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	<title>FinTech &#8211; Qualicar</title>
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	<title>FinTech &#8211; Qualicar</title>
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		<title>What&#8217;s Non-deliverable Forward Ndf Trade?</title>
		<link>https://qualicarprotecao.com.br/2023/10/02/what-s-non-deliverable-forward-ndf-trade/</link>
		
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		<pubDate>Mon, 02 Oct 2023 18:36:22 +0000</pubDate>
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					<description><![CDATA[For example, an investor would possibly enter into an NDF contract to sell Brazilian reals and buy US dollars at a predetermined trade price in six months’ time. If the exchange fee between the Brazilian real and US dollar declines over the six-month period, the investor will obtain a fee from the counterparty to the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>For example, an investor would possibly enter into an NDF contract to sell Brazilian reals and buy US dollars at a predetermined trade price in six months’ time. If the exchange fee between the Brazilian real and US dollar declines over the six-month period, the investor will obtain a fee from the counterparty to the contract to compensate for the loss. The above dialogue means that a lot of the research on NDF markets have tried to look at the influence on local markets. There is ample proof, significantly from more modern studies, that NDF markets do affect onshore markets. While NDF market may be a danger administration avenue for those entities having exposure to local currencies which aren&#8217;t totally convertible on capital account, its position as market monitoring tool is also emphasised in literature.</p>
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F4qpfuDtnHmgz2m8AoOM5wOsAWq8c6pCfmJFOn+/3O8tkqM7jdtURnzfRBx0R09qGmen0radWmGJl5h15wrZztIWc9/hFG9eNH7m0vqqJquPSrjNXmH3ZcsqJIG/OCD6CIzRwB7y21fI8xtDkYHePF4r8nTxP17/AHYnGnPFqu9qdcs09aDco5QKYqoIQJkqD2DjaTgYiiA6xcbRPhxuaTsOtVNypyKheNAQ1JhJO5krG4FefDPdFsmK2MWSqY5nSdgm1cd76Tj7HzPzzp/uwvj5ODJXp40eXLbPH+7FbdUdOa7pbc67Vr8zLvzTbKHithRKdqunXviIIyo4JMIYoLd1pHIcHbSF9FdBOIYa1ztUknLXNKVTmkOhQmO1C9xxjoMQX3FBCSo9BFeuEzR+4dP5abuaqzEq5K16RYXLBpRKgPO8r6YsMUb0kdYyvbtNLS07haqxcvGy7QK9P0UWKHvcMw5L9p7sxu2KIzjby6RzPj4vD/8AZ+Prv+7A/wCITQG8bImqjfUy7KzdOqNSfd/Q5O5hLiypO/PrxAFUpeSCo/TFzcfcLtZ3ZBaapW9l+O516YbZ+AAG9YTn3b4n+TBu1g1lOl1kSd4pohnkzTzbKmu12bN6M9cGKF6Qadu6mXdL27L1yUp0wsF1ozOcOlPPYnHfF49eNLZvUPTFNrytUlJBcitqaeemCdgS0g7ukJ0O1wbfdTZKXtLq7IO/H3J6aflXp93f7sbtG46ffKqylPVYBQJl5DO4TuSNygM428+sUyqMuiSnnpRiYDyGnFIS4nosA4yPXBx0I4brx1DZlLzkZqXlJKVnWijt85eCVAq248MRY/GDW3agycudVL6GpfbWlK+mQDgjnCmVApHOMkNJQkJKRkQ1M90Y1qWSFAJ5mPe1b/fiMWgNoz4R6WWyc4gQve1b/fiPdyfGMexb8I97MdIEJlC09qYf3pjXQ2O1jY2J8IEBLemFvTHuB4QsDwgRykekac75o9cbh6Rpzvmj1wwgoB6FjFOuMd3wkqH9pBUR1EC7QpsmnXEf+0lQ/tIKiEYIzG+NRT7XdGxDbYGBDg5wyhOjpDzXSGUjPKH204HWEhOJ6xmOsYgYh5tII6wISHSHU9I82CMgMcoEJxqHIabh2BCUKFCgQlChQoEJQo83eiFu9ECF7Cjzd6I9gQlCjwqhA5gQvYUKFAhKFChQIShQo9wYELzAht0DEOR4pIVAhMHpDUbJaGIaLRz3wIWurrDD3SNpTfOGXmjiBC1T0jBXSHy1yhst5gQtVxOVZhl0DEba2sGNd5BHKBC5z6iAQIi/DWgC1K1jvuOok/fMRKnWiokRGOG0bbVrP+sNRP8A5sRcQO6EXdoiOakjGn9xf0XNf2K4ksRrUn9j+4v6Lmv7FcYj3UlwOH/9h60v6Ma/PE/c80xAOH/9h20v6Ma/PE/c80wgjwvGTDsNMw7AgJQoUKBNNq8+HIbV58OQJBKFChQJptzqPXGafNEYOdR64zT5ogUQvYUKFApJtfUw03+mGH1JJhlHJwwKBWxChQoFNKG3SciHIbd84Qwa5UXCwoPrqhLujt2JWMj3sdP4I+YB6R9QdcP2ILs/ot78UfL49I6OMbBWGcUQrL8C6idRaqnwpS/7REXj/akxRvgWBGo9WOP+i1D6XEeyLxkjBGYofe+wtLeI18nrsP8Axurv9IzH9oqJdw+JS7rHaiFjI98UH6EqMRC7Mi662tQKd9QmDg/6RUSvh/mW5fWG1nVnkmoI6ekEfnjWCdtkKht7qX06OOkVE4+vMtL0qmgfoRFuC4jPWKicfEw2o2k0FDcPdKvmOwfmjLCalV89liqFH1N0iWTpZaJPX3lk/wCyTHy0BBOI+pOkJH2LbURnzaRKt/OltIMaMo2FVhmrtUr4zjnWiZJ/+Al/xGASVFKCU9cQd+NAbNaZhPjT5b8RgEhO9JT4iLI/sAKpfzIV9UdMCRptbnPpS5f8gRIW1nB9cRzTBQOmtuH/AOmS4/2BElZbK0kjxjlvcLNrZHdcLnXRbdLu+gTtuVlgPSk8yppYI6ZHIj0jrHzF1QsOpac3rUrWqKFfoV49i4RydaPNKh80fVVDRxkxXzi60bRetqC8aTL7qnQ0FS0IAy8x1UPSR1jRDJ4VU0XFqitt12etyuSFbp7ympiQmEPtKScEKScxbnX/AF+lKlo/SpehvBM5dUsC+ErwptsAbwceKuUUzeWELKR3GM3Z6amG2pd15a0NAhtJOQkE5IHhGkAE7j4WZry0Fq7unliVXUe9adbNOQSubeAWvHJCOqlH1CPqBZlr06yrfkbapLSW5eRZS0naMZI6n5zmANwb6Tpty2l37V5MIqNUG2VChzbY8f8AvcosklO0k+MZpZQbAK1xMqjSyyfGMHxyEZRi/wAgIxrQV635gj2MEHyQIyBzAhewoUKBNMp/TTD0MNnc4SI2h0gSCxwYWDGUKBNYHpGnOAlIx4w4ntSrBJhLbVgFSieY6xIBRtAbQkj3suIZ/dJUP7SCokEkQKNCEESlx5OQblqP9qYLgAHQRtYaSWSOUci6L7tOxZI1G6auzKNYO1KleWs+CU9TGVz1+Sta35+4ag4lLEiwp5WTjOByHznlHz01Fvut6hV+YrlYmlq7RRLLO7yWkdyQPVFjW7lTJL6ZqlbhHGHpSqdEsWKulvdtLxYG0Dx65iVXBxHaV21IU+oTVcMw3Umy6yJdG8hIODuHdFPdPeH/AFD1JpjtYt+nNIk0Hah6Zd2JdI67fGIBdVr160q1MW5cTC2JuUVhTZVnA9HoiWxRdMQLpfSPTTVm0dVWpt+1Xn1pkiEul1vbzIyMRv3jqfY+ncn7quqvS8mogqbaJy4v1J6xVbhUvOQ08sG97on1DbKdj2aSfPcKSEp+cwAr2u2tXzcE1W61OOTD8y4VZWrO0E8kjwA6Yg9MKHzJrsrgzXHRpuy6puWolUeCTjdhKQfwxJ7M4utI7sfRJTM+9SJhxW1CZtOEn/vDlFY9K+Eu6NT7Scu5ury1OZcKvcjTraip/Hf6B6YENz2xVLMr83b9VZ7ObknC24PSIPTCRyT7L6vGqyLVNcrHbpclG2VTHaNncCgDORjrygQOcYWjzayhU5UMg4/yU+2A5wj6qVOvmo6QV2cK2p6ReFPdcOS2dpykePLn80B3WnThvSy9pi1EVNc/2LTbnaqSE+cM4x6IPTT+ZPsrt2jxO6VXlXZe3qZVJhuamiUte6GezSpXhnPUxOL3vu39Prddui4n3G5FlaG1KbTuOVHA5R8tZSbmZCZbnJR5TTzKgttaTgpUOhEXYsqqI4qNFF2fP1NNPrEotkTiwkKKuz5hYTn9tBsUm5BcapSH44+jOSBP1H6ofbHQlOK3SWbpk3VUTlQDMnsCyZY9VHAAGefQxQS7rfTbN1VK3UzBfFPm3JUuYxu2nGcd3SDDdWj7diaCyd4prjs4q4piSc7BTISGcpWcZzz6wbFZ6isV8cPRz/46o/VT7Y8+OHo3/wDHVH6qfbFTND9G1ayVCryCa0KaaWwl4qLW/fknl15dIHtWkxTqrOU9DhWJWYWxuxjdtURn8EHphVHIPsr7fHD0b/8Ajqh9VPtjbkeLLSipe6hJTFRWZSXVMu5lTybTjJHP0iKmUrRAVDRWc1bVXVI9yqWPcYa5EJWE53fPmNXh/tEX3eE/azU8Jb3zpUxLh4p3Bvmk5x80Hpo+YPsrXnjC0hzznZ/6r/jCHGNo4gjtZ6oAeiVJ/PFF7+tp2zrwqlsqmu3NOmVy5dAwF7T1x3QUdGuGqZ1fteZuGXuYSC2JhculpTO8KIGeZg9NHzB9lbm3OJnSC6ak1SqdcqWn3uSBMtlvcfDJ5QT25hh5AcZdStKhkFJyCI+Ud7WxULBuuetqdX+iqc6W1KTyyR0I9Yi7vB5elZvDTyZlavMrmHKTNe5m3FdS2UhQB9WcQixTZNvdVI/BRUVneAEgq+YQGp/i50ipk9MU6afqQelXVsuYluW5JIOOfiIL6QCFpOfKSU/SI+ZuuVAp1tamVyk0qpGdQ1NKLrg5AOK8pSeXgTiAMU3SbRauX8cnRhPnzlTHh+hc/nghaa6tWdqtIzM/aUy84iUWG3Uut7FJJ6co+X07S6lTUS7s7Kuspmmg+wVjHaNnooejkYsTwR3mij37OW3NrwissYbBOB2qOY/BmHsVTZ7dtpXpPWOZcVx0S06W7WbgqLEjKMjKnHVBI9Q8Y35mYalJd6cmFpQ2w2pxaieQSBkmPnLxBa0VbVS65pDU0puiyjqmpSXSrySlJxvI8T1hBiuc6hatBVONPSGQqHuNn3xmmwcKeaaG31jnziQzPFFpAxbTV0e/5XLOuBns0oJdCyOhT1ijenGil66qzDyLYkG1MyycuzDy9jYV+9z4xzb+05ujTarig3PJpaWoFbRSrchYHLKTD2BV+sfZXmpfFdpLWWp+Ykp6dLdOlzMvqVLkYRuA5eJyRHOc4wtGljyZ2oqx4S3+MUusZATRLxKRjNG//O3G/ovpgNWbrctg1NUiUyypgOhvf0IGMfPB6YVfzJvsreni+0ex/lVT+q/4w18b3R//AOJqX1U+2KS31bYs68qraomC/wC9swpjtdu3fjvx3RPdNdD3L+sG4r19+lSvvClxfY9nuDu1vf17oPTCXzJ7UrYWvxL6Z3pX5O2aHMTqp6dXsaS5LlIPLPX5oJbxCjkR88+HY/8ALZbKh0Lqj/5ao+hCOkG2lfFJ6gtaz+4FRHI4iJcNO5VoVgqOT8IKhk//AHIl8x+39RiJcMX6zKx/T89/aRTO3jcrUXojepRxp/cR/wDpc1/Yrjvr7TdyBiNak7/sfXJkf9FzP9mqMKla43D/APsO2kf/AKY1+eCAsZBEDvh+SsaOWmc8ve1vA+mCBhcIJWs28JjPcnxhnyoWF+mBFp7cnxhbk+MM4XCwuBO1mSCuHCcdY1cLDg5w8oLIgSWe4QtwhnC4WFwJ2s3ccjGYICRDLiV7R1hJC9g6wJJ7cIW4QzhcLC4E7T56Rrp/TCYcwvYYZQF5PWBIrZ3CFuEM4XCwuBO0+CD3w25zUMRjhfphAK74EioXrh+xBdn9Fvfij5f4PhH0613WRpBdJBx/we4PwR8ysDwjdingrHldwrJcC7uNRawnb/0T/wDkTF3yCcmKO8DSXFaj1kp6e9R/LTF4QlxPNURfwbVzCHNpfLnWKjvUPUav019O1TM88RywCkqJB+gxx7Fr6rXu+k3AnpIzbTyvSkKGfwRabjE0TqFQmfsmW5JKeSlsN1FtsZUAM4cx4dxinwQpCsKBBEbQ4Pj2hUutjgV9ZaBcFIuiiStwUieaelZtlLoWlYIGRzHzRSvjWu6l3De9MpFJqDM23SJZSXVNEKCXFnJGR4ACAPI3VclMlvcdPrk9Lsf+7bfUlP0Axz3n3n1Fx5alrWcqUo5JPrihkG125N8xe3bS9kpdc3Oy8o0kqW+6ltIHeScR9W7VpnvJbVHo6kgGTk2WlBPTISAYoRwwaU1C/r8k6s41tpVHcD8y4oeSpQ5pQPE5wYvNqZWajbVgV6vUdaUzlNkFvskjICkjlyhZBshEDdoKpTxqfs1P/wBHSx/AqAQ0QCSYkmoeoFxalXAbmuh5tydUylgltASNqenIeuIykZyD0PIxcz7FQ41Ivqdph+xnbv8ARrH5Aim+tHEJrBa2qVyUC37uelKfJTqmmGktoISkAcuaSYjlN4q9Y6JS5SjUmrSSJWTZSw2lUoCQlIwOfzQMbpuGrXdXp25K04hydn3C6+pCNoUs9TjujMMfkkhWuea4Ktnwi6xal6iX/PUu8LlfqEmxTVvJQtCEgL3pAPIDuJi2s4y1MsrYfQFtrSUrSRkEHuiifA4pbepNSAOM0pefu0xZXiH1CuPTXTly6bbcYTNNzTTP25G9JCs92RFLRT6Wl3+FyqF620mQouql0UumS6WJWWqbzTLaeiEg9BHAsqSlandtIkJwZYfnWW3BnGUlYBjK8Lkn7tr89c1UCPdlRfVMP7BhJWrrgRz6RUZij1KWqcrjt5V1Dze4ZG5JyMiN4FsIXP8AK+tlLp8nSqZK0+ntJbl5dpLbaU9AkDAjYgNcMmp916pWbPVi6FSxflp33M32DWxIQEA8xk5PODD5YjlPFOIXTYfpCcjB/BGAY8yuGiXMxFO06npGaesNILmIyy5AmnIR6Q3lyPCV4MCLWDTZK1HOI2QSBjMajXaYOIz+2eBgQtjJhZMa/wBs9ML7Z4GBFp+NWdWUp5GNqNOoeaYsCCgVoAc0m41Hr8Jahz/+4YLMCXQDlSbjH/aSof2n+MFtCciNjT9Kignxc1CalNKDLS7m1E7PMtO470jKsfSBFI0HKhuGR3iL48UFrztx6TTxp7SnXqc6ic2jmSlPnY+aKFsuFQC8YIOOcXNPCyZA5tfT3TKlylDsWhU6RZQ20zItYCR1JSCT9JMQPVThqtfVO5lXRUapNSkyplDCgylOCE5weffzhvQLWy1rqsyn0eoVSXlKtTWES7zT7iUFe0YCk5PMYxDesHE/ZmnbSJCiTTVaqq1Dc2wsLQ0nPPcoHr6IFadpahBrrpLS9GdLVUmiVGZmW6zVG3H1PY5dm2doGPTzir8uoqcwfGLp65ViS1s0CRdlrLbeXT5huZmGkqypoYwsEd3WKW7dqiAOYiQWSUUeF9TNIJJin6eW3LsICUe9cuvAHeUAn8JilHGdT5aR1om1S7aU+6JVp1eB1UQcmLUcNOo9Gu7S+mJdn2UTtKlUSk40VgFsoGAevQjvinfFBd0jemr1WqFMfD0pLFMoysHIUEDBI+fMCm4As4XD0CnpiQ1ktJcs6UF2qMsLI70LVtUPnBMTfjIcUNaJ/u/Q0uf9iODwx2rM3FrHQVJaJZp73u51X71LfMH6cR2+MNxM1rXUEtEkNy0ukq7j5APKGqPCEzlCqjFEla+9KrEjOOLaaex5JUnqM+MSvR/VCpaV3fL1+XUtUkohqcZScdo0Tz+jrFgNENN6bqfw2TNuTjOx9uffXLzG3JbdAGD+aKsXbblRtOsztv1ZktTMm4WnEkY5iEp0Wcrc1IqlNrN/16sUde+TnJ92YaV4hRz+eL72bZNtaiaJWlQ7pkPdckKdLPhAWU+WEcjkH0mPm2yranJ5x9P9ElbtJrS5YxSmU/QIFa11pWVo9YOmRqM7Z9JVJvT7QQ8S6pe5KckdekfN+6CTdNX/AKRf/LMfVOZ/yd30IP4o+VV0qxc9X8ffCY/LMCHUrpcMVt0i9uHxVs3HLmYp85NzLTzYVtJT2meo9IEEWxNAtMNOKwmuWpQ3JacCVN9op9S/JV1GDEN4Nl50algUkYnpgcx18qDv0HqhEqxjOOV8xNblFzVu6VH+E3h/tROtGeJJ/Ru2JugM24iormZhUw24t/swhRGOYwd0QHWdwOar3QtIIBqj/X+VBq4fdJbN1C0fuKduGkNOzrL76Zab59o1tbyAD64az+SgVPPV3V7UF+cW7LmpVyZ3qLrobbBPIDJ7gMR9AtBtKZfSCyEUkvofn5xXbzbqDlKlkYGPQByj5rPoMlUFIZWtBZcISpJwRg9cxeDRrX2i0XRyk1O+6k84+idXTUqQN61bRlJIznoesBU4jTrR6uSttW5btTrr6kpRJSrr2T4hJx+GPl9VH5677rfmFOJE1VZ3epRPLc4vmfwxd/izvVuk6PoZk3ilVeebZQDyJbxvV+DEUxsHT669Sa25SrTlUvTTSO1UVr2JSnxJ7oQCtkcCKRw4r7Go1Js+zKlQpuSdVTZZNKmOxmEKPJOQSAfHMASwLiftK8KVcLDhSZKabdVjvSD5Q+jMEir8K+tlNpj85O09lbEu2p1SBN7iQBk4HjAVJU2soUMFJwYao7G19M9YrlI0Kr1yUx4LTM0kllwd4cAGfoVHzPTyIGO+L16WT51Y4Wp22fdO+dk5F2RWPBSE7kfSAIozNSz8nMuS8yja60opUPAiAJzvIql9CuFWhSdI0Xo07L47SplyadPeVbyn/wBMdXWPQy3NZGJAVioTUg9TyrY7LJSVLSr9qdw6QK+EfWehO2g1p/cE8xJTdMWsSi3VhKXWlHdjJ6EEmChqjr9Ymm9GdmPfaWqNTUCmXk2HQvK8ct5HmiEQrI3tr6lFbP4QtPLYM8JufqVUbqMsZV9p9aUoKNwVnyQDnKR3xNrJ0L0105qy67adDVKzi2iyVqeUvyCckc/VGpojrhRdX6L2yOylatLge6ZMK5p9Kc8yIJjpSlG5ZwISt2sd2C+ZWvKAnWK6wAf1Tc/NFkeDamylX02uWlT7faS05Olh5GcbkKZAI+gxXHXooXq/dTjaspVU3D+KLLcEjiVWVXEAHlUEqz3c2x7IkeyoYxok5RCt/h+0ptKty1fodu9jPyZKmXi+tRSSMdM46HwiduoS3jbG06Mq5Qw6k8oitjW1wAtJ9OUqPoiIcM5KbQrKB5qbinwB6O0iZzCD2Sj6IhvDWkptGtE/KOf/AC4pnI2EKVIvnrEb1JSDp5cp8KVNf2Sokec84jupJxp3c39FTX9kqOemVwOH07tGLRJH/Rjf54n7nmmB/wAPf7C9o/0Y3+eCA55pgCFgg8iIcTDbffDiYEBewoUKBNa5J7WH0nIhladroPjDyOkCiF7ChQoFJYu+aI9b8yPHfNEet+ZAl5XsKFCgTXp8yGm/OhwqwMQ02ob8QJFOwoUKBNKGpmZl5VvtJl9DSCcblqAGfWYdgQ8VZfRovWHpaYWy60tlaVoUQRhY7xE4273UoP8At4XJ4rdRqLbultRojNQYdqFaSJZlttwKUlJIKlEDuwMfPHz8yYzmnKg/Mkzcy88fF1wqx9JiV2HpVeeotSaptu0l9xLhAVMlBDTY7yVYxHQji9EcrBIHP7Kw/Adbsx7uuO6nEfaUtNSbZ8VElSvxCLhqUSOcQTRnTOR0lsWTtOXeD76Pts1MYwXniBlX4OUTkkEcjGKQncVtjADQmUMszLa2JhpDrbgKVIUMhQ8CIBWovBxpvdr66jQ1P0KbcUVq9z4UySf4h6fNB4lup9cbCiCOsIPcOxUtoPdUqm+Ay6C+oyd700sdxXLObvoHKJNZ/AzS5F5qZvK5VzyEKypiVb7NKh4EkkxazA8YRAxEhM6ioGMblwLVs627KpTNEtilMyMmyOSGxjJ8T4mHLtoDF1W5U7amZhxhqpSypdbjfnJCuuI6pWAoJxGagMxD1Se6nsAVY3+Bay3l703ZVUjHTYj2RgngTs5PS76r9wj2RaEdIUTErgo+kDyqwfEWtD5YVX7hHshfEXtD5YVX7hHsiz5wBzEYpKVdIfrP90emEHtIuHCg6Q1yYr1Lrk5OuzEuZdSX0pACSQeWPVEs1S02p2q1qrtKq1CZk5dTyHi4wElWU9BzibFIMeBCQciI7ubU9vFFVhPAnYp63fWfvbfsjxHAjYm/9d1Z+4b9kWg2iMAAHIsMxrhUiAKD6PaQ0jRygTVApFUmp5uamjNKXMBIUCUgYGO7lE8jIkHuxGMZjybV4FCl6OZjBwDnGY5GMXBiEheN9IyjBHIRmDmBCULA8IUKBNYtjBUB4xlGKD5SvXGUCQShQoUCaUadQ80xtBwE4jVqHmRMKJQK0B/Uq4/9ZKh+WILjfSBHoD+pVx/6yVD8sQW2+6NjftSXsxKszsq7JzTQcZfQUOIPRSSOYinGsPCxcdEqkxV7EkVVCmPKU57nQcus554A7xFzmxyjPAJibSVB7QQvmE9aV1yT5S7Qam06g7SDLOAg/REntDRPUe9JhCKdbE4lpasKfmGy22nxJKo+jnZS6wnew2op6EpEOo2DyUpAHoiwHhVhlmkL9HNAKHppbM5TJ5/3wmas1snionsyCMbUp7hz69YrTrPwpXjalRfq1kU1+s0dxSnAhkbnmAT5pT1I9Ii97adw6Q+35PUQ7UjCHL5TIpt6UBxxhEjVZBxwbHUJbcQSPAgR2LW0h1EvaaDNGtaoPFasF1bKkIHpKjyj6fqYlVEqVKMkk5JLYJjNshtO1CQlPgBgQWq/SN0gfpVoI1o7p9WJptRmbmnae72jrY5tq2HahHqP0mKb1ex9WK9PKqNYtm4JyacCdzz0s4pRwMDJI7hH077TxjzcILUvlrVDNB7c1kt7Ua3JR+l1+SoXusrmW1oWhjBSeah064gq8Wuh67qpxvm15Fx6rMgImWWUblPozyOB1Iiz2/lj80NukkcoLQ6Lil8rWtKdSVAITY1bJJxj3Ev2R9HdH5CcpmmNsyFQlXJeZl6c2h1pxO1SFAdCO4xMBn1RlgeMFqLYqQA4uGL9mLfojdhN1ZUwZpz3R73hW7Zs5btvdmKczOl+pini9M2TXN7hKiTJrySep6R9Qj1MeQWk+NUO4e6BqpQ9Rrekpml3BJUdM3l9tbbiGAkg5KgeXXEW71vFeVpXXhbQmzUxLpLHuXPa53pztxzzjMTboOkebvRCVw4C+YlR001LmZt2ZmLQrrzriytbi5RxSlKPUkkQWuGa3NSqVf0nRqtS63I0J9EwZlt1paGSpTZGVZ5Zi8GR4RkkJPUQ7VPognuvnFrBoTfFlXLPLl6DOTdLW4pxiZl21OJKCcgHHQxraZaT37fdakaRLUKosSKZhK33n2lNtNDIyryu/EfShTbSsBTYUB3EZjJOxAwhtKfUkCC0xBRtfOzU+x9VqzdFQk3qJcVQkZScc9yFbTq20oBIBR3AEY6RxrZsLWej1NDtCti4pPc4gOKaYW3lO4dTH0sJKjmMkDlzEFp+gD5VWeKuR1QmUW38CpatOhum7ZsSQUfKzzCsdTFWjpRqY4SpVi1zJ6/oJfsj6m4ELAgtP0B7r566LW1rDbt8USTTRbikKU9UWlziOxcQypOcErHTGPGClxA8KtSqk9MXlp8yl1x5RXM04clFR6qR3fNFu04A6Qjg/tQILUTBfdfKWoWPelFmlSlRtmqSzyTgpVLLH4hzjoW/pTqHd02mWo9q1J9S1BJWphSUIz3kkco+pPZtEEKZbVnxSDHqAhpJS22hIPgkCC0vl1Xjh24al6Wr+FdxzJcrjyC2lpCj2bCD1HpJju8UyLse0u7KzUT6p81BnlJbu02c8+bzxBmewO6NfdgwrVjYy0UvmBN6Z6oTz65qbs+uOvOEqW4uVWVKPeSe8xJNOrX1bty4qY3J0e5ZGTXUZd2YS2062hQCxkqxyIxnrH0aWSoYhgpJ6mHaXpc2tJRPI5PMd8NO9M5jZmBgjEazsJWi0w8ctKB8IhnDd+tGtZ+UU/8AlxM3v0pXqiG8N/60K1/rFP8A5YimZti1MItp6RHtSMHT25U95pU1gf8A2lR3+0A5RGdSXdtjV5aeR97Jof8AkrjEQmTSh2g162TIaQ2rIz94UaWmWac2lxh2cQlaDz5EE5BiduX9ZG3ld1H+ut+2BDoxonpbX9MrbqlYsynzk1M05p155xBKlqI5knMd29NJNCLJtucuaoabSDrEkjepDLRK1c8YHOFShvU9av2xyOV30bn/ANea/vQ+m+LL+VtHH/jmv70V4kX+HiozEi1JaOOOvT75ZZKW0lJIRuPMLx0jFNy8OrcxLS0zpM4wJtpx1hxTAKF7FFJGQrl5SSOcXiEEWlvVivhxZfyuo315v2x78N7L+V9F+vN+2K8yld0BmHPK0gdDSJBFTdcSwFBqXWcBavK6eMdirp4c6Rc1KtldhSbz9VZbeaU02QE9oMtg5PVXdB6KN6Mz19WUHEj4XUb681/eh1u+LLxzu2jj1zzXtgC2t8Xq8brlrXp+kikz7qnUuhxkAS/Z4yXPKyBk4HjBZGg+j3L/AIh0z7g+2K3RkdlNpBUiN+WODg3jRAf5+1/ehfDux/llRPr7X96ARX9JNMU68UC3k2fIt096kTMw4whBCXHEqGFHxxBKGiGkQAA0/pZ/+3ENpUlKXb8sjGBd9GJ9E837Y9bv2yNn67qP9db9sV5q9a4daRO3LIVDTFLcxbhAU2GhmZJWE4Rz9IPzwmKloDNSwnJbSN11mXk2p2orS0CJJtwZTv58+XPlF4gsWqvU5Vh/h7ZHyuo/11v2x78PbI+V9G+ut+2K41K5OGqmVCoU9zTNTpkQ0pK22hteSvZtKcn+OmOhSXtAqjVPcE3pFMSLKZ9NMcmnWkFpuZUAUoOFE8wRjlFJYQrAQUe139ZGP13Uf6637YbZvuy1O+TdlIP/AI1v2wCqovh4kLir1sMaaibnaEyp5aWmsh8JA3pQc81DPMeiOjplQtCdU5mZl6RpWllqUYaecmHm0lsLWM9nkHzh3j0QtpCgH2aRu+Gtn/Kmk/XG/bHnw5so8hd9F+vN/wB6ILWuH7SJmjzzzdlSCVtyzq0kA8iEkg9YhehOkOmNa0soFZq9mSM3OzTC1OvrB3LIcUBnn4CClYjd8OLM+VlHP/jW/bHOr1z6bVamu02t3BQJqUfG1bT820pCvWMwItR5DRXTeoSkjPaPLnm5ttKkvyrWUBal7UoySPKJ7o4D1Y4f3JOpzM/otNyzdIlGZyaDzIQW0Oq2oBG7OYuERqwVV6nNFFWVt/hzbwpuUswq65C2T+eJdTbi06o8qJOk1uhSjA6NsTDSE/QDFfafW+Hl2fmqW1pE8PcBImilsKLQCd2SkK3YwRzx3xrN1zh1maemqSuj888y4402lSUJIKnCQlPJXXI6QHf5KAQB2Vk1XvZYPlXZRx651v2xib6slI53dRh/45r2wDwOHWTtqq1ya07RLu0eZRJTMg60fdAfVjagDOCTn8Ec6u1nhrp0vJPvaYmYZqEr7plVttja6c4Lacq5rB5YiBBTBCsBLXzZfM/C2j48fdzX96HRflkrO1F3UZR9E81/eiCUjRrSCpUmWn29NpSWRNNBzsX0EOIz3KGesQG+dHtNaTqZZNPpNoysvLVBM57sYQCUvbEAp5H05iNFSBR3XftkNnau76Mk+BnW/bHgv+xjyF40U/8Ajm/bFc2q/wAOOQ1M6XrZd/RI2raAKixndjn37VYHoh1uc0AmqqKGrRqbXMkNOdmltJUEOAFKsBWcYVknui8Q2LVXq88qwBvuyS6MXdRj/wCOa/vRsG+LMJ5XZR/rrX96K8SCuHV5mVnJrR6ak26iZhFPW63ymXWc70JIVyPkq646Q1K3Pw6TlPYnpDSZ99txp91exIHZJaG5W7Kv3pBHdzigsIKm6QClY8XvZhGRdlH+ut+2PFXxZaRlV20cf+Ob9sVzXcfD8mltVY6QPJl5h5piXWoJ2OqWCcBYVtBGOYJjdaqehC1b0aMzXZIkU1F5amhhuXKikrPlcwCD0gohSa8OR8Xflkgc7vow9c81/ehuWvyyFkpRd9FUfAT7R/8AVAUr8jw2U2qUCUfsCVmPhAG1MOtg7EJXnYV8+WSMRA74vrh4tejziJHR1hFXQ87KIYmUAbFox5SgFZAOeR74rkmjgG6U0F0tK0rL1vLZhYLN0jzQH/fhWu+HNlDkbuowP8+a/vR4b7sgc1XjRB659r+9FaOF22NFtQ7JfTcFsUybr0vNPrdYWSHUtFWUY580gcsx1Jh3QBuszVvt6Ez5mZZWFnscjZvKA4BuztJHXETjeyVu+M2FTqmn5ejZTsPNYWPaaIKsCL/sT5aUP+sGv70YfDyye0yLvo2P581/eiuzdb4aOzlDL6OqnHJxuYdShpDe5CWAS5uG/I5JJHjiG5ie4eJVlqoP6NPGXfpiasnBA2sKVtBPlcuZiVLn+qrI/Dyx+pvGij1z7X96PU31ZKzhN4UU+qfa9sVz+EnDUijM1WV0qCUuzwp4bW2P03bu84q24x6YfRWOH9S1Kf0Ymw0xJon5giWRlhlSsb1AKzgEHnBSPVViPhpZ2M/CukfXW/bDDuoNidPhnRP6wa/vQGa1J8M8jWqPRJayZV92tMoeYU2jyAF52BWTyKsYEcy2E8PF2V5u2JHRhbM8XnmXu1aT9oLZworAVkDny8YRb7KTX2j03fVkuJBRd9GUPRPNH/1Rkm+bKJwLvo315r2wB9RdI9N6JfNgylOtCSYlqnUHGptlCSEuoCCcH54J7WgGi+O0Gn9PBPjuP54kI7FqdhSz4b2WBuN3UbHj7ub9sNqv+xUnCrxogJ8Z9r+9ESqmiGi9OpkzOnTWnzAl2lOFtCMqUEgnAycZ5QIWazw4uUV+ujRJ/wBxsNpcLpbbKOagnGQshJyehxD9IqDn7VYlF92SCf8AjdRsH/rzX96MxflkH919F+vtf3orxJVDhqqkjLTsppE+r3VUfetKCjb+iMZxndgj0iN+hSfDtVahJykzpGuQYqEw7Jy8y8n7Wt9s4WjIV1BEP0VH1Uefh3ZHywov19r+9C+Hdj/LKh/X2v70V1m6lwyS7ldRK6UrnFUEJW6GU57VsqKStHlc0gjn4Q0m5+F0pB+xjJ8xn9Na/vQekB3KBKPKtSEARq1DzTG5GnUPNMVhWFA7QBANIuI/9o6h+WILYSBiBPw//qRcX+sdQ/LEFodBGxn2pLNEZjGecYtjMPBAiQQhHqjxH2tplXUW07Sp2q1DyQtmWxlBUOQ59SfARz6VxV2lV56ZkJS3KyHZWWXMOIcbCVjaMqTtPPMB/XZqzK9rRUEyFyLoFwSQQVzE35MuXUpG3asHKSR6IY0c1HC7vqsleElTqlO+4ZptFaQ2EqSA2QSVcgUnlziwKBFFFdjjStJTL001Zlwuy8v+nONtJUhv+URyT88bb3GlZLLbbotKuOJXLImjsCDsbUMgnB5CAPoXPN0+l1yoVfUGRo9Cbn0PT1Lel0PLqDYPmpSeZ+aDdqZT9Jp7RSv6k2tT5aTcq9N9ySzuzsd4SoBKEo6A8u4Q0cpNcbdpTAbdasau9g+Vhp5RSEL2DKsHpyjJHGxaSfc/bWLX0ibGZcpCT2wzjyf33PlyjT4XLS0/v7SWSlripsnUZymTMz9rUry2kuK7wOYziIVrm1aNt63WPSqGqUlJKjiXaUy2sYl/txJCvDrnnD4VNvBtEx/jPsuXpRqzln14NCYVLHKUDa4ADgnPI8+nXlBWZ1Hpz2mH2T00aoe5fcfu33H2f6I2eGPwxX7i1oVl29p7Tm7YlZWWNXq5n3UtLyXj2ZBWOfMcxEypvEHYMnRaBp0iZS7Mz9v5VMIWgsMFLBylw55EYgpWPebC50nxq2lUJV6fk7JuF2Wl/wBMeQ0FIbH8YjkPnh2s8ZNp0iVps5M2rWCxVJYTLDgSjaQSRjJPMjHOAFoLUGaTTK9PVbUGTpNvsTbTs/SHmUOrqSAc7UJJ5+ETDXie0+1CrWnTFtrl5GkTbb21rYlrs0LUcZSOgyOUFKt7ztRsnuKCxpHTWQ1JMhPuy07NmUEshKe1SsZznnjAAjl0ji7tKs2/VLklbQrhlKUppDygEqGV5xzHIYxzzFR7QRP16qsafVOb7Gl0uYmp19KztSnaghWc+O0D54Jek9Spkhw5akMPzcu28+7tabUoBZyABy74CEo5D2Rdd4zLTRIN1QWVcKZR1zskTKm09kpXgFdMxuVPi5tCi3Ui1qxQqnJOKU0C86kBsJWAQrIPTnAc0brVCodo0qqX5fUi/QWX3Uqt8SqX3Co8krKTz688xpaz29SNT9d3KRRqhLS6XKM2uVJUEJLqGtyW/QTkDEJWuJLbCsNdPExbtsXoizjbdXn3ZgIVLOyzYKHkqSFbk8+YHPn6Iikzxv2HLDtF2lXC0XVMJd2J2KcHVIPQkQEtC6rW63rlatLuHc4ulJcpoS6nykoQhfknPzxLuLag2faDdsW3bEtLyZTPOzr8uheSCrb5ah1AMOlW1x8qwGlGvFD1Tq1To8pQ6hSpimNtuupnUhBws4Hf1if3PWRbFAn68qQfnPcLCnuwY5uOY/ap9MV91atrTAWXSroavEW2/WZhhx6oyG5z3cpCMBJ2nmEnJ+aD/byEoteSaXNqnW0yiNj6vOdAQMKPr6wlcCgbTeMq3qk5OBjT+vrbkGVPTCkAK7MDqFADl0PWO3b/ABV2ncNp1i8Je1q21J0ZTaXQpCSV7/3pHLl35gQcPclM1MavNybZcdek3kpRjJJKneUR3S++bbtnQK+LTrEyhisTji22JdfnuEgDl6iIYUJCRyEbJjjHtOVozFecsyuiUmn1sMLISA4UgE4PQ9fwRMrk19o9t6b0nUh+3aq5J1UjayhvK2gf33cB6ekVUvn/AIO4abBlp1QbmHqpMPJaXyUUEHykjw59YP8AKak2FeEvQ9EnWE1BFWobQcmWnEKZYUlnJBwchQ2wrCk0mk5M8Xdry9kyt6/BerGXnJ1cg22UgKDiUhXqIOceuCzSryl5+wm75m5N+QbVImdXLzA2uNjBO1Xpil+h1pylyauN6fVW4GZmg23UX5+VYX5s44k7cJHf4/NFy9S00c6fVyXqtS97KeqTWh2ZAyWkkY5DvhWp2hbbfFrRrjq0lS5CwrgcbnJhEuJpLW5tO5QTuJHcM84M963PS7FtmcuysKcMlJJysNpKl+jAEUeqD8npeu1ZvSzV6ar781MhDtPRjskIKhyKATzOe+Lf6i3vSbK03fua6ZH3SyGG0rlynIddUOScH0wWmofY/FLZF53JL2w7S6lSJmeVtk1TiNqX+uMeHQxpXRxe6e23cEzREU+fn2pF3spmcl0gtNqzj5+cA+QrdJve9qVqJf1xyNPdy4xb9IpwC1pXghAc2+ZzV39SYjlpVy3qNpPqTblfbl0VuZfbTLpdT9sWoK57c8+RyYYpUyEg8K0988T2m9n0iQqfuhypLqDSH25aW/TEtq6KVnkI2b712t6xbXoVyzdJnpoXAEKlpdkArAUkKGfE84q5eNLpFL4bLXE8Jb3/AJqaKxuAD5lfL2+nb0gj3rJabXva+nMvXNT0UJ6Qp7XZFkBYK0oSFbldEkEY5wIa/wB0ZtL9XpPUxc+hm26pSkySUndONFIcKvDljuidborNw5XbU/smXFYMrcU1cFDkWy6xPOHcCcjHlenJ+iLNbRCtWBwK13eahmNZ4DMbTgyqNd8YgtO1qvAdkr1RC+G8/wDFCtf6xT/5cTZzGw5iD8OKwi1q21kH/jFUD/5kUzE0mCi3tERnU1ONPriUnzhS5rb6+yVEoAzEZ1NZK7AuAk8k0ybJ+8rEYu5UndrQq0X1w0ooGlltUir3hLSs7KU5pp5hSVlSVJGMchiOzdetej920GYoKb9MoJkBKnmGyVhOeY5jHOA2/rNRdP8ASi07bt+xZOqXRPUJiYbddlEuJQCD5ZGMqPInn4Q9wtam3PqVfE9RrvZpk3LMyCpkJFNZaKVhYH7VI5c+kS2mrVANml0aRJaF0V73XT9WX5aabnlTrLiZUDsyUbCkIxjGPwxi/SdB5mTbkFauTimG5EyWwMDlueLpWCBkHeSYsyLQtN7y3LapalHqTKIz+KHG7QtVoktW3TEE8iUyqB+aLGygCipbHKtqJTQBlSW2dWKkiXXTWqTMNBofbpZHRJO3PPnk+mMavIcPNWqD1SXqVNImVPSrku8GiVy6GBhCEnHTGIsv8F7b/gGn/V0eyF8F7b/gGn/V0eyLPVb7o2O9kC7VvXRO1r4rF4M6hCadraGkOtuy4RsLYwCCBnmOo+eCOjXzSNQwLzlD8xiTrtK01ryu3KaVHqTLI9keizbS7rapn1VHsih0lnupta4eEA7q1g01OutsV5q4mRJNUqbaef2kjJIwkemCE9xCaOSexxV4Mq5jl2a+f4IiF/023bf14oE43QJNbEnbVQnlsdgjapSDy5Yx3QFWL/1i1Xr9YmLOlKdSpOjy65xyX9wMpCWk/wAYo8o4gDr7KV13U5uOj6G3RWJm516szba5uaemltdh0LidpT06DAI9Uey0hotLsGSktXagwxNyDUjU0NS4/RqGxhO7KTjlyyIw4YtWHtSK9P2feVEpU3My0uuZZnUSaEKWEkDaoAY7+Riy0vaVuFO9NDkATyOJdA/NF7JKHKqc0E8KuU/R+H6qodam9RZkJcnGZpsolSC0G0JQGwSPNISnP8kRsdlojJVR6oO6xTb0o/UffVcp7nASqYCQEKJAzhOBFixadvd9DkiPSwj2RkLNtDvtunfV0+yIlzT5Ug0hVqpUloPK1eRuRrU+bTU5V1916bRK7lTfanykuZGMd3KJfppfWiWllHm6RI6gLmGZmZXMp7WUUnYVElQ5DnzMGVVp20hOGqDIJSO4S6fZDRtO23RtXQpAj0y6fZEDRS2G7CgdU4g9IZukT7LF6MqWqWdSkdg5zJQcDpEI0V1l01oGl1v0mpXIiXmJeXUlxtTSspJcUe4emDNWrQthmh1JSaBTwfcjxBEunrsPoisExqBUNPdBLNk7UtaXnaxUGXVrmFSgd7JsOLGTy5knxiCTyRSJ2oGpeh1/0eVotU1Gdp4lZtucS5LS6itS0c0jykkYzEavCraLXjV6hUXtSXJZisyTElUmG5c7ZlDRBQc48k8jnHjAquO5NcNLpSi3zcTtKm5OsncmVmJFolPIHaRt5cjFsdNKzbeoFj0m6RbVPZVPs7lo9zI8lQODjl0yIva4gcqvuUE5OX0OkqpUKvK6sTLEzUVrLrrUqEubVJCdm/bnbhKeXojWlqFw/wAu9MTCdVp1Dj7rD57OXSlIcZ5pVt24znmTFoU21bxGfeKn8/8AqyPZGXwYt7+ApD6sj2RHe1TDSq0VGT4f6u6mYqmpk3Muu1EVSdUpsj3W+E7UlQA5AAnGO+HJAaFyUnRqadUph6Voc6uflm3JfOFk52+b5sWT+DFu/wABSH1ZHsjxVtW8kZ94ZD6sj2Qi5p8qQBUFRxBaRpxuvBg4GP0pfsgd3zrLp5O6oWLWJOvIdkZNU2mYeDatqNyOWeWYPzVt284ce8NP+rI9kCrUK26T9m/TySZpkq208idUtAZSEqwjvGOcRq+ykhpXKfw5TNRqkzP6jTqDVJxE6lDDBwxgqKkJ5dFbjn1x0HqnoTMXLM3dSdWpqRnnQ0hIMpyQ22NuwHbnmAAfREm4lL8oumdJYtu1aDTXbnqiwiXAkm3Fsp/f7SOZPQCBbw5akXNqJqaLcu5ikvyHuR9apcUtlshxBGDuSnII58o0tLmjlUuAJ4UhkTom01TZeb1imphFI90LkEe5SkMvPE7nMY5nylYzHrFA0EkC25L6pT0sn3sNMcAYylaNmzdtCcbinkYscmyrTCgRbtP+rp9kbgtO2cfqFI/eE+yKnOapbC4cKtjctoY1SPeJrWueRIIwpuWFPHY7wkjKm9m0k564zDEtI6F0+TMpLa1VINqpZpC2lyx2GWKytSQSnIySe/lFm/gnbP8AAUj94T7IxXaFrrG1dAkCPDsE+yKy4JtjIVVa/T9CJmm1OZpmpDz04iWl0SDfZEKZEuDsQhRHf3xVm77lrV2V+frlecK5qadys7NvQYHL1AR9TfgVaXydp/1dPsgY61cM9o6mUlcxR5dikVmXBU0+02Eoc5easDr644Wt4UmZF/cnkeF9i+E3WemdJZzmajGB6lD1O5b/ANPel8/LXvC4bLqzFbtyouSk3LKCkLQrGefQ+IPhFrtLNfbFum4l3rd92TVDuN6mmmPy/udK5V1scwpOEkg554ioVdpU1Rpp2VmW1AJccbSrBwvYopOPnEcyVnJiQfRMyzqkOIO5KgeYMeb0/On06QRydvNr9K9W9BaR8QMETChJVskb/K/cK79Kk9ApFqRSNSlK9xJmUpWmS2rcD6VJWFK2ZPJRxDK6ZodMU/3undX5lxAkU0tB9yqSUSqVbgjzeZyOscvh24lLYrTErZupNMp7E0ja1LVIsIw73BLnLkfT3xbBNr206lC00qRUlYyCGEHI+iPbY2bBli4nWvxb1N0hqPSuY7D1BlEdj4cPcFVpTStAWmXZFjVCoN01933QuWbkwpoubNhO0o+f0GMZWV0Lle2YktZKgxLP073qeZdlfJclcklBJTnJJzmLQIta3QjZ7zSRHgZdHshl6zbQKD21vU3aOZKpdGB+CNJcALK80IiTQVZajQeHKrvvTC9V5ll79CiTWy2rdKJYxtCCU8+nfEI1T1woVh3XP1fSu6XqtUKy2ymbmH5VCUNlvA3JwAdxAOfHMdziU12sqhrnLDsCh0/3VtU1N1BqXQOzJ5FCCB19MU9mXVzMwZhxRJPPJMeX1nWNrNmM7nyv0z8LPhA3Ia3V9eYaPLGHyPdw/oFcZviOtm/6tpvV644JCepdSX75J2nYMtkBwfxT+AxYB/iD0elmitd2tHaOYDavZHz90PoNXreoVuok3Pc6HJ9tKJhxsKQFDmRg8jyzyiwl+6h3Xe2qS9L9J6bR5JcsstKmhKNntFIHlkkg4EdnSZ5MvGa6Tgj+a+Z/FDpnA6U1t+Pp8gc13O3yz8f7I0VHiM0aqVPmJFN6JYL7am+1S0olORjI5RBKc7w/ymnLmn6NRV+55t4PTEymU8twBW5KTyxyPfHP0je1ept9otjUCzJOoUhx1TC59NPbKG1DooLSnmk+mLHrtG2eaveCR+rp9kdbcB3K+ZOAcq1pp3D/AE/sGpTVqpSctL1AVRllmSSUImAMbgNvT0Q7JL0HYalpdWsNWnkSM1Mz0q05J9mluYezuX5KMkjJxFjGrUthSsm36ecdMy6fZD7dp2sgk/B6nj/w6PZD9RvuqthVYaE1w9W9PSs9IahTaXmZJ6RfBllFMwlwklSgUdecaTNj8PSGkIRqpMbUpAGaegnGP5MWsNoWkTk27IZ/0CY9+CVqfJ+Q+8J9kRLmHyjYV04058Ep5RuqIwY1Zk9PXFAWooHcP/Oj3Ef+0dQH+2ILQ6QI9Ahii3CR8pKj/awW2+vzRsZ2pRTzUPpB6iNdPWNhqLdqFD6zoxpjcNVm65W7TlJuenhh95wHcr588undGdI0W0locnNydOs+XaRPN9k/lSlFaP3pJOceqJRUqrTaJJOVOrzbctKM47R1w4SkE4GfnjZL0opKVomWylaQpPlAZB6HnDHCEPkcOGib4UFWFTwD/Gc/MqJLM6S6fz1sS1mzltSz1FklbpeU3KCEHx65747fuiXT1mWk+tYjYXWabKOysm9OtJem0qW0gqHlpTjJH0iGilw7Q0xsrT9qZFo0KXpvuwpL4a3eWU8hnJPSOHWtB9KrlqszXK9aMvOT02vtHnnFLypXzH0QQTMSmN3uprBGfPEee6ZMKCfdTOT0HaDJgSpQ+4NJ9P7sbkZe5baYnWKa12Mq2pSgltHLkMH0COSzw7aISz/uljT6SQ6EqRuCl52qBBHneBMTl64rfYq6KA9VZdFQW0p4MFWDsScE+jqI8p9xUKqvzUtT6i065JPGXfGcbXAASnn15EQILQUO1cNWifalxOn0hnP75z+9G+7oFpBMLk3X7EkFrkEoRLk7/taUnKceV3GJ9MVGnSjBmZicZQ2ATuKxggdceMMyVdoVRk/fCTq0o7LjbuWHRhOQCAc9Dgg4PjBajsChStC9J1PT0wbIke1qSVImlgrBcSo5UD5XefCNVrh+0makZmmtWXJtys0pCnW0qX5ZTnbz3d2TBIM5TwoIM4xk4wO1Tz/DGuisUp6b9xS9QlnX9nadmh1JVtzjOAemYLSEYBQ3a4a9FmSC3YEiCO/e5/ejofYL0uFabuIWhKiotOpeRMb17gtOMHrjlgRPjOyKThc0ykg4wXAPzxg7OyhHkTTJwccljrApbVFJfSyxJS6BejNuSzdZSorE0gEK3EYJ64zg+Ea916Q6b3tUvfm57Yl5+cLYa7RzdkIHQciIlrk7KtIU49NstoRncpTgAGOuSfCNQ16hpabmDWZENPFIbX7oThZV5uDnnnugS2BR6f0n0+qdCkrXnralXqXTyDKyys7WcfveeY3rzbuSn2Y9Jaey0p75toQzKomDhtCOh+gdI7vumWOMTDRz0wsHMalTr9Eo1PeqlUqcuxKy+O1cUsYT6DAmG0hbw7aQVjS5mrVO4pph6p1p0LdDJJSlIycHPXmox3qpw+aS1erqrdQsyUcmFr7RXNSUlXiUg4iYM3JQpmQXU2qpLCWbClFZWMYT1/FG377yDsuiYROs9moBQVvHQjlAmWgqO3HpTp1d7EjKXLasrOs0xosyiFbgllHgACPCNS39FNKrUqjdYt2zZOUnGkqSh9JXuSFAg4yrHMExKJKs0uoMJmpSosOtLyAsKA6HB6+kGNszMohoPmbZKDySrtBgnwBiJCaiVuaM6Y2vXmrkoNoSspU2t+yZQpWU7hhXInHPMTGfpkjVZJ6nVGWbmZWYSUOtODKVJPcRAp1B4lrD0+kpacy7VzNq2ttyhGcDOSSeQ5gj5ogx47bHBwbOq/31uCioOe1vBKLVC0D0jtmsJr1GsyUZnkK3ocJUrs1eKQTgfREpum07dvSk+8Vz0pufkS4HCyskJKh0zgiK8K48rKBwLKq/31Hsjz4+dl/Iqr/fUeyCil6rPdFiT4d9GaZPMVGnWDIsTEu4HW1hbhKVA5BGVQ9W9B9KLirpuOr2fKvzpUFqXuUkKUO8pBwYEXx8rLP7iqv99R7IXx8bK+RNX++I9kFFJ213Noz3Jo1ppdz8q/cFrS80qSZEvL5JSG2x0SACOUac5oPpNN0dFBfs+T9xtqKm0DOUknJwc55wJPj42V8iav8AfEeyPFcdVnvD7VZNU/70w2n80PlR2t90c7S07s2wZRUnaNEYkG181lsc1+snmY7UVv8AjxWp+2smpAd+Jts/mjz48Fkn9x1Y+/NQqKk2m+VYtfWNeYBIBiuy+OOzAogWdVsf6VH5owc43rQUMmz