI0GWUn6sbGGlRkDgsMHyA7cG8M+p7rdPuaNXCNAtw3d0X9TG9ioEgcFhh3kBwXu+T3W7dc0eYjQI0hZQfNzB2csSB4MZRtaTgSDMIaucYCAMbXVBbT9bRq5A8t4hjP0sQo0WUz2NUradhrVi7LWipSWx16hbI6xZaDlWbRu6o0piBcD+rw7DXwJBxjLTIVz3vzOXuLk/bGuv7CmC4p7bXDuCmgAeG8dM+Z7o7/dVRpS5c3e/hGR3UeMOh3bgFQzPme6ivuaw0pcouu/V4RkDU+EIU3fvPDudj/bwSfC6nuGN6mC3N3uVI14LDjzngBOfIBDY6QD/QucYVH7NRtDLg7fNtKrNY24iAIIW5DWka3DQrZtg2qxx1Lqbwy5UdpdQjW8vaV9mbjguOR28Lqe4pti9gtzevKdOC0yPOeC46K02k90KLN49nS50ZIXkTwW6ec8Fxgjst261x0BjBK3Td49nQ50ZIXkTwWmR5zwXGI7Ldusc7QOjBK3Td49nS53mQowTwWmR5zwXmI8grDa46AxgrdN3tSn0ud3C7ngtMjznguMR2VhtJ0BVn1KlOLHO9IWIJXdxhV37NSFeqLWtkHIbq5AyHVelv6WaBWmW+FWtsFL2vfqtpdWom7QtfbITOVgboGjQK2rvaZ6nmBbb7eHkTwCTnWe44LjEdl9XfMMXPxy2+EYJ4IMjvwXmI8ghvd/TdF78ctvt4RgnQeEIU3fvPDutj/bwXO19/DeUd+XdJO7Ftvwrhp3ng3Z9o4N1VX2DZv+XJlSjPzTBUt0UKntLtnY12bWHmKrHeFvk1wbbyhfZR7RwXu17z4XUftBd0Hl5bVImOCw+0TwXume8rdukDWIyvs9Pdh/UGW4BWJjXgsPtE8F7pnuty+8DW2Mwvs9PdB/UGRiViQOCwx2jg3jpnuty+8N1ttzC3DN01/UG+qjMa8Fhg+UcG8dM91un3Aa2xmFuGboVOoN9ViY4LDHBvDM91u3XRrEZQojdb4w631lY/xFYR8sZqV5PqaM/Q3QL7Xsf7T4Wujsvs1ao5npIEqpt+ymjA5baTb+ZUmuawnMXRkeuFvDPqVZX3JHSBAvu8IzHBa6O3Be6Z7r6+4LekcvNd4RmOCHW8F517ojaPs7m9A5Rdd4RmFAUKnSe97joAHFFocHgE3A6QAvsw2h1NwLXNp/icDotsH0KgaSx3u7QKk8sJcwsBI7TqFu9j0/SURAHkEDN3mVEW+SuORrEoCI8kXs+zuaRfFvNPzomkYOh907+ib/X3R/p7JokunJPqiNPIeyBm7zKiLfJNpPj2JhUdl2JrB2BYSjUZ9mczrtt5rvnRMjB0Punaensqz76pbjeOiJcntI9p7KjTDb8XOIRGnkFMz5qIt8leTII0QGnkU51P7M9sX6c1ybGuh907+nsm6+vunaDt7ICS7zJRGnl8KZuOqiLfJF5IIIkBBhAaekujzRps3lhENfGbfRN0B0PunevT7Jv9U4aeQ9kBN08xKiI8h7IGZ81EFs4V5ggiQE2k61p6S6MSnUm7yyLWvjNvomjQ6H3Tv6eyade/unDScD2QBJdIuJRER5KdVEFs4KLyWkRICbSdY13S50YuTqbd6GEWtf52+iaNDofdO/p7Jvn3904adkASXTzE9vZERb5KerzQER5Jz5aQRMJtMwCeUujEp1Nu93cWtd52eiaBro73TtB29k099U4aeQQBLnTzSoi3yRM3eaAiPJXkhxIBjsEGuAr1xAcY8mHVFgNRxIe1ju1MaAJnkdD7p3l29lX23ZgXdrGEojTyCElzp5l/8ZV/eEypte8qwJBZDBKA08kXmCDoEGVRXu1JgWx/dO09E3SdD7pw08h7Jp1nX3RER5fCyXOnmlRFvkpm6chAdPkfdF5tIOgQ3v2ierTltTv6eyaMT5+6cNO3sgZJnX3RER5D1Czc77yiI8lMg+aA6fI+6c8kEHQICr9pu6jjlhO0/l9k0efn7pw07eybJknX3VenWLBWyxtxIt/StnpUiGNL2sdVpnu3IbCZsD6D3PuNRz3GdTq0LZal9R9O/FulrdD8qpUmnQpve9jB3l+QStzsf7eC52vv4X0d8x2jDZy2/Cubke/BuzA9OCqxzGz+Jzkx9PZiB2oNW8o/aGO6WHdi233CkZHBYYHlE8F7te8+F9H7Qx3Qw2ctvuFIyOCwwPKJ4L3TPdbt0kagRqF9np7t7+pzbcErEkcG7OBpHBe7XvK3T7yNQIyQvs9PdPf1ObGCV5ka8FhgeUcF5me63L73N1DbckLcM3T39RZGCV5ka8FhgeUcG8Mg90aTriNQIyVuGbp9Tqc3uViSOCwwPKPD11PsEdK1ccxH8rArzdWq5IPZo0AW7dcRqBGSt0N0+p1uHdyxkeFMUNqBGt7DbChWutHkU/ZzSf8AhAJOFtFfaSwRENfU8N46Z7qzaNywdLhAunwjJHBa6Bwbwz7oGvuGjpdyi6728IyQo8YdAHnwbwyD3QFfcUx0v5Rdd4RkjyCgKFu3fvPDudj/AG8EnTwup7moOqoLck+xwpGvBYebzngvb+8I/wARqK+nuareqqLMl3sVIweC083Y+GzNpv8AdtQa+Fx07T4XUtzVb1VcZu9l68Fpz68Fx07K10A+ZjQrcs3lNujXRlo9AvIHgtPN69uC52B2W7da06OMYC3LL6TOlhjIC8geC083BcYjzHdbt1rDo4xgFbpu8pM6WO7BdjwWmXec8FxiPMd1Y61p0JjRbpu8pM6WO7BdjwWnJPN7AalfnV287v0sX5tY3Eew0HhcY9R3Vhhp0J7Fbv6lJnSw9gsQD4M/hzHOPYB4Thh7DcCrTLuy2X+L0qD3a8lKXTHynU7x63m7wvMR27osrGrVPVTMC2Pfw8geCDLu3BeY9u6+rvap6qeOWPfwA0Oijxgy7twXmI8x3UVt9VPVTxyx7+EYB8/CEKbv3nh3Wx/t4Ljk+/hvKO8pHSkbNG+6uGQh4mnAbOonXg3rf3hPqOqFvYvMlGpR3lI6UeTAHvqpGQgj4UNq2im9p0Lr5Wzt2fdt7Xtkr7Hs3he7J7zp4F1HeUXaUTbgD3RjIQ8bDy+RzrwXnJRpulw1aI1Q2enZWOr2xhx91+JDxs6eC93/AOI0Xy4HLRb1fCFBltYnNQR1Fdwh42Hl7+vBedfI9kaL5eNWgjq+EKDLK7tagjqKI1CHjYYb5Hg3hn0PZGk+XjVojUIUGWV3a1B+Io+aCPS3VzvQAaqtUva6q2XyWdICc0zVqm57uC8z6HsjTdLhqBGqFIWV3avHcoxkeFb+EUw1+tvMtmrPY49zqmUajmt8jAQ/ibdoqEYBaWSbUKbYAwNPC8yD37fCsr2URpVwJJ/T4RqOC0wPI8F5n0PZDf7ukNKvLmfZBEdXZAeMOhvkeDeGZOh7KK+7oDSrgTP6UEW9XZABEFUqNRxYzLja4mAqwZYxxDTc/QE6BNY0OrMe17d64XBgjX3VHO2PY8PbRB0MjrTWh7A4g30ndL8aShT2Mj4anCCmmQFESi48qAiUx7LKn51zZJ+E0iAn9XqmdPon9Xqmtlru3oiIJQMgKIlVNopMaO7nVAAgIBTH07Kv59zZJ+CmEWhVOr1TOn0TtU3+KbRHpBVWnQG8GTc0BsR8raKFNtvbdi4FRE+iLjy/OqaIBTCyyr5V7hJPwmRaE/q9Uzp9E/DvVNaS09jKIglAzHqrYlF55e8eabTcAO4jRPosLqHlTMdHwmRa1P19SmHHonjmPdNbLT2zoiIJUyGoCJReeXv6plJ9re+On5T6LLtn8mY6fhMAtan9XqmdPoniHeoQaSHdiiIn0UzagIBReZHf1TKT7Wfix0/KfRbds40Z/KmDlan9XqmmW+icIPqmtJDuxRESpmEBEoXua1+j7cytwTTjRwLdB7p9Ft2z+VP+VU6r6bKZy5xY63lAVTWpUF1V/qG6D5W11SyjVqc7i4C4+yd/EWUGt9qUklAEg9iiIJ9ETMICAU55kd/VMputb3x0/KfTF+zDRnomRa1P6vVU9jo0m049zKqvpkMd5Oc0uctqqDZqRGbHVcSiBe4/edABKmYQEAovMj8XqnNq3VvyrQIHyn9Q7pnS1PHMmGR6FEQSgCQexURKJkhNEA+ic8yPxeqdvA6t+Ta2R/3VTqTOlqeOZMMt904QVkz+EqIlEyQmiAUXmR+L1ThUur/k2iR/3T+od0wcrU8cyZJb6FbSyqaj2a3vcQXZVCkxtJ7rCQ5hkPgiLkwXbs22b7TexGqknaRDQNpkzzgBPgNdUiWMGjBHkFudj/bwSc/PgX0ooa7mGafOqkZ+eCzo+deA/wAQ2ePioD4F9KKGu45NPnVSObgf/E9qLh2Azctoq1fspA620XtbgekLaKtVzHzN0MaDHhcc/OngXUo2eZ3HLp/uUjm4LTy/34Ljn+ysdzfhxqhQZNf8zHV8r8XBZ0f34Lzn+y3Tvqfgxr8IUWTX/Mx1fKxzduC08nf14C8/HojSf9T8GOr4Qot+vrvP5l+LtwWnk7+DaAql09zEI7c3ZandryYI91tP8Qt5OsNjK3DaVEMINoHLvWplNgftT4dWrY6g0TbK/wDlqzDXqmXBhBIglPIp0e150JWx1BVqhojLmWvGexVT+Ogt7tbEAK08nf14Lz8eisdz/h9UKY/xA0q/zLHN28LKH/BT9soVCRrysiFsP8SJe/RpDjyjgvPx6INrTQ/OwM/7fCOrtwQeXvwXn49EN7ND87l/rbr4R1duAA8v4uC8/Hp8ICtOz/n4H7fCOrsoUIU3fvPDudj/AG8Fxx8+AfSvrH/rcmo/Torhj514LOr0nTg+30/3eAqUb6x0r8mo9lIxwVP4a+m2G4vqmJK2Rm1sNQDNtQJv2ryyb3DRVGhzT3BVzsfOvgH0b650r8vl7KRy8Fh5uC92PnX5Vjpb3EaI0KdtE60xb0fCxy8Fh5vSdESAJxk+N5//AH5W5fLBq7Gnytwy2gdaYI6Su3BYefgvPz6rcPmmNXiOn5W4bFA608dK828Fhh3kPDaNmp0agnAcjt20bZQAEyWOyXALY6FoIZ51To1OY4ve/nqOOuCv4pRNTc1DBoFpW8o1NsJxfVmbz31Wz173sLZaeQqlXc/Z3t8rGZBCqVtne4AaucJJKsMP7cF7vk91u3S3uI0W6EbO7WmOyxy+FlD9pWzua+i8HmNgC2yvvbxozdnLTwXu+fVFte2v5URAkH9XhHT34LTzduC8/Pqjv7K40o8uZ/Vp4R091GnjDod29+C8/PqiK9u0DSjyiZ/V4R091GihCm7954TT2Mf0TRJwiY0KiVcRIHqiJCD6Yp0wOajy5DvdOggkJnVgp+mE3XCc2A2MymiSiY0KiV9upn1gOREjCD6Yp0mjmoi3Id7lPggkYTOrCfphN1wmU9mDwQeYValsJlEwI0wgMD/Yvs7Mj0EFB5EgFESMIGmKdFo5qOM3e6fFpITNcJ+mFTi9zsAXYCcCAI1PdAScImNConQoPIuAKdTcWkjAxqU2kzeVWjFR0ZcPQp45SQma4KfpgpgzhOBAbBklVv4lQY+R5TcpjQoidEHkSAceidScWPIwDGpTKTBUrNHK8xlzU/pJCZrgp5wYKaJOCiCIgySgJ0KmNCiJ0QeRIBx6fCdSeWPIw0xgn0CZSbvazByvd5uCeOUkJnVgp+Bgpok4TgRbBklESKTAXvPwFQ2z73+ZzHl9oW42o7TUeed7quhT6svLQRkYCcx1jiMAxqmUQKlawFrydS30KqmnYNMBwTNjfS2t51c+4EOVTGmvutmex4a0RBmAQiItjJKiUDGhREjCa8gwNPROpuscRgQNUxn1K7ByvPcJ8WkhMGU5uzx8go0HSYT6bnkEebyolTBMFESMJrzoNE5lW+iRzVcCCPZM1wn9LiEwZwnHBgpokhEERBklRPwgYOCiJGE15BgaeidvTUokc1XGLfZM6sJ45XEJgzhOMDCAk4WREZJUTEIGCYKIkYTahGBp6JwqmpRI5q2MW/pTOrBTxykhMGcJ0gYK2elWHPLW3sJwVtLaUBgvs3mrrVTAo7nd21X1C3NT0AKZzbZVOzW8xMNpkTy+6p1M0d1u9206ZBNwK3Wx/t4LnYPv4X0d893S82Yt9gpGB78G718onTgrVageCNbTPhvKO/e7pqGwWlqkYHAyqys6WyHCmZAW6d/wn2WeRubTJTDUa73Dir3a+AdR39R3TU5cW+wUiQPHaq1lUEagLda+UcF7sHvK3bpA8xGgX2enu2P6mtjAK8wOCw58olUNspVbAYcqrJtOoW17U2i0H/uVe7B/qVun3tGpbGYX2dm7pv6mtjAKxIHBYYPlHBvHYPfuty+9rdS2MgLcM3dN/U1sYBUZA8XdNKmL3n4TmHA56xb76NT9XuMvefUlHbtq0GcPTaLA0DQCFeZnzKFJ9wAkkRkLcM3VN/UxvYrsPGWfuCpbO5zXnIACc0EEeYPjvHYK3brgNSI0W6G7p1Oto7FYwNdfC2h/wU+m5oJ9RCobPYXsm3HBeZnzKsr7qoOlmBcD7+XgBkDgtdB4LzM90d/uag6WcvNd7+EZAUeNroPBeZnv5lfX3NVvSzlF13gW5A7KAoT6T2vadCC4rdClZGLAbrU2huA6Minpatlc51HHSXKo8vfb5uK3Ox/t4JOnbwL6e4DepoDea75UjXgsOPOeDfVfAvp/Z2t6mgN5rvlSNeC0z3nwo1i989rSMKjtldnvzkq46eBNP7O1vU0Ac13ysa+P8MNbfOwC6pm21UJpOd+ONDwXHTsrTbPdCkzeuZ0l0ZIXlPjVJDB+K0SVSpFzyqg2g1CR0MvLx8WoV6i/+RBt84tTar2SO7TorHWE6XRiUKTd6WdJfGSF5TwWmR68FxiOy3brC7S6MSt23euZ0l3mQvKUdKVMXvPwEdKTM1iP5j91O6n6vd7kyUyhUcP1AYT6geXN0J3TiYW2bTXrQ4aXvIhBXGI7Kx1pOgMYQpjeuZ0l3navKfGWfuC/iNcUT6tKDLHBuks5ceNxiOytNpOgMYQZ9V1PoLvReU+FlDT2PhBkcF5iOytq75p6iYFtvh5TwQZHnwXGI7IbzftPUcctvhGJ4IN3BcYjsgKv2hrup2OW3wjHhCFN37zw7nY/28Fztffw3lHf3dPRy2q4ae/Buz7RwM+01Pct8N5R+0A9M2C21S2ANeDdmO3iNrYY9XMBKvdr3nwuofaLumbeW1SNPBjHOLjoIC29jhTPe4TcqVcyW6EEDgvdM95W7ddGsQvs1Pd39VtuJXnHjT29r3NJ0Y4WklVdltDxkWuIEr+H7BTpD1L6VgVGtTbjvav4XuXXjJBeZITtoG0UQHcz6m8uLR8J9F4ePMWiHL7PT3V/VZGJWJjgsMduC8zPdbl99utsZhHZ2bmiBdVs8rkRzUqXNVI7F2g+EdTq53uT4/ZasdohbINn2gsmMGQnML49HuLh4XmZ7rdPujW2Mwtwzc7zqs8pWJjx3Dl/CtgZVY/W51VuhWy1qlOo06g3E+N5me63b7o1iMrcjdbzrt9ViYTaV9vppK2uyqzEFot0Pha6Pbg3hme63e0biOiIF13hGY14LXR2jg3jpnuvr7i2benmv8IzCjxh0e3BvDM91FfcW9HSL7vC3MKBChbt37zwmnsf7UBIM6ouy2Qom5XHlB8pRE3IubuA3DyAIJcU6JJOAmaZ1R6s6JowZ6kW82ktKAw6dVMFsjAUTctztfKiJLp09EXs3DWYeQBm8oxMnATenPUjrnpQHKe6I5hIlpQGHKemR/3W17HSeXvdAvbhU6ha5jXDCIy6dESzcBnWQBkvKdrJw1OpuaH0eYNqEcrSe5Tmigy9+ahJtdd6qlTa1kaGBEBU6zHOMjR7URLagIIcictkK2bp80HmGgjIRYSHE4B7FCk29jCLb4yG+gTtZOAm6ZHMndWRyqhSosaGmbXXlpVUU6FjnAOw8NLghR2X9icaBc0HUkaoVBzgi2KQGAgDZmJF2HLaRv6FENxQBwR7XJ7xRNCjlpfpLezU6Jk4Cb05HMvvy4C0eqtlrgQQ72RBDhIlqAm6dfRT0yP+6I6p0V5toUOdxB0JjRPpuso0yLpjAe//ANLdtNVlMyC/zAJThmSIam9OdU48wkYQGDOq+z1bySOXCZTfTAuyyo0AqmAxrAQMBESXTp6IPNrQdQjTdEnAdGAUKY3lOmRbd2anaycNTdM6o4cJHKtxh3dVq7iDObRhGps4tZq+o8IwbZGhREl3ZbVWcykwESQ0SXLdOduy8S2O47JzADTpuFjndmJ4utJGANT8L+Kl+y0KjCAKI2d/NB9QVTY2mJIkBoiSgJDp1Rm4SJCtm6VMWyER1ToUHm0A6hWv3xd1gmLbf7pvSJ6k7yJwE0YM6+ycYIkYQEh06ozcJEhRN0/0QPTIkhEZdOhQcbQD1BQ/f3dYkctqb056k4aEjHumjBnqRORIwEBIdOqzcJEhR1z/AEQMBsoibpwEHm1oOoQD9/d1iRy2JvTkcycNCRA900YM9SdIIkcvqqVKuGVQQ4kAmKjVUo0X167g9kUybXEkDBQDG0dke9xpP2cDL7na9wShtlYg1X4fTByHBgtPoEyufr7x72OnyF+hC3Wx/t4Lna+/gX0d8w6UjZi33CuGRwbs8vpwDZKsE97/AANSjv6Zm2mbBaG+4UjI4N2YHpPjSr0qTafe962q6mwZsuDlV/iFSnSLzkMi8H1CqUxVqUdbRRZPIqtrqdGoILVtO1DasAjQ3NWy121WvYACbfunwrbFRq0j5DNke6qUn2g6u3Zgnxvdk91u3XEagQvs9Pd1HdTmRglYkjwq/SZZrc5V2WkHMF50Wx7U+i9pHKHlxcnNDXPAgkDQFUaOzPFNx1aZC/iG1VqwbryPcg4gDQCPJChUa57mzDCJK2fYQ+hWaSzpFwcvsTdpeyOYMAkqqJCfSNNod5l+FT2dgcwHIA5QrDA9PD8ukLiPc6BH/oUTLnDs56DzIHdbl97xq1sZIW4Zu6j9XtjUrzI4K9HctYNTvCGyi1oc+MutESfHeGZ8it0+4jUCMlDZ27uo/qc3uViSPGoGtIHYlMq7S1jD2FQraKVKtM+WzZKbQovpu8yHjw/h+xGtUeXRbzHlW7FQBrCRVDiGFoVKh9r2OqCM1iNFX2Ovs9C/UPqC4aJlIvv9awBd42ugeR4N4ZnurNo3NMdLxAun28I1GvBa6B34LzPoUN/uaYm2obea728I1GvBa6B5Hg3hkHv2UV9xSE21MC6fbwjJCgKFY7954dzsf7eCTj58Lqe7qjWry5LvbRSMcFnV5+3B9kqY/wB/gH093WGtYW5J9tFI5TwWnm8aBFemfWmqe0UWVTbIA2ht5cv4bsW8DyO7bC9VJ/h72kZp78YKdSYwuqATjg2ygxlSPQlwVDa3UW/ha54jxuOFY6G98aI0WXUm6MMZaPZVmC39ZdA+PDaar33PMRuRKrzUeUz+JNqUKuhvp+H8QZslKtZ1WNcSQFSaGsaNAArzj07oU3Qw6OMaH3VXZw2pQGjJGWhVdrq0G0yOUUH8vNCZXIoM1uY7IKq7Y1odqAQCqNK33FyLTyUhJHudAjrQoHm9nPXnA19SfC449O63b7WHRxjp+UaTb6LdKZjpC8geB+0EDgvMR5jugx1rPI40RpNvoN0pnsF24LTzdkTUo50scxxIhUaGzU3e9t3htAbspxIaW09f6qlQDQIw4tajT56DNKZ7BHa9nIEdniUAAAPEgy7twXGI8/VFtW+sdaWBAH6vDseCDLu3BeY9fVTV3lY60uXEfq8IwCo8YdLu3BeYjzHdHfbyudaWMR7+EYaVGihbt37zw7nY/wBvBLs/Pg59K6j+Ryael2quHNwWHk+deD7JUz/v8DUpXUDpQ5NB2u1Ujm+eCw8niaD4A9k6mwPdEE2jQ+yfTLWq6gX7McigWtx8nVSObgpMrtd2DXjUqr//AFK14P4mFuPCqDu2F0F1vYL7OXPaOhr2vtKsdzdsaoUGRWOtQR1fKpbLvh2c5rptVfZ31BdpNM2uahstdxbqbSWiU1z4a3QAuJCsPJ86+FDYGEOOgcTHhe749EaT5qaWCNfhCgyK5yaojq+V37JuQ/Rw+Qq21OqChT530jTbiXrb2OAZTqEc9vQSFafptEA+vBefj0RpPmpoWCOr4QoNt2gmTUH4l+LtwbNslWo0ebLyG3cF5+PRbt3ONW41+FuW27QTJqiOor8XbgtPJ39UK7i6BoN27VVjTLbfJrBYEalNjJBILnuDVtG31TpEWQz+y3buf8ONVuhG0kyanqvxduC13J34Lz8eiDK8bP8AnYH7fCOrtwWnl78F5+PRDfW0PzuUft8I6uyjxh3L34N4fg9lFaNn8q+O38vhHV2UaqEKbv3lBtxeXANA7yn094xoeCSzW4Dsq5IpAvEvj8PdMeWPscHWuHkYW72P9pUYEKdYwVHbMq4xjESoyIyhUpxXj/OFmv8At0QIubGqPTj/AJQ6sar7uFbzPj10UYEZU5MYUaRmV9kqxjHWoyIzKFSlbtEYr8mp/TosXNjVfcxp7r72NfZEcuNCrcvjEToowIyCp1jEKNIzKvdHKoyIQdSjaYP1+X/xWLmxl3sj04091PNjX2UcuFbJdHroqG2UnkjVqr1rC7QNFpdK/hNEb4nADq3StspuqgloB53BzmqnVfbS+9YRICp7Oxxpkf5QjoTTSpUrm8zrQZWwVhuyR9M0K8l8KpbQ2cOHMGU8lfdwrcvtxroowIzK+xdVvL1qNIzKvMcuEKT7qcZfjQe6NFkULcUsdHwhh1KmOX5do1fkUJaPZztSmeTWL7Y79hVpl9vlOgUYEZlTJ5cQqVBzpI0IGCVVaHXtHK6RkoUX3Uoy/HT8o0WW7Pb/AJP8ijmbHV7L7uNEOrl19lHKIX/xIkxr9RRpGZU4MYUZEZlbwxy6+qFJ1zI68afKNFhGzxil/IgBc2Or2X3caL72FHKIVpJfGg7Ldn3VbZH13vI8mPcAFtz6VWiSCLWtNwct9UcXag3mVu3XMjLsaI0xGzR/lfylYubHV7L7uNEOrCjGMqDL40HZRpGZU4MYhRkQrzbhW1prx/lYGB+pfdxp7oDmbHV7KOXGiHVhRgQoPPGAOyjSMypwbVGRGZV5tworXV4/yeXy7XaL7uNPdAczY6vZRyiNPdau5URgQZlZ54wB2UaRmVOtuFGRGVvDaYwfVRWnaIzQ5fLtevu4090G8zY6vZRyiNFm7GoVSjWFOkwWEtJIDCSVRpUXvYHsc5xYY3ecItFV+0NLWmwMt+zwO6p0jRqG5j20mMNwIOtx9FDadgIO9czWtj8S3Ox/t4JOfAvpW0RrRFuh99VIzwWdH9+D7JU/f4F9KygNaAt0PvqpHNwWnl7+vBcc/OnhNKygNdn5f7qRzHgtPKhs71SfsjmVWnBxDxK2wM2SwiC00gLnLZC5hffbyhuLoVR/2Z9JnKOYEB3wn0aNP+IVGNDgC5wh/oSt69297gnBKqNtc1wkEFXE2MECT4WdH9+AOOe3ogxwup9FMxq55wAEaLJFA2sqernDJQ0tEDxG2Mg9pBVh5O/jtWyUNmcA6cmrDgB+IBMcKGzSNLNbkaboqHRmOr4W6bNcaVDHX8rydwM2CkwD0LyeC8/HorHQ86NPf4W6bdtA0qn8fyvxduC08nf1RT9i3RI0ptX8KpNy/WoHuJb8Qrj8eisMO/D6oU87Q3Sp64X4u3BDpZ34Lz8eisrX7P51cCCP0+HftwQZb34Lz8ei+rdQOtaQP26+EdXbgAPL34Lz8eiG9voHWvjEfp8Iw7soULdu/eeHc7H+3guOD7+F9LeVTpVNmC32GFc3A4LOryAnTg+yVcH9fhvKO9rO0rGzBHsMIEYHBYYd6duC92D4XUd7WcMVjbi32UjA4LDDl9mqJuwVa7bxhwZiW/Kr7ZVeArzgplemfXXMJ9W1vmQxsFrD+lYlo4LDDvKJ08QYNmKbf1PVx/w1GWsnu46uTaLxumDVsaD1K3DLaLhzMEYaVjA8Rt9AZ7OMKw83hCrfxarvmN/6VjrpX2ra9r3gZpYBbTTGFu5eRfVFkkNC3DLKL8OpiOkrzA8a28u78okL7HR5vS52ODeGZ8z3QpPuaPMRotwyyg/WmOxWJHBaebt6eFR9Gg1o/merqbWPOS5jGAK8z6+q3bpaNXCMhGkLKD8OYOxWOUefBDod5DgvMjuVZX3dcdNLAmffwjLRwWuh3bgvMz5lHf7qsNKMNzPv4RkBR4w6HduDeGZ8z3RFfd1wOWlyiZ9/CMgefoFGihBjv3nh3Wx/t4JOfAvp7mm3WmA3M+5UjJ4LDy+vfg+yVP3+BfT3FNvVSAbzB3ucqRk8FplvnPfguOR28Cae4pDqpY5rvcrueC0y1Gi+QfZUf4OKTapGDcbiFzn4c8kK45HZRcHN1a5uQQjTD3ubo5z8ysZPBZkHv3WktxSb+p6P/QpyykPeMuTRAa0QFcYhFjrHHQOjBPoEKTRUqN0e6MkLyJ8RWo/vCfs76hPq0geBaY9SjSDiGiMuySqtzTGOUqls1jKujjYcl7h6KgwtZXyN+Wm2WymV2V6zGgwaAPNcnNBB9CqVt3sSASt3WbVAzax9uU7YqBj3LiOC4xHkOysda46AxgoUmipUZ0vd3C8ieC0y318GVqVSmCbYcxwM+FxiOysda46AxqUGfUqs6XHuFiCeCDLe54LzEeQQFXe0z1PMC0j28PInggyOC4x6BDe7+kYuqYxb7eEYJ8uCDI8+AvMR5DyCAq76k7qqY5bfbwjBOgPhCpUXueewDiU+yyxhc51+loCbTDnl9MtDCc2EnR/8qrE8gouupxrvR91MeW3PplgdHm2dQgzYzj9JThBzgIGZnKiInCvJ1zqgIicIVKW/q6XkskQfQJpGAde0p/rp7Jnrr7p40nRNYSHTqJ0KIiJx8IGZnKiInCOyVcznrQEROE2pS+0VdLyWSCD6BMIwDrnzT/XT2TPXX3Th309k1hIdOonQoiInHwgZmcqIicIvcdczKaIicJrqW/rHG8JbLbT6BNiQDr7p/rp7JmmdfdP8pwPZNaSHTqJ0KNF4icaIbKMz/KhQAicIvd55lNpODmg4IhO2enu2vPO1sYCYBIB1T/XT2VPJJd+5HBfNtFn+5BsilTJZSAnQ+bkG2hgw0D0AUzN2UBEThGoZM5lNoPD2tPU2Mp2zs3TXnnYyMApkYB190/109kz1190wNeGF2OQ3KlVcLgNGVdQUK9WmwtPLawwFsm2mH35dZS3iOy08TjIRqGTOZ9E2g8PYD1Ntz8rYKAfQpu67OxVDYPsjTbyVDVbza9lsp3FZxwC5mJYtqljHXaFvNzKj/DtntDjm9j1Xqtp4OAyiAAoiJwpmZygIicI1DJnM+iZSeHNB6hGU6g3dtqHnY3yCYBIB190/109kwzrqnCInHwg0lrp8uxURE4V0zOUBEThGoZM5n0TaTg5oPUIynURu2VDzsamRIB1904aTp7Jp1nJ904RE4+EA4h0q2InCJmZygIicI1HSScz6Isrbmp5NDQLpPqn+unsmDIByfdPAxOnsmmZnJ90RETj4QDiHXf8AKiI8kTMzlNEROCnPMmfPzhHfbip5MhvNJ9Qn+unsmDIByU8aTp7JpmZ190RETj4QuIfKiInCLpmcpoiJwUahnOZ9ERW3FXUMhvNd7p/rp7JgyAcu909oxOnsmZ1191tDaxaapvawvJAAH4Qm7OymWPpO3Ze09eDK2bZ7bix11V8QL+7QqVd1arVa114J+7Tz0qvVvbSogtpt9YcTzFbnY/28EnTt4XM3FvUBbzXfKka8FvzPB9jqf9rx4X0/s9vXFvNf8qfPgtM954JOnbwmn9mt6ojmv+dFjXgt+ZTgQR6FNpFrW/EAJtMBzSrjp2VptnSfJbpm9s6bozCHm7Rab08tFvrd5r8lksoj4GXJogNAgBW/M8FxiOysdZOl0Ylbpu93fTd5wvKfEbNU/aq1LY7XnqBdzOaqFdwHrdlfbKj+YxynZ4X2Sj+0K4xHZbt1l2l0YlVKAbX3WG3EZtRN0eRJ1KqMo1WNnBcZuKobLVFR0yL5IAT9iZcNWvaXJl7ocbnS4zwXGI7Kw2zpMYlbsb3d9F3navKeC0z3nguMR2VptnSfJWDeml03eixE8EG7guMR2VtTf3dc4tt8PKeC0z34LjEdl9Tf3dWnLb4RiVHjBu78FxiOyip9ou69OWzwjE+EIU3fvPDudj/bwXO17z4byjv2HQGwW2q4ZHvwMpFzidA0alPALXAyCD4jY6hI8xL/AANSj9pDptabOWxSNODdnHlE8F7te8+F9H7S102tNvLapGnBYY9uC92veVu3XOmIEZKbQpinVrSxkAYuJySgRFNoLaTPZo1QGANAPHdmB5RwXu17yt0+8jUNjJC+zs3Tn9RZGJWJI8Ts9QD5amfw5riB5uYFT2DYwcRmxbdTqDZrs27t7ad6DQFe6Z7o0X326hsZIW4ZunP6i2MFyjMIg06gGjmEgLaiOU9LGjQBOaGl8cxaMxPZWGAO3BvHTPdbp95GobGYW4bunP6i3ylYmOCx1o9OC8zPdbt10agRlbobp1Sby31lYmNdeC10AcF5n3Vm0blom0iBdPh5kcFrojtwbx0z3Q3+4a2bTy813hGSFHjDreDeGZ7+iiv9na2bTyi67wjMKFCsd+88O62P9vBJ08A6nuajYl/LzXexUiAUNUdENU47t1urrwWwmspUiKeTc42prHPLvRuqrNLmh+q2Z/2Vrp5XsDrgV5BX09xUb1PFub/YoxAKCOiCtPN69vDv4XHQ4RU09xUb1PxzX+xRiAfNDX0R0QRac+viBJJMAK4ztD+Wi0f3KDSW0zyUrvLkCFJm9YzpY6MgI6A6FBHRBW9Xr4d5XZB50OIW7dY06OMYCFJu9Yw8rHRkBHpBOqCKfScGtnzITdnaCf5gRhf/AB9OrVAyTZIwjstUMvOhfWLoIUK4xHZbtxY12jjGAhSbvqbOljuzURyg+aGqKCtMu9ew8O/heYIPkrHWNP3ihSbvqbDysd5gIjlB80NUUFBl3rwBx0KLDa06EoM+tTp9DXdgjoDoUNUfCDLux8O/hcYjsi2rvqh6mnFtvugiOUHQoDIR8IILvDv4B5j2R3u+eepmOW33KGqI5QdEBlHwzLu3AHmI7eqIq7+o7rZjlt90NcojlB0KAyJRBhUaNV1jDklribVUbTNtR1rW3/jI7KrTYKdtUm+o9twLe9P1TtpdRqllUuPL9+n3QAqUgHXXUn4a49ihS2OPe0ojJQzEKIlXu8vVAYKdUpb6idKRsxHuMoEQQMjKdrjVN0xonamNU9tCq9jTy7thgwFs20utZHI8teHNKdtdZ9Sm3DTTqc0E+6/h+y3uLx1sOcKsNnqsa5sSHMQEAwn1KW+oHLaRswB7jKaRD+ydrjVN0xona41QYbWRj3REEqZiFET5ovJ085Q0PmE51Lf0HaUTbiB6psQ4eSd1Y1TdMaJ2pjVBphkY11QHM90DC8q1RttEevdy9RFNvo1qudiMAgoU3C8DLRCNCnbVdrUaBhx902IcB0p3VjVN0xonDPqgw2sjGuqIgmFMxCiJhF7px5oUng1BqwEZIRoMtrO1qCMOKbo4Dp9k7qxqm9ONEdTGqew8gx5gyFX2GlQb/veV9npYI/lXeEajiceaFF4NUasEaj2RottrOyarfJxTRh0aeydrjVDpEaIiD6oNJbTjHuiImMrtCAiUajrhHn2QpP5xqwRqEaLbazsmqPxFNA5o6fZO1xqm6Y0R1KDTayMe60lTMQhiUahmR5oU3C8atEahGny13ZNUd3JsQQNE7XGqacY0REEoBxayMFRErtCGJRqG4R5prK+6ojSpgT/2Ttcapow7zb7JwyY1Q0EaIjJUGGRg+qiJR8oQEApzyXCPNM3+5pDAqcon/sna41TRh0dPqE4ZMaoGQI0REEoBxDIwVET5o5IhAQCnVDcI8+yaK+5oDSryiZ9k7XGqaMOjp9QnNEmNUASMaKuyrvHU+VxLnEF090yiKIeKxvsBlUqBpUmF8tZIgvH8x7rZGWMp032sLTqHBVXSS911o8mtnRoW52P9vBJx4B9OysNa3Lkn20UjHBQ2U0acGb+5Kq/w3aK7yeb6h0K3OzVntcJD3VCLmL+KG00NABRGiq0qYeTqQ0Y8A+nZWGtflyT+nRSMcFnV69uC44+dfAGnZXGtfGZ/Toscvi0SXOMAINztVYFtMfpGrkMgOxTaf5WeNxwrHQ3vjRGiy6iNKZjp+FjHfgsPN/bgudj07oU3EMOjsafKNFl1AaUzHT8LGOC08y2l1AhxOhpvUeFx+R3QpOhh0cY6flGk26gNKZjpXbgsPN5j04LzHqO6FN0MOjsaI0m3UBpTP4UPLgtPP29OC4x6+qDHQw6OxojT5qA0pnsscp4IMv8AMcF5+fVFla6v50sCB/u8PJp8+C0y7twXH59UTVurnWjgafq8I6e/BBl3bgvPz6o76/aDrRxiP1eEYb3UKFY7954dzsf7eC53hfSmh+RyafOqkZ4Bte10yDl3WCn0925xGSyZtVVwdbGGwI5VSdcwkSWnuFcc/OnhvKX0Mf4fk0/3aqRzcFh5O/rwXHPzp4XUv8P/AP6/Lp/uWOZDVzjAR/8A8muCxg9WjVyGZqdAP8rNAgw8vl7jguOf7Kw8/wCHGq3LIrfmY6/lY5uCzo4L3f8A4t276n4MdXwtyz6+u9x1/KxzcFh5O/qmbFUYCRNlS4EHxvPx6LdP+p+DHV8LctjaPzP51GvBaeTv68F5+PT4W7dz/gx1fC3Tf8R+bjqUdXbgtPJ34Lz8eisdz/hxqrBG0/mfzL8Xbgh3L34Lz8eitrf4f87A/b4R1duC13L34Lz8eiBrfQ/P5R+3wjq7KNfGHcvfgvOO3p8KK3+G03+P/Hwjq7KFCsd+88Jp7GNP5U0TphExoZUTphXEWxnXVETphF7Aa3nWhsSB6aJxEABMOcf8J+mP+U3XC2nbtpqscBMAviHICTjCJjpMqJ0wg84jOuqInRF7Lq2u/hoExry6J5EABM1xr7J+mEwScf8ACc0gOjTOhTROmEXRFplROmEHkWxnXVOEjCup3bQ44rwO38qdFtau0hpzqGjJVL7728o/Q3RP05T/AFTBnGPhOaQHW6Z0TROmETHSZVszGEHnltyT3TqZNsa40TaFP6JGaeOn4T9Gwma4P9E/QWn+qYM419k5pAdae+iAnTCmOkyiJmMIPIItMk906i82AHmEdPym0GfQLc08dHwn6NhM1x/wn6cp/qmjOE4EXBpwgJ0wpjpMoidMIPMiMn1CdRebLesWnl+U2iw/Zy3NPs0+yeBDbf8AlM1x/wAJ57H+qaJOMJwIDrThATphXR0mUWyMYQeZEanuE6k42AdQjT5TaLf8OW5p/wAqeBDYTNcJ+mDj3TROiIIDrTj0QE6YV0dJlETphB5kRk+oTqbjaAciNPlNpD/DuHNT/lT4hsJgzj/hPwMHCaJ0RDgHW6KJ0wpjQz8IidMIPIOMn1HugyrbX/JkDUfzJmuD/RPGGgJgzhOMDlMoCdMIggOgyFbOmEDB5TKcJ0wmvM8uvqEN5FfTcyP/ACTNcH+ieMNhMGcf8J5gcpTROmEbhdaZCidMIGDymUROmE15nGvqgKtu0abmR2/mTNTaf6J7cNtKY3OE+QJBWz06zbqrS1lzHE/LU+hTqussJtJ5nNDyAq9IWMZSZc+BlxDTcHAoV3jafoWNi+1o5+aPUKlV6LGBrGHS0sJlbrY/28FxyPAvp7ukNaItyD7nKkZPBvK/L3+oc8Fxz8+Dn091RETRFmQ731UjmPBYZb39eC48xMewXntNdpGP5G6lNNM0mvIJoG3ONBKxk8Fpkf34LjlWm13bGqFFgdVGjzGXCO6/EeC08vBcchbt1rzo0xqUKTb6zdKhjLl3PBaZb3PfguMR5LdutedGmNfhCk0OrN0qGOoLueC08vBeY9B2VjoefumNUKTb6zdKh7rvwWmW9/XguMeiLHWu7GNUKfNXZEPPfCxntwQZb34LjHp6IMrCpROtWQACP0+Hke3BaZb3PBefhDe7yidasjEfp8Iw7twQZb34LzEeQ7ICrvaB1rSMR7eEany8IT6Tw5jsgguKDbbLBbbrahTFMPDACGN0b7Ki5zqbiwEtLtSE95e4MaBLj5lbnY/28FzsH38L6O9qHSqbMEeyuEge/BftGew3h4L3SD7+AqUd9VdpVNggt9gpGBwWGD5eHr5nsAjpWrjJ9QxXO+pWyQZzaNAPC6jvqztKptxb7KRIHBYYd5ATpwXu17yt26WjUiNF9nZZSdqxsYB9QvMDXgs18onTgvdg9+6FJ9zBqRGQjs7LKT+pjYw0+oXYcFhh3pwXumfM91uX3MGrhGQEaDLKT8OptjDSoyBwWGHeQHbg3hmfM90KbrmjUiNAtw2yi/DmN8gViQOCww7gvdPqe63brmjUiMgLdDd0anUwdihEgcFrod5DgvPye6sr7usOmmIFwPv4RkDggwew4N4ZnzPdfX3VUaU+XM+/hblo1Kjxh1rvIcG8Mg+ZRFfdVh00uUXXe/hbkBQoQpu/eeHc7H+3gk6eF1PcNaOZot5g73Kka+NKm55jWGiVUpve67DiXukHguOnhez7O1o5mC3N/wAqRrwW6HUn0U/51dpuP6WIf9Wqbo9hoPC45Hbwup/Z2N62Y5rljXgtMjznguOitNpOkrdN3jmdJdGS1Y14C3TznguOnbsrDYTpct03euZ0Od5kLueC0yPOeAuMEduy3brHO0DvIlbtu9fTADXO8yPReRPBaZHnPBcYjsrDaToDGJW6G8fTENc7u1eRPBaZHnPBcYjsrTaToD5Kwbx9MQwu9F5E8EG4cFxiO3ZW1N8w9RMC2328/DyJ04IMjguMey+pvmu6nY5bPbwjE8EG4cFxiO3ZRU37Hdb8ctvhGCfCFY7954d3sf7SowZ1RORco6p81e7lLtcojqnQreUd+CeV3ILbT7IltxByCvu51R6s6LaRVEnpc1rDIK+xUpzENgKMGdVOW3K3qlXu5S71RGTOi3lH7RceR5sFtp9kSLiDkFDpz1ImLZkz2aBkr86t1kd2sTmG6rVfe4BRIdOqnIuUdUq9wDS71yURkzorqP2i48juXlLSjF5ByCh051/9Inm5tEOkzqi0yJwBKjBlT03eStmZW8PKXa90aTryDkYyAEKFPcB55rLcT2KMXwchDp5upHq5tEBymdUWZF2AJQHVKnpu8lHVK3juUu17o0X7wg5AjMIUGbgPPNZGLkYvh2Qh056keoXaIDldOqtOLsASow6fNT03KOqVvDgu1KNB+9LTkC3MIUGbhrzzFkYuRAvg5CHTnVE8wu0QHKZ1VpxdgCVHVPmpi27+6I6p0KFQ4LtSjSfvCDkCMwhQZuA881nldKIF8HLUOnOqJ5hdogMGdVacXYAUdU+anpuRHVKFQ4J1KNJ95ByBCFIbgVDDi31Ri+D0odJnVE8wu0QGDOqh0CcAKNZ81OlyI1nQoVHYJ1KLK+5c08jcC6UOnOqI54OQgOUzqicidFGDKgwJwB5lW9U+aBgNuRGXTohUdidSjv8Acub0t5Rdch0idURzwdPZAC0zqp5hdoowZWYAdoPMkq3qnz9kDhtyIyZQqHBOp91FfcEHkbyi+5DpzqiOeHZHt3QaLTOqM3c2ibRrim+mbnlsmHtjQobPRqPdVpVee0wWPs5pKOyh+0UQKxdRoBmaTJwbvIdSvrbrZ6grNNG4yIcccv8AMsb3fXSdozeW3eSNLY/2omBPjJ08Lmbgt6iLea75UjXx2Ta2tyMuJMOu9EGfM8Fx07eFzPszm9RFvNd8okWg5LvQAalfmVG3VXDuG6D5R1q1Te747eFvzPBcdPCaf2Yt6yI5r1iAeC0yfXguMR2VptnSVum70M6b4zC8p4LfmeC4xHZBjrA7QujErdN3op9Id5wvIHgtMnznguOnZbt1gdpdGJQpjein03ecLynTgtz3ngvMR2VpsB0LoxK3bd6KfSH+cLynggz78FxiOytNs6SrPqil0B3ovKeCDM8Fxj2VtTfk9QMCy3w8p4IM8FxiOympvy7qGOWzwjE8EG7v6cFxiOy+p9oc7rGOW3wjAPhCFN37zw7rY/2FMfTNWloL8lO2eiGNLsFz3lshAZJTqv8AiHtdLmC7QJwBV9HfMdNrDZi33CkaazPg57qlQajdUxkFbbsxrExyMvqHlC3Zx5RPBe7XvKdhrGgue72ATqlH7UavNUZyYFNujZCkTWeb369zwWGB5RPBe7XvPhdR39N020+XFqxkcFhgeUTwXu17rdukjUBfZ2WPf1ObGCZWJI4LDjyjgvdJPdbp9zhqBGSFuGbt75uc2MF0rGRwWHHlwXnXuty+5zdQIMkQtwzd1H9TmxgmVGSOCwwPIjg3hmfIrdPuI1AjJW4Zu6lTrc2MEysSRwWugenBeZnut26SNQIyVuRu6lSb3DuZWJI4IdA4LzPurK+6pibH4F13t4RkjgtdA8jwXmZ7r6+5Y2bX8vNdHYaeEahR4w6BwbwzPkfRRX3DGzY/lF13t4W5I8h4QhTd+88Ltl2Wpd8ELZq4N0cobSphw+XErZ7mh56XkP3lo9lW2bZGMo3TzVWxaFUbTfs79H8rZhN2V1LZgBh+0U9QSqv1X1qbQLaJ6XFOPhQ2OsytVBmypUNoaQqLA3AhW9XrwB5AqDnqOHceTU7qrVDc8/Kvp7mq3WqLcl3scBSMHgtPN5g8FxwPAGnuqzTLqojN3ssYPBac8FxwFaYadCexW6ZfSbox0ZaPQLseC083r24LjgeY7oU3WtOjj2RpNvpN6WGMtC7HgtMu4LjHqO6DHWsOjjGAUaTb6TOljvMBRgHgtPN5g9uC8xHmO6sNrToT2Rpt3lJnSw9gvJp4LTLux4LjEdu6sMNOhMaKznosy1h7BYgHz4IMu8xwXGI7d0W1TUqk81MwLQP1eEaHggy7zHBcYjzHdHe72qeqljFvv4RoeCDJ8xwXGPUd19Xe1ndVLGI/V4RgHwhNpvknQc5QAO8c4BqdR3wbeJ3Y+8qs7tzXAh0awqTrX2GbT2KP8OoEXeYZkra69apRd/IDaEzatpe4OxAawOKq7SKleqdfoVBaPfmReeYj10T9s+0dtTzAJjKdKpScJFNtghseoW2jma5lzKcHQKnRD20Q8AlxbIAW2P321vgElzvuj0CcOURog3mEdQnVEYEaK7JjUKOmPNXnmjTOiAy2NSg9m9YTIoy2WgA6SEIuIGqPTyjl9+6b146kRyiNEGmRHUJRGGxopkut8lEWx595V55i2Yg6IDIjUoOp72mTLaMiWgN8pCEXGNU7pxp/7QPNy9SI5RHSUG8wjUSiMNjQoHqt1CtiyFeYcRPuEKRugaeso0KdlcjLxHUe5KaBcQE7pxp/7QPMY6kRyiNEGmRbqJVuGxoVdN1v9FGWx5q8w4iY9EKLg90ZGOoH0RoMsrkSXj8R7koAXmERy4w3/wBodRt6kRyiNFBkW9QRb0xoVPVb5KMthXmHETb6IUX3uAyMdU+ULct3e0kSXj8RTRzEBO6RGn/tA8xjUIjlEaKDIjDgi2LYU4db5doQbFsefdXmCR0+iFJ17oyMdXpC3LbNpIy8eTj3JQAvMI9AjRNPMY6kRhsaIA4jqCLemFM3WoDLY1KvMOjp9EKTryBpjX4RpCzaSJLx3KEXujJTukRom6m0ZCIwI0UHFvUPZW9MKZDrVbkQrzBjp9FbVsogwKsAXEj+VHox0oDndCI5RGiB5jGqIwI0KFx0w4eyti2PNXYdb5K3LY81eYMTb6L6m7pAwK0N5pHoj0mOlAc7oThy40QOTGo7BFuGxoULvu4cPZFvTCJwbdAgMiNSrzmOk9kRV3dEGG1oHNI9Eenl6f8A2gOd0JzeURohNxjqCq0626pQGC1xMUyUzZqfJSrsD21WHQF2IQoB+0PFRllWoBAZaB8OOi+11aj6TarQNlY9lkN7ynVSaFN7mveO5uZ5FNpUaFkwSatMhDZD8uOStrNM1hGkULUz+IbSGjsA5SceAdTit+dy6/GifTc0xqJHkm0bWMLcDmJDjOrvGzr/ALcFzsfOvgH0/r/n8uvxopHLwWHn7enBc7HgDTjaMfX5df8AascvBYebguOFY7l/FjRblk0fy8dPwscvfgsPN/bgudjv6rdu5Px40+VuWTQ/Lx0/C7d+C083b04Lj8+qFJ/0/wAeOn5RpNJofl46fhduC08/bgvPyO/yrHcn4saLdN+h+X/L8KOnvwWnm7enBefn1VjuT8WNEaedn/L9Fjl78EHm7cF5+fVW1Zr/AJOBj/d4fh78Fpl/bguPz6omrNf8nlH7vCOnvwQebtwXn59URVnaPyMf+XhHT3UaKEKbv3nhYzYTQ7tecSEGgHwDnOJOpLjKk58C+nbQ86HJp86qRngs6O578F7s/Ong59K2h50OXT51UjPBYeT+/AXHP9vjwJpW0MfQ5dP9yxzcFh5f78Bcc/2Vp5vw41QosBra346vlfi7cFp5f78Fxz/ZGm7n/BjX4QotBr/mY6vlfi4LTynz9eC4/HojTdFT8BI6vhCk0Gv5VP5vld+3BaZZ39eAvPx6fCsdD/w+vwhSbO0Ag73+bHdfi7cFp5O/rwXH49FYeb8PqhTztAIO8/mwsc3bggyzvwXn49EGVrtn/O0/b4fi7cEHl78Fx+PRDe3UDH1sf+PhHV24IPL34Lz8eiG9nZ/Ovj/x8I6u3hCFN37zwjZ9mI+GFVxTex+2VLmNaZJqXMGGnQNVZ7Tui91+zy0fVqf/AMKZs7nP+yVxSp1CHxe0vabgUXEloc4mkG606uP8wp1azq6AfN+uG+aLKT37ZA3VY26D2VLajWNVrR9emSQ2h7tQfUD95JLoEhjY++vthoPbszuR475BVTaHMazmvNNhtknS4osYwNY5xbs4u0rTo9MH0aDXS9zgMgnRO2ivYyqwMNrToAPIKmDbQIJYSD0EdynXVBstwFOo3zuB1J8kSahr4kbTH/8AbaaKdjdUo0mi9t9MA662o7W1rqtwNSi8A4GMNJQ2DZ6lPY2NAfTLhzOzr3Qo31N6215EkXEBUdrfVdUDBO0McTbQHYtQFS97pN0CRTaBo5P3oNaibBUqMOBe6YVs0R01Npp6XgJrXk7ovO+cBIZSP4m+a2h9QOh1ziRmQBomAbvZNmqgEY0qUiJPutmG+q7QHVDRrua3BFuu7Gqmkx1SmTY51aDTLfQqlWDWO5hgag+vZUBdTbOZzyOHdVh9bZ6+KNBx1LwBLGsQIpCtXe8MLj5iB0ujCaG71meVxE+NxwVYZaNSI0C3DLaJ1piOk+oWMDgsMO9J04Lzjv6rdPlgyXCOn5RoMtou1piOkrGOCww7t6HgvOD5nuty+6mNXiOke6NFttB2tMR0lebRwWGHdhwXmfX1W7dcwauEaI0W20Ha0x2Kjp4LTz+QHbgvMz5+q3bpaNXY0W6Fuzu1pjsVjlHnwWmHduC84Pme6LK9lcaUcCZ/V4R0jgtPN24Lz8nuia1lcaUeUTP6vCOnuo8YMO7cF5n19VFbd7QNKGMz+rwjI7+gUaKCqVCo98AkwHEqqGGmxgF7t5oMrdhxFreV5FwpnOpT9o3DiWN5H9jlMeWtdUAF8ebYJW17LRq31i9gaaXJbyoiCC+oRj4REE31JI7HCaLQBUqAAJzriRUqAkpwIMOeJVUgsp7yoN33AKY9jQym+qTzuDU91x5qmvfRNyA2pUAWoufUMHuJCOXNufzHu7GVboKlQBDF29qymiBVL6qZXqsBqPqXix5EgkKbovqRPfTVViC0B1RppwMi4CTKJzzPz7iE7V99S5dxVqyY7p3lvaqdQdXvBqWSDGTGqeINO6pb/wBoVEQxz61V7wO1xEoaAPqQFJhzX1GkT2IC0vvfcqpFlAF4FLuAQM3KlYBTpvqk5NqqZeQ+oCVMktqVAXe+Mqriobn83vhUXh7GGpVgOaiIMVaqn86rKAg/VqoV6jIfVqhxsMSEGwDvaqIF9Te1QXEakdkzQ72qn6/Wqpmn1qqfg/WqrcGrfvatogxBKIg/Wqqfz6q/1asIun/Oqgq0hrt7VMKAKlTe1W3uHmOypAWsZVqkmTCfr9aqmafWqpwz9aqmnTfVURH+bVUz/nVVH51VM2mpT56tUE2HUY0QYQ129qmJGpCtAfU3lVpee4Cb0ne1U/X61VMyPrVU7B+tVTqL6u83tW0WnQlRH+bVUz/nVZQH5tVOJP8AnVUAQ0irVMK0B9U1Krbz3AVBoIYyrVLjJhP1+rVTcj61VEZ+tVTfLfVVEf5tVXfnVUMf5tWEzaKjDdVqgm3zb6FBpDTvaqjnq7yo289wAmaHe1U7X6tVNMj61VOEH6tVVWVH3irVhtnk4qPzaqJ/Oqr/AFaqcZne1VSDr6d9Qh92ifr9WqqABDGVKpcU8Cfq1U0yPrVU7H+bVQOm9qyo/Nqon86qhp9WqmbQ+nzVaom06tVG66nvKn1J0n2Tur61VM0O9qpw5vq1U0yPrVURB+rVVZtV14q1YbZ3Kj82qtT9aqhp9WqnGf8AOqqldfS3lQip2k+ifr9aqqFO5rGVapcVVYCZq1U3T61VPY8vfJexr362B2jR2TaDaZFTZw5hLT12yqdG0ONP6kxAF09A8mrZA5zWnN1V2L3LaKl9lJm7pt+JOe5VffNfQAw/lwSVWLjsztoeapptaIvz3KdXaKu1OrOrUSezS+C0uTASadMOvoEabwnBuR2sNr8zzUpOHm3EtYSv/i6NSpSBNMUXSZIe0alc0OeSSQHYyYJCZRJbWaLi0qps1