6mE9x7ZBP0YgoqVt91YbaYHvDhk21W/8AWCfH/mQNVcbVmL8j4JVTKuX6Yn2RwtKuKS2LCotRps/bdRmVztVmaglTTjYCUOKyEnPeIrlaS1OwrmI6RHtRtpsG4grp71zWfvSoBDvHRaKEhLFj1NR8VTDYjlXTxrWtXrYqVDRZNQbdnpR2WCzMowkrQU5PL0xlED2myEzKxzdtqfaU2fbx0Mpt1O0thyrC1lS6ZlScrDaULKUg9w5n6YAvBHMKf1PqzjqvKVTHf7RMaFX4lpprSGi6dW0zUaVOyDCJaYnW3U7XWsEKTtxnBzA60yv5zS26pS4aZVHw3vSicQ0nCnmNwKkc+XPEaGR72lqzudseHL6dMkbesOZHjFWhx1WW2edp1RQHf2yBmMzx42TjybOqaj/OWx+aMzsaQOoBa2zNItWiyPGFkeMVcHHlZnyLqZ/8S37Iz+PdZ/yGqv1lv2QfLyeyXrhWbUPLz6YdHSKwfHutDGfgNVfrDfsjxPHjZueVk1M+qZb9kHyzx3Cfrs91OLuLSeJm1DMbey+Dk7vSrzSntOefRA44hNeZRxT+mmkkk1M1GoYlZyYkmQo7VcihO3zjzxEDv3idol1X7KXjI2/PSqJahTlJ2KeSVb3hyXkDoPCAZQrmqtr1f39t2tPSE8M4ebA3DPgTF0OOaKolmB7K4fC5pNRtNw/U6tXZJ+6qi0WXJJuYSpcs2CCUlI57uQz4RZSUSezBzHzU0s1R+BOpCdQa8JqrOkOl9IISpxSxgkk8ose1x5Wc20ALEqX39uB8ZHCTHgq0cKKvfH3s/r8Bql9YbhfH4s75DVH6w3FBBV+4K0CumIwQk5Jirq+Pu2Aohuwp0p7iZpsH8UeJ497ZdOFWFPgeKZpB/NCDXE0Aje33Vl68kmhVLBH+SPfkGBZoNVbbp2kNsork9TmFuyyy2JpxCSU9qrmN3dmBvUOOS2JunTUmixamlcww40FGYRgFSSM9PTFebz1FtS5tPLZtc0+oS1Yt5lbAmkuJ7J1CllRSU9ep6xayF7u4VEzwKpEbidoWo9JuCQrl6VFqq2s/NLXTWW3k4Dec7RtAxyxz5xaHROsUG4NNqJULWprkjTiyUNy6+ZbKSQoZ7+eecfPSt6h3PctJp9GuStzU5IUxOyVbWvd2aenL5vGLD6b8YFh2DZ1NtGn2ZVnGqe1s7RcwjK1HmpXTvJMWujO2lBjwTauUnzRGe5PjFWfj32l8ial9YR7I9+PfaXyKqX1hHsjIWkLUHAq0u5PjGLhBSQDFWzx32nn9ZVS+sI9keDjvtIfuJqX1hHsgpVmUXStJL+SryuXOBFqvPuU7WmwptloOuNSVScQk96ktbsfggdDjwtLusmpfWEeyIhcvFtb1av8Ate902pOpZoAmUOy5dSS6HUY5HHLEWxNJ7KdtruohbersqrU6pal6o0OrVid7NbcmxLspDbGThPnY80dOUafDNdsrR9bZWedlH3UVRx6VQEjmgvL5KV6B3xOtQ+LyRr9uzFPs22nKHU3SNk0sNvJCP2w27e8QFdMdQHNO76kruClvBp7fMNobALiCfKSCoEDPjGyi5lKg0HWV9OiNq8eBh0EAczFWZjjwtcOfarCnyM904g4/2Yw+PdQD0sWf+to9kYnsK0sewdirVbh4wsjxEVU+PbQOvwFn/raPZCPHZQe6w6ir1TaPZAIHnmkjMArV5HjDM0ViWeKP3ivxRVkcdlCyP+T+p/WkeyH3eOagPMrY+AdRR2qSjcZlBxkYzjENsLjare8PQoqultw6kWVRH6H72JVK1KrB4zU0hlSszJxjPMjrAg1M0kvPTOeZYuSmhtmbQHJeYbVvadGMnCh3iJLXr2t6r2bTqCadPy9Xp05OvNzaHftam3nSvYU48cc8xzKle1fuSQpFDuytTU1SqZ9rZb85TSD1xkcziOTqWjMymFw4cvq3w5+LGb0dKMTKuTGJ7eW//D/sh5KuLYUHEZCh3xaHh84sp61nJe1tQplybpi1pbl5tXNyXzy8o96R9MD7VLh+q1lUmSuy3fdFWt+ospmG5gNne0FDOHAOnrgOzIWhOCCCI8TFNkaTMdw/6r9YZmB0/wDE3SQXVJG7s4fc0/1BHkL7DU2rUyp09mrU+fYmJN9HaIeQsFJTjrmKncUnFMmUEzp9p/M5WsFudn2yMDxQg+Ppirdta2ajWra01ZtIuF9ulzYIU0Tkoz12H9rn0RDXpl15ZdeWpSicknnkx1sjqAzQ7WtqxyvnnSHwQg0PVHZupvErWH+7bXf2Lh7j27LYecU+4XHVqWtRyVKOSTBD0Y0UuLV64xISUutmmy5BnJwjyW056DxV6If0L0LuDWWuoblQqWpUqtJnJtSThKc80p8VGPovZlk25p/QWLctqnty0swkAlI8pxXepR7yYo0rSzlESSCmj+a6XxM+J8PTETtN01wOSRyfDP8A9vYePKDV42FQdPqxpdblsU5EvLsVNYUoDynV9kcqUe8kxXXTS2bmu/WSpUShV92kzUy7NofmUAbw1uO4D09Itpqw8lGpemDZGSurP/2UQC9eGy8ZK95rUPSS42KdOTTqnCy4dmxSvOwcEEHwxH0PHEUcYa0Dhfi7PycjNndkTuLnONkk2SUNNMLzvnS/XdFgzdwzNUk11I06ZQ86VJWCeSwCeRGYvSf0s+qKyaR8MVw0K+k39qJW5SdnULU+llglRLx/bKV3/NFmzybI9EQnLTVKqG6NrVbKgogZPONtCsiGGfOMPIihXUsoULI8YWRAhYdkU88w0/iNknPKNWa8kc4YSKBnDwSqh3Jnni56kP8AzYLvQwIOHZQNDubH7W6Kl/aQYUpJ5xrbwEl6nrGw1DIQRDzUWgoXIvS3EXZbc1QnagZFqY2lx/YFbQlQUOvLqBA0qXD5RKhMP1W4tRKjOPPhPaPKcA5ZGAEg8h0A9cEW/wC2Wrytaat2Yq71ObmNpL7S9pGDn6IGUvw4U9Ly3mtS58qLaG8EoISMpUOROOZQIkhaz3CtQp9KpaWv2fITMOOJQohakJOBgndnIAjoXroe3V7XpFqUO/D74UyWXLNB5xOXWSsFajg7spHId3PnD9j6G0i265NVeX1KnahMATEtMtLUEpC3ASocjjI3d3SNyz9AKNak5MVRN2zcx7olpmRL7ik7mw91CVZ5EY9cCFDJnQay6W+qm1DVSbE0qVQlKSQQ2gKyD1x1yI3pvQqzLZTS7qqGqDjTZWwJR9W0h5SSMbefPOMco1KXo1Y66rNW1LalzM07LI2OsPIBIbScnyyf4w7++JJXeHm2rgkLcpab5mGEW5LolmSlSftgScglOcZ59YazlzgVoV/Qi07uuCbvFV9TUuKtywhSQlYJGE5UckZA5RgjhcoxmfdbWpVSCshW3tUq8raEk9e/aI3Zfhmt1LDTL9/zUwpooDXabFbSjwGY1JvhZps4hYltTJ5tkqLhCAjGQMHmDCVoda7dxaGUqp0K3qJN3LNSrdDZdQ0tISO3W5ncpWTz5mGpfh8pr1mT1lm71ty9SmWpkuNISlwlptKcZzz80Ew7VNCaRXaNb9Nq16TzrdtMLZS42pILwX0UtWc8s8vVHCVwz0lxyVQrU2rFmVS6pCQpCFrUtASSSDz5JH4YFIG1qOcOVvvVp5salTaZyVS2tWwhJTlOEkHOM4T3emOjZGkctadxMztmX8mdnGUGXmkP4Wss9oCsDvzkYzHOrXDe9NsyUhSrzCkB5Cpl5zyXOzQlYOwpPlKyrv5co7ml+mFFt2baua3r5fmS4hxrtFpR5aO1JUk57sg84E1G5nRSwrtuOqS1O1PmFz6Jxcw6yk+Uyonmk5PPB6GNxjhsoMm+JNeolRccW6maISQCdpIzu3cuaunqjrTeitoTk7Ui5caX5p+f91TTyHAhTSVjIayD0Oc8o0JPh4t6dkFtSeoNRfZWVgjeFEbVgkA9eRQPogQk1wr2+hxp6oX3U1sKU652cwsFC93UgFWMjxjWRw6WdTGW6vMX6p+VKWy2pzYWk9meW0ZxjlG6vSWi3lR7ZfpWo04WaD2iGHAU4eAXhQWCeeCkjwjo1jRq2bgpVJtgXXg29JrknFIQgBJcO9K8ZxuA6fPAhN2joVblt1eQrqbpeqBlFqcaQ6UpSSpG1J5HuHj3xxZvhaolWVN+7b+qS2JibVNqZLgKEuKPhnw5Q8zw4UWqNJfZ1NqLsw6+tRWCkFWORG3PcRG9OaW2hQ6aqw5zUeaZnahNCo+XjtloQDkJGenWBCj85w3y71bUXb2IkUtlKVNFKXO0VuKgoA4xhX4B4RvzfDzatKZNfq96TiGUzCH1rdWAwEgbQMZx1/DHMpOgdn3TLzjtB1XqC0PuIeC9oG0FPIcz1IgkULTWVpdiTdkVG7FVKRfbLLLjqkBTRUScg55nPT1QIQ7Xw/WvWpeamrT1Iedm2GlyyGlKSlpBKVZCiDn9vz+aM3NK7bo1gUq3L4v8SM1R55yeUuQdKuaue1QznAGMZjpO8NVM+0+5L2nJd1DJZdO4LLqj5yyM+dHkzwzUKZlFS0vfM4226ns3HCELUs9nsOST3juhrOXOBQP4m9OaVY7FuztKryqiifQseUAkhAyoEgE/vzzg56T6BaSXFpzbtbrFmSczOztPaefdUVZWsjmesAPiQ09oVgylFapNyTNSWHH5R5EwSS2pOFEDuHJQi32iCez0jtMHqKYyPwRhzXOaBtKrlO5wXKPDVogOZsKR+dSvbGA4btDj0sWQ+6V7YjnEdclYo05SmqXUpiWS4w4VBpZTuO4dcQEE3rdrvm3JUU/yZhQ/EY5xyXjyquFZP4tmh3yEkfule2F8WzQ75CSP3SvbFbfhdeHypqv1tftjJu6b1dWlpq5qspayEpSJpeST0HWAZMh7FPcVZH4tuh46WLI8/wCMr2x6jhw0QRnFiyJz++Ws/jMAqoSerVJkDUqnP12WYGPLXMrA59O+I+q77wQcKumq5/na/bD+Yk90birMDh00SHSxKePnV7YQ4ddEx+4aQ+lXtiswvK7j+6mq/W1+2F8Mbv8AlTVfra/bCOS8dynuKssrhv0PUcqsSRJ/lK9sefFt0O+Qkh90r2xWr4Y3f8qar9bX7YRvK7h+6mq/W1+2GMiT3StWXRw46Hoziwqcc/vio/nhfFy0R+Qkh90r2xWf4ZXd8qar9bX7YXwzu4/upqv1pfthHIf5KYc5WY+Ljoh8hJD6Ve2MkcOmiTZJTYtP59eavbFZfhld3ypqv1pfthfDO7vlTVvrS/bAcmSu6ADdqz3xeNFPkNT/APa9sYfFz0T+Q8j9KvbFZRel3Afroq31pftjz4Z3d8qKr9aX7YRyXjsVduvuFZtfDloe4kIcsGnqA/jLH4lR4nhv0LQcp0+pw9ZWfxmKzfDO7vlRVfrS/bC+Gd3fKiq/W1+2D5mX3RuAVm/i56HYx8AKaPUFe2Mfi46I/IaS+7X7YrN8M7u+VFV+tr9sL4Z3d8qKr9bX7YPmZfdG8K0KOH/RhtrsU2LTSn0pJP44wTw9aJoOU2DTAT/EPtisPwzu75UVX62v2wvhnd3yoqv1tftgOVLXJStvsrQjh/0XBz8A6X9wfbHv2AtGPkFSvvZ9sVd+GV3Y/XRVfra/bHvwwu/5UVX60v2whlSeCUWPZWePD1ooVbjYVMz/ACT7Yxc4d9EXBhVg0zHoSR+eKxi8Lu+VNV+tL9sL4Y3d8qar9bX7YRyn+SnuA8KzPxcNDj00/pv0K9sY/Fw0P+QFM+g+2K0/DC7e+6KofXNL9sL4Y3T8oah9YVA3JPkpOdas43w+aKtICE6f0nA8UZP44y+wBov3WBSR6kY/PFYfhjdPyhqH1hUL4Y3T8oah9YVEvmiPKVqzvxftGPkJTPoPtj0aAaMpGBYdL+4z+eKw/DG6flDUPrCvbHovG6T+6CofWFRIZTz2KCb7qz32AtGT1sKk/cf4xgeH3RZRybCpX3J9sVl+GF0/KGofWFe2PPhfdPyhqH1hXth/MP8AdKwrN/F70V+QNL+5PthfF70V+QNL+5Ptisnwvur5RVD6wr2wvhfdXyiqH1hXtiPrOKe8hWa+L3or8gaX9yfbC+L1or8gaX9yfbFZfhfdXyiqH1hXthfC+6vlFUPrCvbB6xRuVmxw+aKjpYNL+5PtjL7AOjQ6WJS/uT7YrF8L7q+UVQ+sK9sL4X3V8oqh9YV7YYncOyNys2rh90YUcmxaZ9B9sep4f9GUnIsSmfOCfzxWE3ldIOPhDUfrCvbCF5XUf3Q1H6wr2wfMuHlBdfdWfGgOjY/cJSvuT7Y9+wFo38g6V9wfbFYPhhdXyiqH39XtjL4XXZ8oKj9/VCGSXeUg4BWd+wHo38hKV9wfbHv2BNHB+4Ok/Oj/ABiuNEqGoFxTRkqNVqnMvBJUUJmFdPphytzGo1uvIl6xU6pLOOJ3JSqYVkjx6xIZLx5RuVihoLo58gqR97/xj37AujnyDpP3H+MVeVeF1J63DUfrCoXwwur5RVD6wr2xE5Lh3KYN9lZ9egOjawd1iUwZ70t/4xV/jA09s2wZu327UorMh7tQ8XC1y3bemY7dl3TcL90Utmarc6625NthSVPqIPleuH+O4FU5aZPMhqY/NFmPkOe8g9lGrPCsVpjIUyd0et+UqrTS5Nyjsl5LoykpLfPOY+evEFTrCpeoM9J6fTC3KelZ3Jx5CHO9KD3iCNqfxRTC9PKLpnZC3GEStNYl5+cHklaggBSE9+PTFbnXlvqK3VqUo9STkmPKa7mw5B9GMA15X7P+DHRGp6HAdVznlokAqO+K8OcPf2XgSO4RsSplQ+2ZxJLQUCoDkSO/nE7070L1E1OpU/WLXpHaS0gnKlOko7VX71HLyjEMqtGqFFn36ZU5ZyXmZdRQ42tOFJUO4iPMSMkjAcRwey+0w6rg58smHDMC9nDgD9Tb/ovpPw2XbppX7BlKbp4lmXEi2ETEocJfSvvUsdTk98FNZyo56x8mLHvi5NPq8xXraqb0nMMqBJQrAWM80qHQgx9CNDOIu2dX6YiWm3GqdX2QEPSilgB0/vm89c+HWPa6Pq8OQwQn6XD+a/InxO+GOfoGQ/VMUmWBxJJ7ubf+b3/VLV441R0rT3qqz4H3owYko5FOBAf1dbUdTtLJgea1WXs/eTBiQsKJUD1j0jSQCviJpxpNBjC9xPOHTkjEe4JOcx6U+mFZ8oAA7JkNr3HYY9S07zyYzacAWrAh1Lg6QrUkx2TvjHnYuRs9oPCF2g8ISLWI6xqz3SNodY1Z7pEwolAnhzB94rnOP3UVH+0gyI5JECHhyA94bm5funqP9pBgVyA9UbW9lFZDn3w40mGkdY2WolfKFFtTaNRq9Z83Sa9XXKRJzK20Km205UklQAA8MnAgQXHwuMTTK5mhajvOJmHG/dHut0KShtHQp2nzvwQZNS6RR61aT8lX60ilSIdadcmVkAJ2LCgMnxIgQ0bh5sqdDFTomosxPyC1K2thSHGV4BB5Z6+MTCFtNcO1szDUs/I6nTzyWlKVu7dBSolISonaeecRIG9E6UzYjtkqvh/sZqoIqDE0SnchSU7CEjOFZ/HEcf4fbGpEmw0/f7kqw8hMlyCSN6wUp6HkrmefiIkFT0l03rrFBth25XFPW7LqlVZdCXXk8jzOcnBwciGhcZ/hst8U2Zcf1Nn22nWihyYV2QAACQSVZ7tifojlsaGWbO1NmSZ1cqDs2lvDeEp5hvAKgemeY+mOhKcLtqplTIzF9T8wylp5PZ7k4UHOpVzJIGPVGxOcNVsT0zJVF7UWaaakVOK8gNjyV7SsAg5GdogVbhyud9ga1WqnJUh3UqoGZcaeU0hKgC4gDmcg+cMgk5yYwc4ZGJmozIfv+alJB2WQxJiWfKXHPJAUXOeDkjoOsPTPD1aKaU5Or1KnF0tttU0k9k2SlBA8rPXGEiPZThqtt9UrPS2ptRUmV7NbWxbYACTuTnBgSAXTe0vtOwrYq1s1i/VSxuNplhmYmDtW0Gyk4Rz7yI5FV4fraocv7+VHVWcbl2klrcsA83EqSM4JPRZx83hEsvzRul6oN0h6c1AcW5TUqSh1hDRLmTkncDyxj8ERh7hethDjbU9qbU3FPTHulhl51GF7cE4BV5WPGBWBdW1NI6PYNakrqqWoLr7Msr7WzMbceWDgjJ5ZJzy6xzlcOlHqj6KgNRqgliYQtLIZWgNqQVlWB4jJjuXLoZb9zXC7cT93uNPPhgNhKm9gDWMYTn0QxWNGqXcEjb9IkL7daXbKnJba0lI7RR8rmM8zhXqgTXMm+Gu33+02ajzbe4of8kN4BQgICuvojeszReStu5pS6ZfUp+dTTS6ytpRR2ai5kqCsHGeeYjLHDlYNPqL9AmNTajLTzjIW5LoUls7M8iefTIPfEv8AsJ2vM2fOWTK3qsomagiaU8ktqdDiUjyOvUgZgpVepzS4Uzw5U96dXNy+ps60HG3m22UFAQErUVqGAeYyYwqHDrQGpVU09qU/LICm1qW0EJO9KQkYAVz8YfkOGagy8zLOo1Jn1GXKwhGW9p3DChjPONtPDLaYl0CdvaZcASotOr2clEIG4c8HGwfhgVgcCsKNodLW/XZS7hqnNJVJLUhO8NoRlwnkRnGSTG1qHZtn1C9JG5qtqKuSqLCW2pMJQhW0eb8+VK559EbjGgVvptiqUN68HZpU9NNTvbubftRQrIwAcARwZbhntaWQpmc1AmnpcrLyt6kEjC0r85ROACkQJrTrHDciZo4Fv38p6dCmw2HVIbbWkADntPXEO1Thqp8jKuqf1OnZFAcTOKZCUAN7Nxwk5yeajHRRw60OTSxPSd/ThEu77qlEPOIDa3AMJKlDqnpHZvDSK2ruFPqlzXO01PykiqXmHGVpDbq1pKUuFJPcSdsCFx7Y0SpdBuqUvJnUGamAFKeLTi0hC94PUE8vOhincPlFpVWcqM3qPNOpNQNRMsp1ISFk5ORnw5Q5O8OtkVRgtpu+eC3FNbVpmE4RgDISkHHlYzGrV+H2yaRSppdZvWZl2AHVuTDuCsBawc9c8unoBgVbmhCHi+s+Xt+qSVXYqrk0mtvvzwQvH2skIThGP2uED8MWq0V/YltT+jWfxRWLiyokvRbas+nS9Y98WpGXclm3VKG9SRggnHriz2i37Etqf0az+KMGb2Czyd0LeKL9UKN/oHPyhALlusHTii/VCjf6Bz8oQEKWkLmWkK6KWAfpjjOFlUonabaLVS9WhVKg6qSp4OUqHnuDxA8PXBlpmj9g0RlDsxS2nHG1Jw++vJ3A8jjpEzoFOlKZRZWWkkJQ2GUYCenQdIBOu1YuBF5ydNLzyacSypCUZCSrcMk46wAFqkjfXaPR6vTjTqoy05KKUnyV42+iIDc/D7ZlTllKpbKpCZPNLjaiUk+kHuh/WiamJfSt6YZcUhwOMc0kg9fRA2tLiHnKDQJem1OQVPTDOQHVuHmO7PLnFqFBL1sKrWRUTJVFGW1c2ngPJcEcejU12rVaVpTS0IXNPIaCl9BuOMxPdRNXFagU5qnv0eVYDK+0S6kkrHoGe6Bylxxl1LrKyhSSFJUDgjEUv5KVqxjHDNbgZR7puCd7XaN+1KMZ9HKMlcMlrHn8IKj9yj2QKGtZtQ2GW2Ga+4lDaQlI2pPIekjMeL1q1GPI3A79wn2Q2uCfZFf4slr/AMP1H6EeyPPix2t/D9R+hHsgTjWjUUfugd+4T7IX2Z9RTzNwPfcp9kTBFqSLzfDNZ4SAus1JR7zlA/NGfxZrM/hip/dI9kB86z6i99wPfcp9kL7NGooGPhC79yn2RI0UwUYPizWZ/DFT+6R7IXxZbM/hip/dI9kB8az6ij90Dv3KfZCOs+opOTcLv3KfZCoJ2jB8WWzP4Yqf3SPZC+LLZn8MVP7pHsgPnWjUU8vhC79yn2QhrRqKOlwu/cp9kHCOEYPiy2Z/DFT+6R7IXxZbM/hip/dI9kB/7M+oo/dA79yn2QjrRqKTk3C79yn2QcI4Rg+LLZn8MVP7pHshfFlsw/8ATFT+6R7ID51o1FPL4Qu/cp9kIa0aijpcLv3KfZBwjhF88MlmY5Vip5/lI9kYfFjtL+Gan9KPZAiGtOo6eabhdBHTyE+yMvs7apjkLnd+9p9kIUEWEWvix2ln9Wan9KPZHnxY7S/hip/Sj2QJ/s7ap/Kd372n2Qvs7ap/Kd372n2QEAosIsfFjtL+GKn9KPZC+LHaX8MVP6UeyBP9nbVP5Tu/e0+yF9nbVP5Tu/e0+yFtaiwix8WO0v4Yqf0o9kL4sdpfwxU/pR7IE/2dtU/lO797T7IX2dtU/lO797T7INrUWEWPix2l/DNT+lHsj0cMdpD/AKaqf+x7IE32dtU/lO797T7IX2dtU/lQ797T7IYACLCLPxY7S/hqp/7HshfFjtL+Gqn/ALHsgTfZ21T+VD33tPshfZ21T+U7v3tPsiXCVhFn4sdpfw1U/wDY9kL4sdpfw1U/9j2QJvs7ap/Kd372n2Qvs7ap/Kd372n2QuE+EWfix2l/DVT/ANj2QviyWkOtbqf+x7IE32dtU/lO797T7Ibf1v1PmEBDlzvYBzyQkfmgRwi78WW0f4cqf0o9kL4sto/w5U/pR7IDX2YtSflPMfcj2Qvsxak/KeY+5HsgRwjJ8WO0Tz9/aj84R7Ii+pehVEs21XbhpdVmXVy6hvQ+E4UCccsd8QP7MWpPynmPuR7I0qxqLelySgptcr0xNSoO7slYCc+OB1hEAikj2XAlZaYnZhuVlGVuuuqCUISMkkxYOy+HuSlWGp66nvdDjiQfcyDhKPQT3mIHoRLyT9/MiZQFLSw4prJ/bcos3NqcZlX1NeehtRQnxVjkIg1pCh3XLoFoWPa8+pVFpsrLThRzSFZXjv684VwW3alxzaU1inSsxMBvCQs+Vsz3AQGdIZ6s1LVSeerfbia9zO70uE56jHI+iH9cLhqVtX/R6jTZpTK25PJGeShvPIjvi0FJdm8+HejT7Ts7akyuVfSkrTLKO5Cj4A9RFfKlT5ulTj0hPMLZfYWUOIWMFJEGqZ4mptnBlaDLb9oBK3FEE+OAIE95XZM3nXXa5OSrDDzyUhSWQQDjv598VSq2NZWR+u2kfzxr8qO7x2/5Xah/+W/+aOFZH67aR/PGvyo7vHb/AJZanpbf/GIuwRcqB9w/UKm08CZxwd+RBm4eeHiqat1dM3VGHZSgyywp+YwQXR+8R4n090begfDfW9Xrh9+Kg2uVtyUcSp985BeI/wCbR4+uPoPb9u0i1qXLUShyLcrJyjYbabQMYA/GY85g6W+fJdLIPpv+K/X/AF58VY9B0yLR9IeDOWNDnD/g+kdv+b+i9tq2qLaVFlbft2QblJGUQENtoHcO8nvPpgT6+8NdB1ak1VWkpbplwtAlMwhA2zH8Vwfn6wbQeXSPQTkR6afAhyI/TcOF+bdL6jz9HzxqWHIRLdk3d+9+9/lfI28rLuGxK4/QLkkFys0yopIUOSh4g94jnUyrT9EnWajTJhxiYl1hxtxCsKSodCI+pGrWi9n6tUdcpWqe2ifQk+5pxKcLbV6+8R86tWNIbo0kuF2k1+UPYKJMtNJH2t5PiD4+iPE5mkv01/qMcaX7H6F+I+ndcY3yeUA2evqYezvct9x7juEcLE4hntTLn09pt19kxUaRUyXJoqCUPJU2UgnPRWfmi7TKAEApUFDuI74+PKXVtrS82tSVIIKSDggxbHhz4vH6Q/L2bqZOLfkF7W5WfUMqZPTDh70+mOzpeuCSoZ+D7r5b8SPgz8t6mrdPtJHJdH7flv4/H8FdoQj0PqjCSnpSoybU/IPIfl3khbbiFApUD0IIjNXQx6Zfm98ZidtdwR3Hstdnz1Q8nzjDDXnmH0+cYFErKFChQJJpDylHGI155Zjc8j9qBmNSdbJGYmCooJcOHO37mP8A2nqP9pBhV5ogPcOWU0C5EnqbmqJ/8zEGAqyAI2gGkkkdY2mo1kcziNpsbesMIXDv2y5C/LYfoNQnnJNtS23kPoI+1rQoFJweR59xgbTvDhRZ2cE85qBMIfDBay2yygcwsKUEpIAJCz+CJzq1aFSvqwp+26VPNSUxNKaKZh1RCUAKBPT0QMk8L9FSygzGoVS7UIaytbg2pSkEEAAjkYmChaqOGe1Z6pzjEjqpNOqeSy6/LAIWgBCvJI8rkcg/hjrnhgoLwVJKvybW+4hSEqKEKcTnbjbzz+1EMDhptWab7ClahTXMdkgs9kpWAtSlA+J8s+qNi1OH23Je5ZK4ZDUacmpqQmk7BlIypvCS3jv83B5eMO0LsUHRS1bSp9Wp03fc065VZZFODz7yULa5k+Rz84k4xEWonDXOSzb0tUrwXJqln1hh1na4XWCrKStKsYMSCqcO9Icr85W2L5W1MmeE61LvFCkNOBYWM559c/THduvRmlXouRfuC5VJqMtJKYmXWHNnbEjyVFOeg5mC0iLXFoOhNApVMq8iq9JmcXV6UKWHSG0hlkJ25SkEgnaI4Mlws24xOibRqHU5kL8pbbuxSHAAf2u7A9Yh9jhYpbDLMu1qnU0tobKRsWkHBz0OfSYzb4VZRTku9J6mVDtmWlMpKUpOEndnACv4x+mC0UtKb4f7SkpuURL6gTUu7s7JlLW0JUFBac4CvBahn0Dwju1TQijT9AotM+FbzaqRLuSjU4ra4tW/HMEnkciIvNaM2BS5tu2ZzVlTE9INttDtdqXUBK1OJBJPTKj80dqp6L0SuWZTLTp+oU+GpCccmjONupK3FjqPUMQWgcLi1nhlmXKR2NOvkTUyHEJL00AyGGgolW0pJ8o5PWOxReHSi0idkZxq/ap2ki4JlO1aSVObAnco58oeSOojaTozTpeyKvba77nltTT7cyueW4kONhBzhRzjB55MR6Z4c6fNSMyGtS6q464wlprc8nYMYKQefTkIdhVv3XwpZf8AotTr9qqas9fTspMJlWZZWxKPKDe8gnmO9xR+iI1X+HShUinN12d1HnJdmSX27jriuzbcX2aUJKlA/wAUc/SfGNan8L7UzTWTVb9ekZ4SvYrMm6FNkgEFQJOeYxmJzOaSy1Q09a02mL1mXpQBtPaHYVrSju9IJ5w7Cq2OPhCK1tEKDUpliSrmpPZVEvF9gSTqlJcadGEdcZPIwSbo0Gt+56HRbXXfLzDdHlzLIXLlAcdyQSpWFdSY0W+HiTaYl6e7qHOZl2Uyw2IbS5sGdoBzyPlGI3bnDnIU+bWxVtRuxnW3nXJUyswlTq2SpJG8KHIgju5c4VhWNBHhZ1/honG5FT1B1Tm3plTTcuhubeCGVpR1ztPURuSvDFKvySBVtRplpb8qGHUNY2HKRvKSVc846w5McMlLmJFqVa1JqPZsF15s7kFQK8blZz/F/HEgrui1MuuUpMs9eU8FU2niRQtl1OXT+/VjvhWrBa5t66N2nP0a1LNf1LnGZuTaclZHCErVNJPleUM92ORhiU4a7bkG11Co6hzj/ZtNJUHVpKUBCgRhOfHHKOhafDxRrXuWQuhV8VCcmKcCltp5aSgApKcczy6xp/FmpBqsxVRqDUUqmHVrWg9ntBUckQWpJqY4caRRnxPN6hTrQlH0TjSXlJQA4gHZuOfN5/PHevLRan33NytUq18TbM8mme43AypHZuZ5lzYfGFeGh1LueuvV+bvmZaMzLtSzrIKFtZSnaDgnAPIcvERq3HpHQ70r6Z5u/XZctSKZQtS6koThCezKuXLORDsKDwSOFXviY0ykNPJGmvyNxv1VdSfdcc7VYOzGOmDyEW70UOdJLUP/ANNZ/FFReJnSlvTiWoTbV1TdUQ+l7yZgglGDuyMeJUYtxoi4HdI7TUOWaYyefqjDm8gUsrmuvlDDii/VCjf6Bz8oQCpVam1BSTzBzB24oBuqVGSOZ7Bz8YgGMy6+mDHH/wCJR2O9lZDSDWeQqEixbVyzbcvNy6Ahl5Zwl1I7ie4iCjP0eiXA2lU3Ky82gEKSopCxy6YMUpZkpveFtMulQ5gpQYktuXrdtEn5eWYq02012qApkrO0jIHMGHYTDHK0t52gxeduO2268plpxSVbkYyNvSAfcXDhXJNjtaJUmZsJ/wCbWNivp6GDffd0zFn2Yu5JZhp11oNnY7naQrl3euOFp5qfTtQcsIlzLTiEb1t9UkDqREhSNhVVqxQaxb02qSrEg7LOpOMLScH1HvjS3eVFvtVLNp9y2fPKeZT7qlGlPsOY5pKRkj54qFsB8rOBFEjT4U2trujDa/D1N3RQJKus3I2wmbaS5sLROM+mOoeFuf77sZ+8H2wWdK2DJafUNhSFJIlEEg9Rnn+eJWVg90NoIHZRc0FV8HC7PfKtn7wfbHvxXZ75Vs/eD7YsDuELIiwJUq+/FdnunwqZ+8H2wjwuT4/dUx94Ptiwe4R4pQI5RJNV8+K7P/Klj7wfbC+K7P8AypY+8H2xYMEAQtwg4T4Vfviuzfypa+8H2wviuzfypa+8H2xYHcIW4QI4Vfviuzfypa+8H2wviuzfypa+8H2xYHcIW4QI4Vfviuzfypa+8H2xkjhemAfLupA9UufbFgBk9ATEduq/LZtBrdWqihtwglDI5rX6ABAjjwhGeF5ZGPhYnn/1b/GGTwrTY5qu5AH81P8AehXNxH1KZWpq2pBEm2ejrw3r+joPwxAKnqxqDUllTt0zQST5re1AH0CAkKPKIqOFc9mFLuxRPeUy3L8cNr4XkdG7v8rvCpb/AHoErl83ipwrVc1R3E9e3V7Y26dqdf1NmBMy9zTiyP2rqt6foMKwlyiaOF1zIzdyMd/6FPth34rrHysX9X/xjTtviUqbJbYuSkNzCOQW8z5KvScdIMts3xbd3NhdGqCVrxktKG1Y+YwxSKQpHC7LfKpX1f8Axj34rkv8qVfV/wDGDruAPPliMgsHpAQFIIEfFcl/lSr6v/jCPC5Lnn8KVfV/8YPEKDhPhAf4rkv8qVfV/wDGF8VyX+VKvq/+MHiFBQRwgP8AFcl/lSr6v/jCPC5Lnn8KVfV/8YPHzQvmg4RwgP8AFcl/lSr6v/jC+K5L/KlX1f8Axg8fNC+aCgjhAf4rkv8AKlX1f/GF8VyX+VKvq/8AjB4+aF80FBHCAp4XpYEZupeO/wDQ/wDjAYueim3a/PUQvB0ybxa3gY3Y74vAU7jFO9WJV2U1BrSHEkFUyVjIxkEDBiLu3CiQuPa9wTdr12UrckrDssvIHcR3g/NFqLP1Lti9JcGXnEsTmAFy7pAVn0eIiozTbzxw00pZHckZjaZlKuz+i2JaZbDXMuJQobfn7oqbuCVK6LVDprU+awzKMpm9pSXUpAUQeozEO1B0oo9/zDc/NzszLzTLRZbKACkDOeY9cDfQO667PXguiz1Wmn5ZyVcX2biyobhjB59Inep2qj2nldkpBUoh+XmWe1UMeV1xyMWgopC+5eHW6aRLqnKVMs1FpPMpQClY+Y9YFsxKvSUwuWmW1NutkpUlQwQR3Rde1bhkLtoTFbppV2b2QUnkUqHUGAxxFWfJyzsnc0o2lpyYUWX9oxuV1B9cD2ghSHCFFkfrtpH88a/Kju8doBm7VB/90/8AmjkWOwTd1IH/AFxr8oR2eOoJXNWvlW3a2/8APzEW4TD6qVgclWP0ZDLGl1sty8sywlVMYWQ2gJBUUDJOO8xMFuAHpzirEndOomn+nVvT9R1at+mST8gwZSVdpxW6G9owDjmceMa1u653tdFWao9M1ntQTL6ghpL9IeaC1HoATyjcIdjrC1fMGQ/ULVr+1x3GEH/QqBMbY4lAARqFahyM8qcv2x58GOJX/ODav9XL9sMhWBx8It+6c9xiN6gWPa+o1BdoN0UxuaYWMpUR5bavFKuoMQj4McSv+cG1v6tX7YxmLS4jyjyNS7dSe/8A4LPtip+PHOKetOLqGTp8rZ8Zxa9psEGiCqW69aEVfR6toQFmapM9uVKTGMHA6pUPERBLHsevX7cUrbtBlVuzMysJ5dEpzzUfQItxqva+rc5dFmW7ely29VlVGcdRJn3ApLaF7OfaDvGPCOHJ2rN8N1TmHGtR7PpVQqhKgPcbswttP70D9qOffzjhSdN/+ZEkRG1fojSvj86HQnxZ0ZOY0U08bXfk+1dz7q0OklkMaZ2HT7TRPzE4ZVGVuPKJO49QM9B6IlhmEnuMAm11693hQWLko+q9ru06ZSpbb5pSgCkdTz6RBrg11u23agqnTes9tPKbVtcUxSHFpSfmj0Qi2t2jwvzpk58ufkPysj7nmz+pVrEuISc7esZB9I7jAJtKf1nvqQ987V1UtefY5biimKCk58Uk5Ed1dp8SiknbqBbjfpVS1e2IFtKANotCYSTjBhzcIELdqcR4RhzUe2t3iKWr2x4bT4lM/sn27/VSomwDygouJ6xhN/pY9Yh0dYwmf0v5xFY7pdggbw7A+81xn/tLUR/5sF2BFw8n/gS5Of7pql/awWx3R0GODm0opxvzhG2OkajfnRtjpEkKEaz0dFf09naUqqsU4vvsIEy8VAIysDu7z0gcy/DNSE+WvUyffbU2ltbbrwI5EEgc+Q9EF3UGg0y47NqNMrFVcpsmpKXHZpGMtJQoK3c+XdAdkuHWybgp6KvS9RZ6ZlZxDimXN4SlSiea+RGcEGBRcdotSKhaEUGhXVTLgkL0DbMhMLfbk2ylKF7z0ODz6+EZN6GWrS7zTc6b+cbfkJtU0JQlJ7JS1Fageeeee8dI4DPCxbzc3ITo1DnT7jLakJCU4JQQc53eiJDdeg1Cu+7DdCLzmJSbmHW3i3LlO1xaEJQkkZ8rkn6SfGBRa8FRuW0Q02vOsVSfo2q9QemXpsTzpSsJKAsEJT5XIpwT+CO3qRopbc9Nu3lVNSJynobbblXFN4Vz2dmASD1OTyjSc4aLfLaAb8m0LYUlBIS2nkkcknB/HHZa0FtxNo1K0Zy75yZFSqbVRcW4tOWylW4JSM5A+eBTsKFv8M7Dc/R5un3w9PSfZrZm0zMxtKE9mpKSgA8yFLBwT1SIkVt6Bqtq5pG45LVCbK5TelTSggoO7uxuxDMtwyWu2263M3lNTjWX+zU5tKkKWQc53dU45euGKdwwW226hNP1IqTiluBfZl1J3EeAzzgUXP2rsXtotb93V2oVmavZmWeqyUNOt/azuKAMAZPXkDHEXw3y6p5ufVqY+goS+hDSdqWwHAQvAB/jfNGqrQ6wJZ+Tbcv91x6pzjkvK9qwAe27NSCE8+Rxnn6I2alw9UN6dYp81qfPdu0lTiWwEgpG7JJ546wJhwK3aFw80m0KHcdLnL/mJmUrtOVLTCXiAEDJV2gBUTnmfmjho4Z6E2gsp1HnNlUmkFlBHfsOAk7uQwTjpjlE0uTRWmXRUGKj8PZmWWxJJkzsKFFYCSnJBVjJzEdlNG2qRWpqZoOorjtdpakv9nNjKEKLe1AKc4wRz5dcQKVrSXwxvCt+5ZzUBYpDEr2aB7oCXyo5zu8rATz/AARu0DRyVpNQfqFtamOP1GiOKb2vJT2LKnMElZB8rlzHdHXrOl1m6puOXOq6FtPTkkmSdWw5tCnk8t4SSMHORiND7DVqUa0qjZr2oKke+jkruKVJ7VBbylIASckHODmBV+pzSwujSW2rvuao3T9kB2UfYWnt+yIT2biEAnHMZ8eQiOUXQOwKq7OSlJ1ImJubbQpp15bI3trWUrAClHry7u4mO9NcOtOmpmUnzf8AOFLI2KKtu1XkBPMZwThI6wxL8Nlozq0vSWoUx2rL6lOFpQSFObQkgjPcAIFMELbo2jdqWCxMVis6jOKZflFUpJK0pCe0Pk4AJyvKvww5bXD5RrcuOl1eU1AnXV01xKy244lRdwSQFDPLrGtK8MdtyrcmwvUGaUzJvomGm1LQoFadvPKieeEAZjdunh8p1cuCoXoxfU3Kp3e6XQwfIaCRzPkn0Ew6VfqpVzhyt2rTkxPyl6TEiZie92JLboIQQclsDd0JOfRGhMcM0tOuqJ1UnwVvJcKG1JAJGTjG70xD5HRilVepU+UtHVOWq0ky6qZnUzMwSUoKsnanODkiJrI8OFEk5tMyzqFNoDMyiaAb2pAWkYHRXIEd0JNr7XHn9FbQpUxOyNS1XmJZcq8hb7aknCFJO4biSf30dRzhzoMyyUNX2+zLurLyfcxSnducK87irmMn6OUd26dFqdcVbqlWnL6clxVE4XLpQjbtKEoJyTnomI98WiiObEq1LnyOyDah2gIHlbgAN3KBSLqFoV8Ylpy9KqNKr0rWXJszbPuUtKKSGg2hO08j35iz2hyVK0jtRXLnTWvxRUXiJ03t6zRLz1BuWaqKH33WVsuuFQaUkDIyevUD1ACLeaE/sO2h/RbX4ox5n2hVbtxQz4muVXo2e5hz8YgT2zVmqLXJOpPMpdaYdCloUkKCk94wYLfE/wDqhRf9G5+MQDURx3d1JXWoi6DWKexUqTKSqmXUBQ2oT5J8DjoYGep2j0xV6sm5beQkOuPIVMM9AcEcx9ECOztSLhsaZV7gc3y7hClsLJKVeyC9Q+JWkTzzcpU7efZW4UoSphYUConHQ4wIdgoU01ZolQrmnjtKpssp6ZV2AS2k9SCM9YjGjOltRs+YcrtaKEzD7PZoaSrJbB657swRrrueUtW23LgmmFuNNBKticbjnpAWuXiQn5mXLNt0pmVXj9NeO4j1DpBwhEDWC8ZS1rSm2y6PdU8hUuykEZyocz6sRV21qDM3BWJSky6CtUw6lBwOic8yYyr1yV+7KgJiqzDky+4rCEDmM+gCD/ofpa5Q5ZNy1tjE3MIBZQeraT6PGF3QitTpFunSEtIMJw3LtJbSB4AYjYjJQx6o85emJ2qS0ryFHu0wtpgtRpeQo92mFtMFopeQo92mFtMFopeQo92mFtMFopeR7ywVKUEhIySe4QsHwgJa4atKpbS7WtuaBmVZRNOp/aD96D4wWhbWp2uMpRlvUO3HiuaTlLj6FcknwBHWK8VuqzNZnl1CdmHHXnDkqWsqP4Y02mXpp7aNy1uK9ZJMHXSvQguJl7iu6WC2lp3NSpPp5FXsiNkopCu3LMuS51hNMp7i2/8A3qhhP0wSKZw1XBNMoen65KyoVzwlsrP09IsJJU6Sp7KZaRlW2WkDCUoSAAI3Eg4CR08IdBCBZ4X5Iy+1V1L7UjzgwMfjjiVnhnrclLFyj1yWnFj/AJtwbCfUekWLcKQrClAEdxMNKCT0IgoIpUyuSwrptNZTWqW40n/3ifKQfnHKORTKvU6POom5CbdaWg5ylZEXdmpCXnWVS82wh5tYwpKwCDAO1N0HbaYdrdnNqGwFb0oTnPpR7IRCKXS0x1zlqu43QLqdQ3NkgNzZ5Jcz0CvAwZWlJV5SVBQPQjvihM029LzBSpKm3EHBB5EERYbQLVl2plFmXE7uebTmUmFHmoD9qrPf4QB3uikdoUZ7B4xjgxK0LyFHuDCwYLQvIUe4MLBgtC8hR7gwsGC0LyFHuDCwYLQlFeOJC1phqrSt0MN5YfaDLpA81Y6E+vP4IsPtMcS8rXlbtoExRpwZS6MgjqkjoRAeUUq56GXXSaHcK6XWEp7Ko4Q2tSQQlY588xZt+nUyfpr0g5LNKlZtsoWEpACkkeiKWXjbNVs6rOSE40tvYs9m4OW9PcQYldna9XXbDSJOaSmoSiAAlt0+UkehURBRSK9jaQTtj6iLq8otL9LUw4ltZVhTecYSR3xr61ad169blpT1KlUlhqWU268pQAQd2Ry6mOzp1rTTb+rHvK1SZiUf7JToUpQUkgYz+ONvUbVmQ0+qMtITFKcm3phouoIUAAAcYh8Uil39P7Vas61ZajJUCpvK3F/vlnqYDPENe8hUpuXtiQmEPJk1lx9SCCO06Yz6I4d58QF4XD2ktSw1TZVadhQ155HpV7IFs0XHMvuKUVLJJJOcmEXeyKKk1iLSq7aSQf8A2tr8oRv8diSJy11f/KeP4RHHsD9dtI/nbX5Qjvcdv6fa/wDonvxiNeF95/RQd2XY+Lg5qfQLQvKq3ouUkpShyaVSZl0qSEJQCvyieWRAV1dlLbrusstQtKKOwyiX7KUQuSRhLrwOC5y/HEh1d1yuqkWhbumVFR7kkxRJNyYmG1EOOhbfm+gRxLI1HtLSaQptes6UarlzTBUZ9U6yQmWSRyS3z65746JVkbgOF9AaFLTEnRZCVm1FT7Us2h0k5yoJAJ+mN2OVaVWmK/alIrs22ht+fk2phxCPNSpSQSB6I6sZ3d1tA4SjFzpGafOENu+bCTpA3XeXnJnULTdqQB7dc9MpaI7llo4/DiK0a26L16waPTLivKvrnq1V5p1L6D5XZ45gbs84thqtgaj6bE91Udx97MArjL1Bt2uVSSs6QecVUaFPLVNhSCEDe2MAHvMaozQBWZ3dGDQGgOXFw10+3mp5ySXPyszL+6Gxlbe5xQJHpxAr1A0y0u4frTqkjdM47XKjX5Zbcgt+USeycHQgjpzIiZ8PGpYRofOUu05EVCu20w7Muyq8pSoLcUUgEdeUQKs8Slh6kW3WqFqxZjMrVGmlopuxtTqku4PecFBziCuSfdJdbgcte45ScqtzTDyU0qalksNth3JUsKBztHTAz9MXDc/SopZwNy9d+FdYfbeeFIRJYW2vOwuFY2kd2QMxdJ39KjO5am9gtaFChRDcU0lLRjyesa0ys7B6xDvZ7eeYYmfMHrgb3UUE+Hkf8C3H/rNUf7SC2BAk4ev1FuP/AFmqH5YguJGeUbIuEk4gcwY2h0jWQk5jZHSLULiXtbzF2WtPW7N1FySYnUBt15BAIRnmOfjApb4Y6KmXlpRGqFQQxKBxDDKigJQFkkgDPpgqX3Y7GoVqTdrzNSmJBE2UEvsY3pAOeWYGUxwn0h91Tqb2rTS0uJcbWFAnkAAD49IEiLFLjU7h2terMIm6ZqrU1IbU823zCU7s7VnaT4iOravD7I0ir0qqyeo0w+aK6nss4GShRJCufPrCHCVTAHSb+rBU60przQAnKtxIwfEmNuZ4X5d4lz4d1NGzti020gIA3+Jzz5iHap20U3O8OFKnLnm68vUWaV7rmvdTkqtSVN7s9Nu7EZaiaG27VqtM39Ur+maUy32alLbx2TYbxtPXHcI41D4Xa3OU9LVwXpMSk2w44lLkoSrtGirKSrP7bHKJ5StFEUrTqoadO3ZPTcpOoLYU62nKQVAq59T0xCUwh3Q9D7KnJTfJavz01Ky0yueV2a0qHaFIznyuYwAcR0tOtH7KauCn3JaepU5PIoroPYPYCVdpzCTk559Ydk+FSm03sRTL0qMsmXecdQkIB87bhPqG3l64ze4X2HnGnRfE+0pl5p9JbZSnK20BCScdcAdIE3NsLaldA6Yxesndzl4zT66bNqm2ZUqSW0klRIxn+MY17g0AtqsJm5ucvqalg44488WsFRHadp13d2Mch0jpWNw9ytlXOi4vhjUZ5RQ424y8gbFIUOY6xy6nwvUV6ZQ/I3dVZbs3nHQEq5Hd0GPADpAohpC5EnoRa0z2MzTNR59MrVkB9joCtCVA5ST05xLLz0ToFyVI1Wcv2ZkCtqXaKGlJTuLadqVdepjUuDQeYr8tQqKbjel6fQpAyyHAMuuL3pVkjpjCYaXw1U5/C5y76i+8hDbbSylIDQQcjA7z3QKYXHRwr0CXZw1qHU0oD4cKtwA6knv65Mb7fDnQmWWvct3PCZaJW5MqQlS1YXuBJz3dI3HeHKRVaT9r/DeslT04mbMwVDcNoxtx4RuUfQeWorFWZbvGqOoqskqTKFhJDWTnenvz1h2oOZZ4WoNEKK7Y4tFV3zLqvdpmjOF3y0qJ5oGDyBEcmZ4Z7Ymn3S5d03Lg9scNO4O5QwknyuqY0m+FRUtLLlZbUmqpQt5Mxgtjz0jAPX0xpUvhjrL07Uffy9Hih51Kpd5rcXABkndnxJ6QkwKXcpvDVRZBBbVeEw72SW8qV5yEpOSc7uWYkVh2NI2Kmo2zT7/XNipIddUw8EkgLSU5zk9PCNey9DDas/Vn5y76hV2azJGSfbfG0IGMAp9I8Y5/xZ6QpgNG459KwwGu3CvtpIc3Ek9+RlPqh2oFq5yOGS2m5eYalr8mJYvhCSpCkcsAhXfyzn8EOM8MdFEx2g1FqLynMKdQnaQtIOeYz05RtN8MdJRPOTAuufLK3u1DS0hYGElIHXpz/AI6dA4epC3592dlryqi+2k1Sa0qHVJTjI58j3wWkG8rk3Noeq4ryarHwmaapSZISvZ9oe0wlsoykZ2jrn1iGEcNFtumaKL6qKe3DYAQoK2FBBBB3dev0w8OF+UQJZCb8q+2VbU2nCQN4P77nDD/AAssPspZF/VpkI7Tb2KgnzsdfohKyrFILcUumMhYjNMqFMrcxNInn3AlhXmtoAT05/h74troigN6R2mhPRNMaA+iKi8SWkp03kaEoXNO1JL7a2giY/abPD6Yt5or+xPav9Gt/ijHmdgoAUUMeJ//AC6i/wCjd/GIDFBYbm6xJyjwJbefQhQz3FQBgz8T/wDl1F/0bv4xAbts4uCnfztr8oRyHfcmipr3ZFv2o1SU0STDPapVv55Jx0gb0q2LnnGE1ekUaZmGml5S4hsqAUk5gw8T7m0URPihz8YiTcPLKHrBbWsZPup38YhVymhBcN/6t3PTXKBU6bMKlVbQppEiUnKenPGY0Lf0qvuvrQlNDelUL6uvp2pT6x1i3yGGWllSUnMZLQ2s5KOfjBSVhDHTvROi2w41Vqqr3ZUEJ6kYbSr0CCcDgYSAAOgEegADABjwjESFKtx9kiSRCxmEOUalWrFOokk5UKnNtS7DYJUtxWBAeEBy3Bnvj2AhcnErTZCYKLcpwnMZTvfylB9IxziIJ4mL57beqQpnZ5ztDaunhnMKwkrPQoBlvcTkg8tDNy0cy24gF9hW5CfSQeePVmDRS6tT6zJtz1Nm2phlwBSVIVkYgQtuFChQIShQoXWBCiepd5M2ZbT892iRMuJKJdJ71RTupz7tSnHZt4krdWVKJOSSTBD17u92vXaumMuH3PTiWgB03d5jh6V2cu8brYk3EZlmPtr5PTaO754R5QibobpSy5KtXfXWkqDuFSrJHgfPMHnkAEgYAGBGMvLMyku3Ky7YQ22kJSlIwABGYBhoSzjnAZ1f1imaJNuW1bE2EzCEfoiYSAezUR5o9MT7UW9KfZFuTFQmnf0Q4lSJZsdVLxy+YRTmcqLs5NPTcwtS3H3FOLUTkkk5MJztqFuzd3XNMvqema3OuLV1Up5WTDsheNzyzyXGa/UEEEHAmV4P4Y4K1blExkFFIBEVtdZQrZaP6jfDamuSlSUBUJU4OP8AnEdx9cEbYkjBin2kN1rtu96e+c9lMOBhwehXKLh9esWhCAOvOlTJZcu6hSZDgIMy22ORHerEAenTj1Nm25uXWpDjagoEHBEXxmWGpllbDyAtDiSlSSORBinOqtmOWXdL8mlGJWYJelzjlsJ6fNCKFZzS692b3tdmfyEzLH2l9Gee4d/zxL4qpoJdrlDutqkuuYlakrs1ZPIK7jFq+kMIShQoUCEoUKNKr1mnUKTXP1SbalmEAlS3FYECFuwoCFzcScnJuqat2lJfTjCXpkkA+kAd0RT4xl67u0S1TyD0RsOPx5gtCs1CgJW5xIycw81K3FTAxvGFPsElKT6jzgv0ms06tSaJ6mzTb7Sx1Sc49BgQt6FChQIXDuSyLZu+WMrXpBDg6pcA8tB8QYAF58ON0U6ZVNWuW6lKKVyRkIcR83Q+uLNwoEKnlEpOp9g1hc5S6JOy02hJaKzKlxO09cciDD1ekdVtRKpLv1ijzky+y2UNrEqWkpTnPM4Ai3uB4Q2+FdisI6lJ/FBSFRiQlS5WGpB8EETCWnB/3sGC1xA2db9uU2hzVHprUq6+lTbvZjAXtSCCR484GbeDeR2dVVDPP/SwZuJ7PvXb+f37v5KYXhCDdgfrtpH87a/KEd3juOH7W9Lb34xHDsEYu6k/ztv8oR2+PE7Zi0wf2zb+PmI9sbML/EUD3Rz01sazrg05teo1u2qdOzJpMskuvsJWogIGBkiJI1pfpuy52iLKo+70yiPZGvo6P+S21v6Kl/yBEqU2VLPlERue6itMTA4Wn5duWlZduVlWUMstJCG20JwlKR0AHcIc3phhLBx5xjIMYPnGKirwKToUAeRhh1ZxDgZAOdxht5JSOcJNCjVZR+yLpnn+Fnf7MwQJ2xbLqk47PVS2KbNTDqsrdelkqWo9OZIgc6tTCW9SdMGiOaqw4kestwY1tE8weZ5w9xHCRaCufR7Xti3y6qh0SSkC+kJc9zspRvA6ZwOccqqab6c1aZVOVOzKRMvrOVOLlk7lH0nviQllQ7zCLGe+DcfdLaPZadGo9Ct6WEnRKZLyTA6NsoCR+COkZkLG2NYNAkjPSPewHjCJUgn96I83p/fCGuwHiYXYekxBPhOq80xqzPmD1xtK80xqzPmD1xJvdQKCfD1+otx/6zVD8sQXW+o9cCLh6/UW4/8AWaofliC631HrjZGknk9YfHSGE9YfHSLUJiq3BRrYpjtYr1QakpNgZcedOEpHpMNUS+bOuN+ZlaJctPnHpMIMwhp4Et7uaQfSY5l+2fJX3ak5bFQnVSkvObQt1IBIAOe/lAdTwjW3JSSpWmagVOXDrjbzikbUlakZ2klJH778