GAHO5gW8ziwiC3u5Nadzs9Gq9rqcN0dTi0j1Tqj+RzXE1o0psDdHI02GhRaTZUJP1L47NVTbKjW1HvfVhoZdyOI1nUFb57HsbUfRq1X3QHQBzR2PhR/iTQcupbumR0XtGBKcJq06lR2zvq8ul7AYIVPZAWHaCS4YneOOrmpjH7va6LDa+NHsa5VNjp1Y3jwKdIM5y+nbBkqp/CadVtPLGUnE5cHASJUuzUqGqXZ1DnQSFXNZm7tlrzYbSfYqmSGbRe6sDUA53C4DA7I12irtTqz69H4vttJ7INkspg30CBi92huWy7dTsdZljSR9MY0VLbNkDHU2OJqMeAS10hXOcKjazn02MJwxzHABpQbzOolwfnsWq2kKDLiadWgZvc4xlzU1o3Oy0armOZA0dT0cD3Tq7hY4OJqx/0mAaORY07PSbNtR5POH+zVU297GvqF9SG2SbHEag6g4CG0VmPDaj6NWq67BDQOaOyhb9jdp537ymQTzMxLWk4RP1WOqOomqPIXsBLSmbJcw7QSXYH+YTqWpjHintlBhDHQJD2Neqmwsqhpe8WMDJe57AMyVW/g7arWczGU3kmXgxKzmpUNS71DnZIKL7hzOFJ1MHmDhoSUyo/c1nl1RrDbky7sfJGq0VdqdWfXo/F9tpKt5qVMOvoQAZe7QgqntVIUt1dTdSLhhoLR0gqk6k07RQvD3vNO5txjRzkabjttBxO7o6buxCmbnUiQ8exagSHbQxzXNqktPXMHlQa00tmo13sezl0NOLXAo1y0BwcTUjO6aG6PRoh+yUGEhtasTlj1Vr8jasFrQaRdbRslAzslQl91Xa8XUnY6QrRcPVdFRhfz0XCZqUxURbT3zatQ0qlXGhewG0pux3NO0GXGB1z5tTWuB2jZg9gqN/FT8whRBoCXGnVpZ3hf3LU+i0uosvFJuylvNVaCOoFCq4bNWqkl76fcko1A5kOcKRYDm8aFUy6dqNZ9alPoHgQR5hGqBV2w1HVqA+HW2k9lZLqLA41KOJue7QgqnWohgpXMdSLh0tLRpKpbi/aaF4qOc5ktkxo5yNM/bKDp3dJoA3ZZ6uTaZvdSJDx+khGj9AtrOl1xNznCOe3QkpoaaOy0qz6b2EDQ04tejXIF7HG+BO6Abo9Gi1+y0GEgVdoJH03wq1Vgpsqw5jJpk20rJ7alBxdQq3Ouqbb50XY6ZRAn3QqU6e0031Ht3eedzDBsbGJCc5lzKlV9JzxHTvGgkIbLc3fuJe7E33ebUzB2jZQ9gqN7s8wrAdlZc5zKtO437wxktCfRYW0WXCl9mc2X1WgjqCFYjZ61UkveyBqSn1gaVrnCmQDzXxgp7y2jv3moAWavaHaCVvWirtRqurUB62utsJ7KyX0WAmpR5Zvc7QgqlUpWCncx1K4aNLRpKptomptNC8VHOcw2yQNCUWH7XQJO7p0wPpvb6uQYbntcWEfLchco2Wnc406zC83lxIF0DQlBjTS2SjVcx7DH4ALXgo7Q5o3rXOugTugG5uT6YfQpMmH1yR9N8eQCdtdjqjqtSrTcSCQ1kgWOCvmlVJde/bIzRP8AJci0XDsV9P7W+nUe7c55iMcnwjUF19R1J1amJtF7QS0kIbKS013F7nwJvDzq0KmM7TsoewPb/JPNIVeltEUnS++MsvdGoT9nYW0WXCluCOeoAR1AoVSKFaqSXubAmbuxVTbLHMAkVAWnBX2eaTqJcwPqzmXMVLZ2P+vRe+pVZOaptVatD6bGclYFupTtqspXvfVANhJDSRh0jTRAzRqkvuftsZpOx0qwXDsTqm0yXupzeB6W5V2awJfVZRL8+7mtTjTadp2u+rTo1DqAdTKpVnsc+gxzDTp/Pnarag2Ub14eWDLatRsc47kp9FpFBl4o/ZyznqNBGoQqkbNWqkl72dyT4BQrtIwjXqTAicoxONUdZCjwAXeMoUXwbRjKCzoEDjHgdcL1CtAyAfNQMRhaaKO3gFnCu0jCO0PmBEonOFhHXwAMQF3jKFOoQYCCk4AQJjHgTnC9QrIyAfNRpGFoojRQgcSEScAInSEa75gRKOuFhGFCCjWMoNqkGBhDwBnTwK9Qt2RkK0CIwgDCiPAHEhGUTpCO0OkgRKOuNfGEJiBou8ZQ3pBtGNED4TPgdcKRqFuiMhWDEYQmIGiiPAHwJyIRrZIEThHXCxiFjwAxjRd4yhvSDaEHKScBTPgdcar1C3RGQrRgDCGmNFHgCp8woIQ08JnTxzgLtGEUBAWnj//EADYRAAIBAgIFCgUFAAMAAAAAAAECEQADEiEEEDFBcRMgMDJAQlBRYYEiM3KRoRQjUrHRgsHh/9oACAECAQE/AKGeqKGyfGI/sVlNHOPF5E+Pm7Ny+uzCozqeb/o/GqfFtJZ8aItXCS8gGHmg7k6PJ2Nn7+Osha+DuC0bRCW1g/N/FPYCl7k5SDHCh44PmHgKIzXjV3O2/CtHu8opyjCY8ZZojjUjMalHxudTdU8KFxrCjKSRNWLszj2t8QoGaOQNDMVv8U0u5ya228moXCoN5ZOM58Fr9YcIhZMD71YLlWL7SdZsqQJ2xFXtHVyCJByE+lWScJDbVMVfbChHnIobB7aoPiGKGaTuGvSbYvKiz3v6oWkChYyApbaLsUDnPeW01ze0SBTNdvskIVUGT0gIJPp4MSACTuFTea6SuatlwBqy7IwtMPMA+dC4CSPWKQghIM5noHslrqN9/bV/o/Nb6OUdCjA3Li+RHg135bDzy+9IgVQABsq6IZHmINQxuFtgDE/fKtFnGi7lBP37KFw6S7T1lOXCrek5WonJipq7cFtCx8DxCY9KNzlLwCzCnPVfnknjbGVMo/TFozK1bQBgYzwgHov9HR3wQoZdvKfilsYA8AThy41fa7dZQD8DEZeUUnVXh4Bb2HidV3MO8nEDAjjFWbQtoBv3nUQCCDRQYMG6Oyv1W4VahlB8idSWlVYgb4pRCqPALJ6/1GrhyXiKsAnlCYPxGOn/APNRjLoLny34GtG+SvMBBGXb7BGO99VaUWHJwd8n2q0Itr6ie0v1G4UAAANYeEtEnfVrNT6Mez4hiw74qRIFEgbTVhmPKA7my5o+G8jbiWBNXbfKvhkwBn70BAA6f/Rqy6C4JQjmOzMHt71mtFIwROe0+/Zn0kgNhBJDEUEa4TdRip3UbrsV+GGU/HV83XLckwgGI4VYBC5nOBPNuhjbBXu3CTWjEtjYznEHtV1sKe4HMS1ge638qtqV0pzHwlB+OYtzFcdI6oH5515wlsk7qxDCG3Ho7FmLhM5ETHvQAGymQMGEbRmat2wggVMM3kBzUAKMDvJq2uG2o8h2InZ0F8Sg+pf75rZXEPmTrOQNWFcXVcz8Y5t18C4iRtFaUHuMiDqmJFK2HRkByzA+xqzpCXcgd3Q3rgSZPdq18tOHMvscRtja6irRm2p9NZMVZnBJEEkmO13RIX6hzdILBAw7rTVvSUePUmr2k27USZJMQKKaRch8QGXVq62AWzuBz+1I4dVYbxzNKPKXEsjfma0fHcMnuQPxRwv+3v8AiNchhRRbgMN9W3dTF0rMZUzhUL7gJpGDqGGwjnXbS3ryzEIMxx5pWdKVvJKs3P3LiERDZVeuG2gIBOdLpTsCRaY51je+wABWBJBoCI7Gc46B+79Q5twAow8xQ0NVtnASGmZqzoyoZJxHcTqvpjQD1E1oqlOUWe9NNdRWVScydSXhyjqZ60Cltj9Q1z2q2gQRVlCHusd7GNV2yt2JyI2GnW4E5MgMhMTWjLgRkjqk860v7l1p2kD7c7ZpA9Sf6pyGdVoACgoDFt5HbH2L9Q6K7cWy7Gc2AgUbVxi7g7dlC61q0wbN1MD1rkC9tCxIcZz6mralVAJk7zqAieYohn9TqGkry2E7Ng48y0Ix+rHnX5DW3nYc/erE3Ha6Z8h2SP7H4rI1PQP3fqHRaRYF27bb+IqyItID5UUm8CQIjoAYdpO4UdlLoq8mYPxE4pq3dcEJcGcxNBwzMo3VduBBmd4q2cjxPOuritsI3UihVAHbrmxfqHREZk+lJ1F4dDpmMXEZWIAEkcKe8TYtMDGI50nUXhVxA6FaAdDbJO0kNV3lbl4jLk2yBqyhS2qkyYzPbdsc52wIzeQpbikDMbJp2BNsDvHslxQcRI7hFG1iCW52EmNdy2LiFSYpUVVAAyHbo52kjEEX+TVdW/yhUEAdWB5VaDm4FYfLiD59kOeRq1nfunygeBZ851m7b9JNYVmYFR2VVAn1PgRHOPzF4Hx8NN8ieqv9+L+eoirtwWwJ3sAKVg0+hpLqOzKDmup3CKWM1oquQ9xjm58avw4KndJ+1WXuAkZnEMzTWHQA2jBAz9axXrIBc4l3neKZg7KqkEbTQAAgeMkbKFr966dzDKhZCuCNREgg1btrbWFHjkj8UKPpqAOUnZXn6io+FRPE0NRzM6s886O6hkBUHPPUYnwzKjOUeVd08K3nhUZUc6b/AGhsU+RrZh9KNbz6mu/XnX8vUGgfiI9K3fajsHCt4963KfLOhtWt9HaeNHJ5rzrumhkTOeRodU+1HYK3j3rcprf7Ctpo7+NHrSK86GxhQ2mc8qA+H7UcwK8uJo5hT61v+wo7RTGMR9a72VD/AKrcfehk0HORQGR9qOyvIcTW4atpo94+tHr1smvKt3/Ko2Z7gKO+ozOe+tjVsB1f/8QAPxEAAgECBAEICAQEBQUAAAAAAQIDABEEEiFBMRATIFBRYXGBBSIwMkBykcEjQqGxM1LR4RRigpKiFSRTsvH/2gAIAQMBAT8AoceS/Gjobdc7Wob9b5WChrGxNgfDr4AnapMPn9GYZlJu08inu0WuHR/v+tWoC2/W2ClC4vI59Qqt/wDcKjfJ6NxKrbnIcQD/AMgKETTFiYy2fDhx3GMdeshbFKf5VBqVy5x7i13VCPHOprB4wmWFQtyYpIz/AKh16P4zfKKjIEc9zxQfuKwxtiITf8wrFwcy/iSR0rjt6zZstu8gUyMoViNGFweRB+JIe8DkbgbUs0c8KCWyhnmVTff1bVi4VSLOgsiSyR95ysTyNopoHQeFWqw7Os4oBOXXcIzDxWsDIuJjjwU6IuR2Cvvd0On1pYinNCS9neJbj/PTqgc5CLWX62F+WMsqxqTcIbgbXqOcmB4Xb1RmZfmNv6ViksUkC2WQMR3+samBMMliNEN6HAeH7cgIPA9YC+dr3ttXDbkhxHMvcLmzoyjzFB3DBsxve/nTSO3Fjt/xFh0nObD4W4soYqT4sP61i4EihZVlVy4Frba6g/T2jIyqjHg4uPrbqZiFUk8AL1gBAcOWJtIA8qs3+ZdB9RWMw0ckZxMJvdEZxf3ToD+pqSAqiMDcNFn/AFy1MCHg71U+WX2GcPhZInbgQyDtNxfk/v8ApRNqG/sZQxhwx0y5SB43J6mn1iYX46fWlBCKpPugCsHMOYxMBS+eM5Te1iCD9qgfPhoydQcLPHa26tmFqaI8x6Olz3JjYEfLb4VXD+j3/DF4pLBvmp8KzYhSWBM6yOvbo1vtViTYC/UeQ5M+16SOIrIXZdYsyeOYcmDUNiYkJIDGx86wzNFKIVYlYzLa/eLUCTgoFIHqMwGnaB7S5O3scIZTFiowTZrm22hqCYu2BEjaozgncBzeljTDmUS3zxYhk8itrVPpNKOxj1BGrBLnctb68k8hj5+NALHDISO8gGhbIi2Ayrb78iOyMrKdQbilmImaS2pzfrVza19L/CQm0sZP8wpJSP8AEAfmZgfJr8hlZpXYk2d8x8amYNLIwOhYnqBSDBGOxnB+tQGzn5H/APU1I12VxcZo1H0Fvb/35Bv7DMV9YcRWNVVxuKCgAc85t59RlQMLFYfna/nasBG8mPgULmUh1I+ZSBSFubQNxAA+Jk/hv4GizOSzEknliiAui6/hAjxsDT+7Ee1f2Nvh8hyB9sxH0q4uBVjU0ca4fCOn5ozfxB6OHaJ/RGMGcZkaNgO/MVP71g8Q+ExUcwW5UBl7DrTHMzHtPt/6GtbUM2/sJReNh0CIY5sE2t3WMAdt9CaxeHMORQDlUuL/AOs/DYXCSSAM7KAyOyX3ytltWDlQPLzyFoixsO+1r1zERmaNJLq8QZG4G9wbVheaZiHU3VxqO+pipiiKj1SXI8z0fQvNE4iOQgc4Mq+OcUAwRM172I/U/FTtlTzA+p6DT86YVK2yEAHusKxbLJ6LVi3rpPa1+IYsb9DIhw6yAm/OMhHgAfv0oFLTwqDYtIoHma5tucKEWN7WPs3n/wC0w8Z1ZM1j3NY0AKRijh14ihcX1NzQizwwW95pGXu2oixI6GEcoyuDYrISPI03vHx+A/vVjahv7DE/wx86/v0YiHweJU/kCMv1t9+UmwNYdY29HTNcE3RlG4JAB6O4HaawsrxTyMLAxoGX5r2rGIx9IMRvkc32DAGmwuISEyulgGsfY4eJ3LsmrKLBfEGoyxRC3vZRfoSuyYPDlDZhiLDzAP2rGoY8XOpW3rm3geW176cKCqhYK2Zbkg8Lg/FzC4X5h0cAiS4gQvcLKCpI23FHCk6xm45sOL1hcM+JlCLYXBNzw0rDvC2GlWaM53jYAjZhexrCCLmcWrm34a5fHOKxMDQTyRkH1WIB7bG3QWRosZg3KExiXWsW4PpH0kFUhDJZfC971NKyYzDPf1ckebfgoqHEqJiZVLxs3rITtepo4ebVob8SGv3W1qUGLMHBBXiKljMUjxnirEfTpRYqWPnI47C5Qk+F+i63wUbdkxt/trFwuyiYajm4yT3ZQKgCPPDG5ADta52JFLhIzJGrYhQD7x7DepucjliWNuMd2PifgwNKGl/YS/k+YdFJXhYSJ7y6isJjcskQeNStgvrcALippy0jFAFGug72LckBF5AQNUOp7taxj85h8I54/iC/b65P3rI9gcpsd+QYRjhI51IbMzBgOK2/+UrkkoRcK5IPkKnkEszyBbZrfpUmbnnJNxlS3+0cmFxXMNcoHU8VNTphsZBiJDIUn0OS2jW42PbWPcyyRzf+RLnxuR0gVbhe4GU/W/Sgkc4bFqSTqlvCmRxzMoAsHIv2ECtqJBCi3D4yXgnzD2UshkwODjsBlmZb72axpcXAIMKpW4TnFNuJzAfcmsbHh+dgmjNopgWI4ZSvEVhMWcKZFUB4nckhuzX7GgqqWyiwLE28eRRa/QmfNBhhb3VYf8r8ggkyF7E6qAPHN/ToQiwfvc9LBspWaM2uyEi/aBSnEKZIZLZQ9xbfT4W1BQPYScF+YeyhAaOIngkmbx4U6BJJFAsAxt9alcOuHjt7hdifG3sJSv8AhMOba53H7VrSY1s8LgCy+dxmLfemhjaFZI5AW0DpuDluTVrqG2uRSxSzOscSkszAAVGCAwIsQx6QIXUgmwNO+c3tbQD6C3x0vBPmHso3GVU3zg1iSDiJiCLZ2t9fY+jHhYwwyKDmkIHnYGijpiJgqi4jzC217UnuL4CsJiGw2ISVduI2IOhFYZFbDYtSQGX8Rfra3616PxEcA565zxyKSO1QwqTIZZSmis7EeBN+o7MbBRcnQVLEY3ZNdGK/SpUcMFy6g3Pdb4TCgZ8MQ1mE/wC9qnxCrjYcp9UYaMMNzly8qSMgkyn3kZD4MLUNBbut8dcdvSkcpJhyOIlU/Sp54UUyPcg2YG3y1j+ZMsckLX5xLuDtr8IrFSGUkEGsSAWiffIFJ8geordKRc0sXdc1nexW5sRa3wxJJueodr1fpN/ET5W6/D5sSQD7q/v1yG7jUSc5IqX40puL23rKchbscqfEAH78iKXdVBAJNheubVZ5mXfKLd4Fj10oZMXgSlx6ykmsfGf+m4KQNYIr+d2NQ4jDMkqzJ70mcW2upFRRYfGZ0iXm5QLqNmCrc02kuS5BX1vMGiSSSd+t+yjegeNc64jhOnqtofl4UZQcIkJ/I1wO3jfkVijBhxBqRs8jvb3iT9evALcgo0bVt51uT3aCrHTU1v0dzyjbq0b0dqPAeNbk0uhBofYVa5cXtcUeFCuC+Aoe5Y03EUdu40eHnW586HE1sa/mF+Io+7W1DRfAUuq0eIrejsO+jSix471tW7eFNQ0A31rs8KGoAojUUeIonQW7a3pRYnW9dprdqOvdW1AcPChqAKI1Gu9f2o8Bbtrc0oseNW4mj+bwo8KGgtQ90eFKfVojXjvQ1Nf0tR3pdqHCtqI1478n/9k="/></p>
<h2>Тест Стратегии Форекс «лимитка»: +95,14% По Gbp/usd За 12 Мес</h2>
<p>Пробой РУЗ — главный сигнал для входа в сделку по стратегии. Однако утверждение «никаких индикаторов» рассматриваем в том плане, что в данной стратегии привычные индикаторы не применяются для принятия торгового решения. Удачный вход на пробое ЗК позволяет взять профит 70-80% от всего движения трендового дня.</p>
<p>Мелкие таймфреймы (M1 — M15) — это рабочие периоды, применяемые для поиска сделок. В разных источниках приводятся отличающиеся цифры результативности, но они всегда больше 80-90%. Из-за того, что все сигнальные зоны отмечаются каждым трейдером индивидуально, рассчитать точно ее результативность невозможно. Ее не нужно использовать в качестве основной без должного опыта и навыков, сначала стоит освоить и практиковать на демосчете. Это поможет научиться видеть на графике разворотные модели.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="форекс стратегия снайпер" src="https://boriscooper.org/wp-content/uploads/2021/06/bdd68af8-92b6-40dd-8800-c08f89170481.jpg"/></p>
<p>К тому же статистика показывает, что если сразу сработали SL по обеим сделкам, то вероятность отработки следующего сигнала увеличивается <a href="https://www.youtube.com/results?search_query=%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81+%D1%82%D0%B5%D1%81%D1%82%D0%B5%D1%80%D1%8B">форекс тестеры</a> на 80-90%. В Снайпере практически никогда не бывает серии убыточных позиций. Одна из наших целей – максимально быстро сделать позицию безрисковой.</p>