AgUXHaLVh3qpTZdpx96eYS20Cpai4PJA/wD7QpCq02py6JuSnmXWlo7RKgseb4+qASzwu0VmaVMTN+zr8q6+h8oeSkpVtKjt5nmCVnPzR3JLRGybcbrNSnr3c21Kme9iytbbTbDZKQlSQk9chPOH2UA/d3RPfu615Spe9ExXJRubLYdCC4BuBOBg9Mk90ZIrtFmJh6XRVZbtJcJU4O0Hkg5xz+YwDaTw9WauaZl5DUlc660kut+She0docnPTkrMOVTh+tGj1SlUWbv9+Xm5pBcZQ6EkPlAIKyDyz5UJSRrk65RahLJm5KqSzrSgSFBwdAcZ9WY2lzMs2hLjky0lC/NUVgA+owAHeF2zJmZqModRKiuZVKttv7FpHZtFW5JGDgDIiR17San3DaFPte572TLsU15SZVxlSN/ZlOxtBJPM4OfXAphEv4R0JcvMzYqkuG5RS0vErHklPnevEZTVYpUrLGbmqgwyylAcUpawMJPQ46wEqxw/Wa02lyraiT+UFbLe7s0hKnOoOPniRXVodal8TrNYnbqdQ47ThKFTSgUOJAIS715kAnB9MCi40LRKlaxSZz/JKnKO4JHkPJPMdR17ozeqdNl1MofqEshUwSGgp1I3kDJxz5wD3eGOiCYTMs6izcshhbriewQhsZcJKiog8zzMbs5ovZE/aFGtxV8zCxJzD7MtPJWCta1p8tG4nkR7YFFrwUZFTskMH3Yxg8we0T7YbXPSWM+7GOX/AM1PtgDDhepJUy6jUOfT2KEoRtV5ICTkftsdTDNF4V2nZN9y4L+mkTjzy1JMu4VISg7hjBPMkK+aHSXqi0fhNyhC1e62dqPOO8YT6/COexdFuTDs21L1eWWZFwtTBC/MUAFEfQcwMJzRuzbVtes25cGoE42LldbeLzowVKaydiQO4jOefOIjTNCbDuRn3dQtR5t1KHFdptISjJSkHkSO4JhKywUe6VeFr1p59mlVuVmFSxSlzarABUncBk8icEHA8Y26lcVDpEqmeqVUl2GFOJaCyrPlqOAOXpMBJHC7apQw6L0mkLZcDgUl1ICilCUDIzzwEjnGx8WSgodYfZv+bSZRaXkoLiFI3pIIJBPiBmBIozvXDQJepN0iYqrLU06yZhttZxubBwVZPLqY2TPyAODPS49bqR+eBZemjcpe8jKPXXfBlZqVkTLvOyvZpStO8LzzPLoOnhEcqHD9ZtLtuamJ2/p9cq402+JpexS0oSAPJJ542iBR7I8CbkjuIm2DtGVfbByH0w0qq0pL7EsZ9jtJlRQ0lKwrcoDOOXogMW7pFZL0hX5SmXzMT0xWpJMo4o7QZdKMJCgnx5DnGVhaI0K2au1PS19zEwafNh1TSghICwhSeuf3qj+CBSJoWoJxwzLLsrbbTTiVlJmM7TnB5cjB/wBFf2J7V/o1v8UVL4nNNpTT6Wkpin3LM1Rmqzsw+oPr3FCjg4zk+MW00V56T2qf/prf4ox5nYKoO3IY8T/+XUX/AEbv4xAbtkZuGmgn/wBra/KEGTif/wAuov8Ao3fxiA3bR/4wU7+dtflCOO7umjVxSDHvArB/51OfoiWcOn7Hzf8AOnfxiIzxRf5HQz/Gc/EIk3Dn+x83/OnfzQeU0Ue8+uFC7z64UNVFKFgGFCgSTbzzMqyuYfUEttpKlEnoBFStW9Spq9qw9Lh5Qpsu4QwylXkqA5bj4wcdfa4/RdP3/czhQ7NupYyDjyTnMVKaQ4+6ltAKlrIAHiTCJQujRqHVLgmPctKkXpl3uShOceyJw1oHqO6yHhR2k5TnaqYSFerEHzSmxZOzbZlEqlUpnplpLkwsjJ3EZxmJwOUFIVGaxbtVoU0qSqsi7LupOClaSIlOlmoU/Y9aQC4XJCZIQ+0T0GfOHgYsXqfY0ld9uTKRLpE6yhS2HAkbt2OmfAxT5xE5LvraW2AttZSfWDAeEK9krONTjDcywsKbdSFpI7wRkQ/A50Orj9bsWW90kFyUcUwTnJwMEfgMEaGhKOVdNVRRLdqNUWsI9zSy3AonAzjl+GOrA34gKiuR04m2W+s462wfUTn80CFVOenHqhOvz0ysqcmHC4onxJzFmeHi1m6Taqq68ykzNSXvSvHMIHICKxMILrzbQTkrUEgekmLw2pIN0y3KbINoSnsZZtJCRgZ2jP4YQQuvDb7yJdhx9w4S2krUfQIchuYZRMMOS7nmuJKD6iMQ0KoGqF5v3lcUzNKcWZdhSmmEk8kpHoiCkRNNRbJnbNrc0wttZlXXVKZcPeknOIhmRECLTpLbHseZxC3eMQ4CiQU5KPuSsy1MNKKVtrCgR3EGLy2zVm67b9PqzWcTLCVHJyd2MH8MUV59RFo+HG4HKlZ7tJeUCqnvHbz57Vc4taU0WSMwI+I62PfS02q2ygF+mugqOOZbVyI+nBguxy7qpzdXtupU10ZS/LLT8+Mj8IhoVIabNvyM4zNS6ilxtaVpI6gg5i79sVYV23qdV9wUZqXQ4SO845/hijZSW3ik9Ukj6Itbw+1Q1DTyXYWvK5N5xk/TkfjhBBRKhQoUNAWEw+zKy7s1MOpbbZSVqUo4AAioGqupNTvSsuMpdU3T5ZZSy0lXIjPnH0wd9f6+9RbCdbl1lLk68mXyP3pBJ/FFT2m3ZuYQygFbjqglI8STCKFvUih1u5pxEjSZJ6adPQISTgePoETprQHUdTYcTTmlKIzs7ZOR+GDzpZY0nZtsy7PYN+7H0hx93HlFRHTPgPCJoABzEFIVHqxRqrb84uRrEm7KPtnG1Yxn0jxiVaX6mVCzKw00t0rkHnAl9s8xt8R6YsPqbY1NvG2pxh2WQZxtsrl3do3JWPT4RTtba5Z5TSuSm1FJ9YMB4Qr6ys0zOyzU5LqCmnkBaCO8GHYG+gNbdrOn0u2+sqckXVS+ScnaOY/BBIhoShQoUCEoxc8xX8k/ijKMXFJQ2tSjgBJ/FAhUiY/Xqj+kf/yQaeKD9Tbf/lu/kpgLS/69Uf0j/wDkg0cUX6mW/wDy3fyUwvCEHLCUBdtJyf8A2tr8oR2uPTnM2fj/AN3NfjTEfsgE3dSMf/FtflCO/wAdn6dav+ie/HGnAfc1KLh5VkdHf2LbW/oqX/IES4fph+aIjo7+xba39FS/5AiYp/TD80bX/cVsx+QU6lPpj3Aj2FFdq/avMCGpoeSIehmZ83pAEUgtrAP+VDSv+m1f2cHDvHqgH6wfsoaV/wBNr/s4OHeD6IPKCFgrzjHkenrHkSUE2PPVGaesYDz1RmnrCKF7ChQoiheK80xqzPmD1xm2txRIUDiMZlJKQPTEh3USglw9fqLcf+s1Q/LEF1vqPXAj4eQfeS4TkeVctRI++Y/NBdSkjmRGyNJOp6w+Oka6VDMP5EW0hRnU6l0es2XM06u1s0qUedZSqZSnJB3jan5zgfPA1Twx0DsiqZ1KqykKaEvsK0hIQkghI58uggp3zbUveFtP0OZqJkUOLbc7YAEpKFBQ68uoEBxfDhbFuSrtVqup08uUYeXOPh4JU2kKThXIHlyAPzQ0iLFKRVXQWkV63aLQX70ebboxdRLOIWAVBagdp588YERae0DsGSrrdDuTVWbRUnZVmVbl3kpIU0gpKBtPI+aOsd6gcOVuyZpVQl9Q6g41KPpqEsk7RvJSnaefdhKTEiv3SC2r3rrNXrt4Oy7ipduTU2hbaC8tBKkqCuqTnngQKrYQVGVcM9BfKWG9Q3GGErTtSyUpJCXFLAOD4qMdK7uHm3ruuP3+dv2YacUx7nS0FIUlOEhPk5PLoI4THC3byS06nUerFxK1qTtUnyjuyMc+6OrbfD1QbbrFOqyb2n5n3G8pZaecSUrJOcdeUFKYBW1SdAaBIUauUGav5yYFalUSzi96ULRsUpSSMHxUeXfHGkNA7SodYbM1qG7MzMs1LFppWzyEsq8knJ55PIxu1zhzs+rrnZuSuyclHJ2dEzubdSrs8ftEknpk5jQTw3W0zJvJXfk4qYmi6VzCuzKiFuBff3AgAQqU1s1rh7od1Vuq103tNtvVF5MwQkNltsBCk4Howo841tQNJbblRbhqeoztP9xSPvZLbEpKZgBCtxI/k5jfoei9KoNMq8g7f80+irSYki4paEdm2AOaRnGcDmYiyNAbBlHKZTprV2becdlXUSKV7HAWNqkqUCeWPLPOCkiLFLBHDXRVS7bn2TamJaaW3gJUkJcJOUjl64klxaHUqVsBVBkbs2Jk5iZn2XH1BKUrdSUlKinngEk56xHGuHmkUaZnqzcd+KZS7NNLli0rcgBJyhSkk4yT4coepOhFjTlNS/StUZl9tDG10uobWBv8sKSD5pxD5VQYQVlSuGCjOUhpic1Bmm3eyUFFpwbUrUMEjPPGRnEOzHDJS9zb07qRMuKZSpScEDKSpSySM8+ajHPnOHKYqNNL9lajuvuTK0rX2rhQgoPU4TnPI8ukSKsaTW3fkxIT9Ov5aXaYwim4lyObjQ2q64yckw1Ax8rpXJJ2feljCl1W+cpp06zLifl8B1pzkEp+cHB9ccWc0XsmXrbCHrumWFzqnZlplASA6nYEcsdycAxoK4YqI5PPzJv6eS5MJS2+hGwBYTt5KTnn5giSXFobSLkolApAvWaYTQW1tS8wgoDi9xzzx4QqVoBCjdP4Z7VqlKZMnqvMKliXFoKkDdzV5XMnPUQxcOgtn0dKJasatzSEzyShJQ2kEhIBPPPgmOkjhokO0C06kTq1Ka9zpzsPk5yQOfXMc2ncO1rVSYeUzqVUph2QddknEKSj7WvadwwfQqFSlS7d0aVWRda6dNL1BWy2iXapQDRSsOqSggAnuVhR+mN+5ND6Rc8vSW3r0mJYUqnpp6UjbtW3gjmnOM4PWMG9BaIbVmrXXeDim35/3eHglAWg4xgYP4Y4b/C1byZWYqE9qRVDLy490POKKSEhI59/TEFIpdejaP27b9aqUl8O1OT9UpbrC2XG0ApaWsnek9xBJjm1Hh7tWWS3MP6hPyUjLLS862kJSFqCAkkqznnjPTqY1qLw62vX2265Lam1CclZtLZK1hILrQUCBk8wDiNqe4cbMpyHkTeoFQ+3rWGe1cQotrcwE8ieeD0h0UHtygjxD6eyVoUulzMhdz1ZYfmHsZIKEnakHBHoSIuBor+xPav9Gt/iiqvE7Z0hYVuUKkyNxGosuzMw9tKUZClYycpi1GibiFaSWovOAaY0fpEY8wGgqRQKGfE//l1F/wBG7+MQG7a/XDTv521+UIMXE6sKn6MB3NOH8IgO2wCu4qalPUzbQH3QjjvBJTJCOHFEAZOiehTn4hEm4dP2PWz/ANad/GIjHE+sKlKMkdUrcB+gRKOHQf8AJ63/ADp38Yg7FMIod59cKF3mEc90CrPdKFHnleELyvCHSSE3Eswpyw2Xk5w1OJJ+cERWGnPJlp6WfWMpbdQo+oERdq+Lbbuy156iOgEvtnZ6FDpFLqtSpmmVB6nzbKmnWFlCknqMQiE6V5qfOytSpklOyTgWw8ylaCPAgRsxWfS7W4WpT26HcaHXpJo4acbGVtjwx3iC+3rXpw5Lh8XC0Mp3bSlW71Yx1gtFKZz81LSUi/NTTgQy02paz4ADnFHqm6h6ozTrWdi3lqT6iTBW1T1xVcEmqj26CxJO5Drh89xPhjuECOnNP1OfZkZVBW8+sIQkdSTCJvhFKyHDlLOt2dMTCgdrs6rGfQkQXREcsO3Ra1q0+hgELYby4T1KzzJiR84lSKSgNcTcwtu2KYwD5Ls4SR44QcQZOfhAZ4nGVOW5SXe5E4pJ+dB9kIjhFKvtCZS9XKc1jkuaaT9KxF5WGgy2hAHQRR63yGq9TnV+aibaUfUFiLyA7kpWOikgj6IGi+yKXsIjMeZPhHilbQSeg5wyCEUodqdZbF4W3MSgbHultJcYV37gOQinDrLrDi2Xk7XG1FK0+BBwYthemuFuWtPOUltpc692ZytkhSG1Y5A8+sVVn5gzk5MTaiMvOKcOB4nMQJCkPytaFHgj2Kj3UStunUyfqzvuWmyjkw8eiEDJi0OhOn9RsqkzczV3P0RUShfZD/m0gdPXEe4YpGQeolVm3JZtUyiZS3vI57ducQckISkYSMYi6Psl2SPWMXUhTakqGQQQRGR6xi55ij6IsQqNV5ptmu1FppISlE28lIHcAswf+GN/dbVVY/eTwP0tpgA3AtLleqTiDkKnHiPuzB64YElNDrKz0VNoSPmQPbCQjZChQoaEIuJSSW9ZslMgZQ1PDf8AOkgRXCnrRJ1GUmyOTL6Fn1BQzFz73t1u6rYnqKvAU+2ezJ7ljoYphUJV6QnH6fMtqQ6wsoUCMcxFUgPcIV3KfPy1RkmJySXuZebStBHgRGxk+MVt0v1w+Ccqig3FLuTEgnk08jmtr0Y7xBbTrXpu5LqmG66lW0ZKA0sq+jEWNcKQpdU52Xp9OmJ2bWEsstqWsnwAik092b86/MJxhx1Sx85Jgn6ta2/CuVNAt9tUtInk84oeU94eoQLqRLTVWnmpCWbK3XlBKUgZyTFUjueEKyPDZJKYs2Znt5Lc1Nq2p8NoAzBcz6Ij1h263atrSNGbRgtIyvHes8zEgixvZCUKFCiSEo8cbS604hY5FCvxR7CJwhw/xFfigQqRyuPhcpQHmVA4++QYuJtztabQEkdFOHPrSmA3Kq/42Ocv+kD/AGkGniXAbo1CPXy3PyRC8JIJWQd12UpJHL3W1+UIkvHSCt21G88uzeV+GI3ZHkXTS1jqJtr8oRJuOoJbFqzBPMJeT83KLdPr1+Un9lY/SBATpTai/GlS35AiWpILnSAzphrJp/TtOrbp03d9Kael6ZLtONqfAKFBABB+eJQNb9MUqyb0pAPpmBG97TdraxwH2oh59H4YWfR+GICNcdMPlrSPrAhfZx0w+W1I+sCK1ZZU/BhuZHKIH9nHTAc/htSPrAht3XPS5zl8N6SP/viBFlRzWNpCNRNK3u81xwfQ0TBjRMdocAYiueqeqNiVa89Op+n3TT5hil1lb00tDoIbQWiMnw5wT2tZtNN2UXlSz3/5QmJBh70lv8WiAnmRmPCcA8hEFGtmmYOTeVM+/iMhrXperyRedNJ9D6YA0nskSApm2dylZh3AED8616WtKOb9o6T4GZGYyTrbpevzb+o5x/1lMI8cFMKfQogX2atMvl3SPrKYx+zdpf8ALykfWBC4Qp8EhOcQw+MYPpEbJ6wxMHyfnEMJFA/h4/UOu+i5KkD9+VBfJBHKAzw6/qPc4/7UVH+0gxp7o1sNKKcT1h6GU9Yei8G0LhX3Z0lfdqzdtT8+7JszRTuebwFJAOep6QG2uHOxq175UuS1Lqyi2+lmYaW4k7VIRgJOfOGFZgpatUiiVuxJ2RuC5FUKTKm1KnUr27CDyB8QfCBLI6H2JVzITMtq4/MKcWpDYaIO5fZgEnys52p74ai47Ral146DUe7pinTb18PyopsgxIYZCeYbBAX15E5/FHKTw22VLbnalqDNOF2Y3dpMrSTuW2psJGT18o4jXl+FK1Xg+0dTqj2c0EEhLgAOwgpBAVzHKNya4ZLOoSHqvO39OlpvDrpdwUjadwUUlR+mClX6v4W/avD9QbWuGm1t3UWbnEUztuwaWWwk9oCDnCsHry5RozPDTaUupE09qDUGgl1cwlXaJSFA55kk8yPHwjlS3DTalckECT1MnnGErVgpDZVnABSTnPLEd+6tCrdqMhbMlUb8npZukMqkGFBYAmCQojPdmBWB4K40xw72NSKZIOzWplURJTc2lTCmAnDrq07RtUPHrDE9wyUimTdGeo16PTbbL22bbnHEJSGTnJQBnyufTxiW1LSyVn7Kkbcum8GpeSo0whyVmGwE4ZQ1sAUSep5nPjEdluFe2jSvcxvqdmEJaLbT5wVIyoKznd17vngpRdJtNJuV4YrbaRKoXqTVFNyjhcbQS0QVFASQfEYA5R2a5oTZlYo1Dtt27RKKptPVT2VNdn2jrWQT3xGp7hgtGiSzVUnNTKq0zLTCVkZBQVKwgZSDz7o7PxarWZZUy5fM02S242l1xlsrb37eYJPLBSIKUfV/Czk+HKgyim1HUeecWgt7C8ltahsPkgZPT0Ri9w30Jcyypd+1BCpdxKwlKW0glLewZGfARzlcNNrCeley1HmHJgApYSA3lW05OAk9REovbRWzbonpmtzt1TMrMTMqlhwMvhKUrQMdoOfnY5EQKTZLTOmemFr2hXapP0O/p6bmpQtSU42vZsbCQFBOOnMY5iNNGiVqIupi6PhjMpmZaoqn207WwApTm8pJzzBP4IxktFranrPqVvs6hTDktVn5eaTMJIQ4gtJ2jmDlQIHfDLnDZaUyZd437OpdZfD/AGiFJ8ogDAPPmOX4YFOwta6dE7VM7PagzmpM3T2J19TpebU32TRUSMA/giKy/DvTJubp9Rt/U5M5b8stxx95x3erdzzsA8kxPp207IqNgO2Aq/XBJqn25AO9gkdm9ncEE8s5z1jjnhaoqGW5VGo9SLQlyyQXABzPI7QenogUHP2mk1aWhduFVJrlE1AqL8pITZmpUnaErcScK555jyecde5NBaLc1eers5fM/LKmJlcwtthSEJypKUqTyP8AFEa03orbqpK2rJ+yXNMTNCbdfYS2AlTyFHmpQB7ifwx6vh/tWkS6Jup35N+5ZdK+0LmzCsjmo5Jwr0wKQeCtRzhpt9pahI39PMsrYbZWkqCyrb1VknqYklq6UfBSmVC2W70XOUeqsOomG3209oHFpCQoEHoBEVY4e7QrMuZmn6mz8ywlwoKm1NkBXUpPPr6I2jw/2tWkTJltQ6m8424204ttbfkKbHmkA9ekCi5+0pxHDHbQVMCWvuqNp7FtKG0KSEsbPRnGIi32DaVQ7qU/deo4ak5opTTXUnc6VtlK8qzkDzPVjMTiR0nodjytxVqo31PrYqskuWmlOEANpUfOSBnnziO0zhztCZqJp7GplScmKU0j7U8kHs0PIVtA3dcpWTy9ECCQ9qEPErphQrFodGmKPX3qmJt95RU6tJUMgHPk9AfCLZ6JtqGkFpp7xSmAfuYp3xFaX1Kw+wm5+4Gp9E2+8GEsnAS2Mbdw/fRcXQ79iW1f6MY/FGTMP0hUjgoacTCSifpIV17Bz8YgRWn+uWln/rbX5Ygv8T36o0j/AETn4xAaoMw3KVqnzbpw2zNNOLPoCgTHHP3IRz4oW9ktQiFAblulQ8eQiUcOhA09Rk9Zp78YiA8RFzUK5W6N7yz6JpbHaKWEftd2MA+mJPoLdFsyFnsUeoVyWlp73S4ewcWEq5kY6wvKmCjP3mFGKSlSQpCwpJ5gjoY969YVKBC9hR5gQsCHSKXogUas6NJvJZq9BUzLVFKfKSRgPegnuPpgrwiMwUpKj9ftWv2xNKk63TXZdY7yMpV6Qehjijd3AxfSYkpKcaWxOyTEy2sYKXWwofQY5Rsizird8F6Z9WT7IiWoVN6Ja9buSablKVS5mZU5y3IQSkes9BFh9JNGGbRc9/K0W36geSEbcpaHr8YLElT6fT2ksSMkxLNpGAhpsJT9AEOqxnlDEdG0LEZznEewoUSpCUDDiGpbk/YZmmuZkZlt4jHUHyT+VBPjh3tRfhBatSpQBKn5dYTj98BkfhAhFtikKliFqaUHE8lJII9Yi79uz7dVoNOqDTgcS/Ktr3DpkpGYpE42tl5xh5BSttZQpJ6gg4IgnU3WmtUCxpW3aSQmbbKkdserbeeWPGIR/TwhGy/dUbdsRpPuuYS/NKGUyzZBJ9Z7oBlz8QN31ftRTXWpCWcBAba5qA/lQMalOTFQnHZubeU666oqWpZySTDAGOQgMl8ITzk49MlTj5KlLJUo56k9SYaVjHKPIUVoWEewj1hRFQUusHUmuWDOKdpmxxh4jtmV+arH4jBxt/iOtqpPty9UkXpBa+SlhQWgH14BisEIEjpDa4hCvpT6nT6tLJnaZONTLCxlK21ZBhmvzzdMok/UHlFLbEutaj4cjj8MVI021HrFlVJoNTK3JFawHZZavIIJ5keBg2a3XxLs6bD3ve8qtFLbRHejkVfmEXB4q0KsqipxxS1HKnFlRPpJzFpOHikpkLCE5tIXPTLjis94GEj8AirbKFvLQ0jO9xQSMeJi7NlUpFDtSl0pGR2EsgHI78ZP4YTH7kLtwoUKLEJEAjBgVar6OS92g1eiIbZqSR5XcHR6fTBVhYz3QiLQqRV60bgt55TFXpjzBScbinyT6jHH2LZSSjIz4Re2alJOcaWxOSUu+2sYUlxsKB+mOWLNtYHPwdp31ZHsiBZaFTah2rcFzTaZakUyYmFKIBUlB2pHiT0Aix2kWkUtaLZqtVCXqirocZS2PRmCfLSkpJNBmUlWWGwMbWmwkfgh8AAchAIkJDIj2F80L5osDSEJQoXzQucPaUJQ2+52bLhx1Qofghz5o5VauChUeXWqq1aVlQBzDjgB+iEbHKFTaXH/ABucCef/AAgcffINXE5+otC/lufkiArMzUui6FzSFhTJni4FJ6FPaZyPmgo8QN20KuU2jsUueTMqaKlL2jzcpAxFYdfdCFdlfrnpn86a/KESXjxx7mtfPg9+aIzZX65qZ/OmvyhEm48v8ktj1Pfmi7B/xik7sorf1/UezLRtC07RtCh++k9SJV+dnXZJC3UrWBjGRgk+JjQqL16aPVyi1PUCh2/VpWqhLnYOyDRKWyRnntGCMx2r+0Puy47bs6+bNlfdrvvLIpeY3gLC0JG0pB6iIhr9V9UKnL0J7U+jytMfaZU1KoaPlKSnAKlc+pOI7DhYTaSCruUixtM6xS5WqStkUPspppLqP0C30Iz+9jbGmmnZ/cRRPqLfsjzS1p1rTm22pgfbU0yXC8+OwRKcDwjKRytoPCi50z07x+seifUm/ZDJ0y08HWxqJ9Sb9kS9IGRyjGYACOUCaAGrNlWZTL10+ZlbVpjUvMVVfuhluWSlLyQ2ThQAwfngLXDVrl1P1KetPTewqLRZFpbjbQXT0J3BJ5qWsp9HSLEawAJ1C0vUvoutOpH3oxHteuIOhWBKvWzZktJTNzOZbWptpOZYHlzIGd3gI1s+0LM7goTaMXPLManjTHUC06FU21uuS/aiRa3NOp792OaeUa921ub1C1TdsLR+1rfkESzjjSXUyDQLpR5yiracD0R2uHPSyWptbTfl/wBVal6xMNOOSMg++kPqccBwtSSc888hES4WlLluIxxp7kpaJ4f98K5/nicdAm0n2QFKNBrlok5f0xplqTZlDnJ0rcbZe9wNBQdR1STt5gjpFmm9KdNFEn4BUQeH6Cb9kVBoylP8XxckwMKuBXLp5OPKi+m0DuEY5QQ5XsdxSho0o01Bz8BaL9SR7Ic+xdpz8haJ9Sb9kSyFEVNenrDEz5vziHd6STDEysbfnECRKCPDu0kUW5jjmbnqH5YguDugTcO5zQ7lP/aaoflCCyBzjU3sFFOJ6w9DKesPRaChR7UGz5S/LQnbWnakqRZnC2VPJxkbVAjGfVAurmgVnU1LdXqN+LkVuONNl9ttGQooLaRyycEK+mCxetu0y6bYnqLWJhctKvt5W8hW1TeOYUD6MQImOH6x67LJq9uahzXuObl2wUkhwHafOGTyyREwkRYpNHhctyYCaU3qhOzCZBPZnbtCwFZUPKyM9SYlV76UWJXahSpepXQtFT96FU1CFKSr3QlCAntT3bgD49TEPToPYklVZGiz+qEyqcW5+h5R5IKHVdnjHXHmpJ6+MbU3wsU10LU3qlMoCw43+loykLCQQDn+IIlazllJx7hbpDrjc25fs5IgBzZ2QSnIWcqIOecd2q6NUqbs6iWPKXWFSUhMuPvTKl/biFIKRgZxnnGleWldpM0e2rcunUyaknqPJuNyzilAF9sHJXg9CMjn4RyJPhwtecbRUqNqZMolOzLHaSu09ocYJJKjz584Cm0Ut5HDjbZl0y0xqDPltth5tpJLZTucOdxBPPB6R1aFoPbFEpdbpMzeU5ON1tlLTja3AnZtHJaR3KB55iOP8NVnIlGabO3/ADrjj2GZRbikkgo3LIODjx5mJbdmhFp3hOs1B6uuMTLdORIBcvMoTuKU7QvrnOOXphWpObah8tolZUrUZhiSvyZaVR5dhE22tYVgZSsL5nvIBOB1JjsXFoFbd0XTULpm72mQ7UlNqcYO0oTs5gDJ6Rwqnw8WtbkumfqWoT0uyhpMh2pCFEpOUhJ8rmfKjqzXDTQ/0Q49qDOS651xb3bqSjtDvySnrzGSceENV7aTmnmiNqU+qM12i3i7PmWmJlTSFMgFLik9ktKeeRjH0iODUdDbKo9WRIzmpipKfYdK1NOgKWS4oFIOfSI79B0Cp1CuOTuSn6ozZmpIvLaGG9mXVKKiRnHVZ/BHUvTQyh3ldhumo3Y9KzIbaCFNqSnG0Yyc9c9YCmBRUcTw0UdEk7t1Im3O1aQ00sdmAkJVnp+CNE8ONvUZErKVjVieS2hW8N9oltSgvCcgjnzIHOMVcNtrTrjltSuqlQU7ID3UUlCcIS4eu7OCMiO1P6SWle8tTUMXyHpq32RSnprCNyy04lQ3HI5ggAwlaE8xoTQpKxZi0XLvU60/URUEzDikKWFBJGDz58jEPb4f7WbnpanK1Wne1qLAUw2pfJTbQAyOfLpHXa4YKEy6lY1BeWlvmGStBQTjGSnd19MOtcM9vuvl6Zv+aWezLKQSghCT3DyuUCHtsJmX4bbbk5t2fntSZqZWplLTpeWMhtJSSArOQPJH4Y3pThnt9pK3Jq+Zl5p3e4028sFKdySEkZPPAPKMTw4Wo1OTSZrUOY7ZEurtkKLeUoUFcyM+BMbtz6MW7dMxJ3I5qC/JoMi3JANPJDC0BOEqCc4BMFqAFLxrQ+0FW3OWYi9gAqdRUtzYSlaFFO3n3KBwY2pfQShs2jMW41db6GJycRNLfb2oUSnA2g56nHWI+OHWg1KipYb1FeclHClba0BGfJ3gcyen2xX4I6iuH6izVoUazBe066zS5xycQtDgCnNxztIBOQIE3NsLlVXhztCXkXp2s6iVFuWadBKlK3JSVKwkEAnvwI7156I0q7qqK87qFNyCm2pcEs9mEnsU4SrrkcoVI0BpVGpNdorl7Tb4rnZBallAWzsXuG3n83OOWzwv29KuNvt33OLLbrjjqHFJKFJX53LPXJ6wJAUgfxKabU6yaDSJ6nXI7WhPOvKVMLxz6cuR598W10O/YltX+jGPxRUjiZ06pen0pS2aZXFzInElamCAE+SAnenHjiLb6HfsS2r/AEYx+KMeZ2CiRSGfE+sirUhH/wAlw/hECa1rYqt11NFNpLYU4eZJ6JHiYLPE82TVKO7kY7FwfhEaHDdVKPJV6elJ9SUTMy0OwUrpyPMZ+iOQ7ukpFbPD/IydRYduCrCaUtIUZUjCVcu7vMe3Xw8s1CemZy06k3KrQrKZQDIScdM5yIntXsusz+pdHu6WmN9PlGShxrONpwRkePWBZqFceo1nX/Wpujy08mTmHMtqDBWhQ2jys9MQlJaln6i3ZpncRtO7VvPSu4I2vHJbH75B/exZCTm2J6UZnZZYW0+gLSQe4xSO6bqrd0VNNQrr3aTSE7AraEkDw5RY3h6uZ+t2q5TplwrXTlhCST+1PSEHC6QirChQokhKFChQIShE4hQoEL3MeQoROIlfCEoUeZEewAgoShdesKESBDQqm63Wuq270mJiXZKZSeHboOOQUfOH0wNjMOeMW71jsM3rbLqpNI92yX25rl5wHVP0RUJ5pbLimnElKkkgg9xjNJwUJZKuZ6xlGA6RnEAhKFChQ0LE9YUI9YURKglCAzCj1PWAIKyBKeY7o2p6t1OflZaRm5txyXlM9i2TyRnrGoekesMOTLyGGklS1qASB3mJjskFP9FrUF03pLKeaKpWnkTDuRyJHmj6Yt0ABySMAQPNF7Dcsy3A5PIQJ2dw65jqlPckwQwYtiaPKaR9ce5HjCjznFp23SF7keMLI8YXWFBtQlkeMLI8YUKDahI9IUeDv9ce98JprhCUKFCiaEoUKGZuaRJSrs04MpZQpZHoAzAhDLWTVk2WyKNRUB2qPpyVK81pPtgP2lpxd2qCzWpueWzLKWdzziypTiv4oPhEWuuuTVw3BO1SacUrtnlFOT0TnkPoiyeilSotVsSUp8rMJampdCm3E8grfz5iMxJJooXMt3RGypKkzctOvN1GZ2kKfXtKmTj0HljrEFu/h/qNPpblUodXTUmm0lakLTtVj+KRyMEW3bCq1r23dNLmpozDlSLrjLmTuVuRjn6YDMxemptqU9ukFyelJdIUgFSOo9ZHSIoUWs5tTV1U5tYwpM22CPAhQiUcdKEuM2shXQh780Rq03Fu3bT3XCStc42pRPeSrnEm46VBDVqqPg9+aNGD/jIC7VxaBXPqXp3ZVftG5l0+flKJLMlhbqkNOJ25Bynocxq0Thd1Iui56dUtYb0lKlK0xCENMskuKUlJGEkkADpzMH/SF3dpbauP4Jlh/sCJLvCZrcY6j3eAtMbGlPS8m1JSzcswkJbaQEJSByAAxGUJcwk8hGHbJilW9k4OsYzPmRiHkRi+8lSYEIS6yoSu+9K0ZAJrjvPw+0mA3UeDvUp+5Zm5adc1Fbfdm3JlouBxRTlRKc8oL2sTwGoOmIPdWXP7IwZQ6lXQYi5r/ppVPZZVVbf4XtWU3/Sb4u+86bUXafMtPODKyVIQeg5eEdXUPhiu1F8uagaS16Xpk7NOLcdbdUUdmtfnFJweR8Isr2qfER4XkDviO8pbCq/aEcNc/Ylzv3xfVVZqVaO8tBHlBCldVlRAyTFhiMdY1g8kOlfcYdMyjHKIuNq1rQAlChsvp6wu3R4j6YSayUgDJjVmvM+cRuL6GNOa8z5xCCiUF+HX9Qrk/wBZqh+UILaYEnDr+oVyf6zVD8oQW0xraks09YehlPWHomELgagWbKX3aM5bc3WXaY3M7SX21bSMHOPUYC9R4XJSWkVs0jUh1Mw9KIpku1NOJQ0pG4HA2nO7ly9MGe/rPkb8tSbtqpVJ6RZmduX2lhJSQcjrAkrOitn2Y03cDuoky3OS7qHJRx4oW2lxtHLckZ5YGcxYFFx2i1uL4UKOuXak5/UGbSWihXlYKgpIUORJz0UY8TwuU5wrZOo02lh19LwbStO9ICyrAIPpMbVX00tTUdyUvib1LmDMt09hh56UCUpWUo3lQSTkZC89OmIzsvQyzZKtU25qVqJMzhpz6FhtSkEK79quecEKGRiJKkODlINRLAtevooktXr2Uw432tOadSWyXUupAUhXhySADHOrehdtzNuMW1L3g7KNS1RVUUKaKU5KuqVYVzEQFrRi1Lguq4KTX9RSzOPVJwty0s5lDaSS4nO7GDhec+qO6vh4smkVKXl6rqbVHF1UNttNOFspcDCRySoHlyTzhKS9Tw5W8ZgMfZRnUKeK1BsltRKShaCBk+DiufqhDhatIPtTH2QKn2rKUpDjRQCgJAAJIPXl1jMcNti0pCnG9Q5hCHFuJSqYUhQCHCPJBz1yOREdmiaAUOgS1xy8vfM5MMXA0lnaop/Q4HMFByfVApqPv8MNDUoujUaoPYf7ZDa3klGQQQSnON2R1jvXLo4q92qPMXVeLqanTWlJX7iUAyvJODtJzyHfHMPDrQ1S6mH79fd2JS2hSg2lSBvKznmM5KiPVHRtXQqj2rVl1dnUGfnu0kVyDjby0EBChgEYPIjugUSFHp/htsZcw3ItX/UZRUxL9khDbiSFEY3KJz8+PExIKvoxZV++5WWrum0KoUqqkzCmn9pW6lOEKVzxuTnPLrHPa4Z6CxT1yrV9zrUutK0EYbJytKQSCVZB8kc4e+xPab1Bn7JYvp3tJ+dTN71bSttbSEpUCQcdAD174EqW/QdAaLb9Cqtvm8H32qnJNyS3H1IKkISvcMHd1yTEXu3h50/oYfnp6/Z2jsVN9KAiXCQhS1KG0Yzz59DGyvhgorilKnNRai4pSUAFeMcsDnz6YHL1mOzcWhFBrEvQBM3rNJdoTCJdjzChYRzCtpOd3PrmBMnaLXClOHuy5pCZulai1JaHAlR7RSFBQyCN2SMjlGwvhuoLQqE79kGdalXgFqKUpAZSk7jg55RqnhwoK3n33dR589vLIlFgKbI2JKSOeeR8kfhiSW7pxQtN7bqEuq/n3KROJWh4zISW0LWNucjJzAgP3cFc2s6T2NqNP+/dIvFh+WDbDD5ZXuCy0kpGVAg8wckd+I1G+GuhIdQ9MX3NuhnsPc7SglTaS0eR2559I1nuHmyv0G6b/m25pRbZZWl9tKVpSnCEhIIycA8+sbKuGG1nUtNTOoFVAQ6Hi2HUpCiPUYE6C507wxL9/pKbkb1mHqWqWWxNuOvJDjKsAJLYOU93QxvW1pfblGrwnLP1MmJip0xS5dbM0oFDYSodoO4Z8rHLlzjp1TRC2JDTyfthd7zrcgl1VQem28F5KUgk5wSVACOLNcOlJrtGmHqXf77j02wXmHQEoSpTmxaSvnkAlCfT1gTXcuzh8oN0VyoXIb4mpdydeU/9rUMIJKTjG7B5o/CY5fxYKE6O0e1An1LU0GlFO0dojCRhQ3YPmj8MYUrholpihtStfv12WnHJUMzSZN1BQpW0JUUlXPmEjr05w3M8P9s05xM4NTZtr3ql0OqSNqiGW8DcQDnu5mBFIU8XFMt+l0+3KPSqsmYfobblPeaDe3ZyDgyO44VFo9Dv2JbV/oxj8UVg4urep8p7iumSqxm/f90zJb2jDYDaEgg+kAHnFn9Dv2JbV/oxj8UY8z7Qq3d0NuJz/LqR/Id/NAntq3LrqylT1t0ubmvcygFLYSTsJ6c+6CxxOf5dSP5Dv5ohGk+pj2ndVW46yqYkJrAmGgefLooekRyD9yip/prfuokpeNOsy4y6lt5R3NvjywkJJETw6lU6a1DnLDqFMb37g0y8DuKjtzgjwhyi3bphfVdkqvTJhtVVZz2YIKHU55EEd8cu4bh0wsm756vTyiusO8lYQXFNqwOXgnIxCTUC4gLHpdDEnXJJtLKpla0LQkclHGcx2uF1haZKtvHzFONJHrAMDTVfU2a1AqCAlrspOXH2pGfwxt2BrJUbFo5pUnSpR5G8rJWVBSie8kRSCA60K2sKK6DifrgGPg9In/vqhfGgrnyekfu1RcCChWLhRXT40Fc+T0j92qF8aCufJ6R+7VBaFYuPFEhJx1xyiuvxoK58npH7tUL40Fc+T0j92qC0JXnrJqhatyz1EcVTtjKz2SjLDmg80nr4RHneIrUxHLfTfq3+MR3UbUB6/pxiozNOl5R5lBQS0onePTmIpLlThx1J6RWX3whEkcRmpuR5dO+rf4w98YvUnH6ZTvq3+MQ9uybtebS6zb0+tCxlKkskgiPRYl4/JupfV1Q2IUv+MVqV/wC8p31b/GPRxGakJ85dO+rf4xEPgHePybqX1dXshfAK8Pk3Ufq6vZFoSUw+MdqKQUldOwev6G/xgdV+qv16pvVaYYZaemFb1pZRtTnxxHUNh3j8mqj9XV7I8+AV4n9zVR+rq9kUvFpqOY7oyiQ/AG8fk1Ufq6o9+Ad4/Jqo/V1RAAoUdhRIvgHePyaqP1dUL4B3j8mqj9XVBRQo2QcwokfwCvH5NVH6uqPPgDeHybqP3hUIhRpR2PU9YkPwBvD5N1H7wqPRYV4j9zdR+8KhAJEFR49I3qBWHqBVWKvLMMOvSyt6A8jenPpEdP4B3j8m6h94VHnwBvH5NVH6ur2RYEAFTMcReoIGAuQ+rD2xkOInULr2lP8Aq/8AjEK+AN4npbVR+rq9kIae3pnPwbqP1dUTaTaFMl8RuooOA7T/AKt/jGPxjdRugdp/1b/GIh9j+8xy+DVR+rqjz7H96d1s1En0S6oHA97RRUv+MdqN/wC8p/1b/GPRxHajd7tP+rf4xAKnbddomxVXo83KBfml5opB+mNNLaeuMwvUI7o5Vp9FL2vG+GZypXAuX9xtfa2uzZ2bl9/PPcIKS+giq1ra31206JLUSl0SndiwnzllW5R7ycR2VcTNyobHaUWnlX8VSota8EIVjcQorf8AGduL+BJH7pUe/GbuT+Bad9K4lYRasfCiuHxm7k/gWnfSuEeJu5P4Fp30rgc+kWrH5jSrbC5mjzzDfnLlnEj17TFfPjN3IOfvNTj864wVxR3KnKfg1Tz3eevnEWyWi0JZlpbUy4ysEKSspOfEGJfRLb1Fo7CazSKfOsthPapcRyynrkRFarVlVupTNTVKNyxmHFOFtvO1JJzgZgvaY62yFLpaLfvFgqYaQW2n0pztR4Ed8UHuhSzTLUKs16063Vq252rtKO1O4cyAjOD88SKyrnomrFuzRfo7KSwrsXErQFA5EY26LAm6JWZugTDKqdNAmcWkEJB29/LriIq7q3YFg0E0mxJIuvEE7lN7UqUR5xV1MMFCFlToMtbWq7dHlP0pmdaKR4ZIOI947v8AJ7W9T35o5FIqszW77k6nOOb3n51ta1eJKhHX48BmXtPH7UTGfnCfZF+Cf75Csbo5+xXa39FS/wCQIlewKdziIpo5+xZa39FS/wCQIluftpje77iroysuyT4QuyT4CHBiFgwrWmk32KYwdZTtPth/Bhl4HBgSpBvWVONR9LkDoutuJ/8ALgytpycGA5rJ+yTpP/Ty/wCzMGVHfAD3RSz7AeiMVsDGeUewoEJnsk+ELsUxl+3VGaesCE12IPLlGXuJB58ochQISX0Mac15nziNxY5HnGpMJ3JwPGAKJQW4df1CuT/WaoflCC1nECTh3UE0K488s3LUCPmcx+aC1kGNbUlmgnMbEa6Dzh/IiwAoXAv6zJe/7TnLXmaq5Tm5opzMNkApAOcc/GBRUOGqzadKTT7uos/LMISXXVOFDoSAnaT16YJgragWbI37aM5blSqj1OlXylTsyyoBaEpOTgn1QIpbhvsa4KcJ2laoVFySnkBTay4nO0DGFA8ldD1ETCRFiky1oBZclKSE3MaoOvS80huUliUJ2EKQlCOQ6HCRz8Y6rvC3bjzbKpS/ZpC2ShQU1s3q2hAGTnn5g/DHIPD7YUjVTSpnVypmbnXWE9h5PlKaGUAY5J5CJlafD5adsViUqyb2nZlyTStCG3JhO07uu7nkxK1T6ZtRyn8K1vSLs08xqVMhU0oqd3NNq5lAR1J8AI79T0AoFStCnWmL6UG6a4+6HwUlZLgxjryAjRneGCz3VbV31PNqbcW4UJW0FKCjnB8SPE848pXDFZUg12FKvGedAX2riO0QVKG3bt8nHLoeffCUg0hRmoaCaf2aZeTqWpDyHphpsNGYZDgVsWOh54BJAxy6xIbc4drenFSs1LX/ADkww1NpnG0N7UEqQVDb47eZ5RHp3SfTe3/dNJrOsbzExT1bnW5tTRcbDi0qAwfEpGIllA0ptWxZpOoLeo08fcUopKlHYUlnzleSOpwT6ecIqwBcfUCwtGrsuOoysxqAmRqs4+hjspd/AadHXI7icQ5M8MVEdYWwdS5lAWElYQR5QG0pzlXTyfwmNutaMaXXcmp12YuUqVW3PfgzKEICkMgA4SeZ295zHAldBbCqgYnaVqlVFt1poS6AS3h5CAFDHIY5I6mI2ik1cmgdn0iXcVWdVZ+UTPZaIZbB3AAL28iceZn6Y6LfDjbNUp/aSmpL3ZTbKklYSgKIWlIJyD1wgHn35jfPDhblD3zyNRJ3BPbqK1JXgpbUjGCceatXT0RHKLozprVZ+bolJ1PmvdM0O0dZShKN2wpUVAkDxT398O0Upjd2hluXAZCSdveZlV06mJkUpbeTuUkdHFc+ZMRh3hhozfYKRqhNl6W7PYFJQclAwM5MSS9dFLOui45ZievCZkZx2SaUlpJA7VtjluB5d55xxatwuUpUlPzNFvaY93TKHcFzaG8rByFEEkDny9UFooFcuh8Lkk1l+uagTImzMmYS2xMAtADO3lyycGCKdKae1Y83ZBu5xtmb2rCyEkpWF7ioZPfiIZTOFi3yyyzM6hTzk0wwPdKW5gK27u/GeQPdHevXQO2rqcp8wi9ZyRFOlUSoQwpKtwTnClEnrzgspBoCjMxw02jIK901HUd8LddCgVlCQle1YwOfXC1fgjkI4cKY7XpFFJ1Cam6cw2W3lFzc+FKBxsxyBwQeUd2X4arWnalUH3tQ52emC42uYbe2bUq2+Tyz4eEdCT4ebXok3TKvM3jNhmjzTUw0ElttClpSEJCjzznA9ZgtOgn9OdIbOo8rVEyN4vzwXLvUdReUErYPMLwFdTzjiOcN1t+6pyXb1OqJfmENoeCHkZCUjyeQOO6O3W+HW0K/XZusTV3zzfup599SGXUJCC7zO0+iGXuGe0H5dLbN5TLEwG0JU+nYFKKdwz17wrHzQcoJA7pn4rtHqKJbbek2BKurWtwLG5wFIGFYPdiO9Z2hdAs1icZl70emzN056mqWdqlJSsk5Bz1GY9svR1mw6lOVKkXuZyXqBKao3MqB+17NiNozhJyckxFxww2w26lyV1DqKWw52vZB1O35sHwgtRd24QU4mtK5LTySpc9LXPO1P3e6pCkO42ICEjpg8zFu9Dgk6SWmQMbqWwf9mKr8TtjU2xLSt6jSFScnS9NzDxW7jepOwAHl19cE/TLii0gtTTq3aJWK1MMzcjINS7zYlVnatIwR0jNlNLmilRfupLr9aFx3PPU00KlPzaWW17ygdCSOX4IEf2JdQ+nwYmx8wgqL4v8ARFwkprc6R/M1Q83xf6HgbV1udSB3mSXj8Ecs48hPZOwhlRNPdVbeqLdVpFBm2JprO1YRnEKr6farV2feqdUoU49MvnLiynGTBO+ODoUTtFenM/zFz2R4eMHRDOE1aoK/kyKzB8vJ7IsISHSLUM8zbE39zC+xFqF8mJv7mC58cDRL+E6l9QXGJ4wdER/0nUvqC4PlH+yNwQl+xFqGP3MTX3ML7EeofyZm/uYLPxw9EP4TqX1BcL44eiH8J1L6guD5WT2S3BCb7EeofyZm/uYX2I9Q/kzN/cwWfjh6IfwnUvqC4Xxw9EP4TqX1BcP5WT2RuahN9iPUP5Mzf3ML7EeofyZm/uYLPxw9EP4TqX1BcY/HH0Ozj3zqf9XuQfKy+ydhCj7EWoR/cxNfcxmzpTqPLOJdZtebKkkEeSOWPWYKauMnQ9JwajU/qKvzxk3xjaGuHnVKgnH76RVC+UkHhLe33WMpeWvEpLty6bDYWG0hAUpvmQPUuH/h5r2P3AS33r/fjwcYehfdWJ36iuF8cjQjOPfyf+ouQDGk9kw4Hsvfh7r38gJb71/vx6m+9eif1gSw/wDtf78ZJ4wNDVjKK1Pn/wAE5CPF9oec7qzPJA7zJLOfoh/LyJr34c69/IGX+9f78efDjXo/uBl/vf8Avx4OL3Q1QJFbnuXjIueyGvjjaFfw3UPqDnsgGO89kk98ONevkDL/AHv/AH4Xw416+QMv97/34aHGHoeRlNWqRH8xXCPGFogBkVSpH0e4Vw/lnjwhO/DjXr5Ay/3v/fhfDjXr5Ay/3v8A34a+OFohjyqpUk+uSVC+OJoZ0Fanz/4JcIY7z2CRcB3Tvw416+QMv97/AN+PDfGvn7WwZb73/vxqr4y9EUudmJysL/jJp6yIzXxkaKsjcZ2qjP76SUPxmH8q/wBkt7fdPfDfX/5Ayv3r/fhfDfX/AOQMr96/341hxn6Kk4TP1Mk+Ep/jGZ4y9GQMmbq2P5kr2wfJyeyPUanvhvr/APIGV+9f78L4b6//ACBlfvX+/DHxzdFx/wC21X6kfbHqeMvRZWcz9UH/AIFR/FB8o/2R6gT3w31/+QMr96/34yF9cQPyClfvX+/DHxytFP4Sqg9cgsR4OM3RI/8ASlS+pKg+VePCPUatj4Z8Qq+abIkwP4zY/vxibw4hu6ypL72P78aq+NDRFKsGcqyvSJFRH44eTxj6HnmanUR65NQg+WkRvauFeUtrdfcgimVq0koZbWHEhgJTlQ8cqPjEJ+w1qX3WxMfdo9sFQ8Y+h2DiqVEnw9yKhr45Gi3dM1gj+YKhDDefCN7UMfsN6m/JqY++I9seK0Z1MV1tmY+7R7YJ/wAcjRUdZuqj1yZH4zHqeMbRVZwmbqp9UmT+IwfKPHhMUULfsLak/JiY++I9sejRfUofuXf+7R7YKfxwtGBzMzVwPTIqjBPGVocrOKpUeX/U1Qxiv9k6CF/2GNS/kw/92j2wjovqUf3MTH3aPbBRHGNomrzJ+pKHiJQ/nMeL4ydEm+a5+pAfzX/GGcSWuQVHc0IX/YX1K+TEx98R7YX2GNSvkw/92j2wTDxoaG4yKlUz/wCDVDaONXQ9xewTVZz/ADBURGM8dgluahwNGNSx+5iY+7R7YX2GdSyMG2Jgj+Wj+9BLVxn6IIOFTlYB/mC4xPGnocOfuysf1euD5V/spbgolSrO1votJmqHTaTNMyU5+nNBTZCuWPHwjir0e1PcG1dtzJA/+Yj+9BHHGpocTgTdYz/R64y+Obov3OVo+qRPthfKu9kwQVA7Z0ov+nXJTHp63JpphE00pxwlJCRuHPkYb49z2TdpNgeeJnn6se2J/wDHN0QyC5OVVtSTkBcic/jgCcU+s9k6wLt5NnTUy772h/t+2ZLeN+MY58+kX4sDmSWQke3CuRo5+xXa39FS/wCQIlv/ADpiK6QtqZ0vtZtQ5ilS/T+QIlWCXcY6xc77irWCk8MYhZMe7FeEZbTEFq8LDJhl48jGztPhDLiCrOBDRSDWsn7I+lJ8K6v+z/xgyp6wHNZklOo2lo70Vxaj97/wgzIQpY3BPIxIApEjtaWfQIWYy7JfhGOCO4wlFN/tzGSesYJwpRIIjMcu8QWmvYULI8YWR4wITOxwkgnlGDjQQASe+NmGZg+QYY7qJCBfDyvNCuRJ54uapYP/AN0wXU88QIeHj9Q7j/1mqX9qYLye6NbeKKScT1h8c+ka46xsMfni4FCj9/WhLX3a01bU7Un5BqYUhRfYUApJScgc+RB7xAgn+FjsZNa6Lf00qYEsiVbQ8pKWtiSP3p5HlBZ1Usydvyx5+3KZUUSM1MbFNvLcKEgg55kd0C+W4YqaulMyVU1CmWJsttpdXLLTgKQO4k5Oc947oai47Radd4abaQ1KS9Rv+pNTM04AggoUO0Sg5CTnI5ZjCjcONqVpiaXRtU6m607NpUtKFJ3hbSySkEnOMkgx01cNdubXvc+oE4wp50uJW2sbmwU7SlJJ805Jx6Y16Fw5W9adfpdWp+q0+idk1uOyzZLeFZ5rynvHPvgUWyWsb/0q07qN3zMxWNR3qVV5lpltcvvCAUlAQk7e8HA+eOla+gFMtOtStyUbUKbTNSw2FRLakLHMYKc8/UYfvfRK09SbvTcVVvtxuoybDDGxjsxgIyRuHpzEeqnDLbMjSXX5rUmqsyMqtUyt3YhQQO/mDnECnYW/qJohY166grmaneMxL1efl0TIZSygJLbZCd2Ty6xzqLw82NW5qpsSl+z80ZebWiZQSkJQ7sKcYyOm7OfVG8/pDa2plvSLNM1KeeRRpNVMRMN4C1jIVlWSMnpHKf4VKKsvhOpdXa7VkNHK0YwAnzgD5XmjrAoOftK7lG0NtXT9UyXL+dKJqnvyGyZWggNuAbikA9Rt5euG5PhwtwSwm6dd8wQtnsAtCEYCOxLWAM8shWc+IhlfDPaplRuveaU8rJM0/sWotFrsykDOMfts+MZyWkdhUmRqFtJ1CmZmYvFoKZeG3kGeZLfPHhmFSkHAqPq4XJz4S096UvfdSGnVqcZfVlzcrPkpRnaRk8smOpPcL1GDK5cX/VmwvdgoQhKkApQkgEHP/NJ/DHHp/D5aVTmve2S1gqG+RdTNrZThHlY2gnJ5g7YyovDU4ZWbk7h1HbUozJel3ZRYUoI2kAKK8HIznl3w6UXSbTSmVyaH0+6KPR6au9JwGlSXuIuNkBxY3BWVHOe4QzbvD7J0U1tBvOpvN1qS9xqSV/pQJHlJ59cDH0xq2ro5bS6BcMjTtR5ueZuD7S88ohLjTjayFbefI5BHSNNXDNTdjrUnqJVJdtTQbWCpCiBgJ3bs5B8kc/XCpSDwV0ZDRKiWvSqhbxutwJrMq3ThMOAdoCCoggk9ecRSu8PcvKKelaVqI97um2WGdk5MdmhTYUkZBT+25ch35juTvDtTJaQmESV+uvTawFNF5QKdyUkAEg5wcxq2pw3sSssx7qviYfn0hpx9rKXGklDiFjYM5AygfSYYCi6TaaWvU+H+zbaRLzdY1RqUut6aaQG1LBHbBGADg9CB3x1pHTGzaNYNVkXdQn5um1KblXVPKIcUy6CCkAZPncsiOfcumGn9Suuq1Ce1TMnNTsySqUUpO1lwJxjB6YB/DEib0itmhWO9Qpy8FGXXOyk4qZdQnIW2EoQCPA7RmFSkHArgnhct2ZlkLRqLUEoSpx/eFnd5WCc+V3Y/HEZoGhNv3LcFSllaqTqmmkpblBLLUHDtbSSXAcDoQcZOYkdP4aaQFJqbOp088w66443uCFN5IwQnn6Ifa4a6bLSy5VOps2G1sllSwlsKALaEZznrhAP0wwq5BfIXYoGhNnSVIrluyt6Tk6uooalZt19QK29mFDHPGenOOP8AFYtkvBwah1ZYbQW0pStJ2+VkDAOCPEEHlG3b+gtBkK1J1P7Ic0+ilzvuhTWWxlexKdrihzIISDCneHm35mszlUGodR7OdmzNrlt7amgTu8kAnp5X4IKCTbrlaeqOiem9ZbtyiXNe79OdkJRxmXSEJy6nO4qxzxjMR/4lWnbiAs3tPPbuSThryfpia3Zw92zdVyP3K5fk3LPvsBnsftRS15ASSjPm52gxHKPwtqnnKkiu360tt18OSy5RQW4hISoblFWCD5X4BD4USFHjwc2VNqYFv3YmaDM32M6mZWhohsecUcjlQPzRvNcGml81PLlGr4mliVWBMM7W88xkAKHT8MSlfDRRwVOfZNnhze3LHZhOXBt5/m9MZv8AC3R3qaxTV3/PbWFNKKwhvcsoQUjcc885yfTBwjb+FwBwO6ehxRVd8800s5ZylvOPDn19cYNcGukbFQYl5m76k4pzcezKm0hQT18oDlExrmgtJm7XolPevafQxbbzr6JlBBCkkklKgD3RFLd0j0+uBmYp1v6vuzG9ClLR5C1JC0hskEnI80H1wcI2rtNcFWjjvlM1GsKT37ZtJH5MZzHBbo0gcl1sn+eD+7E00l0vp2liKhLyl3v1f3xUhRRMKSCgpBHk4J65/BE+OVHnCUg0E9kBfiYaOeNa+uD+7C+Jho541r64P7sHrb6o8wPCBWekEAF8GujwVgKrX1wf3Ybc4OdIEDkaz9cH92Dw55xjApB6iBHohAVXB7pDtPOtfNOD+7EQ0i4Y9M7tptWnq43VFuSlYm5FkNTW0dk2vCScg8/GLQTIAQcCB5w886DXM/KGof2sQe4t5CiYwFHlcEekEyouJcryAe4VA+yOVdXBxpRblr1itSiqyuYkpF6YaDs5vTvQgkZBHTlFmwMCIxqa8WLCr6u40ybz95XGMyuJ7qZjYBdKijOhtSbsimX1Wpi2JCmVGXQ807PVBxpa9w6bUjr6o51D0tt25J5NLpVdtNc26draF1F9AWo9ACoDJg0p0BuLWfTSwahKXW3T6fJUNge51oJBX1Kvo5QJNfrdsmg3hSbc0xl21T8kw2zNrlVlW+azjl6cxdDIa55VJDfAXRuXhuuazZITlyG2KdL52h1dYUlJPgAUlXSI1b2m0lcs8imUm4rTXMuKCUNmrLSpZzgAbkczFirz4eL71Zp9t1eduSWlGqfSWGn5Z5Cie2x9sUSORJ8YBGulFsemagSNr6XsoW7LMtsTK5ZRIcm845emL7D/AKaUT9PKlo4PdTVgLFDpbwPQpqak/wDohDg71O+TVM/rRR/9MXR09lqxJWJQ5OurWqfakWUTBWcneEjOT3x2STmMb3lhoK4R2LVEjwZ6lrJV7y0pGf2vvkvl/sw7LcF+pBUSuiUZY7t9RdOfoTF4iTv6xtsrKU8jERKSeU/SXzyq/Dpd1HvemWPM0GkJnqjJuzrbaJ5woLbZwolZTyPoxEeuTTmi2rUPeqr1K15ObHnIRV3HiPQdqTgxbTVKQnaxr1RJCnT3uWaftWoS7D5BIacWogKwPXAwn+Hm1tJrbuG6tWK5J1hb0k4iRCCpCkvqzhQ7yc4/DGyJzRws0zCeUPrb4cbhu2S98bWm7ZqLAOFLYqzitp8FDbyiMXJpxSLcqRoly3PaKJpHnNN1J5woPgdqOUEPhCoNz1mYu6TpU2/Kyk7SFSzc0QShqYUobVDxUADHfqGgenuhVIq1Y1Vr6a7NV2VdYpiPc6gUzCQSVA+PNPXwhmUWoCAkKFWtwuTd6UwVa03bYqcvnHay9XcIB8CNuY6fxL9SEq3CRojie5Pvi8MfgiR8Etv3QzXqtXVSjqLffli0lwqwhcwFjGB6s84uKBgYiuTJ2dlY3F3KjHxNdSOnvJQf6yd/uxgvgy1HOD700NHpFUe9kXsPmmGmuajmMxnJNqfyiou9wd6jMSr0y7SbfKGG1OKV75PEgAEnlt9EQ6U0EqRsmn31V5m25KnTwUpl2cqTjTjmFEY2AHwMfRC4Fdnb9TWP2so6f9gxUSk8PV26x6fWdUZS7JeUpMnJOITJvIV+mdu4VKGPRj8MXwTAmnKuTGLRYQhoWmtHuSdapVNr9oe6HzsQhdSfQVH0Eoifjgr1Cay6KfbzhI/bVJ5XL7kRHNfqTYdu3rSbR0ylUuzNPl25acdlyolycBxgen1QftYdWK1p9pRbtpSz63r0rEk0ypvOXWwUhJUQO/J5Rre5raVGw+Qq2TmmFv0ydcpFSrlitTjbnYqQaq/uCycY5DHWJ3L8HOoIbCk0m3ylQykiovYIPzQLdQNO5/Tm8Ldp9YmFOz9RZlqhNBZyULcWfJ/AI+lkhzkZb/Qo/JEVSS7KoqyKAyWSqTq4OtTiftVOoCB4e+Lh/GmMHODfU9QwuSoP19w/+mLyDpHixy6RjMpvutYhoUqMp4NNStwPuGgkD/r7vsjhV3hqvKk3XQrVmqdSm5qth7sEtz61JX2YySVbcpj6AsgZHKBRqogq1l09QhQQ4W54Nk9Ast4H4YPUPugxkBU9u3Smm2LN+911Vm12JtJwuWFTeWtH8rYnlHWtTh5+yBLOP2mm0pvsk717Kq/uSPSCMj6ILstwz0iy7in9T9ZrqkqlTmu2edYWkjtFqzjJPXGeQgUcM8pU6prmmdtaSeTR2nplTgSSENS6t2wK8e7Eaw9zm1axPYQ7sojN6YW3ITK5aZua0GXEKKFIFUmBgg4I8yOzauh0td9U96LXrdq1OeCO0MszVX9+3xxt6Rz7PfsWn6nVJ/UmTXPUmXVNksJzlbvaeSBjv6xZ3h6uTh1r92vuWJaiqFX221IbTMLJW62R5W3yiPzxU7c0XaGR73UhUvg51EUc/Bu2/nqkx+YQkcHGoSTlVtW1/Wkx7IvGtIB5RjtzFJlcFs+WVIfieX+fOtq2gP6TmPZGK+EC/GkuK94aCEpSSdtSe8PSIu84kBBMMuD9Bvf6M/igErin6JaF89LY0NrFUtN67XJW2m6a1NPSyn6hUnGSFNrKSAMdMjlHFkbStibqrMuzU7JLnaBKd1SmOzJzyBOAPwwaLV0luHVvR6Wo1KuNqnS0tXKg8626klLiu1OM48Igmv1jafadUG37No6JebuhnK6lNNZJUMcgr0lXQeEXAOIu1DaQrBy09xJW7bjD0u3YMpSJKWQEO+6HA2Gkjkd3fyiBI4mr/dqKZT4Z6eB4r7MLU5MJRnOMbiMRDtT7pu6gcPdj2bV3ZqWfqS3X3Qs4UqXTjYk9+PRHAKuHudtaiUWoSdalZ5lpKpupy7aCFvK5qB3dQO7EVPi8qYJVnJarcUk2w3NSrdkvMupC0ONvulKgehBEPCd4q/8A4Szfvz0TTR6mUamaeUiToVXeqlPQzmXmXsb1IJyAceHSJqW0BOQIpqlc0lBf3ZxWf/CWb9+ehoznFbn/ACSzPvz0GtKU5HKMJhIA5CBTtVX1Ef16N32K5ckpbSZ5NWPvaZda1IL2w5Dmf2uI27x111ZsWcVI3DcliS8whW1TCH3luI/lJSDiJ/rC267fenKGVYcXVHUoPgrslYMDhPC5Trer89qHrDc8lU6ahL8y6yrckrcOcZ588eEaGEEUssjTusLpWnrBrbfEq7N2nXLCqCZdCnHQmbeSpCQMklJGcfNEfVxL6lblNLvfTJBBIOZ18n6NsDLh/os9WtbnVWTKPMUkpmg5k5Q2wpKkp3n5xBZtPhWtzTuXrt16rGn1mmy7CphAQVp7PaST0x16REgWAPKiS40s7f101UrlRl6NRbh06npybXsabTMvgqV4DlBAMzxTD/oiyz6A+9Fa+G2y2791pVcFNlfe6k0iZVUEMNk4bTkhtHPui/QOSTFbm0VbGSgyJrim/gWzPv70L3VxTfwLZn396DPCiNK1KGZnzfnh4nHONeZWNkNIoG8PXKiXGP8AtLUf7SC4joIEfD1zolx/6y1H8sQW0kADMbG9gop2H2fzxrhQPSHm1BPWJgoXD1HtmnXXaMzRqnWFUxh9bYL6cZCs8hg9QTAa+L5Z0+7UmJfUqddEiUGbaTgpZ5ZGTn/+3SDfelrNXrbT9AcqD0l2ym3Evs43pKFBQx9EDik8NlMp9sV23zeFVV7/ADrbrz5Ce1TsOQAc8we/MTBSIsUoc5oNYhozFznVioMyr7jLaXkHCT0bSCkcwSeWfGO/L8MVtu9m0zfE3MTCS5sdCm1PeUMEZznl9MeMcKEjLpbbRfNWU2gITsUBghKtw5Dl1ESaw+Haj2fcsvcjlyVGeXLKccQy7jZvWnbuPPqMfTElQG0VGZnhXtgMpSL8mJZXkkuBba1lSQRzyc9/TxES61dMqRTKbXLRp16Lnvd7Thm9raRsU6Mb+RxnlEbPCRQFT8xMOXnWXWn3Xndi1YUgrTgEKB6jOYk9p6Lz1h1VD9CuZbslOthmoIcaCVuJCCEkEct2TkwlYFwK1w7W5OuUuYavh2TmabKplHChKP0QE/tlZJ5xxW+GS2lOOSCNSJ5T82woY3oUsJBOVJ58usMVrhNqLlVpxpl8Tz1PS+t2cD7ykuAEjAQBy7uvKJnZnDpS7NqQqTN11ObV7nmJfDwSfJdHPnnII7oAh7bC5da0FoFSoFvUlN7uNm3JdbBmMoKnUKXu8r541prRO0L1otGojGojrTtnPPMB2XCUrWpeFHqfDHMQwjhKpEu3NMtahV3s5zk6AlGSkKCgM+gjrDjvCnSHnpd9d91zMtjanajCsNpR5XMZ5JHODuoAUuU9wtWzNPl2a1Mqm5LZaBbWhCtpKjzIPPzvwQ3P8N9nSDkjLT+qE/LifxKS+Ak9srCseUDgZBPo5R22eFWlywaXL33WkONBSQvCVFQOeuf5WPmhtvhTpjCJfZf1ZWqUz2JcCVbAc8hn1mC03Ntc2Y4d7PoSqW0dQ5tlUwVysr9qQEOk9oojI5Z+2L5+geEda2NDKFZknWe1v915NZkTJkvrQAgHzVpIOM5jofFypy7FlbIevGqKakp1ycbmNie0JWkgpznkOZIjjSfChRJKTVKG656YCmg2kzCErLZByCnwgKQFLCX4baKuQbl5y/HXnW29iHdoyjK9xIwrqenPuhyn6WW9pfcdOrc7q1MSsypkyzLMyUpD6c9ME849a4WmGnnHG78qIQ4809sDQ8ns1KISDnODuOfUIkmoGhktqF7yLn7lmpaYoySgPttp3OD8x5CAJubfK5N/aTWNWnqpcVWu9cnJ1BwOOISlCktvuBKO0SepzhPKHbk0VoNcq6KlM3rMy6kS7LCm0qRsOzBCsHoTj8Mc08K1JWUpmLyq7wD4f8vaQTnP5o6t1cN9Iue5525Hbqqks9OpbG1ogobKUgZCTy/awJAUmq1odSKhQrfo8vfs3JmjqW5LuM7AHiVbvKGfKHdEdb4YqCtyaW9qdPNrmyrtFpcSkHOOXNXoiWVnhzp1ZTQQ/edUa+D7BYaLQA7bPevn1590Q6p8KU6KtSjTbzmpyntzYfnUTp8rbgA7Mcug74FOuFJZXQK25K2J61273WWqlMMvduhSVLDjYHLr5We8RHp3hysxTc9Pu6kzwZl1qVMoSpCuzKE+UnAOendiO5S+Fyi0uqSE+1eFZU3TplMw0x5IQSkAAH0YAjcuDhno1xXK7cibvqdOW7MvTKmWUpKMuDBB6ZECKUCtHQykXFUqzMnUJM3IbWmpdxCvt7ZSEqBUFYHNJHj1id2Vw50C226smWvSoT7dTpvvavtQg9mnAGRjlkYEMfFVo5dZWzfdXbcZXuDiGm07uSBzHf8ApafwxPdONMG9NpF6my1xT1SZfcW8oTODhaj1GOnLAxAjahgzwhU9EpMyLF/VVliZCdyAygAlJJHf3Ex1pbhalG1uPvX5VXFuzSJp3a2hO4p/a454B74NaUrzgKjbBwBmBG1Cmx9En7Ck6jISV4T021Uy4p1DzaSlKlpKcgfPmIQng3orMv7mpt6VCXVvaeW4G0g705yRjxJziLG5ELcIEUglaXDRLWrdkneHwyn5uclHlPKS4Btc3ZyDz7wr8AgvdDyjdUoYIjVUnB5iBMcLzujGPFcsxilQgVgK1nPOMYKOBmM1+dGCzygUlqzJO0wPeHj9Qa5/rDUP7WCBMkFJgf8ADx+oNc/1hqH9rFUvZVvRlHSIrqigOWDXkK6GmzY/8hcStKSRyiL6mgixK9gebTZon1diuMII3cqdWFUW9tfa3YOkFl2BbLJl5qcocu87OdSlpQIwn6DERsC7rE04pDV/zD0vct1vun/g99KgmWTzO/dghSs4i2GkOnli3hpDZs9cNq06oTCKQy0Hn2Qpe0Dpk+nMSVehOkSB+sWm/ehGhsrWDgKkxlVs1p4pLpTZ9GpNAk/et64KWicfdbXns0rKk7U/QYHen17adaTU2SvFiUauy7Xnyp5uY3NtyiSPOSSPKVn8cXhc0e0xnWWGpyzaa6mWb7JkKaB2IznA9HOGzohpLsKfgFSFeG6WScQCcXaiYyV2dO7ocvaxKJdjkqmWVVZREyWkqyEbu6O4esM0mmyNFpjFJpsq3LyksgNstNjCUJHQAQ+UKjO82bWho4pMHzxD7R/FGutQCwIdS6E84gpID6q1tq29cKPcL6VLbpts1CaWhPVQRlWB9EVbubU6a1uvOVd1BuD3pobayUttoUoNtZztAGSVHxi2l5y0tO8Rtrys5LNzDD9AnW3GnE5StBJBBETRGiWkw8r4CUnJ5/pAi9jlS9tikAtI9eadITlUsXTqxZZFPpUnMTks6lau0m+zxgq5ecqG5/iI0w1apVSoerVtinTEgy4qnElSil4pI5cvJVkCLI0bTawrXmzULftenyEyUFBdZZAVtPURzqvoppTcD7k5VrIpj77qtzjha2qUfE4i3cFANcqr8FM/dS9QZ6nyz02qgolFreQSS0lZI2HwB6xd0AYjk21Ztq2dJ+4LYocpTWDjKWEYKsdMnqY62QIzzclaIkleaYaa84w4pQwYbaIKzFKtWtcgzbVVH/U3vyDFJa9rxcFjaQWjp5baDLTU/Slzj08D5SG1vuJ2ox0PknnF2ri/W3Vf5o9+QYEWhOnVh3TpDalSua1qfUppMkppLsw0FqCA6shOT3cz9MWwlodblRMHEU1Vh09uqx9M5KVvp5cvc10vvbhJzAUlEqk9V7sHK8wWLl0Su/XWdpmttLuCVoj0/IsPtNHcpTCkjqkiD85oZo24sLVp/SM+hgCJTK0yQpdOapVOlW2JNhHZtMoThKEeAEaXysPKzem/yF8y9UhU/ho0zVb8TccyyENqnwpRDRCiNnlc/JIj6I6WpeTp5QBMVkVZ0yTalTozh7I6jP0fNGu/olpJOvKmpqwqS66s7lLWyCSfEmJbIUyRpMixTKZLNy0rKoDbLTYwlCR3CKpJBIRSvhYWg2thIGBHiwMRklJxyEeOJOOkUnurAsJbBUOUCDV2ZEtrLpy+U7koE6pQHeA3mDBLJI5+ECPVJpExrXpu2vzVKnUqHiOy5iLIwD3Q7sqqava1VLWe7/eeo1RVFtticU0lCgVBASrBWsDqeUE3SDWmy7LuuR0wsC1mpyRqL6JddZW4UvPqKTlRTjxzgRYQ6JaTvKUtVi0rcolSiGQMk8yY2KbpBppRp5mp02z6exNMK3tuIa8pJ8RGgTNbxSzvbaqrbN9aEW1qdOIuOwJmlzrLryHpybfL7SXMnJ7PB6/njiaDt/CXiYNUtqnr97GqhMzKFoThCJc7tvPu5Ecot7cujWmd1zwn63aMjMTJOVOlGFK9eI69o2DZtioU3atvytPCxhRaT5SvWesIytcEoxtdakyzz5+Eec48UrcQRHo6RmdwVsD7WDnmGGV/5G9/oz+KHnfMMMLWkSb3+jV+KEE3GwqYyGtlT0l0XYlaBKhVUq1WqYafXzSykOkFWO9XMYgc2RXrJlGpnUq/aia5cSXu1lqO4FfbVg+c4vGMd+Is7w72HaF66VI+FVBk6kmXrNRLXbthRSS8c4PWCJ9gfR8f/s/pHP8A+VGhsgAorE9r7VVde7hqGrumNsaoy9EMpLyE3MSD8uzlaWhy2q9UcTVe8tO61ovaFt2ywhdZltgmQhG1bagnyyeXPJi8kjYtoU2iqtuRoMqxSlEqVKJQOzJPXlEZldBNIpGqN1KVsemh5C+0Sotk4V6jyhmVpSaHDuuPws0mr0bRijsVlpbTrq3Xm0LzlLSlZSPogtlRIxiMUtNstpaZQlDaBhKUjAA9AhRnPJWhvZKMH+aIzjB7zPngUkI9XXew1B02cIyG6o64QO/DSoq7rDrrX9XLoVbs7PJolvszSmQnmQEhWC4vHM9OkWi1gSDqFpklSsb6s4g+otKiVP6K6TPuL7WxKWtS+alFryie8kxe0tDfyqHBxcq8aKarWPZV80/TCw6M1UpepvtMu1taih15RHMlOOQB6CJJxpairpFBldP5FYLtT+3zO1XMNpPIH1mDRSNH9M6DUWKtR7Op8pNyyt7TqG/KQrxBjerundkXNUE1Wu2xT52bSAkPPMhSwB0wTEQRYKltKGHCfp18CtPE1WdaKahXVe6XdwwUt/tE/Rz+eDgnrDTLTEshEsw2EIQkJSlIwAB0Ah5IwYqkNusKbB4Xp5GPIzhQrVhCZ37gRGtNeYY21AAHAjUmvMMMKsoIcPH6h3F/rLUfyxBbHQQJOHj9Q7i/1lqP5YgtjoI2N7BIrNvqYdhlHWHh0iQQn35uWkJNc7OPpZYZTucWo8kgdSY9k52RqDCJqQnWJlpYylbSwoEfNHmEuILbiErQoYUlXMERFKhpbZs1MKm5GSmKVMLJJdps0uWOfHCTj8EWBCmzcxLreMqH2+3SkLLe4bgk9DjwjYBG0qzyAyT4QCLnsW4rbuuhVqR1Pr7bVQcVSnnppLL5aCubY5pGRu5c4mq9Orwm21Sc5qzV5iWdwlxtEowypSe8bkjIzDUKU8kp2VqMs3OSTwdZcGULT0Ih+BXI6jy1CuynWJRqIt+kMz/vQ7PB0AJmOyK9iQfOxjmfGCstKQcp6QIpYxp1erU2hyDlTq043KyrWN7rhwkZ5RuQHeKtiemtNpRiQbUtK6tKomAk48hRKRnxGSIFI9kWEKQ6hLqFbkrAUkjvBj3aIbkGfc1OlGFdW5dtJ9YSI9nZhuSkJqoODKJRhx9Q7yEpJx+CBRpM1OoSlJp79RnnktS8ugrWtR5AR6w6l5CXE+asBQ9RgG60Xwu6bKsRNLSqXavGoyu5kqyrZuSSCRB0R5JKcchyECKWe0RisYHKMt3ohE+IgRSayfCPefhGfL96I9yPCBFKL3DqJZtqVJNKuKuMyD60BxPbApSUnv3YxG/TLstetJ3Uq4qdNg9OymUqP4DG9UqVSqu32VUp0tNJxjDzSV8vniJzejWlLxVMzFnyDTh6uMgtH/ZIgRSlbNRkJmZckpedZdfZSlTjaFhSkA9CQOmY2kghQyIqxQrf01lb2vMzN8zVuysrNNMSbstVlJccCUZUnmSVAE9Imto2tSr0EybN1rvZSJVQC1FeEnPQgrRhQ9UCdI6xr1GoyNIknqjUplEvLS6StxxZwEpHfA1Oj1zA5TrVeAPjvZ/uRCZvTys1zU5iwZy/rgrNClJdE7WhPvJLalBQU2z5IGM9T6IEUipppqvRtS3auKPJzDLdKmQxudGO1BGQsegxOVqKG1OBJVsGSB4QI9EZaUeuC/K9TUJTIzVbEtKhCcJ7NhsI5fPkfNBdGVAp57SCFervgQqlU7XG7XpHV+6JKsOITTH2UUxCvKSx5ZRgA9Mgc4sjpbcs5eOnlAuaoNqRMT8k266CnGVYwVD0HrFRDpvUpCRuh+UrzblAqF3tU5xpCPKmQXe8+jdiLtUmRlKXSpOlyDKWZeUYQy2hIwEpAxiBFLahQoUCFiesNO90DiqVmoVDXmkUOSmXvcdJpExMTqW1YTvdUkNhY7+QOII7x6QITC+hhlMPK6GGUwKQTSusNudBDiusNudBAprTmPNPqiAcPH6g1z/WGof2sT+Y80+qIBw8fqDXP9Yah/axTL2Vb0YjMBvliI5qK4HbBuNWOlKmv7JUSXanHSI5qMALAuTAx/wTN/2SowmrVg7LgcPr4ToraKQDyprfP6YnjrxIiB8O6UnRK0Tj/o1v88T9wDarlCTSamQE9Iz91J8IZZAKekObU+EFoXvupPhC91J/ex5tT4QtqfCC0JhatzmfTDncIxIAX0h9IGBygtBQdugY4krROOlBm/yjBfDyQMYMCi6Uj4yFpcv+gZv8owWQhOByESCRCadfSB0MetvApyBHryE46Rk0lOwcoEqXna+iPO2H72HNif3ohbEn9qIR7Jt7ptSsg4EMocCFkkRtlAwRiNcNgqPLMQpWrSuOZT8HKqCP/Y3vyDEI4bv2E7W/my/7RUTa5G0/Bqr+SP8AIXvyDEJ4bgfsJ2t/Nl/2ioK5QiSt4JOMQ2uYTjoYcWkE8xDbiEgdIdKG/ml62+nHQw4HEnuMZoaRtBCYQSnPSAcKV2FgZgo5JEYLmFqSeUOlIz0jxQG08oahaZlXFE4PfAp1L/Zt03/0k7/ZQV2RhXzwKNS/2bdN/wDSTv8AZQA0UFFlKtohb/ARkgAp5iPdo8ID3USAVrqcIWCRGXamE6BuEZpQjvEJNrQV4HMgRmHIW1ELaiGrQ0BeLXlBEa7g/Qb/APIV+Iw+4lAQSIYX/kb/APo1fiMMFIoScKrhRpWpIH/TFQ/tjBiD2B5QMB7hUAOlajj/AKYqH9sYMiUpPURGrKrNLDt0+Bhvtjv5CNhSE46CNZCU7jyiXppWE723iIXbJj3aPCFtT4RG6QvO2ENvuHb074d2p8IwmUjGPVBuRaEeryirUPTEn+GF/wBkYMB5OEwGdaCUagaUlPLNddB+8mDMkBTKVK5kiJ1xaLXheQORMedsnwMehKc9IyU03tPkwrQmt6N+7BzGXbA8sRg2lPPIjPanwEFoS7QCPe2MLanwhbU+EK07SCirlDM2gBvPph8JIMNTn6WPXAFHwgNw/PdlRLhGM5uWo/2uILiXc90CHQJGaNcXPpc1R/tYLaByjYy0lsNHJh3JhlkgdYdyIuQtlo7hzhzb64aY6d+D4RGLOuGpzN7XVbVZnMGVfbep7CwATKqQMKSf2w3bgfAwIXuqVPdmrGqM0xu7amhNRax13MqC/wAQMS2hzKajTZKopAxMstvD0hQB/PHPvF5mXs2vLe3bU02ZyEjJP2tXSAfptc+tV96cMVmhVSj25T6dTw3IuLYMw7OFlISc7sBPm/TBaF0bXSmoXNa9GACnJe4a1Vn9vUJbU40kq9faAQey8VDoeUU90ekLklqbV9eFVObeck6k4zMS6l/a3ZZSgHVBI5AhRCuXhE8kuIK96gp6kyFutpnae5MTs4VDch2nMubVFB/f8j9ECFYXtT3AmBjqrTXNRanK6aS7i0y3YLqNScQeaNo+0pz3Eq5+oRtas6iT1paeS122sZd+YqDsu3K9pghXbHCSB39RHC0uuJugWlc1fvh7srrQ4uYqqFKyVKUn7V2Y/eYwAIEKW2jcdTmtP5CqJp7tSnmZdLS2W1pSp1aDsOCrl3Z5xHr2vO/mrPrM4uxWpKXTJvpdL9QQpaUFBBICQc9YEdC1xvunUyStG2LU7KbZ7aXW5NDIM0kl9Y5dxbP0xJq1q8zqfVF6cUJCFJqbcioPtZOUE7pjPdhIAHzw7UXXXCHsn8K56jaW1BxFEl5OiSz9QlHHppwoUhvbkujblJBA6Zi2tCnH5ijSs9U1yoeWylx1bCiWuYzlJPPHriodGsW5bwue0LanGJiVojZnqdsXlBWw2suOKA8CS2nPgILFq1S5LytqS00pCnGxTiuRrdQGQppptRSG2/FSkgZPdDVG5yntCuCfvK6HKjS5lTVvUkrZSoJ5T7/RR/kJ7vExNSsrO7HWNOkUWSoVOYpNMlUsSssgIbbSOQAjeCSDzGIja0A2Fjz9EexkekY4MCaWCe6OVdttUm6bfmKTWnH0S2O1X2LpbV5Iz5w545c4gmvb930yhUi4bUrTtOTTKglc8tLZcT2KhtJWgeckE5MQnUecvSi6dz13VXV1L7K5b9CtU9httL6lcgOpVjmc4gtC6vD7p5ZLFtOV+dt2nqfnJ6YUw7ONhbnZhZCdpXz6AQc5VmQbQG5RDLaQMBLYAGPmii+pV/g2fQpdEtOM0yTkzL09ClrZVNvbRvf7iUgkiINpZeeorCa23blSqSp9MkXUuqmFqTLNIO5agFEjJAA+eGFTLL6Z7L6HvXXbDNxC1VVZg1Usl8SyVZVsHUxWx7Vx216RXl0Ntc/eF4VibZlEKHkoZbUW0KPgnAjkUmqmya5ZmpF3Tj01Vrhpc/OzmMFay4lKWmkAd2VDAiCW3p9cM9MU28JipT9FZn7ieozq30HMs07k5APQnJGemecNQ9ZzuKVqOGpS16SUhx5pKJhwvKf2nIU52igo59JEdmvav2lI0G5Zim1ll6doSFsPy4O1YeUMJSAeuSccoZ+Fmm+jNIp9qz06tgMy4LCG2itToHIqwkdSevrivFv2K1qrq3WFNVB+2hMOqrFOM1LntJoFQx5CvJUAoE4PjAjcVO61RnLV0rsemzbSUTNRuWnzE5k4+3Ou7znPhyiyjaftaSccxnrFVNWbBuqbuW3qFd+ojtY7N1ydelpVsS6ZeVaQSp07f22cbfAwF7o1P1VkZ+Ro/wAMq1LUwutvSaXH8LVLlXkb1jmrkOcCNxX0V2RrVGdlKTIv1GeeS0xLtqccWo4AAGTFS7g1q1Uuy7K9b1iVRLUnQZZFRTMJTlK0NIClo3d4UrIict3jVeI2WplAoiHpGgJbbfr07gjtFgAmXbPf5Q5nwgRuKl2jDM7cL9wamVVsIVcE5tkUkEKTJtDa3nPjzPzwTHyAnnDNMkZamSLFPlG0tsy7YbQhI5JSBgCHntuMGI2rgeFqqWcdIZ3EQ+vaAecMKWlPUwWnaaUsZ5ww88c4EOq2kk5jWdAz1h2nuKwWdwOYgXDrzoFdUR+6Gof2kTtaglJUegEQThy8u2q44OhuKoAffIqmP02kTaMaTkRHdSeWn1yEdfeqaH/lKiRJ6RHNSwVaeXKlPX3qmv7JUYG8nlXH7eFw+H9Ib0YtFtPQUxv88T5wDYqIHoJ+w1Z5/wDpTP4onjpASRnrE3iuyTOe6wl9pGIf2J8IYaSBzzDw5xBWUF7sT4RipIAyBHuPTHhGRiBFBa5PlxsI7oYUnavEbCMDqYEGh3Qeup1fxmLTb5Y+D82fn7TEF9PSA9dJCuJu1lA8hb80n5w5n88GJIO2AJCj2WLoymE35sJzzY9bB2QWnQXse5xCwY8hooL3JhoDyzDhwBmG0Kyswk6WjcSc2/U0k8lSbwOP5BiE8N6P+RS18H/2Zf8AaKicXDn3iqOB/wCyPfkGIVw389FLX/my/wC1XDAJ7KqQ12RGUnnzhl7kBiNhfWGHRnGYDYUwAQnUrO0QsxijmnlGXLxhJ0EowWcJMZ4HjHikhQIz3QIoJuXGVGBRqUj/AJa9OlE+Z7tX6/IxBZl04UYFGpAP2cNOFkeSgTu773j8cMAnsqpTXZFoo2eTHkOqRnGfCPC2fGA/lA5C1nBlUOBIxGDgwvHphwdISfZebRC2iPYUCdlYqQCkiGHU4YdRnqkj8EbJjXmApLLiyOQST+CGFEkoScKyQnS1xI6JrVRH/nqgxJOIDnCwsHS93HQ1upH/APeFQYkq9EF+yYHusyciGANrmBDuRGCgAvOYLKAAswMwtojJKDjOYy7M+MRItFJvaIamO6Nnsz4wxMIVgcoKRVoN6xEL1G0tbUOQrLqh6+yg1bQllAHhAX1iRt1G0ucPT34dHzlqDRuCmkDwEWC6pKqWGBGa/NPqjGPFOZBEQQmmu+HAMmMEAJzzjMKAgQssCFgR5vTC3pgQvcjxhicP2sc++MglQ584YnCezHPvhhK0CtAf1GuP/Wao/wBpBbT0gSaAfqNcf+stQ/LEFtPSN0aScRDsMJ6w/FiFlNCorpsw3SXmWpxTSgwt0ZQleORI7xAmuDTzWi5JuWqMzdFuyM9InMtNybC0Oo8Rk5yk94PKC413RsQIQlr1na/XBRHaLOX3b7TT6A26pmUWlxxHeCenPvxEaldCtXJaUXTJLUmVp9LcWFqp0u0oMekDPMA9+DFgU9Ye2iBCC6tO9W2bcm7TkKzasrTZtpxpSGJBSCN4wSOfXvjUtvSXU23ZRmVlqja7ipeSdkEPrlnA6WnDlwKIPlFROST3weUoSQDiMkoT4QIQKnNKNTZ63ZG2J2pWpNSNORslkvSrqls+TgKSrPnDuPcRHDVoPq/O1eSq1WvymVBySQltKHmVbXUoOUBwDz8emLJbE+ELYnwgQhC3aGtMs8X5f4Fh4ul5Tok1blrKdpV6Dt5eqNSm6dasUeos1WkydlScwwyphCmpZSRtUrKuXiTBrhQIQdmLQ1xnKrL1l2dtFM5KNrbl3Qw59rCxhXIdc4EPUuz9bKM043IVm0Ge2cU64GpFady1HJJ58zBcJOOsMlaswKBYChgqla+5/XBa/wBVX7Y997Ne0gbrgtbr/wDBuH8SoJhOYUCACFo0hFURTmE1lxhycCB2ymUlKCr0A88RugeMemPFQKaHFUo+tkyp+XbrdrvSLxUOwfp6lbmyTgK58+UDlrh3uyXq4rDLFpqUlZW3Luyz62GyepS3v2jnFjoUCEBLy0b1FvuRYp9wuWi61KqSpkpkFpU2Ac7QrOQk9474YouiOoFuz0/P0ddpMKqUqiTeb9wrKOzAxgDPf3xYKFAoPYHjlAZ/R/UubrsjcMzN2q7MU2VEpKoXJrLbSAcjanPIiN+6tPtX7vt1+2atVLYEo8tLuWZV1taHAchYIVyVnvg155YjNAyIEbQEEKFYOtlBpbFJYuS3ZlqXBCFzcq4+6Ae7eskxz7w0n1fvREs5UblokvOSJBlZyUYWy8z4gKHd6IsCBz6R7geECQjsWq8W3o9q5b71Qnpi5aJVp+pt9g/NVBhx1fZYwUDnyB9EcT4sVwrmPdMxKWnMKHJIeZmVpSPAAr5D0RaI7QMlMc52v0dmYEq7OspdPRJUMwWj0kC6Lo5qbbtTmqjRJq0JQTkmiRcl0SDhZLQJJG0q7884kNKtPWeiSLdOpU/aUnLtcktS8i42gfNmDFvbU32gwU4zmOWK7SlTPuNM6122cbNwzDtHpIe+5OINJ2IrNrkDopUs5+LMTK2G7uapiUXnNyExP7iSqRQpLW3u5K55jsTEy1LoLrriUoHPJMcJ6+rWQ/7nXWZYOZxjtBCRtIXac80xrOdIyZnZWdZ7WVfQ4kjqk5jmzdcpki6GZucbbWegUrEClS2413Op9cZJebeSHGlhSSMggxz5muUth8Sz040l09ElXOBCfmP0lXqiEcNv60az/rFP/liJs6pLjClIOQREC4eZyWkbLrT0y8ltAuKf5qOB58QeLaikaUxH9RcGwrjGf+ipv+yVHib1tnO336ls+HaCOZf9WkpvT25JiSnW3SmlTWNqgf8AmlRkLQCpAmlG9Db3tCR0gtKVnblpsu+1S2UrbcmEpUk46EE8omj2oVi4/XfSPraPbFPbpufTjTPTGzttg0aq16r0pMy8/NoylI6ZUO8nu9UQx7VCXs2oyE3fWktoJp9Qb7RptiWCVLRkeUCFHx6GLGxl4UDJtKvmjUawgMG8aOPXOI9sPN6hWI4opRd9IUQM4E437YqXqpqPoPalCpDluWHQZ+erkp7pbS4x5LCCORUB1Oc8ohqrwp9kVSmTGomk1uN0uopS432Mr2alNnGVJIUcnBzgxW+MtNK0SCrV6vh7ZPyrpX1xv2wvh7ZPyppP1xHtiFUnRXRmtU6Vq9Ns6lPSs4yh9pYQSFJUMjvh2d0T0ZpzfaTln0hpPipGPzxDbSkx+5Spy/bK7QYuqk/XG/bDitQLGbSC5dtJSDyyZxv2xCF6SaGIZEwq1qKGz0Vt5fjjblNDtG59sOytm0h1B6FLefzwUm7kUofcl7WOviItmeZuqmrabos2lxxMwkoSSQQCc4z6IK6NS9PynaLxpGT/ANbR7YBd16ZaZ0XW63KELWpjFOfpE3NTCFI8kqSRg+iBBc1/WlXLwmbU0q0uoE17nW4C44zvLuweURkgDpFjI96pBLeFddd/2TsJF10o/wDike2Mmr9snYM3ZSh/4pHtilGkOpGlFy3izZF/6cW9LzL61NImW2doS4P2qwTy6GMrz1DsaoX47Yuj+lNtT5lVLb7dTfN9SfOxzxgYMDoy1AlIV11X9ZGP12Ur62j2xj8PbK+VdJ+to9sVG0VvTSu77kmLI1AsK36dVGd6kqbbKUK2nBQcq5KEHxrTLh+eUEN0GiknuB/xiBBCsY/cp4q/bK2nN10r62j2w01f1k7j/wAbKT9bR7YjrOhGjswnezZtMWk96U5/PGS9A9IGkla7KpqQOpKD7YiprsV6+7LXQ6ihF1UoqVKPBIE2jmdhx3xCuHm9rPp2jdsyU/dFLl5huWWFtuTSEqSe0UeYJhyoaRaJO06fTJ2vSVPMy7qgEjJBCSfGK5z9Q0u0/wBHrVqdQ06ptUuGryzj4W+Ds2hxSQVHPPoOUXRilXIrlL1FsMq/XhR/riPbDLuoth45XhRvrjftigr+osraM7Izd86N2ozTp5HaMoRL7VqSceUDuJ7+hg/1uu8NVCsOn3mLSo0waszukpRtkFxascwfDHfEizcVSJq4R+a1EsPZ+vCj/XG/bC+yLYfywpH1xv2xTXTm+7MvTUWl2vU9J7ZkpGoOqQpxKFFaEhJI78Z5RaOR0c0XqJIk7SojpTyO1gH88VyR7FayTepP9kWxPlfSPrjftjIaiWFz/wCOFI+uN+2I+5oTpYk8rJpOB/1cRyZ7TDQyQWWahbNDbUP2qmwIhStBU0Z1FsLccXhSPrjftgXaiXtaL+rthzzNy01cuz7rS46mZQUoJSMbjnlmOh9j3h46fBug/MB7Ygl2aa6VPasWPTKHbtMNPnkTYmmkJyhwpTlORnqIsj4VcgtWEOo1hj92NH+ut+2F9kWxV+Sm76MT/PW/bEQVoJo8y3uXZFMCUjmS0I5DumvD7LLLa7eoiFjkQUphuAJUG2FPXr7srtP120j6637YcF92Xj9d1H+ut+2B4NPeH4kAUGhE/wAlMdWW0W0cm2fdEvaFJW3++DQxFdKy1L/h5ZHyupH11v2wvh7ZHyupH11v2wPp3TnQGQd7Gat+htr8ClMb0ho9orU0ByRtOjvA96WwYKQpn8PbI+V1I+ut+2GqhfllCSeKLspJ+1qx+jG+uPXESn9HdFqWntJ60qQynxU2BHOd094fVMuKbt+gqWEnHkjr9MKkLj8M11WvTNMRLz9fkJZ5VVn3Ch2YSk4L6iDgnoRBYF92X8q6T8822PzxX3ho0z0yu+wZmfq1s0qoTDdYnmUuPNhag2lzyRnwAgnL0h0PamBKLs+hodPLZ2IBgATU2F92Xn9ddI+uN+2MXL7sreP+NlJ+uN+2Iq9ofo9Kte6HrIo6EDnuLAxGMjo/otUBmTs6iugddrIMFJKYfD6yh+62k/XEe2F8P7K+VtK+uI9sQ2a0l0OknQzNWfRG3FcglTIBMbaNENHVt9qmxaQUEZz2AgpCk/w/sr5W0r64j2wnr8sooB+FlJ+uI9sQxvSbQ12ZMo3Z9ELo6pDQzG+dDNIQncbDpOP9AIKQoRq3dVtT9+6bOylwU95qVrS3XltzKFBsdkrmrB5CCyzfllFOPhXSvraPbFdtYLH0iol82JJSFIpkmzN1XsZ1psBKXG9hOFDwzBMk9NNCZhQDNuUBRV3BAz+OLAeFEhT833ZfT4V0r6237YaN+WXn9ddK+tt+2I6ND9JVN9qmyaQU4zu7ARyJjTjQeVcLT9uUJCx1BQmFVoU5+Hll/KulfW2/bC+Hll/KulfW2/bEMk9LNEJ87ZS2KG4T3JbSY6Q0J0rUMix6UR/oBEaRSkPw8sv5V0r6237YXw8sv5V0r6237Yj/ANgfSz5DUv7wIX2B9LPkNSvvAgpFIgq80xqTn6WPXG2rzTGpOfpY9cRCCgVoB+o1x/6y1D8sQWgcCBHoCoCjXH/rLUPyxBaChiN0aScQfKGY2UgGNRHNQxER1ok6/MacVZ+3K85SZyRb91h9ClJVtbyVJBTzGRFiEQG0JHfD0UN0qqGrWpk1U2mdYpymIprSXP0VPLy6VE4SkZ59Imls2bxFV+i3JJTly12UflUtvSD0w8tKZnaTuCFDxGIdLP8AMc1SuAkt9cw6laM8zHz4041Ivlm/5Cm3bqDWJCXZmcTHuh9akgjPkKBPQ9M90SXT+S1o1FvSoUq29Uay9Sac6tLlSW84WVYPIBOe8Z+iFSsbIHK9CVeB5RmM9wzFC9Urk1btbVpyxUakVIGZmmUoW3MKShsPYKRj0ZjqO39rHpBq3L2RWb3mK41Nqal3Uqc7RO14bQoZ5hSc5+aGo7iDyrxDnHoGecUHTWdWRrKdKDqjVQ6ieEsp7tlYPIK6ZzjHKPNU63qzaGrUxZ7ep9XSiem2g0WppwIaS7jAwT3ZhKzeB3V+IROOsUiF9azaOas022KjfD9yszame1aW4XQpCzggA8woR3uLyv6iWbctMuCgXvPyFPqzHZJlGHVI2LbGSojpzBH0QwovkDRYVvj0hvanIBPU4ikLtq8QrtpUe6bc1XqdwP1ZCXfe6Rnldsw2RncobsHHoha/6u6mW7TLYsoVafp8yqksvT7oJS+6+chQUv0YgpVNyb7hXiXL7RnII9BhpaQnpFECdb6bYbFWtTU+arzNUCXJqVlJpTk1LK9A870HEHDTfWqiafafW1TNXK7Oy1fqKSSmbbWt3mshJWcZHd1gIpWtk3I+wiPGMEKRNy4cYWCh5sKQod4I5H8MUR1NrGr1paqPafI1OqhVMTTaGnETCwhCXiCgY9AUISmr5Y9IhbT4iKG61VXV7Sq55CgO6o1aa92SbT5W0+tASfMIwevMZ+eJ/r+nUvTjTC063KajT63JZhMtOuNOKSqYcd8pKz6QOUOlQcijVK2e0x5jPSKKXNUNYre0itvUJzVirOIrTzmxlL6wtIPIAnODjYfpg78PTF+3JoxNztbu6Ym56t9r7kmXlqWuWGNuM+gjPKErA+0dOsPIAAj59O3jq5ZGqkrZV53/AFeXRLTzTbrxmFFtbZUMKHikiJ+qe1WvjiBqNsWVqZUF0mWcEy6tDxLLCBjKQnp15QKQcCrjjqY9yIgmr9KvaqaaztNsh95NfWGgy4w92StwI3EK7uWYqdqPIa8aV2lIXHd2q1VZm550tCnInnFOJI6ncDtIAhgKDpfT4pXnmVbZdwg8wkxTyzpZzUfiTuuhV+qVFErQ6e3OSqJaZLY7QvbTux1GO6C3wuz95VXSpyrXhVpqoOTkw47LOTLhWsNYAxk92RmBNoYicHFpqUt0J9z+8kuGsdc9vzzHgPiln5WldI5uXhSGORrW05poj62jg/oaW3AqadocOFZeTnnqfJTVHmHVKLTRXLuKOStHp9I6fRFbtAe3vzV3UWZrtQnVG25iQTJIbfKUAPe6N+4d/wClJ/DBMs/UeV1SlLpokmhMvc1oVKYkZiWCuSgFK7FaT3ocRgHPRYUO4EgfgOuKpXHqXrrM1OWdlX2ahSmVSzqSlbCkmeSpCgeYUCMH0iPlGd1/qmV8PMwTSOh1LF9JryDTiHSM2yAjw9h5I7m/BC3sxWNzG0LY66/h2/ZSriE1avWvXdSdG9Lh2lcq6uzC921DKAMrcWe5KUgkn0cskgRILd4VLKt6loqN+XRcVfqoRvmplM0400F9T2bTXMJHdkk/igHcD1WqF4cQ18VS45lycnKLSOwlXHjlSUuTACvnwgD1EwQ9OtSLyrvE5VaDULgmzSlTk8ymSUrLQQjKUJ29BgJEeu1SbVesOq39OY+Y/GxsaJj5DEQ2R738gbiDTQD7Hm7BsVmaWY2OJi0Oc40L7CkbLQoFPokompWDcr9TpiFFD0q/MdsU46hKvOSod6Vc/V3hq50m/uJmj2NVKhPNUmYp81OFMrMFpW9tIKeY7ufSNXQK66gji91RsdiZJpRpjM92AV5KH23EI3AdxIcIPqEcGw6PVKZx51AzdfRPSi5eqKlZcPFZlUqAV2ZB83AUBjwjz8uv630/DrvTeVlOlfjQGWGY8SBpHZxHctJFO79/FAXiOOYxTNbQcaI8K1MlKC1VtUpDr7kk63tYceXvUlYHNKlenqPngA2zKm/+JitW3XZ6dElSaOqoS6Jd8t/bQ+0gZx1GFnlBwNzyNeu6uacVDErOyrTM3ILHV5ooSVLT4qQ4cEeCk+mAVoo5NI4ubyp9Rb7Odk7aW28g+PumXII9BBBHoIjlaZ8QdUzOgs3HzZHM1DHiY9r7Ic+J5aWSA+TR2uI81fJKsfiMblNLRbCa/cdwrJBCZSUXLtlRS1lKdxycCKu3XcFUt3h+uSfpcwpl4V6o4Uk4PnwQdROIWnWdcc/bTdHnp9+VWQ4JaXU7tz0ztBxAHr12TNw8Olxofos/JE1admMTEstvyVqBHnAR936fzxPpOG6eS5HRRk2eSSxpJPmyuXM2pHUOLKOdr8NGnlTtqkVyfqlzmZn5JiYdKaq5jtFthSsADkMkx1l6Q0RNJq1uWJqBUmJ96TcZVKT8z26MKSRlSFAOAc8bgcegwT9NADZ9sg/wVKf2KYCXFTVX7KvSyLtorhYnWa1KsKKDjtGnXAhxCsdQUqIxHwXpHC6k6i0OfXMfV525Eb5A1rnB0Z2cgFrh57XZr2XUndDFIIjGKIH68obcQcgLK0atalXJJSLVYkvc1LmHcJUc7wnyF4yQQcj1xPLi4L9BawqQRcc3dDi1Nn3Ok1V0pAABVjAwOo6xBP8A9RGz6tVWrHuKmKUWZWe7KbbLmE8nWi2rb3nm4M+qCpxS6Yax6o2zb1K0irNLpzsq+49Pqnpx2W3J2JDYSptCyee7IOO6K9X65n1+HQMvIzX4UOS2b1nRu2U6Om35FF44sGg6kMxRD6rWsDiKq/yo7WuEbhvpDcrWKu9c/YyKA20sTky6lCU9AQlBgb2NbFq8Smul3WjdTVXVbVpSbaqMW5hbBc+2lG85AJBSByIESWR0W4wKfbNNpgvuiSyqbLKaeRK1WYV2/U58pkZPdzjR4QFX2viC1AN+SqGJ1uiSrZCQBuIfOScd8djVMzH0/pXU9S0HXJst7GsFukDvTJe3kU1pBIsfpapjY587GTRBoP478K3ml9Ilrfs6UoEkhxMrS3pmSlw4oqV2LT60IyT1O1I5wFONK5KrQbcp6KbNuMe6JtllZQrB2qUAefzxY2lspalEhCQAVLVy8Sok/hMVd47P1v0j+kJf+0EfadPmfJpcMrnW4xtJPmy0G/1tYA3a9wryujrnaTNk2HJroz9UekJKYSudT7pUp5cuFDeEq7lbc4PjBj07pdFtymSDdv1CZnKbONJcYeffLpWlSQpKgo9xEe3jb7FzW/PUl9AUHpdYAI9ED7h8rTr9hTVmzKz75WdNrp5QfO7EeXLq9RQdvrQoR+edK6k1nD6Z0XqjIyZHxtmezIBcSHMfI5oc732VQvyQuy+GN00kIA7cfrX+qB3HHfFbpOr1sUW1HFmrVGnqp8shvzlOPPJSkD1kiNzias+U0J0CcqFisq+FKy0hc4VArPL7cscu893p9Ecm32BrZxzyVdW37oplj0p2oOEjKUvlWxkesLVuH8jPdHI//UNpOqyJly4qfLBVuNSCZZkJeyCfOWpSO47jgHwAj6bn6nnar11iaLhSuZBjxmabaaDi7hjHe/h1eQSsAY2PFdI4WSaH+pRLf4POGy1qrTavWancMtVKu4r3MpyrOlTz2zcvbgdcZMNaRaHcKMvewnNNrmrE7XGEuOFsz8wrAz5RIUgD8MEPXTTrUG/JKzZ3T2YpTU5QZtU4774PraSpKmdoCShCsnJ8ICFjcNXE5YF8P3pSKtZ7QX2quxRPPnkvJKcdiAfRHyTo7WMHV9KZk651JPDkEuBYJQKAcQ3gtJ5FHutuTG+OQiKAFvvShWl+llmar8ZeptvVacqiqZQWXJ2QVKTimVh3t20HJAyR5ShiLNTXDnpPbsuuqTddueVZYyVPKqbpSnHeeUAzg6ti5qDxQ3/N3a32dRnqCp11JOTuM22SYKurT3FBW0Vq3rTsOUmKa6+63KPrqLCCtkqO1RBVkcvGPRaxlF3WGRpOoa1LiwRQxFp9VrNztoBJ3CiT9xoDnlVwtrHD2xgkk+EYNPKexRZSVnbaux2u0OaSOzW68h4gZxuS4jAUO4gjI8Yw4gNQWbB0+qFW7YIdDStnPnnERvho09r2lWllIs+9J9hdadmJicmGmnd6GlOuFZbQe8JBGSOWSYD3FfWJzU3Ue19D6G8VOVqfQ0/tPmMDynln0JbStXzR634bdRZeVp2dPqc/rY+NI8MnIr1I2Cy4+DVfd5ur4VeXE1r2hgokCx7FSThfse5bh0w+yPd9Sn0Vu5xNTEiwt4hpmUXlLBUjv3Adpn96sRM7BtWjT2gNFXcFvyUxUafT3mD7pZSpbKkurCkgnpgiGb61KkdM9Q9O7GlJ9iUpEysUuYliUj9NSGpX1YUAP+9EU4nNJ79r9LcqWnVZm2DLNuOuyLU0WUOBSipSuRwTuJ5emOD8M+sNYz9bkj1tx9PNYZ8cE/a1r3NLB7fSA6vYA9yVLOx2NiBj7t4P8O6GGjug1la/2fcF56zTNZ90UG4J6Ql0yk+thlqUaaaUk7E55+UrnE/kdAeGL3LbxkbzqbLLigKOp+qkNuqJwEpDqdqiTy2nmTGnwTSFz1Xh8vOj1VKGqvMXBVJRJdOEhapVhKSojPLJ5kRDvifcQVzsWzaV33ra8hbVHdbXMuSExMPTRQlW4htCmUJ3HpkqGM5wcYPmszXmSa9rDNV1ybE9GSomtfwRRJ+ijdEDgEXdKxsJEUZjiDrHPCj2qum1yaKamS88ammclal7pm6dNob7NQwg7m1J6BSdw6ciCDy6C0vC1S2laZ23eDs5OvT9clEzE12z5WjeSc7Qeg5QLONqmXnXqZT37SpKVt22zMPvTLykoyp1KRtSFc1DCeZHLJ9EFvhU7T7AOn5ex2nvU1ux47jmO7J1Vr2ZoHTeblylks+TG2Tb9O9hcQNwHFOaASO3PYKtmPEyaZjRwAa/CN01tDDihnISTFMaTbcvrDxB3bat2VOqIp9Ipzc1LokptTB7RToSckdRiLmzX+TO/wAg/iio+ihPxqtQU45e8jJ//eBH0P4lZ+VpnSWbl4chZI1opzTRH1tHB/QqjDY187WuFhTFHCxpgvzKhdKsHH6qO+yOtR9MdN7Gu+2mpWoVL35DizTmpuaccK0EAOnmMck+Jjg1SicUqa7POUOetMUtU04qVDs88HAyVHbuAZIBxjvMdBclebep2m83eLkiuaSZ1hfuVxS07uyz1KRyjwfSr9JzsvE9LqKeaYlrvSMoIcQA5zCNllvBBF9r5WmcPa11xAD3pF3UR9yRtKozDCilbbCiCPHEVR0G0ot3WOz6je16VWvGeTWp2UAlqgtpsNNqG3yR38zFqtUP1mVT+br/ABRXjhPcrI0CuRVvy6X6oitVf3E0tYQlb4xsSVHkAVY5mPS/F3VMvS9CilxMh0BdPG1z2u2kNO7dz7efbhZ8CNr5SHC+CpSjha0yacSpM9dO4HIzU3fZHC171CltC7FlaDaL01M1KfcErLMOOKcdUtWAgc+pJOI36XWuKhdQZ99LJpzctkdopNTZUQPUDELv2QmLh4qtL6Rc8skhL8xPKZyFJDrEo8+2fA4W2k/NHI02bS9MM2q4mvS5pxo5JTEZmPa4NYb3NaLocUfBpWvD30x0QbZAuiunp7wsTlSpiLm1uuqr1CtzY7ddPkJpTUvKA8w2SkbnFjvIIHcAepI1o2RatGmXkadXTPNTciodvIzUyt0AeCkODekHuUOXrgv0pKVBwkAnIEVi1Sqcxa3FLYExSnFM++0yunTaUHAdacbVkKHeAQlXrAMcjF07qfUemj1h/asrcosMzYxXoBoBcGbK5to7337g9zY58LJvl9g23V+f1ta3FLcNUmp+0KEmZmJVqrVaVkZxLTm1YSt1KVgEdDgnBiWHhY0wlgrfVLp5J3E++zp5fMIhPFkkM3vp6pI/TK9T1H1+6APzQU9XKlrJITUs3pfa7NVYelViZW5NNtbHN3kjCyM8oya31VNr2Zokk+e/BgyYHvkLHhgDgPd3H3ChfNJxwCJsgDdxBFcWozopY+ltGk51rQ7USbnG5KbcM3JvTvuhKHSo7gtKkhxGSDg9OR6xyKPJCu8Q89b90zs+0oUwz9OSzMltJcbcSlxJH7bksHHgkxDODvQDVvTO9rl1J1bRJUdE5KvyktJNTiXi52swh1TqynyUhPZgDmSd56d891kZ+CWs2nt/NKCGlVEST6wcAtzCVMnPj54PrAi3TtS1fMZrWk6XqL8qGKEPinsFzZAN3piRtB11zXYce6HsjaY5Hs2knkfj3pO8XWp85YOlzzdMmFpnVZaaAOVKP7UevpE30fsdzT6yqRM1OozszVnZCWcqinnytBmFNp7XYP2qd5OPRAd4j7SqF8cQOmVjKbKqXVn/AHymc+aUSau0eSfWkNj1rEHmXvKn1y9Li02S3smaXTZaZ3Z/TEv9oFYH8TajP8sRxuo/iVqLcPRMrT5HENjbPk7T9zQ9sRDvcF4eD+Tashw2bpGvHmh/VAOTqFS1a4pJq1XqhNooVBpr0/MiXdKMrC0IbTkeJXnHeEmLD39cUrYOnc3UFPFKZdhXZlSsnkOXOALwa0ubm63qZetRaPumYraaMFHqPcwUVgf9538AhnjUvGcnWaLpXQHc1G4JtmQaQnqVuKCRy+ePp+ha1k6t1lqcvrH5PFjjYBf0bnDe59drABBPssUsYjx2CvqcT/snOE6361qFSKnrBdtWqIXUKq83R5dDxQ2mVa8ntFD9tuXvHqQPGLROTinLfeezh1pCkq9ChygC6hXhSOG+2NPLVos40zTaXNSspOtuEBbkjt7JxxX8YlZc9KkQaZmZQiVm0JWFNTTBcQoHIJA9mI8j0H1nq2odRuk1Jx+UzxI7GBP2+k4jaB4tnJ9yAfKvyseNkNM+5lX+6qXpzpZbvEBfl5T9/wA7WFuWvVGUU4Sc8phKN6FFWQOvQQT5zQrSGzpcVafuu46aykj9EPVVwIT6SVDAHpPKI/wkqzeGqyfCryv9muI/qvS+LS/6C/a0jYMi2xMEtdq5U2EgIJxk+VnpGXO1D57q/VcPU9bkwooTF6YErWA7mW6g7vRAPHvz3UmN247HMjDibvhWDlGJ227YmBJXA5Vqc7LFyVmHFpWsApyDvT5K0kcwQPbFd9DdOKNrWxddx3vVq4ZinV12SZEpPrZQGkoQrmkdTlRg32PaMxp7otSNP6rU2pypUejJamFoUSCsAlW3PPYDlKSQMgDkOkDzgx/WzfH+tEx/ZNxkyeqteyOgH5jsl+9uSI2TN+h0kW4AP49+R+a5s2pNgiGUG1xVkexUnlNFdObWmmRI3pcVKmXFAMqfqRwpXcB2qdpPo6wWLSerdMKaNXJtM4QD2M0lO3tAO5ScnCvniK6/02TntMKr7obTlEupSTjmDiORw0XRUrx0YtStVeZcmJ1DRlXH3DlbhZcU0FKPUkpSMk8ycmPU6j/bPw81HBmdnyZWJkSthe2anOaX/a5rgAeObH9b4oZ6eWxw2hrgL4RuyfGFk+MeQo+0Fxrhc5eK80xqTn6WPXGxvUeREa85+lj1wgolAXQP9R7k/wBZah+WILSSMdYFGgn6iXH/AKy1D8sQU0HOI2sNBJPoOFCI3q7VJCmaY3G/PzKGUOU95lJWcblqSQlPrJiRp6iOZd1nUO+qIugXCwp6TccS4pCVlJJT05iLQUKiOj9m6YXT76/ZCuaYo6mG0rlOyfDXaq55HMEHui1Ok/EJZM9QJilPOu02TtqUaYTMTrqf0RtG1OCOqiExsfFY0dzn3hfz/O1+2N6T4Z9I2pGYpfvE8ZaaWhbqPdS/KKM7e/0mHaziCjdqrV305rW+7LvvegTVOpTUgyJlEs66ELmAk4UrHifxxMOFTWqnWHOO2LdD7MvTJ5xTkvNLwOyePLao+BiwFL4aNIqQZv3voLjPu2XVKv8A6JWSpokEp+kCGXeFXQ91QPwYmBj/AK657YLUG47muu1WDiGnaJdXEBMuyVdQ3IuPSLLk6yrIZ2pSlagfFPOLI2Bw36eW3UWb3VVp+5HUgTUtNT7oWkDGUqGAM4HMGOlPcL+jtRn3qhNUGYLj6yteJpQ5nrBPlabISNFaoEu0oSjMv7lQkqyQ2E7cZ9UCt9M+6oki5aMOLh25l1Nj3t999wmQryCnZgHPr5Q3xE1KiXNrq46zWECnOOSjL00wvJZwAFnPcU84tPKcKuiKZj3Um2XQ7v7QH3W552c9M+Mbk/wtaK1ScfqE9bC1zEysuOrTMrSFKPU4zgQAqLmFyp0qcZ0f1xYmW6gqs0yUmGlImZ1PaFcusA7wfEA5BibcVmo1takUW1qhQprcELmFltXJYSfJCiPA7TiLKXVw56U3cZQ1e31FciyiXacbeUlSm0DCUqI87AjWq/DHo3WVyzs5bCsysuiVaS3MLQlLac4GAfSYLUfTPZV2s2r6KaK0i39TKXWahXa0Zbs5unMzaMsLWjB8k46GN7XbVSwb3qtLp112W+y27KsTLNSZeHullp5IVgp6KxnpBs+KToa5lKrXe8oYJE45n8cdye4btJalPyVTnaAt56nsNSzKXX1LbLbYwkKSeR5QWkYfpoKit2SdDseqys9pzqE5UQr7YhxoKZdYV4EdILdZvDTW96NZFb1np9VNw9lgzMmkIC2ErwlToI5gkd3ODweErRUVT3zRQXvP39gqYUWgfADw9ESe5tC9MLsVS3atbyCukpDcv2bhQNg6JIHUeuHaGROZ5UupfucU+UEmftHYN9l/I2jH4MRSLiDP/wDFLL/zynfkoi6NccnKLbE89QpP3RMyMmoysuB56kp8lI+jEVBtvTvU3VrWtjUC5rYdo8qzNszDxeSQMN4wlIPM5xCVtkBYcblFm2rqoFwqQv3KqTEvuAPJYXkjPqMN8RWtllaiaU2/bFuTa5mfDjLs0nYQWyhGNp8eZMW8u+zLZvelu0S6KSzPybnMtrHQ+IPUGBxQuFzRqhVFupS1vPPONK3oQ/MKcQlXiBBardCXcoEaxPN0rhxsC2J91LFRZWH/AHMvk52Z3Hdjw8qJDZfEVRdMNCKA1RRI1irtOuNPyKnyhbKcqO44Hq+mD/e2iun2pD0rNXVRFzCpNoMMlDym9qB0HLrEbTwl6IJBSLamAD3Cdc5wWphpCC3FEKFdOnNoaluNS8lXamy24WEHKnGVDPLvO09/pgicFlGoQsWduKXcbdrE9MlM6o81oCeSUn1jnBHuHQXTa6qXR6PW6Ot6WoMuZWRT2ygW2zjlnv6COvYum9n6XSU1KWpJKlGJpYdeCnCrKgMA8+nKC0NYQ61K1EJSSo4A5kxRTWaqTevmvcrZFEccckZN0SILZ8kAKy4v1xdY1qh1UPUwTza1OIU2tKXMKwRg9OYiLWNolpxp5Xn7mtyiFuozCFJW868pw8zkkZ6H0wlY9oIUrpdCkrZt2XodPaDbElLJZQAO5KcfmipGgtYYneLfVCmsg5kqPLpcJH7Yv5x9EXJcPbBSVDkoYgXWvoVbdnajXDqRRmVJqVyNIZnFKWSCEkEYHd0jwvxL0rM1zpTM0/AZvle1oa0ULp7T5IHYHytmC9kczXO4A/2VWqrcdq6G67TF223UZyqz9Yn3W62yx5TRYW4Spop6laDhQPiMdCYsrYWnFn0K9bs1ZtCZQtvUOVpkxMoawWluy6X8PpP/AMxD6MjxRnqoxtT3DRpLPVV24JigOKqTz6ppbvuleC6TknHTqekSGzLHNo0tVBk3d0i26tcuhR/SUqOSgejJJHrj5j8T/hvqes6Vj5uisPzPpxxTMBA9Rg2uF2QCWPaPPI88ALTgZrIpHMl+2yQfb/8AqpTwUSkzReIC9J6al1JlbgkFty7x6Kebf37B6dqlH/uxz7jvOV0A4pKrUL4QqRlXpianpF9YPZzDDwJQUnvwTtPgQYuo5ohZkpSpeQoMmaY9KPiaZmZZWx1LwOd27v8AA9xBIPKNuv2FQ7ukmabf1oUO4mWFbkCoSTUy2FfvghxJCTy7o9Rq2l670z1M7qXSMX5qKeJscsYcGva5lbXN3cEUKrv3/VURving9CV20g2D45VT+DOUevnWTUPXtilPyVFn5YUyXmXQUtzbnahbikE9QkISCRyycREtG69LXL/+oPV65SZgzFPnJaqLadA8laAlKUqHoIHKLyVe05Go26u2UpNPpzrfYKZksNYa6FtOB5KSOXLHKIJaOgdkWFd8vdlr0hEs8ww5L8jlSgsYOT3xw3dJa/rWNrWvajjiPJy4TFFCHBxa0Djc77dziB545uuwvGRFG6KJhtrTZKZ1dtyqNTTF/WuEis0N1L7YI5PICRuaVj9qpOUn18ucda0KHad3XVIa7UQFqfn6CujTKBjKk9u24Er/AI7a21p/73oETWZYbmUONuoBDgwQfViI1aVpN2TN1L3syZKpPe6VMZwEPYAKh6wBn1COb1f8NNS1bo/AfgRlufBAyJ7QQC9haA6Mm9p2n6hzXeuSFbj5jGZD9x+gkn9PyspG3paiXDV7kpzDQm6mQl9SwfKCScdPXAL101Bq15cPNyv1CRlWVCoTEjhkK81lYwrmTzPfFkVAKKlY84k4gQaf2FTtQNPbioNRSFMuXDUE49axH0rSugtEbHh6nn4g+cjZFbiTYdGxoHY19NV7cLHJlSW5jXfSSf5qXt6iUHTHSy2LluOYDMqZKSlwo/v1S+QP9kxWK9b6qnFTrJbFsWLT5h6j0ipy8/Up5KT2Uuw0sLJUroCduAOpJ5RctFpSL9Fk6DUqJJz0nJNttttTLSXUDYnaDtUCM4z9MMVunNWhZdZm7fkJOmmTkZiZaRLsJQgOJbJB2gAdQI+VdKw9aaBo0+g4ml/3kj5CJXysDGh/FloJJoc159vB2zHGlkErn8CuKPhAnjZUVWbRmwknZUWlHl4uI9kF2+9TLT02lKbM3XNhhueC0M5VjKkhJP44j9BsdvWTR+2Zm6X1Tcy5LNzTrznnLc3bsn54ItStqnVltpmtW9IVBDGezE0yh0Iz1xuBxnAi7UuiNS6a/sJmBiHMZhtm9QAtALpKJ+/xuJI4PARHlMm9Uvdt3VX7IfW9xG6WV2Y97qfU23H3AQkb884G2hbqH+JjUN5seS5SJZQPo7YxYCVsO15R4Oytl0SXWOi25JpJHzhMc+h6Y0+370q16U6WQJqrMIYdCcJASlWRHV11us9SdOahpcOjHGe9jdv1xneQ9pr6a7CzZ9lCN0UUrHmS/wCPso9O8UGmVv1Odt+oVdtE3Tpt6UeSVdHG1lKh9IMBni4vSj3zZtHqdDeDzJn5fmnn/wA4Isw/p9bE1MOTc1ZNEefeWXHHXJFlS1rJyVElOSSeZMcu8tIbfvCiMUV6kykqyxMImEpYZSgZT0HICPQaDr/ULmQablaO+JgaGmQyxkCm1dDnkj+aqlZFy8SX+KKmMmkLmdp6FBEA15CNNeIhhbn2qm3rLmRWo8kiaRlbOfSfLQPSsCDtKtOsub1pwcYwI4F+aeU++RJuzPkTEg+iZYdHVDiFBSSD6wI5nSfRmTJ8Pf8Aw3q0fpyPbICCQdpL3OYeCRwdrlOfKaMr1Y+RwobpJoxTNMrkviuya0OPXhWvd6VY5tS4TlDPqS4t4j0KEDrj7b26SvJSkkJTBgq91zVP1TtyxQxj3XJzFSedB5EIGxKAPWSfmEbmqenFM1Qt9VEq7YU04MHIjT8J+m9U0bEn1DXwRlzuaHWQTsjaGMFgke579qUc6eORwZF9o/1XNvXUe1tOKTS5+6psMMTn2polWMqCAfxRwqLxI6U1mZTT6fVG1vu+Skb884INStmRqsszL1m35CoNMc20zTSHQk4xkBQODiNWVsG15ZaX5eyaIwsdFtyTII+cJjxfRUGu9LaQzTcrp8zPaXHfvh5txI72eO3dach0U0he2Wh+hVfNGnEzHFZek02Moct0FJ9HuluLBXxLz8vZk/UaVUZiWm221rbWgjySM45EYjTpWmlOo181C+JKWbbmqjKJlHAkYAQCk93pSImE1KInKY5Tn0BSHElKvnj1+ndMy6p1fk6vrGC30ZIItoeGPDXgN3N88t5BNAGuFnfkBkAZG7kE9rCDmjeoVZvfRv4XXTsNTpzk6w88lAR2hl3FJDmByBUkDOABnPKBBwvUKb1I1svDXGqoKpOkhVFpJUPOeXhTyx/JQEJ/+4fCLJWzprJWzb9RtmVl0qp9QefeWgHGO1ACx+f542NONP6Xp3b7Ft0eVS3LtOuPrPe44tRUpR/F6hHkJuk+osLA1Xp7Tccshysluwgt2MgeSXkDdYAAa0tq6PAV4yIXOZK88tHP6+FANUeHjQe8Z6dvvUm1Z2amEhMw/Niq1FnYGkgJUlDLyQnASPNA6Z6xJjdtu31p18M7MqialSpmXd7GYQFDtEJUUL5KAUCFJOcjPIxO7qQietmqyrrQKFybwI/7hgN8L9ls0PRinSTOXZSqB2ZU0TyQVKKVAeg7QfXnxjoar8M87p35PVdCyZ8mbFe3bHJI1zREfpe1gIaG22hQIG0VV0oszWTbo5WgBw7gefFqNcIs2zIaZXlPTB2NS901F1Z6YSlhgk/QIgPEXxT269bDcvprXp1qtFafc6pN1W8rzyGB1590WcsjTmRsWlVCjUyTS5LVCddnXUrxhSnEpSoEd/JAjoSFh2xITbc7JWdRZSYaOW3mZJpC0HxCgnIiONh63oevark/2L82zIk3MJfGBQBHO6zRvngdknPilijb6m0gflDHV1ypVTh+99a9KlirO0plyabIwUOqaBcTju8rPL0Q1ofd9JsXhhs66q68GZKSpsv2q1csb3tg/CoQXLptKVumhTFFnhubmElKo5tu2DTqDZ0jZCqTLTlMkWUspZfQlbaglW4ZSoEHBwfmjnP6L6h0bp7Soo8f1poMsTuja5oDG2XbA5xr+Fiye45UxlQyTPJNAtq/9VGqZxQ6Z19/3skKu0t50FKQFd8CfQx5ExxQX88jzXKIypJ8R24iwktYVryrodl7LojCx0W3ItJI+cJjnUbTGnUC96pe9PlkJm6rLJlnQnCQEhQUPwiPV9S5fUXV/TufpbtKfA9zBtuRjtxD2fSKquLNk1wqYfRgla/ffPsfZRKb4ktKKJU5ykVOqoTNSUw4w6krPJSVEEfgjjL1Pte/tZNPXLZnQ7LtidKglWRuKOvrxBWesC1pt9cxM2RQnXnVFa3HJFlSlKPUklOSY4tRNs2nfFs2pLWhIS83V1OOsTMtLtN9gGsKUOQB5gY5Ro6f1LVseTGxpOnzHWxpk3xfSOGufwL4FkgGz2RI1jgSJb/FFSzU8ZsuqY6+51/igF8F7Z+xHPoOU7rjqPTkfOTFjK5T26vT3qc8MoeQUn1ERE9P9OpOwKQ5RKW2Ey7k27Nn+Usgn8Udb4n6Hma/pMGLhReoRPE5w4+wXuJsgEc9lXhyNieXONcFSlVLYStOHHfuzAD1YtxdB11sHUd5ClScjOOyjy+5AmJdyXCifAF0E+gRYRbhCsYjm3DQKdc1PXT6nLpcbWMcx0j0WT0rpMuHkYkGOyL1o3xlzGNadrxR5AH6/sqBkPDg4kmjahd7at0bStxExcwWzITiPtMzj7X2g6oJ6A4wQO/n4GKvW9ddQ4i+KW3q7bMk8ugWg6ufnZ3B7NBCFBtGe9SlEADrjJ6Axb02oqZpS7fuCSlK3T1J2FE40lwLR3BaVApV6zG7QLTo1uSSabQaHIUmSSdwlpKXQy2D47UACPlOM3rXT+nj0ezTg5+wwtn9Roj9M2N5b91hp7d75rwtxOM+X5gv/NVzarZxXoLl6aeEJJ216QT/APvAP54syZUzKHyHnGyhrKdh7+fOI9fel9Kvafpc/OtArpU03NNfykKCh+ERKy25KyzrigNy0KGPmMdEdBPx9Z0XHkgE2LjQPY9zg0t3FvBLXe7uRwaUPmw6OQg05xBCqhwua1X9d2pNx6cXrUV1eURLTdQkpl5tAWyGZltotEpA3JIeSRnmNp8YInFLbT9X0nmZqnFSJunfbpdxPnNrQcpI9RAiPcKmnkmKe9qBKpSJ4zlRkHCe9pTyVEfShJ+aLBVm25et0SYo86gKbmQQoeuOvonTUuhdaZeRh4wjwp4W/btDPUaQDbQeCRfZtG/clVyziTGaHG3A/vSiVoPUXUClWpqiZNInXaT2kue9kTKG1Ot+sFCR/wB2BndSHLJ4mbZuN0lEvcjTtGmF92XEhTQP/wBxtCR6SIM1lWc3ZtvSltyn+SyO5LXoSVFWPwxp35p3IX2JN2ZTsmKfMNzUu6OrbjagpKh6QQDHi+ivhdk4MWs4uos2tlDoYSSD/dkucHCiaBcWuo0bHZacnOa4xuZ45P6rOi29QrGkao5SZYMNz0/M1ea/jzDyt7ivnP4oq9pXS/s08VNUv+ppW7S7BaUZQHzFTzoUhBPjtR2iv5W090W9nqMuo096TmOQeQUnHpiO6c6X0fTqQnJGjSiUGoTa5yad/bOuEADPoCQAB6/GKdF6T6l0foPJ06OEnOzJCHfU22MNNJcbqtjT2JP1dk5MiGTKDyfpaP5qKancPWjOqM47cGpFpzVUeDKWlOe+c8ykNozgBDLqUjqTyHPMd6lVq2K3ZzqbKnTNSlESZEAlwrbLSAChRc8tR245nJPXJgivJDzCmFJG1SdpzEJtewmLQqNXfpiR2FXeTMON9AlwAgqHrGM+oRr1n4VZmh4mPn6FlT5E+I9jo4pJAWUCNwaCAG2PY1QrnhRiz2yuLJWgB3cgIH8JHO6tUnMY31aVI9P2tcFfWiZuC3dPJuv21WJmUn5ZrtULASsZHPmlQII9GI48vK0HRu9JKkSVJcccv+o7O0QsBLKkJOCod4we6CnXqLL3DRHaLOtBTLzZQeXdHptD6SGX1Tq2pazhNdDN6JjMjWP7MIeADdUaB7X+VTLkbYI2Ru5F3X8kNbPu6b1B0TpF81WUal5+pUsOvobGEhzmle3PMAkEgQNuECcap1magz8ydrcrcU08snuSlhBJ+gQdrZsRi3bTYs5lsGSlkLbb9CSoqA+YmNGx9MqfYcnVafTZNDjFWm1zT6VYwoqSEkEHqMCPE5PR2u4/SmbomPiuJbmepC3c2jDuBG0l3AFE0aPP6rS3JiM7ZS7/AIaP6qtuv3FXRrutxVkafMPVWqVX9DssSyCta1K5AADrB+4cbAqmnmklrWfXEpTUpSV7aeQlW4IecUXFoyOR2lW3I5col9Js2hUd8zNJtmlU55Q2qclpVttRHhlKQYkEu2JfoMk9THrsvD6j681LC/tLC+TxMaQSndI175Ht+0AN7D3vweDfCztfDisdsducRXagFvwo1+2V4R52q/CPsNrn2ngcnEMziB2Yz4iHkggw3OfpYHpEA7pKv+gbyVUa4kg8zctRP0Okfmgp9qE4AgRaAuIbpVxdodv/ABkqI5+l4n88dy9NRPex12m0QtuTCcpUs88H0emNzy1rVfiYsma4tiF1yfwERBMeA6RvMr3ICuXOI3aMvON0eWE9MKddW0FuKX3E88RCazeNwWDefuWce900if2loL57CSc4MbMHFkzCWR/cOf4LnZeVHhtEkn23V/r2Rez6TDrXLnmNOUnGp2TanGVZQ6kKBB7jD65luXe9zLVhzYHMfxT0P4IzutpohaRThYK20uKJxyh3MYOMuMOpbcGCpO4c+6GjPy4nm6cXft7qdyU+IhblLatnEZoRuMMNTTTzjjTa9ymlbFgdyvCMWavTymadE0ktye7tl9ycdefog3I2roNJLZ5Yh/J8Y5TVwUl2WXNtziFNt43Hp1IA/HDsxW5CWmW5R1au1cSF4SknCT3nwEG5Gxb5APWMd7Wdu8Z8MxyqzcdLpsssvTiEuKV2bac5K1YBwPpEV20vvy9dR9WbvpjFdbk5G03JUOMLaKy+H+1xggjbjsj3HrHM1nW8Dp7BfqWpP2Qsrc6iasho4aCeSQOApxwulcGM5JVoMDrmMQtsnaFjPhmOBXrjlqVbYqLz4Sp1krb8TygDaC3veupVcuK4Hq821TaLU1SBk1MlSl4QFbgrOB53TEQ1jX9O0DE+f1GTZFYF0Ty40OACeT+P1RHA6V21gsqzRIA5qxDfuhjdt7dOf5UVl4hOJKqWxXKdp1YMg7VLlrBDcrKsDcpSjn6AMEknkACTGFpaTcQM2y3WLx1WkqZOOeWZCUk1TKWs/tVOFaAT3EAY8CY5nUnW+g9Ihn9sZAjLuwoucfztaCa/NV+VOLFkn/wxasVcNyUm2JJVRqk0lplIyVKOI1LYvi3rvljM0iebebB6pUIqjxB2TxP3TJyFiUKVkqvJVBwNKq0u/wBimXHep5CvKQMc/J3fTygkXJa7kg3bej2nNw0+3q+mnKqb857iCy9LSwbYUVJSpJytx9Ksk/tFR5fUPjB01iS4ox5hMybcXOYb9JrRZc9oBcPPBAPB4VrdOlcHWKr+asFuYPIOp+mMm2UJO5ODFcJfSHXVhxLh1rkV4OSDSF4P/mwR7OmtQbbUiTvKZkqnLEhKZyU3JIP8dCvN+YkR0tL+KnR+s5TcPDzWmRxoAh7bPgAva0WfAuyk/Bnjbuc3hE8KwMAACGlONpPlLA9ZjHt0lou9wTuiqOomoF+XjrbT9KLOuRqi+7pV+aE24wXkhLaN2NoUnr649nqGo42lYkmdmO2xxgucaJoAWTQs/wAAs7Yi8hre5VsA80TgOJPzwzUZYzsk7LpVgrSQCIrxIaUa7SLoeOs1PfKeexVKWAfRntTBHtGu3zQ1Ip99sSjyCQlE9JrKmleAUFAKSfmx6THkdH+J3SevZTcPAzWukdwAQ5pJ9hva2z+Byrn4M0Q3ObwoFa9hyNEvioIrs/UpaquLW9IPibIYeb/e7Dy3J64zzHqMaNqX/wAQFfuipSiLLQ1TKPOKk3JmZfDSJhSTzUznz04wcjlz8c4jPFDq81N3BTNOrToHv9X599KJeSRnLp6kEgghOAcnIwMnIiWtWDr7c1BpLVav2gWY5ILQ8mQoNOceQkpxsbW4txIUkd6QnafE8o8N151JqHQmpulx89gZk0dk+94iLe5jay3lr+xFBrT2PgasaFmUyi3t7ef18I321cC6vLETMo5LTTR2OtLHNKh+MeB6GOs5MIScFQB8MxAaDUruo852N3M099CxsRPyKFISo9wWhRJQT6yOfWArMX9fd88Q03phb1wtUpqnUl2sLcdYLocQ2+y0UABQwT24Of4vSPd9P9b4modNDqDUHsYxoPqFhL2gjv2G4dwdpG4XRvucsuMWTekzv4tWnLwI6Q2H0g7dyc+uI/SKlONSj9PqTgVOSred6RgOpxyUP/8Au6AJYV8XrqHrLctAlK63IyVtJZdcaWyVl4OKUMAgjbjZ6esdvJ6o0nE0j+3pZh8rTXbwCRTiADQBPcgVVjzXKrGO90npgfV7KzK31A90ar861nap1APrgD8Q3EIjTGmy9Lpja5uszyksS0u0Ny3HVHalKQOZJJAAiL2jpXxGXZLIuG+NQZS1lP4cbpzMuZp5tJ6BxW5KUq9A3esdIza/1poXTGOzJ1XIEbX/AG8Eud+jQC49xZqhfKcWLJMaYLpWbUsLRkEEeiGdxgfW3SNRbOKG6zW5a4afgbn22Sy836SglQI9IVn0QQW1JcbS4lXJQyI09P8AU+k9U4xy9ImErAaNWCD7Fppw/cBKXHfCdrxRWu44EnyiB64adXlOQQYCXEdftetaeoFEoc2JZ6t1KWp6XincGy84lAURkZxuzjMEJkzliW4VXVXmp1xlsrU+lotg49BJ/HF+Tr+nYmow6TNJU8wcWNo/UGi3cgUKHuR+EhC4sLx2C7FZn1yVOfmGsFbaCQPEwDOGK89Q5uVqrzdre6KMuvTxXMomGspVv5go3bgfmiL2tqFqBr9qfP27YsymSt6jAmoVNxBW2gnOxsAEblKI6Z5AE92D5YwrGkmttG06tS7pKqG4ajPIqizLqDAcS0t4oKQr9MTsxuB5EkHvEeT6v6vbgxZOFpE0ZzIIzK5j2vc0RtFutzaDXEcts32+mjaugx95a6QHaTV8d1dWRmmZ6VbmmvNWAY4epSUjTu5lchilTX9kqOjQErblVNu9nvCsnYCE5PXGYgvEhXZi39GrpnpY+UKbMJ+lBEd3QtTj1zTYNShFNlaHAe1jt+yplZ6Tyw+FtcPK0O6K2krydyqYyTj54n7gQhJUSBFcOCt26JzRO07iqtcbmZOpSKSxLBkpUylK1IwVZOfNz0HWJ/xF3vULC09na7Tjh1lBIiWma3g64JDgSbxE90buCKe2tzeQLqxyLHsUPidFW8dxf7InMlDqchQMObUp5nECnQhd0zVp0mvXFXWp/wB+pRmdbQhkoLQcQFhJJUc4zjPKPeIrVRrSyxZyth0JeQ2SgZ6mIaPrWBr8LsjTpN7GuLCaI+pvcfUAeP4IkidEaeKRVSptXmqB9Rj07QMnlAH4eqrqPWLIpOoF5VFvsq9LInmpAslLjDDnNsqUTzJQUqxgYziCTqlcMxbllT9akz9sZZK0/REdI17Tde9U6bMJPSeWOq+HDuOQL/BFg+CU5InxVvFXypRuaU5hKkmHxtSnJwIrnoDVtRbrtOS1NqNyy81I1TtnG6cJZQcbDby2yN+7BJ2E9B1xE+1ov1+2NNpq56SvKkMlaSD6IjpXUGma5LPBp8we6BxZIKILXAkUbA8g8iwaNHhD4nxAF4q+QuXX+ze4nLVOQdtvzacD+XmDEW0Z6RXHRG0rsuKr2brXcF2MTaKjRUrbkkypSptMwgOAFZUc7c46c4sXNrLbDix1SkmJ6RreBrsb5tPk3tY4scaIpzascgdr7jj8pPifEQHir5TT6204TvGfDMOMY284rNaF5XtqHrFcdBka+3ISVthlxxpbJWXg4pQwCFDbjb6esTfW3XCk6T2c7OzM0gzmwpQnPMq9UPH1vAy9Rm0mGS54g0vbR+kOFt5Io2D4J/KDG9rBIRwUZQ40TgLTmEHGydoUnPhFb9FJrVi4rWOol81L3ol59CpiVp7rJLol8ZQ4rn5O4cwnGcY8Yw0AvC9dR6jX7mma823T6TVnKZ7jLJKllKEL3bs4Hn4xjujjv666ejhmyDkjZC8RvcGvLQ8mg0ENIcffbYHF1YVgxZSQNvJF+OysmsADwEMtLb3kJUD88cO/Ku/RbSnaowftjDKlj1gQGeHS5LxvahOag1avtqkHpuYYRJdidyOycKSSvdg5x4R2NX1vA0KJk+oybGveGNNE2510OAe9Hk8flVsidKaYLrlEzWW+pWx7HqlReSSr3I6EgDvKDFeeEq7dbbg0/pVURbrMtbjCVolVTbnZuTSd6iVNpxzTnkCcA90N8RusFXvO6mNHtOaEiuVydyEy6sdmAB5SnCeQQB1J7onNG014gqhIUCcujVG3KLPUcBaabQaIsSQVjGxRU6C4kJ8nGEjmceMeE+I/XDulWw42NkQxSvskyb3kNA4qONpdTjxuNAAGrPbVh4wntxBIHt/uUfqLURVpJE0thbSyMLQsYUk94IjZecbQQkKTnwzEJt+s3TSu0krtZk1OLB7KbkgQ04cdClXNKvQc+gmAnaV36g6m6v3TQqPc7FMk7UEo4627Lqd90B9ToABChtx2R8eseiwesNOf083qHOlY2IAb3MJe1pJDaFDd9xAotsXyFS/HeJfRaOf4K06UpKckR4CyTtChn1xH5WtPiizaJkgTkkghYHQ8uSh6D1gE6L3pe+pF53RPGvNy9Pt2oJklSqmSpTu5O7IVkY+iOnn9R6VpmmDWMqYDHIaQ8AuBD621tBPNjwothe9/ptHKsuUIHM4AhtT0snye1Rn1xXLiF4jZ6zJqRsyzZF2pXDVXEy8rKsDctbiuQAAjm2tpPxCVaXbrd66pSVDmnRv975WVM12WeiVuFaBkd4SCPSYzdQ9X6J0oxjtYyBHv+0UXOP5DWgmvzVflOLHkn/wxatGyEOHIwcQJ9SRjXHTkj/3c7+RHRsxN+Wo+iSuapytZklYSJxlstLSf47ZJwPSFH5o5mpBCtbdOVDvbnT/sRs0PqDTOo8b5zSphLHdWPB9iDRB/BAKT4nwO2yCii8ojqQIaXMS6ThTiAfXAc4iteado/by5jcFzjo2tNjqVHoAIFtl2VxKajS6Lquy75ezZSaHay8iWDMTWw8wXE7kpb5d2SfECK+oOptJ6Xxxk6vOImuNC7JJ/DQC415oceU4opJztjFq2WW1qBSQfUYcJbQPKUB64Edr0bUyzXG1T9yytyyP/ADhDBYfQPEJ3KCvpB9BiGcQeqVw0W47Rtm3J4Sq7lqkpTUvlO4Nl91KAojIzjdnGYo0Xq3ROocSTO03IEkcfLqBBbQJ5aQHDgGuOa4tEmPJC4Ne2iVZABChlJBEJWxPNRA9ccCzJeqyFNRI1moonZlpI3PIbKAr5iT+OARxS64V6y56j2hZSBMVytzjUjKs7sbnXFBKcnuGTzPcMx0dN1fB1bBbqeHIHQOBcHcgULs8gEVR7hQfG6N2xw5VlcoIykgw26gLZVu70qH4Ih1iStyUGTZpt01xmqPuZHbtMlsZHdgk/jhjV/Uyl6ZWpNVuoOpT2aFFIJ6nEQ0XW8DqLDbn6ZIJInWAQCOQaPBAI59wiWJ0LtrxRUQ4VFMS+m042pxICK7PpGT3dpBqbW0seQsK9RigHDXbXEPqfarlbp9YZs+1Z2fmJuTmZplTj82layd7TQKcoOPOUoZ5YyIs1bVq6rWWpDyr0lblYTjtGXZUyzhHftO5QJ9Bx6483m/ErpPTc86Zk5rRKDRFOIB9i8AsBHm3ceaVzcOd7d4bwjOpKcdIaASg5OAPTGvSKmiqyKJkIUhXRaFDCkq7wREJ1tuqcs2xahW5I4dYaUpPzCPbsc2QBzDYPYrMRSIPay/8A7xP0xkktq80g+oxU+xbO1w1DtGj33K6uycgxXJNqeblVUxa1MpcG4JKu1GcZ64EECgW9rjaTiHn7rpFxsJOXWi0uVdI/iZKkk+sp9ceCd8Uuj2ZRw35zRICWkFrwAQaILi0NHPm6Wv5HILd2zj9kcSEDmrAEYO9ltygg+qA1rZqnP2xpnN3HItLYnJdJDjSxhSFAdDG9pVPXJKWTIXLdVwNT6anIsz6Qlkt9klxsLCTlRzjOMx6fM1/TcCTGiyJgDkHbHQJDzQPBAI7EckgflUNie4OIHbuuZrgUI1K0odJAPvu6M/8Acg1B6XO1CHEHl3GKGaqX3qdxB6x0K0tGpFCxasyuYnqk8solpNKvJClqAPM4OEgEnBwORg427pRrBRS3NTWscvOTaQFKYVTFBonvAV2m7Hpx80cfX+vum+mMgYmqZQZIedtOcQD5dtDtv71Y5U4sSacbmN4VhTtAySAIxHZLyUqB9RgL6l6iXPZ2nM/O1NhDVTk2ire0oqbcAHnJJAOPWAY3NA5q7KrZtEuy4a81PIuGny9RaaSyUFlLzYcCCSo7iArGeUdCTqnRoo8WY5ALclwbERbg9x7AFoIH70B5UfQkJcK+3v8AhFkKQM7iAB4xkjs1+aQfVAa4mtQ6npxYc1XKWcOtpyIkWjzNzNW9T5y4661UnKjKtzSVIZLewLQFY5k5xmNmfrWBpmRj4mVJtknJbGKJ3ECyLAIFA+SFFkbntLmjgd0RezT4QuzT4RlCjpqCxHWG5sZQPQYeK0ARrTLqRjMMd0FACgabayWVNVuXt2Wtudps3UZipIemnnEO7XDu27RkZ8IEKazXq3cEvTKKiWVVX5zYj3So9lvSrKgojnjkYu4w6ykq39CMRT/Vqxq1pFqfKX1TpUzNuzE+ia3IHJgk+WhWOnfj0RCVxL2u8Bey6Sfj/LZOI8gSPadp9+Dx+qM1Qper0lYFcXVpehJn8yiZFMnML2lReSFBaiMgYI6eJgcaqy2osvK0pV7SFEl2wVJllSDy1qUQBndu6DnFisouymSr8nPNpknw3MEEbgsDBTg+vnAP18qU1c950y0aIyZhcg3sUUj9usjl8wA+mPVdNTCDOE7zTGgk/wAF8u6mx5JsI48XLnEUP3H9O6f0vnNZanRXEW1L24/S5V0NlU446HgMZIGOUTi8xqab3aFrS9DXLJo0v7o92KWCHcrztCeo9cd7TO302ZakvTHhh9Q3zBA6rMb8tPTExcD1TdpDyWzLpYAK0nISSQfnzHKyshj5nvaeCSunjsdHBGx3cAArhUEahvi45GtmmpLU2+9QphDijgZ8lp4Y80+j0xGEN63zFakZqTkLY90iWSZsFxwbFdqvAST/ABQPngpU1xM2ma91SLkuHX1PISpQUUknxEetocXVn5ws9mhbLbY5g7lJKsn0dRGf1QtYcVD7te1Iotwvv0KUopp09Iid2vlYcExtKSgEdRu28/TGta0jqfKWnWvhxLUFlSqatbJp+9e54pO7eFYz+CJdcJn6hN0uUl0gMsu9o+7jmWwPMH/ewfmh2uTMymlvSstT3JkzKS2drgTsB5Z59YPVCkHIY1E6vVVMhIW9K0BSDIocfcnEKa2OlR5BKSrIACepMTKmTNwIYZYueWYptf7FLBnmGzMSTqR0yMhSfHB+mOlMVCe971SkjRXTMuNdkh0uISGzjr15w6J2eZXMe6KM7sWrKAl1CgoY68yMeqD1QjchrUqbrJL1addRI2pNS25RLu91CkpKQNwSc4O1I5ZgTcJ7jp1u1tbXjCXKLg5zzxOZizTMrOtSNXrNSSC7NoGxhB/SkJThKc9M9Tn0xWXhKcVM6x60zi5dTJdepA2E5Ix7sEfLfjU8O6Fzv/pf/mjW3TnXkt/f+hXE1A4ktRXLgn023p5NvU1uSRJobmqXMnChncU4T4nrHU4HH7se0/1AqldoD9JnpmuvPS7U1LOMpV+h0YUAsAlOe8RZKuVGs0ekPVJEqzMFtsrTtScdOh55gdaDavV/WCj3ZMV6kSUgui1Nymspld/lo7JKtytxPPKu6PnfxJ1bqvL6dEWq4EcUO+L62yh5vcK+mh3/AJLXhtgE1seSaPhC3hipLl0a735flxIZdqdFkZOnMYGUsqeLinCjPTIbAz1wT4wcpSVvi6bum6jUqJLSdo+97ks2y8vfMuugHDu0ck5J6Z6YgacNVMeoWqOp8lOS62HJtdPmGkq/boT2wJHzqEFq5NX7atW3ZmYmHUOTEqhyXdYLqUKQscjnPhHtum2Q5PxF1qfJFyRsgbHfcMcy3bfYXV17/lZpXFuJGB2N3/FCXhHvq562u9LCuepuz67YmpdyTfdB3pl5jtcNkkknaWTjn0VjujgaUTFyu8YNabussqnG7WnkNqacUoFpM5KBJ59DjujW4IZxy4Ls1SuyXYWKdMzFNkpd1Q5OLaEypYB6HAdR9Mb+nDqnOM6tBbK0kWpPHcrvzOSkfN9cw8bE1Hq6PEjaGCKI8AcOc0OcB7W4kkDyOey1xvLmQFx8ldHUHiJo1o3BeltXIujpYlGnG5Ts1r90dttBAcHQDn3R5wNXXft6aW1ms3il1Uq7WXhRy8VEGX7NGQgq5lAXux84HSDqu1aTVak/NTVjUh7LnlTbzLSluKHecpJPrJjpTInZZxlhilPKZaUFHsFoCSkDzMHpzxHVyMLqLrrp3A0NmmCCMCE/MOkYaa1o+prW/Vbh2/Wj7iAkhxpnSF9nniiorP3Dq7R5ikzNRkrcXKS61vVJDbjgUpg8khA71YyefoisWm9Yu27eNVusNWvMC2qfLVKWRU25dwspUWshCnMbQryhyz3iLjykg3OKnXqlS3B7pPmPFJKUYxtBB6QBLSvysWrxCS2jNIpkkxb1Uanak84tsmYLyGk42qCsAeQORST6Y+p/FCbLZ0jmjDYHXG4O3GqZtO5w93DwPKxYZaZ27vdSi7bl1Qnbyq9p2/ZFKmaY022Wp6cW83vKmwThSRt5Hly8IjXDlqBelZum9NKNRUMOTFGDU5ILbeU7+hnCpK21KVzO1QQQTzwsjugu3TqDadpSk6ut1hhl2XRnsioA+bkRXXhMqEzfmsuo+pUo0oUcMS9LYeI8l10uKcUEnv2hKc/yxHyTVo58n4VjI1aBkboWQGB7XW7uwB10C1xBogXxa2x03OqMk2TYTvDDbM/U9dtULwuxiUeqFBmUUamuIySy2pS1LUN3RSkpQCfDI6EwX7kRrlU5GdYbtOzXJJW8sqemHi72eTtJxy3Yx074i+gkmunapasNPp2OT1Ul55AI6tqDgB+kQT67qraNGtybXP1Rhp6VQtp1tSgFJWnIIxHquhHHP631TK1Abp2RYwbfdodGC+vYE1deT+VnyhtxmNZ2s/1Qd4WL8vS45u+9N79Qw5MWxNS7ko626pwe55gOgNEq5nYplRGe5YHdEF0NN1r41LlVc8tT2lt2dOoR7lUogj3dJYJ3egR2ODOffum+9Vr6YYUKVPTVPk5Z8jyXHGvdCnAD34Dref5QhzTAg8atykd9oTZ//fZOPI64yPCn6vw8MBsPpwuofaHuaC6h2BJJv/otERLhjud3s/wRsrdwT9xUKszlge5l3BQJp6SclZwK2qUhXNCtvPCkYWkjxHpEV+4QKhX6nrbqhN3AxItPrlJE4lFKUnPaO/vucF+6/dGmF8N6gS4/4Fq7nuatoxySkk7Hx6UE8/4pUPAhywtHjZGtN6ah0mZZXRbxkZRxLKT5TE2hbhdx3FCwpKwR3lQ8M+b1vKn6Q6SyemMxxdj5MUc2M4+CXRuli/YkuH4/LlfEBkTiZvdpIP8AOighYtPuK8+NJar0kqeWLZps5UZFDK1LG8OIabWQr9sA5n0GDHqxft+2s9OK9wWq3Rt21hyffcLi04GSUgYHPPzYiMWhRnqNxaT9SmUlLdUt6ZZZV3KUH2VkfQkwQb8pVl3JUmmrlmpdLtGm25lUs/ja6kELAIPIpI+brH1HTXNk+IUk0zPUfFhMMTT72L232JJIvxZWGTjEABoF3KEuhusDslXqpSZ+fo85LVFSXJSUkZxW1l3J3YDnmggjkO8QYVr19cdcNJo9pIki4r3N20w4V9lk7d2BjOMZx3xFNLL/ANI7+1Br1n2xpxSpKct6XbmXJ1ElLBLgWspASUJyDyiwFLKEy4TgAAkAfPHU6G1jEy+p9Ra7TnYmW5sbpQZA4O/yna36QaNk9zZvyo5EbmwsO/c3muFR/iRGq6L30/Vd9PobbIuel5VJPLP/ALU33KES/jDp+r1316y9NNMKastXGp9uoVBTSyzJNpKSVuLTySAnccHmcYEdLjAKF3XYCeX65qZ//VNwYr5uKv2w3K1amyLU5T2V7qi1sJeLXi2QQAR1wQc4xy6xwfiZl6rj9Y6XPokYkyRFPsa40Cdp/iQOQPJoWLVuGyM47xIaFhcCzNLZ7SPTaTsbSWnSE1OskKm5uecLXbvKA7R9e3JK1Y5DoBgZwIr7SLNrVk8TmnlOuByXXPTVTqs672BJQkuScwcAnrFrZOssSwYu6iTHuulVBCXH9hJAScYcA6jwUO7HdgwBL+mmpvi+01fZWFJW7OkEfzGYirpVmmyfD7U83HeX5UsU5yHP4k9X03W1w8Bt/SPY3wSQnPvGWxp+0EV7VatTSejvrEC7ix/YLuof/TnvyTBQpagntRnvEDLilZXO6L3HKMlPaPSLrac9MlJAj6H8Nf8A2S07/wCU3+ix5v8Ajv8A1Qv4abuNj8GFkXUKfMz3uKno+0SzSnHF7pxSOSUgk43ZPoBiDcR3EJUr809naFTNPrlW88ggBNKfP/pglcL3wpovCPZKLcpUtUKyxI7GpV57s21kzawrKu7CSoj0iGtWtY+ITTO1Zi5HdLLeCWElX22pqWPoTg/hj5d0NqXU2HJqkei4LJ4/nJyXOlDCHW2xVHiqN/n8LblMhcGeo8g7R4tFbRND8vpfZKJthxh1uiSQcadSUrQoMJylQPMEeBiuXElNu6y61WrorIqLsrNzgcqASeSZVvK3SfDyEkesgd8Gis6j3inRKkai0WkU1dXn6fKzsxLPPFthoONbl7VHJ5E4GYCHBNSbovq97415vKUYZU857xUsNq3JKUlLkwpJPdnsk58Qod0Zek+pH9MfD3UNTf8ATN60rWi//ePLQK99pN/kAqU8Pr5bGeKH8FYhq/ZCW1QRpQmUaZZ95RNyy0nGVoXtU0B0wGygj54z1hmC7pRWGXD9sZZW2r04HI/OOcCea4a9Q162U7Wib19lkCnVRc572/Bza2qUXlK5XtDN8gWlFAWUnBwracYiTcStSv6n2dMGz6RTJ+nzsq4Jxcw+W1NKA8kpxyUCkn7n0xzfhZq+j6D1FDpemT+pHlQM3217ayGAk1va2w4XVXZofrPOjklhMjxRaeO3Y/omOG2uSFq8Mds1upqUmUlG5lTygM7EmedBV6hnJ9AMecTUx736X1UIWlUhPNKW0tJylKyM4z4HqPnjn8P8nWqtwiUKRlaZKzNSmZKbQmVcd2tLWZx7ySruEa9i02s3rZFxcPGrVJaps63KrTSnmX+1SqU6NqQf37K8cu9O30xh0J+X0zq2o9YY1uijzJoshg8xOcCHge7HG/38C1KXbMxmO7uWgj9f+qJPDz+wvpp/q/Tf/wClTBYn/wDJHv5B/FAgs2gX5p9o1Z9sUmQkKlclvUyQkHWnH9jDq2mg24QvwOCRGc3ePEaZV3dpNQQNpyffj/CPp/wYmZkaRmTRG2uypSD7g7SCsWojbI0H/KELeHpQ+z/qin/q8kf9t2I1aWk91a4643Bd+qNIm5WzLSrMzLUySm0lsVN5t1Wxe08yykBKs9FEgDI3Ru8Kc5cs9rhqg/c9Hl6dNGXkstsv9qnz3e+C7bN+XbO3hWrF1KtqVpktNTDyaDPSz+UTkuCQELBOUu7QFDBwckYBTz+c9Z6hren9Ua7Jo7fpMcAle372R7W7nMFizV2b+kc8dxrxmxPgiEnua9ifyiLccq2zak85hI/Q6gkDoBiK7cIE77isfUWdDanDK3ROO7EjJVtlWTgAdTErvW8NaqEiqWtLWdR6rIpZUqUn1z5ZW8zjllJHJY6EA+nviE8EMzXFafX9NTdNZaqIuqbWiXS7uQpYlmNoKvAnlHpeuMXSsH4c47NAp0G+ItP+Yl3Jcf8AMT919jxQqlVjOkdmH1e9FbF+8UcxWrRnqZL2BchceYUhIFLf6kfyY6XCeupy/DYqZqVLnKdMmYqj3YTTCmXEguLIJSoAjMd65r+4ibfoUzWV6VW/hhsueVViodPAc4y0q1MvPV3QWoXlUrep8tXnkVGWakJZ1QZUtsqQgblEkZwMn0xk+Iep9T5mLhR6xgsgi+ZiO5soed3NCqHFXz+E8RkDXOMbiTtPilA+EOmSLtQ1I1MqDQeqS6oqnpeIytuWaQHChJ7gpSsnx2p8IMNnuK1D0Rk7irzaXJ2fYfmFLHIoPaL2hJ7sDAHqgU8JFMuSVsvUOi1qmMyNXXW5hYlw7uSO0l0hBKvAkH6I0pHVrUvTDSRm23LetZbFOlls9s5VMOHKiTlIHIgnpHrui4osrrTXsmcbpWuiaL7hm08D2BoX70FnySW40QHbn+Km3DjfFSve0blty4Jtc3OWvVnach9wlS1y5QlbSlE9VAlSc9cIGYinDOnOuOrjneWaSP8Aam45vAm9cVYsm/b7q9PZlxW6+57kQ2olLqWmEgqBP7Xcopz4pMecI83cE5rHq4u4qSxIPhFJw2092g86b74+Z9Qxx4ml9W4eJxA2THIA+0OdI3fQ7DkUQPYBbYiXPx3O70f6I8v3FJV+3Jq56C4pfuXt5WcZx5aS2opWhQ/fJIyPEHPPIgN8HUw3Mz2qEw0oKSuuskEf6GOhRa1qBplqzMP3NacpIWbdEypl2ZanAvsZkqwy+pPcFDyVD0pOfJ5zDSLR97Si5dQpinutOUe5qizVKa0k4VL5aKXGSPALGUkftVAdxjm9U5M/SvTeR0hnOJjf6UuM4+WF7S+M/lhsj8WeBQU4AJ5hkN78h38O/wC6FGitPYufitu+4amA87blJQiS3c+zW+spUoeB2JUn1KMH7UK/7ItOkFm6nmkJfSQe0gDcNUhd1N1+1AcvKhM0uYqNKlXWENv9qFhDq92D6N6fpjp3dP3FV73bqd1WDRZuQt6eeCmV1NsqebG4JJbcG3mClWD4x9ZwiD8QtVynR+rLDjxek3i6LbIbfA3O4vwT+SsDv/SRtugSbUo0d1PsN2ZmrYo1zGdamHy5LMrd39gCOaE55hOeeOg5xLdQyPs06blJyOynOf8A3IiOguoOm+qlSuJNuaW0+35m25hph10S0qS6pYUQUqaHdthyu0rX6uXXQ7qbsy3kmgdsmWR75HDyV8sq5cjjwjV0BqWJma3qkbMB2JkXE6VpeHAkh1EBo2tNcmu988qOUxzY2Ev3DmlBdQaRLX1xeWfQa02mYp9ND9UMuvmhbjKCpvI78L2Kx/Fix9x3bbdpUt6fuJxtLI5Hf06RWqkMakI4tLcrV+WvIUxqakJ6WbclJvtUFwtFQHP0JMTDXP4WXFWX7TZtmkzFMbSzMIfmakGFuJIG4bSO4giM+Y1uT8Uom5I3CPELowfDvUIJb+avn8fhSaawSW+Xc/wWNmav6YSd6zvvFcgLFVABkg55CXsjCwO44yDjry8IivEo6y7qtpM6woFC7spKhj0zbcSfTfUnS+9dWZvTSU0epVLqchTHaoZ1LEm4jah1pspBbGQSXQc+gwNeIyavJOv2msk/QJJmit3lSEy0wiY8taPdLWSUd3PPKOdpeq4+drmqCfTn4mY7Fc59yBwc0AAfS3i/+bv/ABU3xubEyn7m7vZXL93NU6Vmpx5QSlprcST64qDphInWvilqV8Tp7akWG2VMZ5pVOuZQ2P8Aup7RXrCfGJ/xZ6mXrp3aT7lu0eQmJKZlCHn35rs3ELyRhKe/liNLhW0tuK2uHdbr9TRSLtvlD1XmZ1TPbiTW+MMAI3JKtjQQcbh5RVzjzk/UA0P4T4cDH7ZMkekDyaa57t7qFmgyxwLsilcIvVz3Hw3n/ZFKxdRJO/nbkk5ZtLU5bVWXJlAVkrbACmnfUobh60qgH8ZC1XbXbGsozCkydxV2n097af2jz6EK/AoxK9CuHi5dGL7rV11vWRm5GbglESzsgaN7jPbJXlDgWZhzJAK07dvPd15YMD4jKdfTWsNiVF2jSJtqk3ZR5z3Yl89qhgTTSllSP4uFfMI0fDjXdL03N1TQdCmL4DH60JIc07gwCQU8A3uojiqBUcyJ72sllFG6P8eFbuh0unycqzTJaWbZlJRlDLLKRhKEJACUgeAAAgB613JOaU6pWfV6DMqYk6xVGKdUZRJ+1PtvLDeSnpuBUCCOfLwzE61D1AvSy6xJS9uW7S5+WnZdSlOzk/7n2uJVzSPHkQYqXrJqnfOp2s2n1luW3S2X/hDIuqEnPe6CENvJWs8vBKSfmj0/QGl6dP8ADgNmY0skjldISAbdb7cT7iuD3FCuypypHjM48EUr+UpIbmHdvIOAKI9Pj+KBpxQn/kqq3+gV+KO7dtW1GpkxKfAO1ZGsJWhfukzM4GOzOU7QPHPlfQICfETcuukxprU26vp3SJaXLKt7iKoFkDHhiPQ/CKafI6NwH5BJdtcOf8oe4N/+0CvwqdQAGS4D/vgIncOLbbuhtgNupCkmhyeQf9GIjHEzcc/pHLyGoVtzLrIkphC5yVSo9nNMZ8tCk9DlOcHqDgw5pHX61b/C/ZFapkhKTFQZoNPIYmJjsmiSlIOV92ATFaeK3WzUS/5SS03l7VpJn6tMIlGG5Sf7ZSlrUABgDxMeZ+FuBh6jpOqwZ7A6J2VOHbgKqm33/r47q/Oe5kkZb32hWI4uGml6QVGoM/8APNYJH7YEZBjq1Wedp3DbRpthRStFuSOCP5qmIxxnvV6m6HqlaJTWZ1QIbmC472fZtpbI3DxOcco6t1St2VDhit6UtSkS8/UHqDTkuMvPdmlKPcqdxB7yDjlHzrpmeafTel/WJIbkyhpP+UOFfsOQPYCvC1zAB89f5QtTg8t6n2zofIXJtC6hdVQfnp149VKVMqZbTnwShKeXiVHvgx6l6dS94UxtqSeXJTrJDjE0yoocbWOhChzgN6HvV2R4VqGqTk5c1ikJe7SWdc2oS6zPLKkqV3DCc58CDEe1e4pdVrEtpdSmbctnKk+T7nqZWr6I+o/DCGPLzdcychodM7KkY4kWdg4a0/8AKOQB2WHNJa2IDttBU/4kmJhjRGoIqat843KpC3ABhSwnCz6MmMLDvY2FwzWDdCabNT/Y27R09hLMqdcO+XbGQlIJ5ZgQal1/iArfD0bouig0ByWq9PYnUtInXUzDLbzQWAtKkgBSQcEZ6watJpu6pLhu09ftWiS1Rq3wZo6Uyr8x2SCDLN7vL9AzHiepsXTdHx9Hi6UPrtbmktaXcepwSzdX0i/wataYXPkdIZ+Pp/l7qvfE/rtVtRLBmaHStPbmW86nACaU+f8A0xcfThDjVqW2282ptxNKlUqQsYUlQZTkEHoYA+s+uPEBpRaz1xPaW24EtDP22pKcH0JwfwwX3bkvqYtSg1+0bbkalUqhLsTExLOzXYtthbQUrao5zgnGI6uuZ/UOb1RoY1vDZABK/btk37jtF3wKrj9bUImQtgl9J18DxSJuR4woEYu7iG79LKJ/XP8AhGHwp4i/83FDH/8Ak4+/rlWi52Qhl9jIBJ742Ybe80euBFJtMq2RDM/RKZVJZUnUZRuYZWClSHEhSSD6DG6jzYywD1gQudRqFTqDINUymMBmVYG1tsdEjwHojXl7Vo0rPuVNqTb90unctwpG4n1x2do8RC2jxESDi3sgjd3WkWQ4o56Q6JVIHohNDKzjxh8HuiJ57pABMiWSO+MuxHphyFAilqltO/pDhl0qHMR4oYch8dBDSpa4k2gchAj0yjauqcw/ChI2rTnJQOyT0uOQWkpgO6TaQv6e3nedfyVi5VyigAOnY9t//tg2q6Q20BnpHB6n6exuq9Jl0fLc5scm2y2t30uDhVgju0eOyugldjyCRvcLn1Gle