<p>Задействуйте не более 10% от своего депозита, не нарушайте правила мани-менеджмента. Для первого ордера устанавливайте Тейк-Профит с уровнем в 15 пунктов, для второго ордера на ближайшем УРСТ или тотальном импульсном уровне. При такой расстановке, появляется вероятность в 95%, что цена пройдет 15 пунктов, закрыв в прибыль первую позицию. Даже в том случае, если цена вдруг развернется, сбив стоп <a href="https://boriscooper.org/torgovaya-strategiya-snayper-dlya-foreks/">стратегия снайпер</a> второго ордера, Вы ничего не потеряете, так как получите прибыль по первому. Торговая стратегия «Снайпер» дает возможность входа в рынок, искать которую нужно на минимумах и максимумах ценового закрытия прошедшего торгового дня. Если Вы отметите эти точки минимума и максимума горизонтальными уровнями, то сможете ориентироваться на пробой этих уровней.</p>
<ul>
<li>Для достижения успеха автор потратил не один депозит, работал с профессиональными брокерами, детально изучал секреты успешного трейдинга.</li>
<li>В случае пробития цены в этом месте, стоимость акций начинает двигаться в обратную сторону.</li>
<li>А споры по поводу смысла смещения времени закрытия дня подробно рассмотрены в материалах нашего сайта.</li>
<li>6 лучших проверенных тактик при работе на рынке по данному методу.</li>
<li>Как и любая торговая методика, стратегия Снайпер имеет свои преимущества и недостатки.</li>
</ul>
<p>Предполагает пробитие графика ценой линии поддержки или сопротивления. В дальнейшем продолжается движение в ранее выбранном направлении. Зачастую вход на Форекс происходит после того, как цена зафиксировалась с обратной стороны. Обязательным условием стратегии&nbsp; считается вход двумя ордерами. Один следует закрыть по заранее выставленному профиту, который равен стопу (часто это пунктов). Стоп ставят за минимумом или максимумом свечей зоны импульсного уровня.</p>
<p>На таких уровнях открывается только одна сделка и в течение текущего дня они больше не используются. На следующий день, при необходимости, уровни строим заново. В системе Снайпер глобальный тренд может определяться и на периодах М15-М30 (торговый период – М5), и на H1-H4, если вы планируете открывать сделки на М5-М15. Торговая стратегия «Снайпер» Павла Дмитриева базируется на поведенческом ценовом факторе, а так же уровнях сопротивления/поддержки.</p>
<p>Так как импульсные уровни выставляются на крупных масштабах графика, перестраивать их нужно не часто. Появление уровня резкой смены тенденции можно рассматривать как временную поддержку или сопротивление. Зона УРСТ строится на часовом графике, поэтому на H4 кажется, что выделена только часть хвоста сигнальной свечи. На графике выглядит как свеча с длинным хвостом и маленьким телом.</p>
<p>Отложенный ордер был размещен на поддержке, ставшей сопротивлением, так как цена закрылась ниже линии старшего таймфрейма. Размер стопа определил тейк-профит первой сделки по правилу сейфа. После открытия позиции важно определить уровни, на которых вы будете устанавливать ограничивающие ордера. Стоп-лосс следует размещать за ближайшим уровнем поддержки или сопротивления, чтобы ограничить возможные убытки в случае неблагоприятного движения рынка. Тейк-профит, наоборот, следует установить вблизи следующего ключевого уровня, чтобы зафиксировать прибыль при достижении целевого уровня. Правильное размещение этих ордеров помогает эффективно управлять рисками и оптимизировать потенциальные прибыли.</p>
<h2>Правило Сейфа</h2>
<p>Поэтому торговля ведется на двух графиках, причем дополнительно открыты диапазоны М30-Н4. Зоны флета определяются ТС «Снайпер» как диапазон колебаний между уровнями локального сопротивления и поддержки. Они определяются по наибольшему количеству точек соприкосновения и отката на горизонтальном движении котировок. Но практика показывает, что их длина может быть любой, важно наличие <a href="https://boriscooper.org/">https://boriscooper.org/</a> самого импульса. Сегодняшний материал посвящен стратегии «Снайпер», которая за шесть лет существования стала предметом постоянного обсуждения в интернете.</p>
<h2>В Поисках Вершин Финансового Олимпа: Лучшие Трейдеры России</h2>
<p>Первый раз войти на биржу можно через 2-3 часа после начала работы лондонской платформы при пробое консолидационной зоны. Второй вариант, который предусмотрен этой форекс системой. Отличие от предыдущего заключается в том, что пробой уровня границы РУЗ происходит в направлении тренда. В этом случае автор Снайпера рекомендует также дождаться ретеста, а не заходить в рынок на пробое.</p>
<p>К настоящему моменту стратегию дополняет одноименный индикатор. Уровни закрытия в дальнейшем могут использоваться для новых входов, если выполняется ряд благоприятных условий. Если вы только начинаете осваивать Foreign Exchange, стоит заключать сделки только по зонам консолидации. Для определения точки закрытия сделки в плюс советник использует TakeProfit.</p>
<p>The post <a href="https://advocateshannurani.com/2025/05/28/strategija-snajper-vse-chto-nuzhno-znat-dlja/">Стратегия Снайпер: Все, Что Нужно Знать Для Прибыльной Торговли</a> appeared first on <a href="https://advocateshannurani.com">Advocate Shannu rani</a>.</p>
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