7KO7Id7jRR+CBhoxpO/pqzcUorK/fmqKnhy6AoSn80GSFFXUvTOL1Tpv9l5bnNZbXW2rtpsdwR+vCcEroH7290PLgsZymV9u+LfCUTjTJZmmjyTMMnBKT4HIBB7iPDIgO3XZnD5rxcsympOV9isypQ3UGpATLSVddodKEqaycHmCCQOpxFon2kvtKaV0UMGIXbenNMtOrVWoUpCULrDjbkwfEo3AflGPKdf9Hzag063oXqM1BoDQY5BEXtLhYeSCCGiyPPAHtV+JOI/7qWtn5F0stPdObWsG2pW2bNozNMpMskltpvJUtR5la1K8pSiepUSYhlH0geoutk7qYklSZqkPU4JA/fvNL//ABQZmmw02lsftRiMo34Pw90zG0LI0e33ki5ZC4Okc49yXEUSPHFdzVkkxdlSOlEnH09h4WrJMKbYwsYJJOIccQEjOIeht7zY9np2EzTMOLCiJLY2taL700AC/wA8crK8l7i8+VglkOpOYDU3o461rjT9UkqJRJyszLlIGc9ojbBql/NMZRTrOmRa3p8+mzkhkrSwkVYDhRqwRf7KUTjE8PHhA2++GrTPUyvv3FdUhWJiZmghLqGp95lpQSkJA2pIA5CCLZOntt2LQpa2rUoktSaXKjDcuwnGSeqlE81KPUqJJPeYlsKPA4Xwp0yAwMzcmfJihosjlkuMbRQ+gNA48Dt4quFrdnSG9oAJ7kDlDqr2C9T7rbvO2wlM2WzLzTPRMwySCUnwIIBB7iPAmIfqFw4aaar1P35uOm1iTm3QBMCTm1sJfx07RIyknHLIwT3mDgfPhwAY6R2uoOhcTW85uqwTy42SG7TJC7aXN9nWCDXjz29hVUOS6NmwgOHsVDbE03tqwLblrUtGjM0ulSiSG2W8kqUeqlKOVKUT1USSYgluaMv27rfUtTQoqTPUd2mhIHTe+y5/+KDdCwIqxvh5pWLouTorHPIyb9SQu3SvJ/4i4ir9uK78WSTJ2XI6Vsvt2HhRuv2vKV+gP0moNJWiYSoEEZ6xHdPLdrdq0NNr1IqmGaeotyL2cky/7VB9Keg9GPCCG70EeJA2iL+ouhNL6n0aLRM3dsi27XAjeNoq7II5HB4o/qBUYcmSCUyN8qDXRp0KnN0+4qW6Jer01faMukZByMKSrxSQSD64jt/6Q2rqrLy/wup1RkahLp7MTMhMKac296dychac8xuHLuxkwXx0hYHhC17oXB1ySDKbLJBkQja2WJ21+3/KTRBH4I8mu5TiyXRAtoEHweyEGkXDzp/o85UJuy6ZNidqgSmcnp2ZU886lJJSnJ5AAknkB6YKksx2Y2xtK80w231i7prozE6bnmzRLJPkTUHySu3OIHYdgAB+n70AozZLpgG0AB4CEms+kT2oFWt+pNrx7z1OVniPHsnUr/8ATBIapiZ1p1uaZy2tO0hQ6x2IUbM7pnF1DWsXXJHOEmOHtaBW0h4o3xf6UQotmeyN0Q7H/RDW3rNqlmVidkZMmYoE8pTyGDz9zOnztv8AEV3jpnn3mInVNFEr1dtjUKTUsMUVcwsNEHye0YcbwPR5cHaGVAb45WT0Dp02fl50Mj4vm43RytaWhj9zS3eQWn6xdgg9+4NuuwZb2sa00dpsf9+y1pCWWlClrTgqPQxHtTbOVedpztBSrBmWyj6YmEKPTaFpEOgadDpmOSWRNDQTVkD3oAX+wVUrzM8vPlDjR2w3rBsCh2YsFXvU2pBV63FL/wDVGWtuna9RbLmrfbXtL6CnMEWMXPMMY+nem8bpluQ3Fc53ryvmdurhz6sCgOOOLs/lOaYzUXeAB/BBqv6Z1Cq6NSenck4pt2VkJeT39P0tsJP4o2LUoFG0K0np9DS2fctHliXlEY7R1RK3FH1qUowWGR5Mc257akrppL1In0bmnklKh6I8zj/DLSoIoMcySOjinORtJbTnmq3fTy1vgcdzZKvOa8kuoWRX7IR0q6aXrpbU5TWqDOS0tMtqDMw5LLQ24DyBQojCh6QY7Mlp9VpzShGn9dcU7MSsqZNp/wDfIRyaJPjsCQT34J74nNp2hK2rRpGhSQCZSnthppI/ejpEjwPCL5tByOrmNfrUJxpMbI3wmNzSS1lbXE0QA+zub34CiJBjmozYIo2hppDYrtg2DR7LXlRpodSVY5eU8tf/AKoy1E04mqzP026Lee9zVikvh5hxPLcOikK8UqSSkjwMERQHadIdHSOtovR+BosebCwmRmVI+R4fRFyfc0UB9P4Nn8quTIfKWk8FoAH7LiSDD8wWlvMKbOApST+1OOkdN+VDjK2/3ySI2IUQ6Q6SwuisF2n4DnFjnl/1EEgkAVwBwKH5/KeRO7Jdvf3QX0/0lesjUK6brJKhXkMoAA6bFKP/AKoml42DJXfQ/cjwLcy2Q6w8nkttwHKVA9xBwYl74GOkZNebFuH0viYetZWutc4yZDWtc01tAYABQq+QObJSdO50bYj2CgCLeqletwUe6Wv0c0Cj3S0nziOQcHgSOo9cR7RLSh/TGmVylKJc99au5UMgcsKbQj/0QY8DwhYEeZd8LdK+Rn0yKaRuPLI2UMBbtY5pumW0kNPkEnsKpX/Ov3B5AsCr9/1Ueu+3BXrbmqQkgF9oo+kRCdFtN3dO7JbtBYK9k3MPk45YccKvzwVleaYbb84x6jqbpnF6px4sbLc5ojkbINtXuZdA2Dxzz5/KohmdASW+RSgDthTNu3S9dNuJBRPIS3Pyo5B4JPkqH8ZOTj1kRBb24WtJ9SK25Xa5S6ww9ML7SZlpWdcYZfX3lSByBPftIz16kmD9CwPCORrnQWJq+oHVsbIlxcgt2ufC7aXtHYOsEGvB78D2FWRZTo2emQHD8qLWzZFFta3Za2bepbNNpcix2EtKsjCUJA+knvJOSTknJiAacaTO2Hfl33OSVC4xKJSAOnZF0/8A5INENPgcuUVH4b6OOnp+nGF4jmIdI+wZHODmu3OcQQSS0DtVdueU/nJPVEx7jsPCi942JIXjbT9EqDaVpebI5jOCY0rJpVfpdAlqJXFLmJmRHudMwTkvNp5IUT++xgHxIz3xOU+aI9wPCNnVXQumdX6fDp+fuAiILXNIDhQo8kEUR3FeAfAUYMl+O8vZ5UBuDT1fv3J3dQChqqSiS2dw8l5tQ8pCvQfwEAxFNRND7J1VdbnrmkqvTp9LYacekZlTKlpH7VWMpVjuJGcQaYxcAKTyhdQ9D4evZkepxzSY+SwbRJE7a4t/yusEEfsiHJdE0soFp8FC7SDQyxdIadN02xaY/LioOpenZmZfW68+sDAKirwGeQAHOCYmTQhISOg5RnLd8OnrGjpjo/D6XdPPFJJLNMQZJJHbnu28AXQFCzXH+ijNkOnABAAHYBQy+NPZS6Ey04ysy9Rp7yJmVmE+c24k5B9I5cx3jIiNXtplQtTaUxTr4pU3Lzktns5uQeU04gnrsWn9qe9KgR9GYK8LA8IXU3R2F1NJDlSPfDkRXsljdte0HuLogg+xHvXc24ch0ILQAQe4PZBTSfht040lrU5cdqSFQerE+wZV6fn5pTzvYlSVFAzhIBUlJOBnkOcearaLPXpeFp3Khz9QKvKVFQHf2LqV/wDpgzr87lDg6Ri0boLC0mTIypZ5Z552GN0kjtztn+VvAAHY9j2ClJlOkAaAAAboIF65aIr1hco0hPvutUxh9CpxCcgraC8qA9JGR88F6m0iXbYbZMshthlIQ02E4CUgYAA7gBHXwPCFENN+HmnabLp8jZHvGE17Y2uLat92400W7mhVAUOLTflveHih9XdDDV7S43hKSU5RyJeoU2Zbm5daeWFoUFD8IjqXJY8jfdJMlVZUp3t4yRzSTz/AYnS/NMeNebHZ1TpfE1TVMTV3OcyXG3bdtAODhRa6wbFe1dyqmTujY6Pw5DCuWDLXja3wN1Bpzs221t7Obl1qbWSkYS4lSfKQvGQccjk9xxHF0t4ZtMtL609cltUaamKu+gte+FSmFTDzaD1SgqwEZ7yBkjlmDXgeEKPIz/CfTHmSDHyp4saQlzoGSVESe4qiQD5AP6VQWgZzxRLQXDyRytVqSS0kc8nviH6q2Uu+LTnLfQrBmGynPrETlXSGj+mx9KwsSDTsdmLitDY2ANaB2AHACxPcXu3O7lCWk6TUt7R+k6UXEicXJyUhLyjpl3FNLJawRhaeY5pEamnvDHpPp9X/AIUW9a7jtXSClqdqEw5MuMg9S3vJCCem4DOCRnBg14HhCj5gPhJgD14252SIZnue+NsgaxxcebAaLB7d+y3fPu4O0WOxrlAXiupsqdLJ9qbUSFIOSPVEo0pnadV7Bt2mNys+hMtSZSXWmakXpfmlhKTjtEp3Dl1GREyvSzKXe1KcpFWbC2XBggxtU+jJpkqxLII7OWbS0gDuCRgfgEbOoOlH/N6LHpOP/cYklmnBoY36RdGy/wAng2TyTyoRT/TKZDy4fxUKodjP2XP1BqmSomKNVnS+9L9S06RhSgDyIUAAR6M+uATPB9o1WLjRcE9SatNIQ+H0U16dcMmlWc47M89uf2ucd2McosQ2BsEZYHhGvVfh5iZ+oS6lh5U2LJMAJPRftD68kEH6q8iv4kkqPLc1gY5ocB2vwh1qfp0u9bHmrZbw2H29iUpGAkYwBG9ptartp2XblrLSoiiUyVkSojqWmko/9MTePFDkcCLR8O9Hix8DFx9zGYcgkZRH1O7kvJBJs96r8UKS+bkJe487hSFevGmDmqdnP282vaXARmJhadHcplJplNUkgSMo1L5I/eICfzR32x1h1PWO1rHTeNrWfh6hO5wdiuc5oFUS4AHdYJrjwQqo5nRMcwf8Sw7EeMe9kPGM4UeiVVJQ2/5vzwoUJCzR5sewoUCAlCPSFCgTTEv5/wA8PDqYUKBIL2FChQJplz9MHrh/9qIUKBRC8hQoUCkvF9Iwb6woUCSchQoUCaUMr/TYUKBIp6FChQICUNvebChQIKyl/NMZQoUCAlChQoE00f0z54dHSFCgSCUKFCgTTb3dHqfNEKFAksx0hQoUCa8V5phtvrChQKJTsKFCgUkoaV58KFDCRTsKFCiSAlGLnmGFCgQU0x5ph5PWFCgQOy9hQoUCaaV+mfPDo6QoUCiEoUKFFRUk2/0j1rzYUKGEvKzhQoUNNeK80xg35xhQoEinIUKFAmlDT/QQoUCScT5oj2FCgQEoxX0+aFCgTWMv3w6esKFAkF5ChQoE00rzodHSFCgSShQoUCa8X5pjFrzIUKBJZwoUKBNeK6Q0f02FCgSKehQoUCaUYPeZ88KFAhet+YPVGUKFAkEoR6QoUCCmW+qvXDqesKFAhewoUKBNf//Z" width="304px" alt="Non-Deliverable Forward NDF Examples"/></p>
<p>Since the NDF market operates  in overseas financial centres, it stays exterior the regulatory purview of the native authorities. In the NDF market, members enter into agreements to buy or promote a certain amount of a non-convertible forex at a predetermined trade fee <a href="https://www.xcritical.in/blog/non-deliverable-forward-what-is-ndf-and-its-functionality/">what is ndf</a> on a future date. Unlike traditional ahead contracts, NDFs are settled in a unique freely convertible foreign money, usually the US dollar. This allows individuals to hedge their exposure to non-convertible currencies without violating capital controls.</p>
<h2>Advantages Of The Ndf Market</h2>
<p>In this modelling framework, we additionally study the Granger-causality in mean and variance as beforehand discussed. The empirical evaluation is carried out using daily information from April 1, 2005 via December 31, 2019 of the foreign money pairs (i) NDF-Spot; (ii) NDF-Forwards; and (iii) NDF-Futures. The Indian foreign money market, often recognized as the overseas change market, facilitates the buying and promoting of foreign currency exchange in opposition to the local forex, the Indian Rupee. Trading entails main world currencies like the US Dollar, Euro, British Pound, and Japanese Yen, amongst others. Compliance with the laws set forth by the Reserve Bank of India (RBI), the central bank, is crucial for currency buying and selling.</p>
<p>Bidirectional relationship between onshore and offshore markets during period of rupee appreciation, when it comes to mean and volatility transmission, can be corroborated by ARCH/GARCH fashions. However, mean and volatility spillover are observed to be broadly unidirectional from NDF to identify and ahead marketplace for INR during phase of depreciation. As in comparability with the onshore market, the turnover in offshore rupee markets has more than tripled between 2016 and 2019 (Chart 2). In reality, the INR NDF turnover at USD 50 billon, exceeded the combined OTC and exchange traded forex turnover of USD 48.eight billion in April 2019. The share of the Indian rupee within the international NDF turnover has also increased considerably from 12.6 per cent in 2016 to 19.4 per cent in 2019 whereas the expansion in turnover throughout this period was greater than 200 per cent (Table 1).</p>
<ul>
<li>As a end result, the volatility spillover increases between markets during the occasions of heightened uncertainty.</li>
<li>London School of Economics (2012), BRIC currencies buying and selling in London, Special Interest Paper, ready for the City of London Corporation by London School of Economics and Political Science, December.</li>
<li>●     Offshore markets refer to financial markets which are situated outdoors of the jurisdiction the place the securities themselves are issued and traded.</li>
<li>On the other hand, monetary establishments utilise NDFs for arbitrage alternatives or to manage their buying and selling books.</li>
<li>Such research have focused mainly on spillovers within equity, mounted income phase and overseas trade markets.</li>
</ul>
<p>Insurance, Mutual Funds, IPO, NBFC, and Merchant Banking and so forth. being offered by us by way of this website usually are not Exchange traded product/(s)/services. Share India group of firms is just performing as distributor/agent of Insurance, Mutual Funds and IPOs. You may please also notice that all disputes with respect to the distribution exercise would not have entry to Exchange investor redressal or Arbitration mechanism. ●&nbsp;&nbsp;&nbsp;&nbsp; Onshore markets are regulated by domestic regulators like SEBI in India, which presents sturdy investor protections. Section II reviews the literature, while Section III presents some stylised details of the INR NDF market.</p>
<h2>What&#8217;s The Ndf Market?</h2>
<p>However, what units NDFs aside is that they don’t culminate within the physical supply of the foreign money at the contract’s end. Instead, the discrepancy between the NDF rate and the fixing fee is settled in cash between the contracting events. These contracts are OTC (over-the-counter) and are often settled within the offshore foreign money market. For example, if a forex is restricted to be traded outdoors the nation, it turns into inconceivable to settle commerce with somebody who&#8217;s outdoors the country. In this case, the events use NDFs inside the non-deliverable forward market that converts all the earnings and losses to a freely traded forex in each nations. These OTC (over-the-counter) transactions are typically settled in the international trade market.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/what-apecoin-ape-768x512.webp" width="308px" alt="Non-Deliverable Forward NDF Examples"/></p>
<p>This offers flexibility and convenience in hedging methods and helps mitigate potential losses as a end result of antagonistic change price movements. Currency buying and selling is the practice of buying for and promoting currencies with the aim of making a profit from fluctuations in their worth. The foreign change (Forex or FX) market is the most important monetary market on the planet, and it is the place forex buying and selling takes place. For example, if an organization operates in a rustic with strict guidelines on forex exchange, it would use an NDF to guard itself from shedding cash due to changes in forex values.</p>
<h2>Senior Residents: Pmvvy Or Scss Investment Scheme, Which One Is Best?</h2>
<p>Since co-integration analysis suggests that there exists a long run relationship between spot/forward and NDF markets for INR, it can be inferred that these markets co-move within the long-run. However, there&#8217;s appreciable distinction by means of path of relationship inside the full pattern interval. Differential behaviour is discernible when it comes to adjustment behaviour exhibited by both markets depending on extant market circumstances.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/create-cryptocurrency-exchange-768x512.webp" width="308px" alt="Non-Deliverable Forward NDF Examples"/></p>
<p>Conversely, if the rupee appreciates, the company would have to pay the difference, demonstrating the chance inherent in such contracts. Some of the benefits of offshore forex trading are access to free-floating currencies, lower transaction prices, a wider range of forex pairs, elevated leverage, anonymity, and lower regulations and taxes. Offshore markets are outside the jurisdiction of a country’s regulators and financial authorities.</p>
<p>Views expressed in the paper are those of the authors and never of the Reserve Bank of India. three Schwartz criterion has been used in the estimation to determine the lag length throughout in this paper. After two months, if the speed is 10.5, indicating a rise in the worth of Japanese Yen, the party owing US dollars must pay. Conversely, if the speed rises to 12, indicating a stronger US greenback, the opposite party receives payment. Please note that by submitting the above talked about particulars, you are authorizing us to Call/SMS you despite the very fact that you might be registered underneath DND. We shall Call/SMS you for a interval of 12 months.Brokerage will not exceed SEBI prescribed limits Disclaimer &nbsp;Privacy Policy Any Grievances associated the aforesaid brokerage scheme is not going to be entertained on trade platform.</p>
<p>The RBI oversees and governs international exchange transactions, establishing the exchange fee regime in India. Through your buying and selling account, you presumably can monitor real-time foreign money prices and actively have interaction in the forex market. In literature, the move of information from one market to a different has been studied extensively as volatility transmission throughout various segments of financial markets is a vital coverage issue from the monetary stability perspective.</p>
<p>For instance, main as a lot as the Asian crisis of 1997, curiosity in NDF trading had increased considerably, as devaluation in local currencies was widely anticipated in the market. Countries whose currencies are actively traded in the offshore NDF market are Argentina, Brazil, Chile, China, Guatemala, Indonesia, India, Columbia, Korea, Malaysia, Philippines, Peru, Russia, Taiwan, Venezuela and Vietnam. Moreover, NDF could argued to be great tool for gauging market expectations on a currency relevant for its pricing as supply <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> and demand components might not get totally manifested in onshore pricing of local currency in a country with capital controls. NDFs (Non-Deliverable Forwards) are monetary contracts that enable buyers to hedge or speculate on the longer term value of rising market currencies. NDFs are commonly traded in offshore forex markets and are frequently utilized by investors who wouldn&#8217;t have direct access to the relevant currency’s onshore market.</p>
<p>It is a contract to pay the difference between an agreed-upon foreign money trade rate and the actual rate on a future date, utilizing cash somewhat than exchanging bodily currencies. The NDF market is made for currencies where the local forex spinoff market isn&#8217;t developed on prime of things or has some restrictions for various causes. Key gamers within the offshore market are international banks, corporations doing business, currency merchants, hedge funds, and funding banks. The central bank closely displays the currency change fee and intervenes periodically to stabilise excessive volatility.</p>
<h2>Several Varieties Of Derivatives Strategies In India</h2>
<p>Onshore forex markets are typically located within the nation where the foreign money is issued and are ruled by the central financial institution and authorities of that nation. Banks, financial establishments, and particular person investors sometimes conduct onshore currency trading using local foreign money accounts. Onshore foreign money trading change rates are typically decided by the supply and demand for the currency throughout the country.</p>
<p>These studies have typically tried to look at interlinkages between onshore and off shore markets and assessed the size and path of causality between the two. The sub-sample evaluation reveals that αon is statistically vital and accurately signed whereas αoff is statistically insignificant during times of stress, notably in sub-samples 3 and 5. Interestingly, the speed of adjustment is far quicker for onshore markets during these phases vis-a-vis the full sample in addition to other sub-periods. On the other hand, the outcomes also suggest a unidirectional long-run causality from onshore spot and ahead to NDF market in sub-sample 1 and bidirectional causality through the regular times (i.e., sub-samples 2 and 4). Interestingly, within the case of futures markets, they had been unidirectionally pushed by the NDF market in sub-sample four.</p>
<p>Our Super App is a powerhouse of cutting-edge instruments such as basket orders, GTT orders, SmartAPI, superior charts and others that help you navigate capital</p>
<h2>A Tale Of Two Buying And Selling Places</h2>
<p>Understanding how non deliverable forwards are priced is crucial for investors and businesses engaging in worldwide transactions. By considering components such as rates of interest, change charges, and market expectations, the pricing of NDFs may be calculated and utilised as a danger administration software. To get an idea on the nature of spillovers throughout each markets, ARCH/GARCH estimation can also be undertaken.</p>
<p>Even though the prices of transaction as measured by the bid-ask spreads is best in onshore markets, market members choose to trade actively in offshore markets because of better availability of liquidity. Although unit root and cointegration test outcomes discussed above are for the complete sample interval, we additionally conduct the analysis on 5 sub-sample periods.4 The estimated long-run and short-run coefficients are reported in Table 5. The result shows that β is positive, statistically important and with a magnitude very close to or at 1, implying an almost one-for-one motion across markets in the long run.</p>
<h2>What&#8217;s Forex Trading?</h2>
<p>●&nbsp;&nbsp;&nbsp;&nbsp; Onshore markets have the advantage of closer proximity to the businesses they are trading with and easier access for home traders. ●&nbsp;&nbsp;&nbsp;&nbsp; Offshore markets check with financial markets which might be situated exterior of the jurisdiction the place the securities themselves are issued and traded. Daily data on NDF market represents the WM/Reuters Closing Non-Deliverable Forward Rates.</p>
<p>As reported by the BIS Triennial Central Bank Survey (2019), the turnover in NDFs has nearly doubled between 2016 and 2019, primarily pushed by the Korean won, Indian rupee, Brazilian actual and New Taiwan greenback. The surge in offshore market turnover is likely attributable to the transformation of NDFs from a decentralised and bilateral microstructure to centralised buying and selling with higher disclosure and better clearing system (McCauley and Shu, 2016). The rise in demand for rising market property and the electronification of trading offering entry to a wider vary of market participants has additionally contributed to the latest surge in NDF turnover (Patel and Xia, 2019). Given the time zone variations and advanced infrastructure availability, the utmost trading in NDF currencies takes place in few international financial centres like London, Singapore and New York. Experience reveals that NDF market is mostly more lively when actions in change fee are unsure and market  gamers anticipate important adjustment within the local currency exchange price regime.</p>
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		<title>Non-custodial Crypto Wallets: Revitalize Business Income</title>
		<link>https://qualicarprotecao.com.br/2023/09/08/non-custodial-crypto-wallets-revitalize-business/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 08 Sep 2023 03:10:23 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=577</guid>

					<description><![CDATA[In essence, Debut’s providing isn’t merely a digital wallet; it’s a strategic asset—safeguarded, efficient, and highly adaptable, aligning with the requirements of today’s demanding enterprise landscape. Through a clear interface, even advanced operations—be it buying, buying and selling, or swapping of cryptocurrencies—are rendered easy, mitigating potential operational inefficiencies. According to knowledge presented by Grand View [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>In essence, Debut’s providing isn’t merely a digital wallet; it’s a strategic asset—safeguarded, efficient, and highly adaptable, aligning with the requirements of today’s demanding enterprise landscape. Through a clear interface, even advanced operations—be it buying, buying and selling, or swapping of cryptocurrencies—are rendered easy, mitigating potential operational inefficiencies. According to knowledge presented by Grand View Research, the valuation of the global crypto wallet market stood at a powerful USD eight.42 billion in 2022.</p>
<ul>
<li>The auto-withdrawal device helps optimize the withdrawal charge by estimating the present blockchain community congestion and transaction size in actual time.</li>
<li>Designed to prioritize person engagement, these solutions deliver tangible benefits, elevating the cryptocurrency administration journey for every person.</li>
<li>AlphaPoint has constructed a stellar popularity for delivering world-class white-label options for crypto and non-crypto corporations.</li>
<li>You can choose between several obtainable blockchain API providers to do that.</li>
<li>Thus, investors could make the right determination whereas shopping for, promoting, staking, and swapping digital currencies.</li>
</ul>
<p>In conclusion, the method forward for non-custodial white label wallets promises opportunities and dynamic developments. Staying attuned to those tendencies and proactively adapting to rising consumer demands will be instrumental in using the potential of white label pockets solutions. As the crypto house continues to mature and diversify, companies that place themselves at the vanguard of those trends stand to thrive in this revolutionary and ever-evolving business. White Label Wallets have emerged as invaluable tools, not solely producing revenue streams but also elevating operational capabilities for businesses. In this showcase, we present three compelling case research of profitable enterprises leveraging non-custodial white label cryptocurrency wallets. Use white label crypto pockets by BitHide when you manage multiple websites that want to simply accept crypto funds.</p>
<h2>Why White Label Wallets Are A Game Changer?</h2>
<p>In this guide, we’ll focus on every little thing you should know about a white-label crypto pockets so you can even make an informed determination. Integrating third-party companies like payment processors, exchanges and blockchain explorers enhances wallet performance and person expertise. Offer more—staking, lending and DeFi integrations—to diversify income and entice a broader person base.</p>
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" width="305px" alt="white label cryptocurrency wallet"/></p>
<p>Leveraging biometric authentication, Debut underscores a dedication to asset protection, making certain an enhanced consumer trust quotient. Cost is a crucial think about White Label crypto pockets development. However, crypto pockets growth cost <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> is contingent on several variables, together with function set, customization requirements, licensing, usage needs, and group size. White label cryptocurrency exchanges characteristic modular and simple architectures.</p>
<h2>Trade Software</h2>
<p>Introduce your personal branded crypto pockets with our state-of-the-art white-label resolution &#8211; Carteira. The crypto change software from PayBito  supplies a high-frequency trade that supports major world fiat currencies. That and they also provide a multi-sig chilly pockets and encrypted scorching wallets to safe users’ funds. You will get a robust matching engine to facilitate trades, as an example. That, and you’ll see a streamlined course of for adding or removing buying and selling pairs with ease. The firm runs PayBito, a U.S.-based crypto trade, and a crypto cost processor known as BillBitcoins.</p>
<p><a href="https://www.xcritical.in/white-label-crypto-exchange/"></p>
<figure><img 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alt='white label cryptocurrency wallet' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='408px'/></figure>
<p></a></p>
<p>funds in hardware and software program wallets. Although there are a unique solutions available on the market, BitHide makes all the crypto transactions untraceable by storing data on customer’s servers and masking it with the Dark Wing expertise. This guarantees the complete anonymity of your transactions by stopping them from tracking by any third events. Moreover, for multi-merchants, BitHide provides a lot of administrative performance that helps corporations easily function motley cryptocurrency transactions. Integrate our white label wallet together with your current methods and functions utilizing our strong and well-documented API.</p>
<h2>What Is A Crypto Loan? A Information To Utilizing The Defi Instrument</h2>
<p>In this regard, compliance markers such as KYC, AML, and CTF laws stay foremost. Usually, these comprise and manifest the robustness of the solution’s consumer onboarding process, while preserving you out of future bother. UX is a very important characteristic in crypto wallets, mainly because it shapes how folks will use the technology. Therefore, you must ensure your crypto pockets permits for seamless and handy UI. Crypto wallets depend on servers to carry coins in place for particular person customers. Fortunately, crypto wallet suppliers give operators the choice to host their very own servers.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="white label cryptocurrency wallet"/></p>
<p>If you want a pockets that is accessible from anywhere, then a scorching pockets could additionally be an excellent choice for you. However, if you are involved about security, then a cold wallet may be a better option. Cold wallets are not connected to the web, which makes them more secure. However, they&#8217;re additionally much less handy to make use of, as customers have to physically access the wallet to ship or receive cryptocurrency. White-label wallets may be accessed via a selection of units, including desktop computers, laptops, smartphones, and tablets. This makes them handy for users to entry their cryptocurrency wherever they&#8217;re.</p>
<p>Our API lets you connect your backend infrastructure, enabling seamless communication and data trade between your platform and our pockets. This integration possibility empowers you to leverage the complete potential of our pockets&#8217;s options whereas sustaining the integrity and functionality of your current ecosystem. Personalize your crypto pockets by incorporating your company&#8217;s brand, colors, and visible components. Our intuitive design tools allow you to create a visually interesting and fascinating user interface that resonates together with your target audience. Whether you like a sleek and fashionable look or a extra vibrant and playful design, our customization options allow you to convey your brand to life. With biometric authentication, our crypto wallet provides an added layer of security by allowing users to entry their accounts using their distinctive biometric knowledge, such as fingerprint or facial recognition.</p>
<div style='text-align:center'><iframe width='567' height='314' src='https://www.youtube.com/embed/iCFWDvKRf1Y' frameborder='0' alt='white label cryptocurrency wallet' allowfullscreen></iframe></div>
<p>Elevate your monetary operations and redefine your legacy enterprise with Debut Infotech white-label crypto wallet solution. To safeguard your users’ belongings, implement strong security measures, together with regular security audits, encryption, biometric authentication, and hardware pockets integration. Did you understand that the common transaction volume in the crypto area is predicted to double over the subsequent three years? If you’re searching for a novel approach to safe your monetary  future, you’ve just stumbled upon it—white-label crypto wallets. Unlike most other crypto wallets, BitHide embraces a quantity of administrative features that help operate the enterprise efficiently.</p>
<p>Forming a capable staff is indispensable for the success of your crypto wallet improvement. Our experts are devoted professionals passionate in regards to the crypto business who have a deep understanding of the challenges and alternatives it presents. We collaborate with professionals who focus on blockchain know-how, cryptocurrency, security, software program growth and compliance. The in style digital foreign money stirred the rise of a decentralized financial revolution. They can do that by depositing their</p>
<p>If you’d like to do away with the development of your crypto pockets and nonetheless wouldn’t like to use a third-party-branded answer to simply accept crypto payments, buy white label crypto foreign money wallet BitHide. It has the same functionality the company provides for its users but nonetheless lets you label the solution consistent with your brand book. Enhance the trading experience in your cryptocurrency trade by integrating our white label wallet. Provide customers with a feature-rich wallet that allows seamless deposits, withdrawals, and trading directly from the wallet interface. Streamline the person journey, enhance liquidity, and increase engagement in your exchange platform. This flexibility broadens customers&#8217; options and enhances their capacity to take part in numerous blockchain ecosystems.</p>
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" width="307px" alt="white label cryptocurrency wallet"/></p>
<p>The pockets helps numerous user roles – from directors to end-users – permitting businesses to set and handle access controls tailor-made to organizational hierarchies. Embracing modern transaction methodologies, our pockets provides QR code performance. This eliminates the challenges of manual handle input, making certain quicker and error-free transactions. With contingencies in thoughts, the platform facilitates simple backup mechanisms. Moreover, in rare adversities, customers can swiftly restore their wallets.</p>
<p>Develop the Minimum Viable Product (MVP) &#8211; The primary functionalities of the hardware and software program wallets are included in the prototype. This perfectly fits the necessities of retail and institutional buyers. This helps them to affect proposals that impression the longer term development and improvement of the crypto exchange/ DeFi project. In an period increasingly pushed by digital finance, Debut Infotech stands at the forefront as a seasoned blockchain development firm. Leveraging deep-rooted experience, the firm has meticulously crafted its Ready-to-Use Crypto Wallet Solution, guaranteeing businesses gain an edge in the quickly evolving digital finance landscape.</p>
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qUfzJNQfU7R921emwC1qYT9W3VqY94q9v2ae+Pc1eNg755xXnbl82PXDyu/6djKNH72cpdn2NV/R5DKdHT21KJmpu0n4vd97fkYJ/TFbKu5hps89dwx8MiOtT24eUowcg1r+89O9T2G/ytX9M7lHYfnEGdbZefhnlf8AGDHKVDn/AKaw7hpTq5rlBtOq7jarNZVkGU3bypbsgHunceEj359fWsrFXkWLIU1t3+6Ma5Trr9Ll36GV9HgPq6axlu/2RlyPAH/mt/lrQvXID/LLcsK/z8b/AJpuvr6zWqBY7XFs9sYDMaG0GWkJ7BI4HHv7n1rQnU3oRrXVfUGbqi1PW/4V9bLiEuvFK/K2gEEAHHIrd0zPphmTtm9k0a+bROdEK4rfZo3hfSE6ZneuYr3+wa+JtAW3V911E3A0S6tu5ONrIWh4NkIA5GTx/wDCvuC4Q1y7RJt6VgOPMLbT+akkCvl1n6NnU6OtD0OdbmXDxublqSR+oTXtouXVXGyNjS37bnlqNE7HW4J9PY2dpiy9SLd0r1ZH1vOekXFyK98Ot18OqCPCwRwTgZ/wrUn0bJdlhdQPEuz0dpa4rqYy3zhIc4zg+hxn+dbk6L9OdaaFN2/plcm5LMxLSGtklTuMFZV97t3T+f6VStefRinSbi5dNDXOOWXlKd+GfUUls9/KoZ4+VetGVRzXY8pJKW2zXY8baLmq7FF7w8Puy4a+1J9H9u/lOr0wZVyDSQ44mOp045wCpIxkc8VVPpJOWxzp/pRdhaUi3qdUqMgIKcNlo7eFcisHRX0XLybozM1lcoojNLStUeOsrLmDnaVYAx+Xv8q2R1v6aXrX1ltNr06qOz8C8VK8ZZShKNgSMYB+ZrCq3ExsqqMbG0u7fbsetkL8miUpR2b7I0PobR3V+9abRO0XNlN21TjiUhFxDI3AnPk3DHYV16ApH+Ve1NqOFILwWP3vDVmvovpJom76J0I3p28OsLl+K8r7Fe5OF9ua11036Eaz0hr2Lqe7OwDEYU6pQZdKlZUlQAxgeprblqtVsMiE9l7P3Nf9nzrdTim35Xsa06mqSeuFw+V1jj/2UVafpXBKtaWnPpa0/wDOLqwaz6E61vfUeXq2Gu3piSJrcpKHHlJc2p2ZGNv7pqX659H9U9RdRW+52ByEluPCDDiX3SlQVvUewB96+VZ2OrqJOS6R6/yPksS707UovfcqXTbSvWtx/TdxTc5CNOFyO5sE5O0RgocFOc4244+QFfTW75V8v2/6P3V2E+woX2M03HUjhE9YASD+VfT7aj4aUEcgc1Da3OFtqlCSf4JHTIShB80WvycUrkjFcVBEmKUpQClKUApSlAKUpQHelKUMxSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgBrVX0hNTzbFpWLboDhbXdXy04sHB8JIypIPzyP0zW1aoXWLQsvXOl/h7YEGfBWX2Eq4ChjCk59yO3z/KhM6Bdj0ajVLJ+nc+VG1FJJFbv6PdJhILep9UxzsSQuLFWOFHnzq/LjAP6jtWP0d6PSJa0aj1PEW02lW6NFeTgqI/GtPtnI2nvjng8/Q0O1EgNgJbYSMJPp/Cua8c8YU6RW8XFadr8/wDt/wBztubqktQj6dMtq/L9/svsYfjltpLIwEpG1IHGKw2I67y4UhW2Kg4cyP7RXt+Q/n+XeTvFsR8OA05hfOBj71VuFeHoEkB4nGcH5VyjQ7oZF0rbXvN9m/D8Fb13HybsCVWD0a9u7X2JLUmmYV/tq4M5sKHJQsfeQr3FUDTnTkwLk8/dNr7LK/sGscOfvK+Xy9fy4O2GpLUtkOtEcjmvNNvXMd2IOPnXQNO/6g61omFZps5fV790fnu/FTu3uXzorhsz85xbpwhCcZOM4/7YrmXC8N36viows5JSeAgepJ/3d8/qRZ7otNtYbiREedW4pSeyQMZUfkMj9SPzEfFiiMFErLi1nctah5lq9ST/AIDsBXpwxpl2vT+Oyf8AD8b+WbGNp+8uew6wIbEJkMspx6qV6qV6k1k1wTTJrrUFGEVGK2SJtR2O3cV2IyMV0BGO9Ve/Wy3SdRWgyIiF/EOPeL6b9rRIz74NZnws5Rk5zXKU49c1THb5cWmJV3buiE/CS/hUQFNpG5IXtAz33EEHj+FdHtVXWHObZK0+Fa33PrEkZ+yWsJaP8CCT8qAvCa5wM5qmRbjeZziI0y9NwXEREzCsNpO/epR/F+FI25x7968rJfr3dhEWuWlIFvcmOpQjh9YcKcBXonA9KzMC6qKEEBRwT2rkkK5qhOSZ0hOnbjJvTUhU+Whwx9oT4ai2TtSRzhONpyT+lSmmrtMfnuQrjcA6tbKlpbS2jw1AEDc2tJ7Dd2VzQFoKQa5rXd2aeXLvs9LLA+HmtZlfEEPMgIaJShHr68Z9exrLXqa9qmuvR3HENMTBFS0UNeEUghPckLKj3AH7owfUC7UqgLZuIt0jN4fIN9DYASkY+1HP/VXpcNQXtmXNEaQ6G7a6hCELQyEO+VJ3OFRBBUTgYGBx3xWAL+miuRiq7YZl0l3Ge7MkBLUWQWW46UDCRtSc7u5OSce1YhtdvZ1fJd+EaKmIQkg7e696sn8zisUC1JHemEDhRAqmR75cmW7fc1XFuau5pWpcJLSUlv7MqwkjnCSADknv6d68TPnLVpq4SbsJSpT/AI3ghCQEnwlHagjnjtznkivRAvRAJz3xXfHGKo7N6uyolnuBvTZXdZSWnI6UJ8m7uEjvkfr+lZ1kvFzuM2Pa3nQHoPi/HnH3ynhB/XO78q+gtKQM5rtVVvlst0nU9odkQ21qf8fxPZWEpxkfqaw3r3dUxXrx9YhsMzTFTADSfMkObe/fcc7gfn2oC6bAa7VQp95vKLbJvLd9QwpE3wBDLacYDwRjPfcRz7c9qO6lvjkuQ+w6sJanmL4Si2GVt7wkgqJ35OcjA9RxQF5UEYG5eK4AABIPeqChqc7CSDdHSp7UBbSpaUq2YWoEgY5z7GsiZfb3DddtJmOPqTNbjofDSA4EKbK8YOEZzkA8d+xoZl6IzXQDFUpi8ahkvMW5U0sFc8xi6tttThSGiohSUkpCvT/dV1GcDccnHJx3oYHNKUoBSlKAUpSgFKUoBSlKAUpSsDMUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA9Y8x+K5ujpZ2kk7Vo3Y/LkYP8AL5V0mzrrcstPvtssH8DIO5XyKs5x+WK60NV3I4U0jKyvjbaU7Pf/AGJGGrZldXowm1E8EtKjMbWAtaE9kqWTj9Tk1Wr0j4tHxAThSe+PWrYnOTUPerYqS2XIg+0/Y/a/KqtxNwVXN/G4EdpLul2ZauGeI5UTWNly+V9E/wC5XLJqddqfSy+MRjwTn7lbCiS0upRKiuAg4PB71p25DDxA7VKaW1U7anhHlKJik4Kic7Pn+VUiVMM+HoXdJrs/9Df4r4ShqFTzsKPz92vf8G2bq14rCZvB2dxj3IFRormVc2X7e2w26N7y0KwOfswoEn8iBgfnXmjjNdI4EpyaNOlTkLbaXT8HMKoyguWS2a7/AJFKUq7mwd683GGXVodW2kuN52KI5TkYOP0r0pWYMRVltZnfWSYEf4kEkOlvKgff8/nXZdtguLkLditL+KSEvbk/2gAwM+//AF1mUoDBlWq2TdnxVvju+GnajcjO0ew+VekaLEYADMVlsIG1AQjG1Pt/HP8AGsquu351mYGAmyWlEhctu3sIdWorK0oGd/vXpGs9rhyFSokFpl5f3loSAVfnWXt+ddqAjnbDaHJXxzlvYW/kK8RSMqyO3Nd12q3OTvrJyCwqSPuulHmB/Os6lAYLtntay+TAYPxRCngUZ3kdia8XbPannm5DlujKdZCUtrU2CUgdv4elSlddvzoDHQ221u8JtKN6tytoxk4AyfnxXZLDZe+JCE+IUhO4j0ByK9tvzrkDFYAwY9ntsR5cqJBYafcOVLSjk57/AMa6tWGztPmS3bo6HSvxSpLaQd3v2qRpWYI9uw2dmQqWzbmG3lr8RS0oAJV7k1j2u1IgSZ9wcUFybg/4i1AdkAAJT+gH8c1MV12/OgPAMMOOIddZStbediiOU5GDj/t6V4O2q2qnC5LgMKkjs6pGVfxrO2/Om350BVZ2lHptwW8t6Gpp54OqWqOA+E7gdgV2I4HJGcZqcNqtwlicqEwqR6OlHmB981mLRnHNc0Bhm2W9Dq30QmUuOrDi1BPKlDsT8+TzXo9brfIS6l+EysPEFwFPC8DjPvjmsilAYke3QGENNx4bTQjnc1sTjarBBV+fzrLwPalKAYHtTA9qUoBge1MD2pSgGB7UwPalKAYHtTA9qUoBge1MD2pSgFKUrAClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCh7Uoe1AKHFKUMyram0sq6kSbfsQ8AdwPCVf9FV1jQ1/dWEuMstI9VF1Jx+gJNbLrgDFQGRw3g5F3ruOz/kWDF4n1HFp9CMunj3RgWq2tWmC1AZUpSWweVdyTWcnPPFAfSuSTmpyFcaYqMeyIGc5Tk5S7s5pSlZmIpSlAKUpQHSlKVmBSlKAUpSgFcjvXFcjvQHYdqHtQdqHtWBgKUpWYFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKwApSlAKUpQClKUApSlAKUpQClKUApSlAKUp8qAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSnY4pQClKUApSlAKUpQClKUAoe1KHtQClKUMxSlKAUpSgFKUoBSlKAUpSgOlKUrMClKUApSlAK5HeuK5HegOw7UPag7UPasDAUpSswKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKVgBSlKAUpSgFKUoBSlKAUpSgFXXpboiz69us203O4yYjrMUvsFnb5sKAVnI7DcDxj1qlVbOlV6VYtfWiZkht1/4Z0+m1wbOfYZKT+lAVl9lyM85GeTtdZWULT7EVsnph0hi690/MvNwuMiJh0x4iWwnatQTklWc5GSBjjsahOsNlVZ+ol2SAQ1LcTLaz6hxIKv/b3fwrY87UCOmFr6d6fVlDniiZcU4wUJcSUrJHsC6v8A1BQGhXI78V1xh9BQ62ooUk+hBxV30xoC13TQF811eJ8ln6u3NxkslIDrm3gKJBONykDjHY96dZLJ9Ra/uKEt7W5xE5v5+Jncf9cLH6VZ9YqVpXolpnTCEFEm8qEx5I9Ucu4PzytofpQERpXTVjuHR3U19mW1h24RJOxiQpPmQAGv/eP8a1slO31rdvSW0Jv/AEj1JaHpSITT84l19w8NoShpSlfoEk/7x3qCbuvQK2rEJWl7zc2kL2KnKkKQpfspKEOJ4P5JoDWFWux2fQ72hrvcrndXWb9HWEwY27+0RhOOOd2TvGc8AfxlOqGg7VpYW2/aamOybLe0eJHK+ShWAQM4HBSQRnng57ZPOmtGWS6dJNRarmxlKuNukeGw4HVAAANnlOcH759KAp+n7HO1JeYtitqUGTLUUthRwOBkkn2ABP6ViSozsOU9EfADjDimlgftJJB/wrbv0f3NJqv7TKrbMevyWXXEy1LSWW2+xCQMHJBIyQe5qC1rdulTqLuzB0xdm7st14B5UnLYd3HzkFZGM54/lQGuqVeenOgLbfLbcdV6unOwdP2zyrW3wt9eR5UnB45AyO5UAPXE7Bk9C9Q3BnT7embpaFSV+CxPVKUrCj2KsrUB+ZBHft3oDVNKsGt9Hy9DaifsMp0PJQA4w/t2+K0rsoj0OQR+Yxk1BUBcNJaDt190LqPU8mW+0/aEqU002E7F4Tu82QT3z2x3qkt+tbf6bf8Aih1x/wAmv/mzWoG/WgO9KVsiFP6F2e3MJk2a93+W60lx5bi1MoQsjlHlUkYB47K7dzQGt62T0H0/Z9R6tmQr3AalsIty3EocGRu8VsZ/gTWVqPRmh9Q6Jka66fsSYXwCw3NgPLK9oJTnGScYCgoHcRjPAPFe/wBGzH9Np/P/ANFuf881QGpHgG5CwOQOBXNbQlxej+iXnLLqG3XPUV0jnZLdZdLTDLo+82jatJODnOc8/wAB56o0LpO7aSXr3py/JMSOoJmwHzuWwOMkck5GUkgk8HIPGKA1nSrFobREzXl9bskZxLTSR40l8jPhNDuR8ySAPz9skXKTL6BWiQuznTl3uaWnPDcnfEqBVjuUBK0hQHuAM/PjIGq62Tp3TtnkdEtRahk25h24RLgG2X1J8yG/sPKD7edX8ajepWgbdppi2ak03NcmWC8JCo7jg8zalDISTgZyM44B4II4ybRphKf/AJPWqh//AJEf/s1AaiBzXNdU1YNBWFjU2s7RZJKdzT74U4n9pCPOofqEkUBZdKdH3blZhq3WF7asFnKctKXjxXkH1APCQfTuVegxgmR/o79H5R+Eb1zeQpPZxbagj+bOP4kCsPrzqSVcNYrsCTiBZ0IbQyg4SXFJBWrHp32/IJrV4ODmgLHrOx2WwXtdusGoG7xFS2hfxCEgAKUM7cgkHAxyPfHpUEU8d6ybYw3LuESG8MtPyG21j3Cjg/yJrb+q+nHT3Q94kX7UrshFpUENwLYw6VPyl7R4mTkEJBPbI5P3vQgaX2/Om351trTjPSDWWtYlkgablQosiI4hIdlLCjKCtwH9ooYKAe+OQOK1rf7RJ09eZtllcuwn1sKVtwFbTwofIjkUMyP2/Om351sTRWkNOO6Bv2u9URlPtRAWICQ4pA8YDGSQcEFamx8sGsrpz05settGXqZMWiJMjSm0NS1uK2steVS8jOD5d3f35I7gDWO3502/Otmx7p0EhPotj2nL1ckNrKFXFbyklWeyglK0jb69gcc4qO6ndPbfpWNA1NpqaqZY7tjwFq5U0SNwSVYAIIyRxngg9skCsWbTN1v0W5TLc0lTVqjGVIKlYwkeg9ycHA+VRNb76av9Px051GqHZ5/gNxALsp18eJJ+zVwghXlGCrHY8nvWrtX3Hp7IhMN6M05coErxcuuyZBcT4e08AFRxzg/kKAqtK2hZdA6R03paLrHqPJkr+sQFQbZG4W4nBOSQcnKcHgp2jGSScDLs8HolreYNPwbTctPXF5RRGfW+XUOL9B5lqHOO2BntnOKA1JSpPU+mrhpO/TLBctvjRV7dyeziSMpWPkQR+Xb0rYNu6e6H0XpmHqbqe7JfkXI7odsjr2qKcZ5wQc4Kc+ZIGRnKiKA1RSthahu3Ri52WU3p3TF2td0aSPBLjqihSioDBJcXwBk4wM4xnmu+mtF2S6dJdQ6pmxVLuECR4TDgdVgDDR5SDg/fPpWYNdUoBitiax0bYLP030zqWDFUibcV/wBYWXFKB8qiMAnA5ANAa7pWzOnPTeFrnRN6kNoSi6tTWmYz7jhCGkeQrJT2OE7z2/LmuLjK6IWGDIskO1XK83FtpbTd03bWVP7ThQCXEjYFH9k8ftdyBrSuR3rZfTrptB1xoe8S0ISi7MS2mo0hx4htpslBWVJztI2lfpn25rmfL6HWaDIssa0XK83BppbTV03lLKn9pwoAOAbAr2SeP2u9Aa1Hah7Vd+nWgoGo4tw1Lqm4G36etQw86ked1fBCEnHHBGcZJ3JAGTkT8Cd0DvMxuzI07dLWJB8Jq4LlKJCjjlQK1ADtzggewGSMDA1TSrFr3R0zQ2o3rJJUXG9qXY72MeK2c4OPQggg/MccYrYUrploO36PsGs75MkQ4KoLbs1plalOSn1ISUIbByE5+07YwD7ZIzBpulbbssroTqa4M6eTpi5WpcpaWmJapalK3q7BWVqSMnA5ChzziqFrjSzujdTTLCt0upZKVNOlOPEQpIUlWPfnB+YoCBpW0LDoDSWntKxNZ9S5Mhbdx2qiW6OQFujuknnnIOeCAARk5VgYd7unRCfZ5qbLpa7wLillXwq1PqWhThHG7c4sYB5PH8+KA13Stiaj0bYXumFn1zpuOtp1CxHubZcUvDn3SQCfKApPYdw4Kotrt792uMW1xRl+Y+3HaHupagB+nOTQGLSr11d09pbSeoI+n9Nx1JcjRkqmOKdUoqWrlIIJwPLzx+18qotAKUpQClKUApSlAKUpQClKUApSlAKUpWAFKUoBSlKAUpSgFKUoBSlKAV2QtbakuNqKVoUFJUPQiutKA33riyMa8vPT+/NtJU1eEJblpHolADyk/wAPGH6Vr3rZqEX3qDPDZKmbeBCbye2zO8f65XWxOkmuLHH6cld8nRmpWnHpDsVtbyUrcSUKI2g8nPiLTgZ7VoSXLclS3pbxK3X3C64o/iUe5oDc2tbZ/lF0voXULC1GXIdRaJSx94rUdpUr5BTaz/pVB/SBvLcjWrVkj8MWeG0yGx2QtQ3nH+iUD9KsPQLVNmZs02w3+5RozcKW3Oiqkvpb8xBCgCrA42g4/erU+p7uvUGobje3CofHSnH0pJ+4hSjtT+gwP0oDZWhXVx+hGsHWlYV8StGfkpLQP8jWoK2hpK4wI/Q7Vdvfnxm5j0oqbYU8kOLGGuUpzkj9Pf2rV4Rj5UBt3qCrf0V0Sr99P+wquNE5/wAgOsOf/LD/ALLFYmuLrbpHR/SFvYnxnJMYgvMofSVt4Qr7yc7h/CuNI3a1x+h+rLW/cYrUt2UpSGHHUpWsYZ5SnOSP096A8Po8/wDh+r/0F/8A3VRtQ/8Af+6f+nSP+cVVg6QangaU1vDuFze8KK6lcdxzBIRvTwo49AoDPyOfSpzXHS2K1Iu2p7brSyO29YdmMNGVucUDlXhoAyDycZzzxxQFstLelWOgtmGqfjk296W4XPg9u9TnjO7c59BgfwTVRT/kFQ6FBWrcjnnZ7V36dau01O0vN6Z62lCLCmrLkKXnysLJBwT+HChuB7cryQK9VdDm9xeY6iaecgj7sgvYJT6nAJA/1qAjur+tbBri6wLjY0SU+BGUy746Ak/fJTjBPHeqDUvq2y2mwXk2yy39u8R22kFUpsAIUs5yBgkEduQfWoigNs9Nv/FDrj/k1/8ANmtQN+tbj6Qrs03QWqNPXHUNvtjlxX4KFyXkowCjG7aogkZrDT0V04M//O5p/wD1m/8A97QGubFZbhqO7xbJamg5KmL2NpJwO2SSfQAAk/IVsC6aN6U6Kd+qtWamu9xujQT4rNsbQhLRIzgleRn/AEs8dhXham7P0o6mWeX/AEji3iCltS3pETaQjxAtvGEqVkpGFEZzgj3GZrV/SyFqnUEzVFk17p8wLg6qStb8rBbKjkgYyCAfcgjtjigJWyO6Le6S6yVotm6tMFKkvm4FBUVlA5TsJGMGoP6NgP8ATaf/AOq3P+eaqVhXLRFq6Zap0Zp++My5EeOXXJSlJbEx9eQQ0kqyQkISOPkec5qt9BL1arBqm5XC7T2IrSbS7tLriUbyHGzhOTycA8CgNcXF116c88+srW46talHuVFRJNba6Kfb6P19GeOWBb0qI9iWnwT/AAA/hWHc+nVg13Oe1FovWdpjsTVF92DcXS07GWo5UngEkZJwcAY7E4zWZfbppfpp0+maIsF5aut3vKimbIYOW20K4UOMj7uRjvlRJxwKA9/o/iELPrGbMDvhNRWg4Wf7QN7Hivb8/b5gVBEfR/2qw7qrt+0371EdK9cRtC3x125t+LbJ7XgS0YyQnPCwPXbk5HqCfXFWed0dsF5fXP0b1Asq7c+ouJRJfwtoE9jjJOPmAff3oDx1nrbQM/p5H0VphFzWIEhMhpUtCRtG5ajlQP8A5xQHHaszTCx/8nrVR3f/AEiPb/8Atqput9HWnR8WOIWsIF4uElwocYiAFLKQO5UFHOcdsCrLYbraWOg+pLbInRGpb1wCkMLdCXFAGOCUpJCiBhXp6GgNXpq5dIJbMLqRZHn1bUqdcZB+bjS0D+ahVJb9a9m3XY8hmUw4UOMqDiFDuFA8GgLn1kgvweo138ZPlkrRJaPulaB/gcj9DVJrdkm+aB60WmLG1Nc27DqGIjYmU6QlpRzzgqICkk5ITuBBzjIzmF/yFsMnxH+o1gbYPPiFeOPQ8nH86A13Y/8Avzb/AP0tn/aFbG+kVIec1wwwpf2TVvbLaPROVrJP6/7hVLmWy3WDWabbAvbFziRJTG2c2NrawdpUeCQAkkpJyRx3qzderpbrlrZuTbZ8aW18A0krjupcSDuWcZScZ5oCh2yfItFyiXSIspeiPIfbI48ySCP04rZXW+3x7o7Zdf2hsKjX6MhLiU8kPBIIHzJScf6BrVoOa3j0Tfh6w00rSl5XvVYbgzdI2ecJCs4/Ldvz/foZkP1ZUNLaK0101ZWlLrLQmzdo/Gc4A+RWpz/VFenTlxxvozrRbR2qwoE/ulsBX8iaoevtSq1bq653sOlbDrxRGyMYZT5UfxAz+ZrZHReXa4PTbUkm9MuOwQ7skobTuUWlICV4HyCs/pQGk01uF0iV9G5CpJ4jziWfy8Y/+8uotjovBnLEy19RLA5al+cPOO7XUJ9lI7Aj1yofpXr1V1TpxvT9r6c6PkIkQLWoOSJCOUurwcAHsrJUpRI4yRQGX0v3f5K9d+cf2H/4tVakCa2h0dvtgct2odEahuibem+sbI8hxQShKyhSVckgBXIIyRnBGc4zXtYdOZOjYCLg/qKzz0uyAylqG+VuhO1RKykgYA247nuKHwt30jiWrnp+Ex/wZqAotAfdGVAHH6JTWqIDjrFwiPxnCh5t5tTZHffuGP54rbDN10z1b0dbNPX6+xbRqG0JDcd6QoJakIwBjJI5ISn55GeckV52PpppnRdxa1FrjW1mdjwVB9qHEcLrj6xykY4JGcZABz6kCgPT6QUWMvqBaEuJ5fhMh0fu+M4D/LivH6R63TrK3xydrTdrbKE+gJdcBI/gn+FUXXur39canlagca8Jp0JbjN+qGkjAB+Z5J9MnitkSJ2lutGnLcm5X6LZtUWxstKMhQDb4IHIOeQTyMElJKhg5zQGmAMVtzQ3/AIgdX/8Aph/2WKhL/wBKI+m7PLudx1xZnH2kbmIsZfiOPnI4GSCOMnIB7Vn9JtS6bXp2+6A1PcBb2bvlxiUs4T4hSEkKUcAEbUkZIBwRkcZyBqytv9Rv/Evon5lJ/i2qo5zo1Btjnxl86i2Bm2oIUXmXip1SfXaj1OOwBP5GpXqxqLTd66eadb01JZTHjySy2wXU+K202lTaSpGcpztHp6igOOmzr0Xo3rR6OsocGQFDuMtAHH8a06pPzraugrvbo/SLWEGRc4jUl5R8FlbqQtzCE/dT94/wrVgOaA2/0yfeidG9ZvsL2rG4AjuMtAf7608RmtraEu1ti9INXQJFwitSZCilllbyQ479mn7qfvHv7Vqwd6+n03zp9vS8foLAOqvjRAflOGSYm3eV+OvaCFcYASn+AqoE/R8CR9pqnH/2ddumestOq09N6c61dLFtnq8ViUBw07kHB4O3zBKgcYznPBr0X0JZLq3YfUjTq7fnyPqewcfMAlI/1qwMDB6wa809riXan7A1KHwbK2nlSGwhRyRtHBOcYP8AGp7qu6o9LNBsZO1UdtZHplLCcf4mteawstm0/dEW2y6hbvTaWQt2Q0MIDhUrKBgkEDA7H1q69UbrbJnTjQ7EK4xH3Y0UeM22+lS2z4KOFJGSOQRWYNf6dOzUFr+c1j/nE1e/pCL/APnCIx2hM/4qqg2Rxtq+W11xxCEIlsqUpRwAAsHJPtV0663CBddeGVbZseUwYTIDrDqXE5yvIykkZFfATf0jyqNcrDbmP+DMQVeFjt94A4/RIrTyPWtzs3TSfWDSFss17vsezaitCA0h2QQEPpwByokA7sJJGdwUDj5wF56Qx7BZ5l0uWvLIVsMqcjx47gWuQoAlKBkpxk45Ga+gz+ilwZvttv3TS6PAM3aOXoxX2S6kAHA9VcIV/wDZ116J6b+G1jcL7fmvAY0uy64+Vdm3cKTz+QS4f9EVr/TN7k6a1DAv8VSvEgvBzaDgLT+JJ+RTkfrW7+rU206Y0bPkWR8BzWkxuSVDhXheGgqIPqD6/wDKmvgNHahvUnUV9nX2YSXpr6nTk52pP3U/kBgD5Co+lK+gUpSgFKUoBSlKAUpSgFKUoBSlKAUpSsAKUpQClKUApSlAKUpQClKUApSlAKYGc+tKUApSlAKUpQClKUApSlAMAdhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUPalD2oCb0to3Uesn5EbTkFMpyMgOOJU8hvAJwOVEDvWzpURvo10+uNvkSY51NqDDam2V/2DOCM547Aq57FSgOQkmtNxZsuA740OS6yrGCW3FIP8UkVw++/JeU/IeW64vutatyj+Z9aGZ1T2xW1+nv/iV1n/eH+ymtTpr2RNlxmHYzEp9tp/HiIQ4UpX/eHY/rQHhSlKAUpSgFKUoBSlKA6UpSswKUpQClKUArkd64rkd6A7DtQ9qDtQ9qwMBSlKzApSlAKUpQGydI9FNT3KTEuV/ZjQbEpKZL8hchCitjG4gBJJTkepxjue2DHdX9YxtX6rKrY8F223N/CxcDCTg+ZYHoCeB8kiqcu4XF1gRH7lLdjjs0t0lA/Tt/KvCgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKwApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClbE6JaSsGsdRzbdqGEqSwzCL6EpeW3hQcQnPlIJ4Uakfr76PP/wDRGoP/ALur/wD6KA1VSrdrq4dNZ0eL/QPT1xt77a1F8ylkpWk4wBlxeCOfSqmDn0xQHWlKUApSlAKVtbqIwhHSPRCghIUtA3KA5OGiOT61qmgFKUoBSlKAUpSgFKUoBSlKAUpSgFKVf+imlbHrDVkm16gh/Exm7e5ISjxFowtLrQBykg9lGgKBStpyL79H2O+uO5oq/IU2opO2QpXqR6v/ACr3V010HruG9M6Y6gdbnMI3rt07hRHsCcEfn5hkgZHegNS0PavaZEkQJb8GW0pp+M4WnW1jCkLH3kkfI14ntQClKUMxSlO1AKUpQClK2z12jMx4OkPBbQjfbiVbUgZO1vnigNTUp8qUApSlAdKUpWYFKUoBSlKAVyO9cVyO9Adh2oe1B2ofWsDAUpSswKVYNEaPla2vC7TFkpj+FGckuOqQVBKUD2HuSkfrVfoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKwApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQG2/o1/+GNx/wDViv8AnW6gF9EOqAxs0xu9/wCuxx/+Mqf+jX/4Y3H/ANWq/wCdbrXbmtNYcf8A5V3j/wC/nf8A3qA9tSaM1No9yO1qS2fBqlBSmh4yHNwScH7pOO47471eGbJZup+gFSdN2eJB1PYxufajMJQZjX7QCcZJAyOOFZTjCuNZTLtdbttVdLnMmrbG1CpD63SlPsNxOKu/RK336TriNOs7/wAPFgp8S4PKTlHgeqFcj72OPYjd+GgMvpZpSzQ7VO6k6zjIetUFC24cZ0BSJb3b7p+8PQemSSeEmqtbrbK1/rNuBAix4Srm+SlthoJajtgEnCRjhKAfmSOTzmtlddVS79p206l0xMblacZWtCm4ySgNvlZHiKHHB7DI8pPruqtdAFsK6ix/G7/DPhH97b/0BVATuoNT9O+mk9el9OaHg3WTD8smbOCXFFz8SclJPHY4wM5GOKo2udXWXV7cFdr0lb7I+zuMlUUJw8TjBGEpxjCu49ajtbB5rV18RKRh36yk7+e58Q81CI5JNAfQl0GlonSXSt81XCduEe3x0FiClewSH1p8oUr0SBuJ/L17Gp2Pqlo+7XSPZbx0zsMe3SnEsB1llO9jccBXbJ78kEH29j79SFEdHNEpIylQGR7/AGZrVdsIF0hHHeS3/tUBZOqOjo2idXyLXAz8E42h6PuPKUHPlP5EEZ7kAZ5r20jrHSGmrOUSdBxbxdw6pXjzF7mkpPI8hyMglQOAOw59rB9Iw/8A5esf+rmv+ccr3umkunvS63xEattcrUF9ltB9cVDxZZZT7HaeRnIBOckHAHagJTRt00h1bVK0te9FWy0zTHLkaZAQG1JI44wAcjIIBJBwQR76u0rbkK1/abTOYaea+tWI7zbiApKx4wSpKgeCDyCD3rbXSHVGlb3q74KxdPodkcRGccEhElTqwkEA90j1IrXNmUj/ACuwcK5/pC1/+sigL5r93QPTHU0hyHpGJdrlP2yjHfAEWE3tCQEt42kkpUrsO4rtpSdo3rC1O05cNHW+z3RqP48aXCSlGcEDPAH3SpPBJyFHtiqd1zUF9TrqB+BEdP8A+hQf95qT+juMa+d5/wDo97/aRQFN0dpNzVGsIOm3SWw6+pp4g8hCUlS8fPak4+eKvWqddad0dfZemdK9P9PrYtzhjPPz4njOvLTwrnIOM5HJPvxnFUm26ikaY199exYpkriTnT4OP7UKKkqSPYlJUM+ma2P1A0NoeffTeZutU6dlXNCZr9vmRi460VjJJ2q4Ofwn1zg4oDOvF904302ja/svTXTKnHn/AIeTHegoUlpW4pGCACeQPbuPaqB0q0NB1XcJtz1E94VlsrIkyyDw53ITnuBhCiSPQY9cjL1trHTKNIwen+jX3ZkKMvx5U11vw/HcyThKeCBlRPIHZPfFWjoxJt0PpjqyRItaLiiO4t6TGWval1tLQPfBx2X6elAQh6taUbkGBD6V2RVqSo7kuNILxH7R4ICsY/a79zUf1X0bZLEza9V6Wbcbst8R4jbaufBWUhQTnnuDwCTylQz2rIc6jdN9yx/kfjfd/wDryv8A3KxNc9T7dq7S8DTFs0yLTHt76XWgmV4o2hKhtxtTj71AUGtrfRt/8PZn/qh7/nma1TW1vo2/+Hsz/wBUPf8APM0Bq+4p3XCVz/nl/wCNSOjb3M01qe3XeG6tJYfQVpScb0E4Un9Ukj9aj5//AHwlf8sv/GpLRlhl6l1Za7PFa3+M+nxT+w0CCtWPUAZP6UBdPpB2uPA1umdHH/fKG3Jc9isEoJ/ghNZ4tOkekWmLZddQ2CNfNRXVPitx5A3NRm8AncDkcZGTj7wVg8E1hfSAvLFw18mOzybbFbjuEHI35Kz/AACwD86vXWDU2kLPd7eq/aEavvxEPLEhUkoCUhZ8oASc9wc5/EKArunLvozq485pO8aQgWa5vMrVEm29IRlSRnaUgcgAE4JIIB7HFRPSWzWgaovXT/WFrgyJD6HY7a1tJWtt1oqSoNqPKeCo5B7pSa9LX1a0HY5zVztHSZiPLZ3eG6medycpKTjKPYmqdL1pIc12rXMKL8K78YJiWQ5uAOQVJJwMg8g8DhRoZELeLdIst2mWiWn7WG8plZ9CpJwcfKtkRrPZ9MdFpOobnboki6X14sQlvx0rUyg+UkZ5SdqFqBGOSivfq5pU3zWdku1iwqPq1DXhKxx4nA3H5bVIP8axOvV2irvMDRluUPhNPw0MBI/C4pI4+eEJb/I5ofTrobTGm7Dox/qbrWGqaypzwLbAPCXl5Iyv0PmB4PACVEg5ArOsnUbROqLrG09qbp3Z40Ka4mO1IiNJbWwpXCeQAcZx2I9+cYqxS7zp2z9FtMTrvpZN8hrWlstKdLYQ7hzK+AechQH51Tx1H6csqS6z0diIW2d6SJx7jt/m6HwrPUPSB0TqmXZEuKcYyHozi/vKaV93d8xgg9s4zgZq79e1EwNHY4P1aT/7LdU7qVrxPUO+R70i2GB4MRMbw/G8XOFrVuztT+3jGPSrj17/AOAaO5/+jT/st0BhaJ0vpfT2iz1L1vBVcPiF+DbYB8qXVZI8x7HO1RweAEk+YkAekXq3ou4SkQNR9MrM1a3DsWuMyjxGR6KGEg8fukGsvqLsX0X0S5HALAUhK/8AlPDUP8QqtQKT86AufVXQrGi72wbY4XbXc2jIhuE5O3PKSr8WMg59lDuc1ebTp3QyOj1l1hqW2Nr+DeeddDLaUuzVeM4220tY5252evZNYXWNwNaA0Eian+tpgjKfUJ8Frdn+VL20699HCwhCc4uCyr5Dxnxn+JFAYVu6saOlSRAvfS6xM2p0+G4phhKnG0+58o3Y+WD7VC9XNCQdE3yOqykqtNzaMiKSoqKTnzIye4GUkHvhQzkjNUYY9BW3es2UaD0C3MT/AFpMBIUPVI8FrcD/ACrM+mbZdO6GZ6PWfWWpLYypyG866sNIS25NV4riENKXwcZKT34CT6DjD0z1G0bqC9xNO3fplYYsKe8iK26y0ne0pZ2pJO0E8nBIx3zXS/HZ9HHTnP3rktP/AOlkH/dWuNJf+Flk/wDWUb/nU18PhtDVMbQ/R64Kip0+3qC5SlLlNCf5mYcfnYnByFHKVc4zx3Hr72Zekesen7vFOmLfZ75a2vHZdhJ27yQrHYDIynBBzwoEEHtXfpAEf5RH+f8AyVn/AGalfo5f9+75/wCrT/tigNc6T05L1bqCFYITiW1y3NrjihkNtAZWrHrgDtxk8ZrYuoNZaL6dXNeltL6Ftl0VB+xkzp6Atbjo++nJBPB4POM5wAO8X9HksHqEEPHzKgvhv+95f92akdQa86fRL5cIU/pIw/JYluofWqYrKl7zuUfJ3J5r6fTpqXT+lNa6Fc6haVtKbXMtzmy4wGD9kR6qSMADG4KBGMjPfArr0O0zZ9UK1FAu1vjSN0NKGnHWUrUwpW8b0E8pI78Y7CuHer+nY2m7rp2wdP2rW3dWFtLWicVBJUkpCiC36Z7ZrK6APYa1YsJ8yLckg5/v1gYEe91H0Xpd1dn0voG1zojB2KmXD7Z6SfVfI8oPtn9B2rN6g2TSWqOn8bqNpezItbqHxGmxWQEoSCraeAAOFbOUgZCuflqZWFd+a21A/wD5dLt/6en/AJ5uswTP0f77AkMXC0R9Mwoz0WGXXpg5dlZV91fsPkDitf6l6gWe/Wd61w+nthtTrqkKEqIwlLqNqgeDt9RkfrVq+joM3e/Z/wDzd/8AhVp5v1oDvSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKwApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQGxOiOrdP6P1LMn6iuAiMPQlMoWWlryrxEHHkBI4B/hUkLB9HsE/8AziXvzHP9gr/9xWqFJ3etdxz/AAoC264t3TeC1DVoTUk65vLWoSPiW1Dw0cYx9mnOT+fapy+aw03pzQTOhdA3Ey5NxBcvE9LS2iskDchIWkHB7ewTxzuNa2AxQDFAXrphruBpqRJ0/qgl7T14SW5aSkq8NWD9oAOeexCRnkEdgKr7dxZ0drD6z0pdm58eDI8SLILS0b0H8KwoA5xlJ4Hc1BrTu9a4Snb60Bt+8SujvUmSm/z79L09dH0j4plTZWhavfhJB49cjjGRmqVrm2aCtSYMXRV7lXR/Lgluut7G+wKAjyj2Vnv6c1VUp2+tdzQGxNbassF16baW09CmlyfbgBKaLLifDwjb3IweT6ZqgQloYmxn3DhLTyFq/IHNY4HJPvXcjNAXzrRqax6u1YzdtPzTKjJhNslfhLbwsLWSMLAPYj09atOoL10y6qwoN01DqF6wXuKyGHsMLcQpJOeOORknByCM4OeK0ulO3PPeu55oDcejtY9MenF6ah2aVLnNywsXC8vsqSG0hJKW22wnccrCcnH6njbrm03S1sdRYl/ekqTCavCZi3dqiAyl8K3Yxnt6Yz8qrxRk5zXKU7fWgLb1V1BadRa8uV3sslUiI+GdjhbWjJS0lJGFgHgpPpUh0a1NZNK6vXdL/O+EjGE60HPCW55iUkDCAT2B9PSqKRmuNvzoC16TsV71PrwuaZbZdUxL+O8V/KWUIS5uCnOM4+7xjJzjFX7WF16Faivr11vM65OzloSl92AVFpSkgJ8pI5ACcAjv39aq3SDV1n0zd50K/uKYg3iN8K5JSkksnPBOOQCCRn0OK9XuizLii7aupGlZEP8AC87L8NR/NI3Af61ASLnTnpvrG1T53Ta/zlXGAwX1xZgOHEe2Skc8YByrBI96qnTLXrug7w6t5gSbbPQGJsfGStIzhSR7jKvlgn9LlbZ+j+k9qurkDVLF/wBR3GOqM38CdzMfucleSDg4UeckgDA71p5vuVHvQG15OmuhN3X9YwNdSrUw6oqVDcYWooPqASnP81fnVS1rE6fwfgomhZ9wneH4nxUiUCAv7uwIBCeB5vw+o5NVdSd3rXNAK2B0S1VYNH6slXXUc/4SM5b3I6V+GteVqdaIGEAnsk+la/rhSd3rQG1H7D9H1x9cp7X97cSpRVsRGWP4nwKyldS9DaEtz8HpfZX1z3k7FXCYMk/MgnJ75xhIyASFdjqFKdvrXZNAdpb0qbKdmTJCnnn1qcccXypSlEkkn15NbTs2udFaw0xD0j1MEuM5bvs4V0YTuUlOAADgEg4AH3SDjJwQDWrK4PagNmJ0p0Ngf1mTr+4TkJ/8njsFKnPlnYeP4fnWuJ/w/wAa/wDBJUmL4q/ASruEbjtB5POMeprx2/OuTzQzN09NepmirfpK2xNXTVon6feddgpDLjinEKbUBylKh/nFAAn0SfStPXa4yLxdpl3lLKnpjy3l57AqUTgfIZx+QFYtKA2L0+6g2WJY5OhNdQlybFLVvbdbGVxl5B7dyMgqyOQc8HPGadIdEPM8vqbMVHVn7H4Uhz/m/wD8GtW0oCV1QrTSb2+3pEyVWtAQGVyPvrOPMo/mrJ9OCOBVw6s6usGp4mnGrJP+JVboZYkjwlo2OYQMedIz2PbNa8x86AYoDYWiNf2Aabk9PteNPKs8hRXHksDLkVWckj175IIB5JyCCcSETTvQ+zSkXGfrqXdm2lbhCbiKSp3HZKzjgfqnPvWq1J+dcAYoC1dR9cP69v5uJa8CJHR4MRj1bb7+b03HvxkcgcgA1tC1Xix2voRYGdSwXZVsuUp+FIDJHiNhTr6kuJz3KVISR/2B0NW0r7Ngu/R+09AZmsLkouLhUyHE+Ikb5HJTnIHPtQC36a6H26Ui6zNdSZ0RhYWIPwiwpeDkJUQnJHvjGfeq11M127ry/wDxrbLjECK2GIjKxjan1UccbicZx2ASMnFU+uyazBsS8at09L6L2PSLE5RukWap91nwVgJRvewd2NpzvT2J7n2OKXp6Wxb9Q2ufKXsYjTGXnV4J2pStKicDJPAPYGsCh5oC5dX9R2fVWs3bvYZ3xURcdpKXfDUjJA54UAe/yqT6KarsGk7ld5N/niK3Jgllo+Ete5e7OPKk+3rWt67JoCQ09fJ+mrzEvltUlMiI54idwyFDBBSfkQSD8jWz7pK6N9SpH9Ip93k6eu7qR8QnwVLQ4ocZylJBPGMggnuRk1qGvPbk96A2Bqey9JLNYZQsWpJ16va9gYUpsoYRhYKicgZyncB5jzjt3r16Qas0/pZjUn17P+G+Nghpj7Ja96vNx5EnHcd8Vrwp3Ac0CdoPNYGB2rYUHWGnm+i9w0m9PUm6SJocbY8FeCgONq3b8bBwD3VWva4UnOPSswXfpLrmDoXUi5d2aWuBNZMZ8oTuU3yCFY9QCMEd8HIzjB9tX6b6YQ4MydpnWS5j+5Ko0Axlg4LidyVrwOAkkjIGcDuaodcpoDilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKVgBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBQ9qUPagFKUoZilKUApSlAKUpQClKUPgpTmnNBudKV22/Om351mNzrSuSMVxQ+ilKUArkd64rkd6A7DtQ9qDtQ9qwMBSlKzApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpWAFKUoBSlKAUpSgFKUoBSlKAUpSgFM1xmujz7LCSt5xKE+6iAP51jOUYLeQSlJpRR6UyPevPTolaqbVLtEXFvbUN9wkq8GN2zlKlcqAPBGMZBGfWrLbHdGWl9Xx8tV5lp2goZT4cfcTjaM5USSR61W83izTsNuLlzNexKVaRkWrfbb8leyPemRV4e1jpyI4tpnR9ubSndguMhW7BxwfWsVOtdH3ZAal6Wg7Sop+xPgnj5jk5BGO3rUTDj7CctpQkke/7CyPDRUaZFT7lu0xdX1tWO6iI93RGlKGw/3V/9Peom4WydbHQzNYKCfunuFfkfWrTp+sYmpreiXX28kbk4l2N9cenv4MOlc4NcVJmmd6UpQzQoaUoB+dK8nn2mEb3nEoT+0ogD+dc2PxtSb3rRHK4LKgHZ7p8OMhPqd574/KtTLz8fBW98tj3pxrb3tXHc9KVNJv8A0y04+0idcPrGUtxKAlhGWQStCckqJ/41B7HgkjOK9VdVdDAyUf0OghURxba/GUFFRSsI4Ix37jjmq3dxjiVy2hFte5Jw0PJkt2QFKlv8pfTy/XVVle0uiKtpxSGnI7iAhzHiHIwM9mSe/qPeuWoOn7638TpO+NyTv2KjOeV1B9vYke2a28PifCypKLfLv7nlkaRkUR5mtyIyPeldnmXGHCy6gpUg4UD6H2roDxVihKNi5o9iKa27nNKUrIClKUApSmM0ApWK9PYafTESFPyXM+FHZSVur4yPKOR+tWuJpuPb0fE6vusW1tK5TGWoLfWMgDKAfL39TUXm6xiYMX6suq8G1RhX5G3JHoV6mR71bo2vOmluZW1b9Pu3Jtl9iOtySEg5dXtSTxkgHOSe2K6DqjosxUSk6KgDfGZkhAA3AOdkkH1GOagJcaYi7RZv/sW/3RVMD2rg4q0L1d0v1AFuTLW/alLdUyHI5GAtKFLUQjgDypUSflXjO0iPAXM0/c2rowgZKUHDiPkpPepPB4kws6XLGWz+5rXabkUrma6FbpXZaSlZQpKkqT3ChjFdane5pHelKVmBSlcHGeaHwH2pmh+Qrzefajo8R5wISPUkD/GsZSjCPNJ7I+bSn9J6bqZ+VZlttf1jFRcnnGokFXIkyleGlQ909yr9Kz42pOmNrmtxFOuXF9Skp3LSA0cqCc5OeyiB27ke9VvN4qwcRuMXzP7ElRpGTct2tvyQn+jTg+mKm09UdG7ZHhaPt5VH4IVhSlHdggEfx/UV0e6jaBuNxXYn9OIZcU4W0vxXAhKiCBxxxnPHPODUbDjjGctpVtI2P2DkeGiIrgjNTDUfS95Qtyw35tCk9mJQCO/bCskcn3OflUdMgS7e+qPLZLa0+hqyYGsYmoJOifX28kfk4d+L9a6e/g8aVwDXNS5qHSuR3pg+1ADntQzOw7UoO1KwMBge1MD2rg9qy7VbZF4eLcNOUtYLznAQ2PXKiccYrXyMunEjz3SSR6V1WWvlrW5i4FMCp4jQNp3/AFlefrSQhBccbi4KEgEDlfbHPNeszqpoq3xmXYukIJaeUtKVOJDqlbcZJ4GOD86q13GeHXLlri5EtVoWTOPM+hXOK4OPlVgkdUdHoWG5elbWQp9bALSAhR2qA3BQz5Tng14vzenc+S/BS/Isz8bcXPEBeYGNuQojkY3o5wMEjmssbjLCu6WJx/oLNCyYR5l1IamakrhYJUJtMptxqXFXymQwrcgj8xxn5VHbeO9WjHy6sqHPS90RNtU6Zcti2ZxSlK2TzFKUr6BSlKAUpSgFKUoBSlKAUpSgFKUrAClKUApSlAKUpQClKUApSlAKGlDQEXqPUFs0taH71d30sxo6cqJzk+wGBVfsUR3VkSJrjqbHeZsEh0LsGn20bH7mv0W6f2Bx8sd+1Vm2Lg9WdbXPUmoCv/J7oVQDiQct3KakkJQD2VuOB2Ixz3UamTqO66h1wxM1BPVb4cpSAkeIUN2thJBS2QO6SMcE4Pt2Ncx4q4gndY8Sh7Jdy76Vpcaa1ZP6v+dC2TL/AK51S4I1vtjEhuLFMlDEcJRGiNALBQrdjBGB97GTkd0msN7U+mocODOtbj10uZUh6YhlpTMZLaSC4gkjKyDxuT2+VV+73ZyXJuNs0tMuiNMOPhzwXXPEVIWEhJedKvMd+3IQTgADgHAEQ+SytTTiVBTfoRtwr8P6d8iqB6bZPF1k9UJcK7pujEK12xJaLbTQbEhhSCckhayBuPFY7evZMiJNiJttruLsxxbxcWzt8FRTt3AoJIx3AOKqtm1PpyHqK16WlOz27jcQqUlASkpQElR27sZP3PXtmsm8ar0zddWotbt6kxp2plmfFbMfxEoQRtSC4VZGS2fQ96fD2ew6FxYv2lriq1W+1tOW6a4lLDsiW5mMUehDgHAJ4G4D8+Kz42vnLLfHNC6mt7k+PG3B5KPO9ACgkodQT3Sc/dBOcpAJJArW6JG78GMfP/t6YNS1vurMOAmzuw2VsPTmXYso5S5bXSpIUsKTglspSEqRnHYjGOfWi63CsVtT2kjyupjdHkn2Nl3a2LtrrakuJejSWw7HkIOUOIPYg+/yqP49K6aauTVsuS+md5eYbXOccVCC1+Zh/aSHAe2xzntj9cV6ux3WHFsupKVoUUqB7gjuK7Rw7rP7Xxd5/XHoygapgfA3bR+l9jmlKGrARwNYF7vlq07bnrteZzUSMynJWvPJ9EgAEkn2ANZ2TjNaptEf/Lz1CWzktaM0nIV8S8E5TMeR9459QDwkc5OTngVFaxqUNLxpXS7+PySGm4fxl3K+y7mdam3daRT1D6krftmh4b4NugpcCX7k735PYjgqJVhIGcnjIl7nqjUWokQ3oKo0W0QCEOW4eRqIpJI8JXcuqKcbcZJJzg5qxPqdv1yE1lD1tTbkKhQ4qUjw2oamygs+ERjxFHB7ckjIIBqwWvS9ggaQZmyGI6rw5hUOMhsKFuI/aB/EDnce5OK4/l6lLNm7Jttl7qohjxUIdiowumq7CLPK1FEas1snvKQ5PuziR4RCVuABnORkJUAVFJG3kD1tTH9EoN6ZFul3++Wkxip5+32sush0EchYSrdnvxwPfJwPaeZ99ktu3i4uSJPKkuqA3IBx5UgfcJx2RtVxyo9qi79BQxb1SzGbU8pSWo+9ptbrrqjhKSVJK+TjkqNaDv6n1rfqd3YeirheboxqBd5tEEpZ+rn7ralssBQCg4oLCU5HI+8U8k4yOaqzWgr09Zk6r0o80q1wLi8oOxHfERIA8q1+XlvcPU5A7kjvW1b108j6UsFphRorfxUWPmQ8EpS44taipaisDcMKUrG0g4PfiqxbonwMG8x2XVxHpUQsRnWTtSpSjyFoHCyByd+T8694W7ScX3RlHrFSIfTmtJN9S5addNx7fdVy3W4b6iAVpOFp347pKXEBLg4JBxnO4y0iG7DeUy8Nqk/zrF1FZLBq6PDTabK3bLxHbX4kVlO5CEIIBcbBwdijtykjhQzjOSrP07Jd1Van4stgsXC25QwlaipT7aRkpJPJWOT65BFXXhzXpVXRxbX0fREBrGnRsXr1LZ+TFFc1xkVzXSCoClKGgOM1Ub7qa6XbUsfpnoFtEzUs1IceWMKatrP/ABjpz5SU5IHfBBOAU5werfUE6KsKWLQfFv1yeTFtkfZu3uKI82PUAZP6CvOOzG6LaYGikSlSNT6lKJ2q7oheJCQ5g/Ctqx/aAKUojuRn3AFX4h1n4CPo1/U/5E9pGmLJ/e2Lp4LTC1Hp/QTz9h0neos3UqmltXbU0lWUodCSfBa9kkjaDwkE+tYFjsOpdYSjHlQ5sy4trXJe2uhbyEOhJCHycJawpJUncoKIwdtYeh7JAvN9jWuXdTb2LdEVi4yGktqbYBykJWrhT53dxkpGSMHBqcOoXLRd7lYOnfiWuzXSWkFCTsdcd2gKdU798bhtwnIUQkcpHFcwscsiXPN7tlwVUYdIkvZbXpO32uVL1NqS22icla2DBQ6JMoOJ/unzHnttPevdu72tWiUvvRdWrvK4xO36nVs8T0x9ntx8go1UNWwJOi7q3bZDw+MlNfEFtpZQE8gHxADhSsqHLgWSTUHFiIuVzjQS7bUvSHkt/Zw4agM+v9kkH/VrxlHYyVPMXe8taBmWmM9btQxXLwtTEd21S0mG+5JeAZUAV9j51DhOCMjPasPUEDXHTm9SbmXZglyG0/DKSMnKcqUUgEpcwBynO4DkgVAX23/UtyfsUiSh34ZxTSFJQEsunj/N7Q0P9RR9verCnU1lt0jT78vxb5bo8MqkwpTinA28v7ymAonaU8YSO444Ir7BbdUecq2uhP2HVFn6mMmO25GZ1PHYDq0MEeFLG0KKU8/2iQobk+meM4OMZaFtrU24goWk4UD3BqhahtTUG6Suo+lIct+xsy1IYfS5sUt/bkKVxuQttWFKH4ggHuDnZEK7nW2mGdVOx/h7hHCW57AP4TkpdxkkBXJwe2av/Detye2JkPd+H/oVnWNOUf39S6eTCrsmuMGuKvRW+524+VOK5NY1yuMG0W+TdblISxFiNqddWrslCQST/Kvs5KEeZiMXKSjHuYGptTW7S1uM+eoqUryssp5cec9EJHcknA7YGecCoyS7JsFubv8Arm2ouWo5KA5a7AlZ+HiKUCW1PL7FatvlR3KkgAcmu/T6yyZgc62antzq5clHh6ftr4KvAZx/alBOMjufmfyqQj2N+8OLuL8NctU1TbkttRK25Cw4D46snclCN3IHBxjgVyXiDiSzNsePW/kXTp5LtpumV0R57F8xCO3HVWqtQoeFzXcoNxbUxBS7GUFupUkZQ0yORsJxu4SMcnirE1oCBpe/QIOupdvsUGZHcdZkznEvvOOt+HlBwdiDgJP3lZUBjPOLfOtWnrOmC7pSbuu8dYW5dkoQpZHHkTkHCeOw4GBgVguRnJEszZMl2Q+P86tRLq89/OCFHt2Ckp/dqpSyIw+r/YmH8xwxI0rFvrrgb1TcbMqKEpebtZSyHc84WpHm444GPnWAt3SFxvtwF+GpINp8JlUGRLtR+G8Tz7zvSnP7P3iP1rKXYgVl15LKN/ZLaED+JQlJ/iT+dYy9ONNuJdbLStuc7m0FQ/JSgoj9CPSsI5tcmfVUV1rp5K1JAu8nQk5p6BEnISmREc3pfU35kktZCsDgeUqJ9B7Lbr2TClLsmq2mvqpuMgRpBc8V0J8jZ8NXdw+JvKk8FPY4IIq26fgW2Bc5EuTLkMvLjOJbcaeU0vxgMBK1g7iOeAoqTn8IzXnItdmvGl29KXGyg3lohDElkFCJ61EnevHZ/wC8onnnscEitqrK9OSnU+qPKyuNsXCa3R0kxVxw28lSXYz43MSGzlDg+R9/cdwa8QflTSzb+m5h0VeYixGdCvEcKzhtztvTnhKUjG/+PtjInwZNulORZLZQUKIGa63w3r8dVpcZ/XHuUrVNPliy5oL5THAFc4HtSlWciBXHHvTINVZUR3qRqp7Q7MpcTT9rZEm+y0q+96hgK9zt5HzwfUVH6nqFemY7vt7I2sPFnl2quH6mba7kxqKM/qiZKdt2jbetTSpiRh+7Pj/MxR6oHOVjv3HlG4xk/Xt2vE6PaotmRE0u4yqUzb2F+GjwykjxH3SQQoKO47sA9qsGoW3tS3JtpdqjNWViIGLTGDfkisAgpcb/APOZB/PcE8Yqd0tZbTo1xatQ2RcuUlAdtsIpB8VXP2jvGNxJBGchNca1DWpaja7bZfhexfsbDpxYcsUU7RnTu/XrTDmqreuM9HWw7/W5Cy1GWEDYspRgrXnwhnISCQSnOayGr50viaLQlrUUx7UkiOViLb4C1+G7nGAFJPfHqoVZGbJGutkub13uEh1xmYX4sEuKMRDa+SlDZO04OeVZTgVCPsW6EwE+N4riePCQslCf9AYb/gmoqzLrr2N2Nbl5Ol/1X06GkG1qTqRm4+E0gqk2shO/gK3AIx3OeFevGa63rSembtEbc0LqeHfFXxaLe7HjOoakYcUlSstrUNw+yBVkpwEk9hWJ8U1xugeGgd1pZaQofqhKT/Ova3WOzzLzCclObGfiGyp3cpL8fn74cyXAcZ/HgHBx6V8pzITlyvoHBrsQse+a66aPPW55EpazMbbcjraPglvbjzNkApUo/dKRtwc7j6bGQu26hZl3CwbEOQVJbnwPECnIjhz3x3QccK9wRwRXhPk27UepRF1ZNkSYDbS2YM4AJeYVuI3O+jiThIyR6dqr0O3q0LfnHrWkbW315kAkodb5+xGc/ZrU5j5KH7oxO6drM9Ls9St/K+5G5uFXnV8s183uTYPvwfXPpXNZ94bhzI7GobRxCnEkJ9W18bkEehBqOTXZ8LLqzqI31PdMoF1UqZuuXdHFKUraPMUpSgFKUoBSlKAUpSgFKUoBSlKwApSlAKUpQClKUApSlAKUpQCtb9d9VT9OaLMGzuLRcr2+m3xSg+ZJX95QwQQQnODyM4z3rZFaohWpPUL6Utj068lt+36cifGrSj8C+CQfmMfzqJ1vL+DwbLV32JPSMdX5K5uy6sukHQ7ehdCae6XW9KUJhM/WVxWhKVLdnvAncQeD4ac5TySVJwM8j2v8INWVWkH7U+zIcdTJuSnVJV4wGSykd8ADBwcDOB862gW0XS4vyw0XHfiVz8FWW1tIIHt3GxH8fyqq3dbVyukqa8DvddUognJHtX57tzbJzc33bOhJFVtM262GG5b7ZHilLr6JD5eZ3eIpIwAcnlPc+ozyFKJqBn9eOnbMx623rXWmlvRpRflMOQ5HmeHG1eGuQOAMEcD5AG8FpsEgA4+fpWgOpn0UenjWm9U9RGr5f0zosOVcko2tlguJQpwAnH3cj+BNSGlyx8mz08ptN9tj5Jcq3K5e+p+iZP0g9P39zUVudtTDS/jJbSFoaQpRX6FOQBu9v8a6XvX2hUddNGzo2pITlngxWm5ctBIaQN7oUOQPcdhXzx0g05G6m9SbJoiXcXYjVyf8Nb7SQVoABJwDxzivqu//AECbYm2KnaY6hSXZByGxJjjYVY4GUjI7GrdmU4On2xpyJtNrZf3PD1N+xsPGn77KlTNH3KNdLUHSWX2JLTpCT/xgQdyDx2UAOO9T2nNPtSYl5al24SgiIHEAOBDjRCwN2DkFOFEEd8/lX582LV+sOjHUMtB12LPs8xTEtkkhDm1WFpI9R3FfpLZFRLhph/UMZiOY12tkaW2N3mbLoQs7fmkkAg99wJqvaxp8tOnGSlvCXY9IT5ymt2O1C3qmF6U7fYjhbRnc4p6OAQEA9k7Pme3rWyZ767pbLZqF1IS9PZ2SkhQO2S2AlecE8kbFf6dQWmJKIl2Q4uOh3clTeFeu4YKf1/3VYokCQxZrpa5KiHIb6HUtk/cWkltas+uR4X6JFbnCWqTxtRjBvpLp/YjNax424zk+8epF0PalK7iUE1p9IDW03R/T95myuOIvN6eRboBQcEKX98g5BBCNxSefNtyCM1ddEaXidPumVn0XDQ2mbNiNz5aAfM80DlG1X7RI3lOMgn51pjXapGvfpLaQ0EBiNa2g+hSO/jPr2pWR2AQpII/M1ua73C43PVt2ch291TMMrI+xylLDXkQAFDj7iePXFcr4zypX5Kpi+iRfNFxo1Yqmu76lz0tco9vuf11fElbUYp+FCU5EqetBATu7ZSk458oUskkYGY96aXpbswsoSt90PuBP4ioZ3H2SQQRnsnbnk4r1TfLVPsem9KxnnmoTBDlykraKVpddC94A78pLqQRyCtNQWrbnb7FMfbiXFMiO1gtOJGA4s8jPJzk+b2IUKpVq5Y7olq480uUnpWo7NBsqYHgqFyQvaMJABZUAcKA+7j0HfkFXPAdI4UnqH1EXNmOLVatKhKigcNqlqGU4Hbyj5VpO66qVBivznVqcLYKgM+ZxXokfMnH8a+wOgugP6B9O4UaUB9Z3H+u3BRHJeXyR+Q7D5V5aZj2ZN3rWL5UfdQdeHj8i+p9iQ180UPRlEjC0rT/Dn/fWhLpcl227PQJ4Sjw3dqFfdTuHYqxwAffGOOQR2+gOoqcRoTufurUnH54/6K0L1dgLaix7+w3lCT4T5Hpn7p/jWrn2uvUJJfb+h80+tW48d/8AnUw0XaRBkNXOGsJm25SgjLedwJCVsrydwCinaRz5h3OxSle811+zXKyayt8+M5Gm75CFJXtQ2DgKbUewwQW1LPcK2444rGkNWSIkO5xVhDpeZbil1X32U/h2H03YCPklvPyqQtsBeotO3+1Rrk6w/aW0yIsVvBadcd8q8A/hQfCIA7E1O46UoepF9e6+xlZW4ycJLoWq/NQ03JUm2uFyHLbRJjObSAppYynAPPbj9KwK9bfcmNQaNtl0iMeGmKpyKpO8q2pB3ITk+yVD+deKVZ9O1dp0nK+LxIWPvsjm+fj/AAuRKvxucmuK5NUfrTqX+ifTDUV5SApxEJTLadwBJcKW+PfG7d+lb9kvTg5+xr01u6ahHyVLpg5F131W1L1pvkBK9PaGZWxa2Tu2yJQVhJAPG4qHpjOPkanmLVqZ6RJVcN8p27Tm56Q0USg9Kc58VsYBSlDYJKew2I5AJxN9NdGOaX6A6O0khG2bdt10nJSnBWoAbSffkCrtoFMLTbk68SGVrmRYSGYW0ZQZMkFZH97YhkfLBriOq6hHKzJNvodDorjRFRguiK/rWVpKdYrVpfTkRMi12s+N8U8wpTj75wlagk4KvNkYONyiB2Oaq0i3JVGW7OkOwmdysyWlpQWyXFEq3nIJJB57uEKIKWwgHYUuw2VOnvjmZyzNDhLrO3K9iicKSc/e4OOO+KpGp7X8e59X7dzMdSkqQeyl8BXH7IwEp/dSmoq/MVC3Nyv5ySTYp10vsEy2pUye+AnxfD+1dQXG1+MkblJJbDQI2qKSSnB540RfdOSY2ppUaBd37gpiSphmXvVvcQCQFZJB9K+h9I6xu9nMG13VDcq3suR0Be3DzDbatwKVepBwf0FaG61vS9L6cm3KIVbnGXUpczhZJ2+bPoQCr/Wr5VlRzLIV1PrI91GVW/MiPY1tbLVPXAndRob8hBCXGn0yHmkHOMFxKSUke6Dj3OK2RCc+MyhafDeaSlTjYKFZByd6CnCVpPfcMA59OFH4PF8z/nP5V9Y/R4lXPUPTqJdnHSTb5bkRsHnc13KfkAcj5YxU3qGBLTqfW36HjzqbNvaeu0+0NyNMMLYTbNQSUR3/AIgKcTDfJCW39nf76kJUOAd7eSSF1laOs8zpx1Fl2K7y2I8OZ/VpYfdIDqVnaC3nlQSsjnjipK53L62sdstSIjMdFubWFOgeYnutxavxegH76s8YFdL5b5N7sNm1leZC5k94/DyWlYSG32/KUZH4doyfyrSryZVSU4911PKyHPFwfZlgnw3bfOkQHx546y2T749f1GK8DUneCuXHtd4cVvVNgNeK5nO91vLazn15Tn9ai67ZgZXxmLXd7o5vfXKm2Vb8Hc1rzVId1/1I050khlsx3XE3K8EkkJYQpPhIIwMha++1WdqTng1sIkj8q1r0Ielagf6ldUI8VYkNPKtkBJOHGl8shQ/IF1Xy+dQvFmbLE06XI9pPoSuh40b7+aXj+ptu6zkTrkyxaZrLUO3hUWLz9o22g4Lh9woYOcHlQ7HtMx71EsdmegmApi8zwhS96QdsQq2oCc/iUTgem5YJ4BxSrVb7lbWoN9ulikJtzktKFxUnKQw37KUc4JUf9WrW7fNP6gv1xn35b8Jh5J8BQ+8MbgE/LyhQ9eXk/I1xeCa338l0lHYwmHQE7Ut7Qke/fk9vfOcjPceY+gri76staYsSPb2GhKaSoPu58RClbjhWTgqVj9oYBzgdjVP1HqFVsYUxDVhx1aklwHBKQeVD5KPb9zaKqDt6U00XSvOPSo21WS3rgbleOuVSZfJV/ckuFT61uE+6v91dG7z4WVMqcbX6KQrBFa9ndR+mlqlu2256+jszI6tjzYiuKCFjuAocGvH/ACp9KzyOoUYD5xnBXn+ycx9oMycq30bNpNagbcyzJShCFc+IkY2EdiUjuBnOQMjGc1lLlh9tIlOrGNpbWgjcnO0pIWkYyNwIIAyCMAblJRqhjqN05muJjwNfW5by1BCUu5aBJ7eY8Crpo3U6tPag8OfHQ58O0vah47gSrsRx7kFP99R7Gt7Hovo2hcmjxsrjJc1XUuV3flartMy7OhsTYS24stDaTucKseG4QBja4dyFAE+pzjt6x5X9IdKRLipaXJcLaw6rd5iyRubKh6FKSAfmD2xUHY7i5I1O1ZVXR63sX5T1ulPIAJwtGEYyOB4vhpT77jXppp1yFqe42BxkockBxMlAPAX94ISn1KVKcBOe+eKtGh5Lws6E/D6ETqVEb8WUH3S3R6jtQ9qUzxk129djnpXOoGpxo/SFy1AlsLkx2tsVJTuy+shLYx3I3KGeRxmpfRljd0d02g6XcV8VeLs2LteHXXClx0q55Uc4x+o4Na7180rVvWDpr06StpyG/NcvM9ruvYyAls/IEqd/Mge1bA1Ffot0v8+Q6EuxpD29k4wUMtJA2oV2OQBXLuOcyV10cWL6Iumg4XpU+s+8izaejPRrf/SlKWnoVmkJU8hwEeI9tOEJABBIDiVnj76sYJGR53e6SblcHrlc1oQ5IBTysgJA/Dx3AA59VdgOaXybddPIs+i7+hgQ4o+tJbrI2rcUp1RCD805Ku/4FVITJVm1HOkXeHHZchSYDjDJkJUyh1STjclfbePf0BNc/sp/d7eEWCC3ZUZl4SoKYB2trOfNytY9CfT5AA449u+Gma2txthhC3nXVBDbaMZUo/mQAPck4A5JABNU365RvKyo7j3rV/0geq/9D4n9CrUpbd9uLIM1aFYMRhWMs54wpY7n0Tx+I1padpNmo5Cg+xtTapS+5uS3dZtEiMmzKYZXAfvK7cbqPKVPpZbUHUgjhncohIPJTgnHmqyy9kWSuLNaw4j0z/P5j1H6Gvj1zTF+HQKPfHHW0PIui7yqAf8AhAgOIDSZG39nc0r9CD2IranQjqo91A007pm6SN2orAyVNLJyZkNJ5/NbYOT7p/KpzVuH3Gn1qOjj/Q86pJy5fc3SicPuuublH7g7bvckD17DOMEcK96mrfKVcdMnRoty3ZYkOO2osABQSpPivtcnH3fOnJz5k8BSMGj6Xmidqa3RZKUOIW7/AGa3A2FdvxHtV0uF4sembND+FeIvdqmquDS0NlBcYQFqUok/g2qdbT/eSe5qMwuf09rOx8yIcstjJ0tOVO+LskxTQYuaSiOpH3W5CEeVWO5CkjGcDJrw2qQpSFpKVJJCgfQjvUTqr6407qZu6s24NOrfTcIjbJyFZ+1AxjkJHH/wqzagEc3iRIh4+HlbJTP9xxAV/iTXU+Bs35J4svHVFN4hxoxcLl3fRkbSlK6EVs6UpSswKUpQClKUApSlAKUpQHelKVgYClKUApSlAKUpQClKUApSlAD2rVv0cJsaV1e6q61jrH9TYWhC/YEgf4k/xraRrR30WPEt1s6treOySEb1j2HiVTuNpcumv7lk4cjvZN/j+pv+PMusOBc7iwqMG2Y7caT4u7cA+sABOPcJOfzFV1ctxvbvG5vGWwPwj0rtJdmN6Vv/ANWzGBaorzLbiFeZ1aiF4Vv/AD9DVfk3REKCiRLV5SkJ/LcQK4bGpQWyLrHbqywMr+KLakul6Mr7hWCongeo+RA/Mfmawuq8S5s9KNWol29TAc0/PbSVoKTjwF5wcepIz8ia8rNMi/GRmzJ8FSVp2rKsD7wz8iPmDycmrZ9Jd55fTq6NonNvZsdyyhKysn+rK963dPg/iYS9mv6nla91sfmb9GCXDtHXXSs+4zI0SM1KUXHpDyWm0DYrlS1EBI+ZOK/RXUvXHpxpOzm4zdZ2FAiha23IU9ElzcUlOA02pWSdxA4A+Y7j82OmugXdf65tekG5SIv1k6psvFBVswkqzx8kmt7H6F1oICk9QfDc5IUuPlKFAE5ykk4ABJ47Cuga7j4OVkwty7HFpdtjUUJI0fdY186+9a5idMW1wSNQTlLYZUdxaaz3UeOEpHJ47V+kqrXGsHT7TtthhC3oCW7elxLn9qttpKSrbk7clB5xkj3xx+cutdB6y6J6zENy4eBNY+1iT4qjtcT7pP8AIg9iCD2NfZfSDqZeuqnTOzyJA8W42+Q5HklDYBW6hIw6rHqQsce6SfXjQ4ph6+LVOlp1Lp/z+B60ppm0bHh1PhqKw2tSSsJVgqxnGD7cnmr1BU/cbhOVJdV9vbX3DubCcnc2rdxweEmqdbrXizLuRl4UlO4pIKCfzzVl0/doUu5LdZn+OmNYnUunCvIryjHIHqRyKqui1OOfVLzzL+pjntfDz/BAUPalK/Ry7HNPJofolHak/TK1ddnXvGZtSXS2Ak5KUx/ESABk8LB7ZPHavpLpyrUPxOozd/ik+NamXmN65axhW8ggrII4UMgYP5V80fR4aMb6SuvmJAWEqQ8FKSncUo+HOVAepAIIGRk8Z9a+humFzmSpupkOMeGhu2bGluRW2t7aCoJAG/JTtx3rj2vpSz57nSsWPLix29kRl+hXC3Wux6i+IdlyLghbyGHS8kpW2tJQCt94hCd4QpR2jIQRWs9afWK46JFsiyZUWKhTz7zTSi2honDRUrGB9mEd/n7Vb7dabzqSy3O5qnxGY1jQ0VIc+GSkIWpXZXiYT909zz6VIW4wz0u6hNRmnfi1QEGQp05LqygeYEeXaR93bxg1BTpi10N+lKEkzX/QbTn+VTrFabJKYU/aLAn65uSh93cnhhvPYkuclOOQk+1ffD9yjREFKUKUEjskV+eP0atV650hqbU8rQ1uj3KQGYz1xsrvEidGTvHisY5y2pRBA/4wZ+X2DoLq3pTqREUq1yDEuTAxJtkvySGFeyk/7xwakOmJjqFZH6nTK7IbfVI9Oo2o5fwzHhNNpT4wxkZPb3qpSkQdT2eTZJI2mQ0pHm55PYj3xU9rtgLERrOMKUrt3xjitG6r6pzlXYaB6Wwm7pfF5TKmBWY1uR+26oevsPXtxVTsxrcvLcl38kriRjGlRiivtaQ1joplV9u3gMNOtvIay6FbShW1S1AcDACscnvj1FTGkG2Z+pfhIr8hmO3b5cZKmXdi3XUNKfSFHHI3IyR64FQ+rLZb7tom0sR+pr10uHhv+M0t5K2gfE5UQk7khSj+pUP0yNGaeal3Nmx3pDqWt02Q6GXS2vam3up4UORyR/GrLixUIcpje9+/ctfT+Q21pq92JmM021AuO1K0BQK9uUZUDxnCAPLhIxwBzUm361EaEZlIg6hU/B8FtVxX4L3hkfEJLrh3buyh+XbPzqZSnb611LhbrgL8s57r62zGc1pP6UjzD9g0jp955SE3TVUJDyUkfaMAL3ggnkZUk9iOBmt2HtWgPpMsuf0o6bzCNzDF3IdB7Hd4eM/wNSmqWSrxJtexqaXHmyoH07fI8a0rhWxKtn1RaY8doHPCuBxgjnj1yPlWQFQIukGtPsy0qly7pKcfWgEKHmcDShn9xLQ/SoXW9xV/SW5oKZDm1EflseQfZ/i/3fIVm3+6WtvT2jkR5DTksoC3m/EBWFhxnO4jP738K4Gqm5yf3L52aOiYjBcEnwsRtylNrH3SvG8Y+WUfzr5k+kT9JJvpVINg0ta49xvL32iVSiotx0ZxvWEkElWCUjcMJ2qyQsBO/b3rCfK0qm3NvN+DDQkoCBgjlRP8f91fnn9I60TGep8qVMUVGZBgOtr/AAqSIrScD32qSpB9ilQ9KltD07Gy85vK6qK3SM5uSjtHobg6JfTKk37U0bTHVW12qHEnOhuNdIbbiFR3ScJ8VKlqBb9CRjHfnGK3D9KNnTth6VXp2+FDa5DRYYx5VuKP4U54JJ29sjjnHFfn9YdN3G/XaLZbRGW/MmuJZZbQMla1HAH86211N6Ca90vp8Xm5azj39qEgGSwzIcWWAO6vPgKHuU5HapvN0PTlnU31yVbT7LpvsIzs5XHfci+mP0TurXUm1wdQodttmtU9QLci4PFKlt5wVoQkEkc8Z2g+4r7u0F01sHT7S1p0RYXXZSY42b3B9o+8okrcV7Ak9vQepqldMdfWC96H0+3YLnDecagMsLiNvp8VlxCcKSpGdw5yQcc5PtWydH66gW64x4kmIjfIcdT8aSlTjZc9MHCQjnn8hVU1vU87V8lYuSuStPsl3/U9K6+WLl5Mubppy2OpYkrbWjxFB5LRyVIQkrbQPfDnmI7YI712i2gTdGT55mPtuRnWlNpQRsCnm/tFYUCM8+tSK9SsQtQwJbbjM5pqU4kFpSUoWfh3vYkK9+/HlPqKhnZDUvp5eLxJkvNeeIloIXwdwyrPvz/jWtjw9GLi39j4Tk55tenbXFQ14fwkma1t3KPClIcH3uezn/buYgd6kVlZ05DdcaU2X5b6gkggDYlts4Bwe6Kjq7Zwv/8ArKvx/qUDVf8Ay5/kjdSuvsafuT0Z9DTqIjy0LUcBKggkH9DVY+jdAbk9BLe2+6w0/eLm448p4oIcKApasBS0EnJz3UR/OrJqtkv6Yu7YV5lQX0gY/cNVfoYkSvo42SLEL5lu3N8Mll4tnhCSvsMny57VDcc9aoL7kvw4tlN/c3QY1qk9PtPRZ77CIrkpSFHcwlON5HfxSn0/CVVrzVhtendQSIVicElMdSvg0NutrUt7CXWgltBKlKLyGipStuEJPFW+8tLHSbT7iJC1bXlZUl1YP3lfiCcnv7VVb5YkWa12S9SHzKF1Sp3wnZrqQopVgo3FIT5sgYURnOK5tOuKfKWet7rf8mu9cwdQQnRfZENbVofUY8GRvSUOttjCduCTxjHOKgoD9wTNjzDbHpbUd5t7b4SihzYtKtpOPunbgj2NbO6mXG0TunGhIqXm4CGJriZDa0ALj4587aM4HByK+fNQ6E1Vd79PubH0kWYrMt9bzLLMCbsbbUolKEgN9gDgfIV7Y+DTa25TUf8An2JBXSjXHljuTVx6edPpciRcJ/Tq4FSyp9xZmPgDJyc8VGK0L0gx/wCBT3/+zdr20/arpoi33kzuqrmqnrpFREaYMd5tLQKvOo+IB3BwPnUdsm1s3321T5ard17nrRjVzjvOOzK91V0d02tfTq9agslnlWybbvALKkzVOpcK3UpKVBQ9iTx/PtW+OnmktZy+nGk9Wz3Y5TGt0ZqW46+N48RoqbwkZOQ04gAYznBxjmtBa7tszUiNMaLK9q79ecAkcYbIbIP+kpJ/MV9WohwbppK9tW3qFKaR9Y+HFtrMphQLSWkhASArJ2oATwM+XArYypN4lcbHvJtv9DTcOSbVfREUm5bFCQxNUyWnXR4zYwtsQ0+M2semdwGcgjOe9XG9Nt6P61ptbDkiXHW4JinH3Vb0KcUtaiSkAHlYHm4AAxitVWe0TbfanoM1eVld0ig4xgmPuB/UY/UithaxtP1V1uXaYgeuiVIYIdk73HGVKBUCFJGB93HOBWnT3R4TSi3+GWKQna+6g/eCjke1eZ+7+lesp7x5L0nkl1wr/jXl6V3Wj/Cj+DmN31y/JrLSs2PP+kxqC+tr3PaS0U4tK8dnCXiSfn9qkfkBx2JztLXO4ahuUSx2gokSG1suNMPu5ZWtToyk+QEDA7ZP51XtAtri9ees7LiQFStGOONDON2Et9vl5Vc/L3zU706vAt+t7fLs9iukx1tUf+rvEB5xecAp4+73rj/Ei59TsOj6WtsKMvZE9qvUVwv2uru5c2ksutSVMOsoPlQhnwmk4/SY4s/n8qod81/d7mlVqeuY+BjvHwY6PK23tJAwE4HYD8zz61LTH7lN1JqV+5W56JIeu85S2l8lOVwkj+ahWpJgnibIzn+0V3/Oq9ZEmseqD7ouVpntyLxCZddyl2S0Fj9zeN38s1rrqPpO1dYOp0HqRJkogaUkJkm/y08COICiHeM8qUjYEJ7lRwKmLZJkxZTsxz7kWFLfV8sMLSk/6yk1RXhItf0fdRdLkzpa9USYzer5zAOQiOHASyodwrw97qh7Np/OrFw/jqNTnDu3/I0NTntZyrwU9nrk/L6qr1dcG9lmmq+rXLcQfDRawNiI4+SGwn9UZPJrdPQbSUDpV1If1PPKJVpvE+FYLDMWnIdTcV4Kz77WEvoJ9FflXxX8SM19Q3CXIc6UaS0OxOlOao0G2xq4s7shyOt3zt7e4W0kJd/5Mr9Ks+biRUOVPo+5oQsaZtqdc3Yr7jLizvbUUkD5GrNZ9S3bV7rcK6z1TJILLDKlgbgwhKluIJHdJ8FsY9Ofc1Q9apeY1bdExl/YmQot8dxnvVn6KxGZusmG7xKRGguJcYdkqH9kVMuFP8dprm6r5Z8pYclJ0KZd7pctQXTTunL3dnosWM7DECJKY8RTnldwVLAwclGOEn/Cr2l1bthsDi3UuhFrZjpcAwFBoqbH8kCqBqlu827R1gjWy6x3bcxLckW5+OkhxYU7gOYPp6j8qu9ucdXpSwokrUp74RbilK5Kt77qsk/PvVu4TXLnL8FN4gX/AGsZfc5FKCldXKWdKUpWYFKUoBSlKAUpSgFKUoDvSlKwMBSlKAUpSgFKUoBSlKAUpSgFak6QMPM9VOqWk22FM/WUB9cZKvxbcqBHuOP5VtutXXSaenvXnTmu3nim23YfVstYTgJSoYIJ/IqOPYGqzxZR62nSe3Yn+H7OXIcH5X8yfgMX2VaL3DjXlBadhMXuSy4zla221pUdhTwAEL3cDHpyc1CLebuccCYr7FfKPXcPQ/LnFef1XqLT/UG6xrtqmTDjQ7g5YJKlIQUNQpKMsFJzkjb4eQe3GPU1xMt0vTd0mablv734Kw0+4pXLie6F59AQTjvkE4ri0scuy6HqzKvdqYavj8V2XbWZjbO8qG5CuV8qIO3ypBPGATgcAVaep+u7d1F0NeHLVbLgj6ttE4SPFlLcQnxGFJT34xkHH61FuNtx+nr65Cp8cyZ4aWwpg/DPIA4xuGQoZOc889uK+f8AqP1F1/ab3fNC6Vioj2qSgR3UMxSVykFABUpRHJ8x9sfPNbeBiOdicX2PkvmNZ/R2i46zaabz999xOcdvslV9sKn6nhw3IVolrU/HjFKGxEQptbKm1tZKxjacLJ7HPHbvXw1ZNNa4tOo4KbLbrlHvmd8VtplXjZI4wACTn5A1arzH67P6gi6Uv719jXG4BJjRXyY63N3buAdpII5445qw6njRz7FNTS2R8a2Rz9KHVUfV2smGm7hHmvw0u/EvR/7MurdUogEcHGcZA7g962T9HGx3WwdNW5aJL0H6yuL76UtqKVrZShKASQfulW79UEVRdP8AQpcS5tp1lPbUttZBt9ucEhxeO+51J8JAHGcryM9ua+jLbanX4RtVvQzAQzH2NK5LUdKAccgZPoPmpQ7Vpall1rFjhVvdI+xjv1MtzXElEByyqC1rUkpWlhklZB9ARkj+NWbpfMjO2nUV1akOKAbZhoK0rGfEO/8AET/xfpVH0fZbzpGzPXM/COLf8SEua4/4WH3B98BQyoJHOQM59K2pCtrFh0lb7Q2UFyV/XXShO0FKgEtgjOc7U7+cf2lY8L4PxWowjt9PX+BG6zdHGxJOXnodaUpXcfBz00n0tbk2D6Y10ReFoLF/jb20KQFJW2414KQQcg9hwQfSvofp9cfFvs6IWVNLi2cxVbQ1+BOO7bCP8SOeMevz31Wt72l+p+kuqMdZSQ99XyFqVwhf3mSB7ffz+Q963DeHJ1q1PKu8XUEhhm7tJmwmkAkvsOpKicjsElWCflXHeJozo1BuS7nSNOsjfiRa9kv4EYxc9Q26NKtUaauHHn7BJfbUsuNpRkhwb2wnanO5aR3QFVQNb2lwwWFMteAhtS0Jba4SAtRWE49Nu7bj0xW4oWm46tBw7wJ0mRPTKci3BuTIKkKWVgJSkHhIUhQbBHGH8ntxg25UJu3XS3SraxMcuCQGVOjlpJGSUf3lErHzUR6YqAcm00SePbyy32PnyyXO5dNtVWnqTZWSZFmexLaSf+EQlja+kjsSE4UPYpFfYGqOmei+qEOBruxuqtd2LaJUC729XhujIykqI++O3fmvnm4aaajLXFlIQtKh5VJOUrQexHyIx/8AHNbN+jRquRbmZvS+7PEiCTKtSlH70ZR/s/zR6/KvKrNdlTqn3XY9M2pPayBV+p0rr3d343T6e9Fhx3UK+J1HHbCVPMbuUJSOA4c8kAdx88+Uuy2LpX0+ftGm43hyLiC14yvM686fvOLV3UQMke1bp6iAKlQUAYx4iyflxWmdZurvd0RFjEn4VJbAPA/eJPokAZJNRzyrLJ+mui+3n8nrRFKCfYoOi7PHblSJbkfxW9imPC9XARkkexT5FEfOtpR9FQ7czcbvrhvDFoshLDiXSnxPGIw6MfewgLSU8gg9j6YEOzx7PBDDRKVt5KsjYoKBI3ZPY5CgN3cDYfMgipe6Kiu6attskBUq8TZDj8oMBSltNAHeyndx/ZeJgehUB7VN0zcYqJq2y5pboaEs8rT+hW27gP6xdJXxRIOQQlIST3PdQPb/ABzUhWfc2BbGolgS4HPq1hLS1jGFOkAuHAJA8xPasCuy6DjfC4FcH3fX+JzfVsj4jKlJdhWofpLWx+RoaBd2Gd/1PeI0t1efuM4WlX81IrbxqD1np9vVGl7lY3WEu/FR1pQCQPtAMo5JwPMBW5qFTuxZwj3aPDBsVV8Zy7bkXr243K43e33e2zo8WNerFCngvzFMtqwjarAHC1ZPCTxxU9OatKumNr1NChx2rtFvMthzcfM+FlxbKR7gpWx8uT2rWkGVFvfR3T9wu6JCZWiJ6rRdAyyHHW2XOG9oVx3yMntVr6Or0trGbc9P3TxfiblEDMJx95KkxZsMeQq2nG/wXWSSOctrB5HHEvQ5ZSZ0dx3jzIxnpweYkIaXtYkIU2tR7IVs2BR+QC1K/wBGtN6mt2mNUoas+uLE68ITi0tuxpBakxwTlSUkhQ2lXOFBQBKjjk52taL5boNybmGFHmR4zxQ4hawthxaVbVAq7AA+Uk8BK1KPCTVL6pw7trPUknVdqtKlPylHx4URO5SNp25DY5BzhK048rgVn7ySrw5Lq7PUpezPapRb2kiraWs2gNDSVSdGWad8e80tgS7hID77YUMENbUoSkkE87c/OvDXeo3V6PuwA8i4ymd278aiAlPzB5/hW++l3TnRGlp8Cfe7t8degll9LbrXhxoLgJU4HOfMpCRu2nGdp44r59ujLadQXbSmp3FwluqUw6qS2W/BeSryKcT3SAcg4HG75V6V+rLJjde29jNOEuaET52TCkI8zaylYOUqB7H3r6d0fry6XrSVtmXyX485IWy66T5nNhwlSvdRSBk9z65PNVRfRfUaE/EKs6xAGD9YEj4Tb+142dm3jvmr5pLSUSJGhssPeLBt4UG1lpSUylqUSpYB7JB4STyocgcVvatkV51Kgl1TMN+VbGztGwbxfXWLPb463pLrIfAQOUuJClhw/I+ZBHuB2qXuVuUjR1llpYdXcr7Idk/DNubk/DrJCRt3YKkpwfQ896rFguTgvlvgW67C3vzJKEuTg7sTGZ2/bOqV/wAmcH03LaV+I4n7pZ7drXqiLdp3x4tqhOBpDrSVOMOLSMOEnOWyEfp25qOjic2ySPGXTdl4St5rTtitz7pWWYZf82Sv7ZanOcknsocEnHascd6zLtMTOuDshptLbRO1tCRgJQOEj+ArCrt2l4/wuHXX5SObZM/VulN92zHukJVxtcyAh1TapMdxkLScFO5JGR8+aqv0emXP8jsyywpbzcjTd5U0txpbgUrJWgn7N1sHkjgnH64q5iqn07tce0dQNTaEDYjxdXRRJhjaA2l7HOPUq8QJz7eIP1rPG9Up4cbY+GTnD1sYTlVLz1NqX2zMP9L7TBU8R4b618rWo/fV3xIB/wDbP6Vr6fbpKmkxJby34TDKo5Q486UIaWcOfZqcWnASVOpIIIUzUnBiRUGNa5EN99qHITIejPuJSlxwHDwSnPqAkj32mrLqq02aDdjHtTjDTLjSXmUE4R4Kz91XrtByk/uurPpXKZWuW8i3RXItjQmrdLuouqpy2c/GedR9nBwtH+iriq1qGHrexfVzem+mqLuibF+KflvRZDuFlakhALakowEoSrGM+fvX0lqCK3etORLCthltEJJKHUjzFXqpXscjCs9iCTwc1T3Yd3gKVb13OUwlrCUs+Ir7MewGeK8VnLGs5pLdG9CbtiorpsaIS91vP/BumNuYx3/7lg5/1yayW2vpFKVti6OsrfvutMBX+2k1ulyNJcxvuUk4/wDOq/6a8nLct3HiSVrA9FHNZ/t2HiCPT0X5Zpyw6B12zrBeveqCWEy4ENTNtjMNsNhDpGE7G2cISEnzcDOQM1ZtPWEC6NyHGlhuOlS1FKc8Ywf4AlX+jV3NlRlOFBS1KCEI7lRPoKkYVmTAYSXeVrVuUR68ApwT3ABTg85yTnC0E/YZ9mfZzy8LY85TUIch6WbRcq8T7I3IYUY2oZbaC8hZQNrfnfcSodtzKVjPfI+detgt619SDe4Ema8wXXZCXnnFqU4yrLiQs7hkpD2AlSSB25qdt8iKjT1zVc3FtohKciQEBWCwtSft3kj0CG1EAdzlQ7kGumnrWbbaZ12mDY9cCWUtgEeEvu8BxggFRQMeiBU3ptMsvKrqj2b6kRmXRponZL2OizuWVe5zT3riuR2ruVceSCic1bNdWqK7D+k3GiusoZh6r0vItqFoVgLcR4uSrHr9ogf9AHEjpxt2x3qBPRZ2Ipsqm1uqjMqC3ksOeIfEUThSiOMCvHqRGkWu5aW6lQgsv6RuiHnAOd0d4pQ4MevIb/TNbA1JHjpuK7rFkuOQJuLhBQ2g+CoODLhUeDwT24rjvF1c8XUXLxI6Lol8b8JRXZdH+hA64huTNYXK8xrTIYRcPBnxWn8Dxm1Noyrgnu6wx+qjWqb/AKaDN2fEdv7Jw+Ig+4NfRd5X/SGxWnwYUhcywxvBlvgbgIiv7JavfOxK/wA01A3nRcKXp2PeRMjfGrWUiMlWVEYyR+mCfyzVSvtaXMTWJkRg1zdzU+h9MkDUd2XZ3LmbdZHltwkAbnnS60psAEgEbkDPyJr530BoDrMjrW31E1ppJx+Pdpa2ryhU+MA9DkDwnm+XPu+Eop+Qr65iW2Xb3xJiOrYWARlCsEg9wfcfKtd9S/o/2TXyzdbZcBYrwrl1ZUsw3z++kZKD8wCOc4A5qX0bX6seEqJdN/LPPPx5WT54+T51sn0Q+oEPqkxY7nAifVEO5KK313GNlcZCirfs8TcMpSDyB88ZqWmaG6uq67HqfaI9nW+Lj/VoyrpHWHYwCWkMlKVnKVsjaoY5BV2rfa+gmtZ9pc1tIiMovMixt2F91TyfCS8nc0qZ4gO1Q8JpCiQckrOORis3p10Q0b0ob8e2Bu4X3OF3ZaP7LHdLKTykdvMeT2GKmsrieFFbnKSk9ttku/uaNOJKcuVGd1V0vGRqrfHiBnfDjFbJXuLS/DG5BI4yDmoqx2swYT7jKPD3rQ65jjCmiVMAfJeH0n8h71cF2UvLKwpTqjysqPOPepXTGlxd7x8O274MK1tmc+4hBKGENqBSFD1WtaAAP3H8Z4qnY98rpuyRL5FnLWqzD1nb7zp76o0zIuEdn6stzLKCynw9qMeIMnJ827gH1Jq6XNlUBu32l0jxrfbosZ4H7xcDYKyfzUVHNRdmjuan1MiZf1iSh9z4lx8EbAwjzLSCCfLkACs+6Tl3Ge9MdJLjqytRPzro/BVPqXTv8JbFL4ku5a4VPuYdK5PeuK6OVI70pSswdKUpWYFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAHtVU6haQRrHTMi3NltMxsh+GtSc7HU8jHtnG3P71WuupTn17V45NMciqVUuzPai6VFinHuikyJzmstCw9cObvjTD/o3fGUtBbjcxsYjyMH1UAEK9z4f7IqsLdsT2jmb4xKeVqS2P/CXVClKecmowQh1HupAwDjHGeRVrkRkaA1O9qVm2Gdpq+tmLqC3jnvjD6R7g8+4OfevKXAd0RcbdKtLrDlvRI+M09cokdChcApJBbcK1JAIGdyc5IziuI6lg2adc6rPfozo2JlV5danBmOm+RZfTZdriXhaZIlJe+G2JU24jafMlWAR2wcdwf1qAg6m1DAajQ2tQOR2UPIKi+d7aWh3TtVkbcZGBzkjFTVxsH9IpV6vdiYg2uWw4X16bD43Lax5pEZxW1K0qIKgjgA4AP4TS1PhxYZchPCTgLRGdbU2s5zhRSoBQQPU49sAgmtGK2Nkk7uxJunWqw3xpXi7vil+K0yQnaHH8YSM44+fpWA9b58vqLorUJjO+DEhNl5ZQogYccJyo5x+pqUst+djqTaGzJlxk+RSxsIbK1grJwQsYG7OMflUlfbnCF1uQ05OWLYHw4I6NyG/D8NOVYUokYUFeo719lNxPpKWXW91tbSWGm4rvhvKkFbrCFFbpP3lcc/l86952vrxc3GbRIkx4KLj4cNxxtlKEJb3FSlur/CkqJJ5GSar1nhKnzYrK3EQoMvcpNzlnw4pSkZJDnZR9kpyc496l7Ja5upYUvRtqiIuFqlTS45NS2Uu3lCewWCcxmWnBlWck8cZ7+O3MxL5epL6f05DvGoG7XZ7nOfsVvHxa5LrmVIa3AvFCu4U5kjIOQDxxVuuM5VynPSy2hAWrCAkY2oHCUj5AYArrBtFm0fZDo/TLpVESsuPuhRIccJyUoJJOwegzXmEccGuscLaN8DS77F80v6FG1rOjmWckH0QBzSg7Uq1voyCK31A0gzrrSc/Tjighx9AcYc2hWx5B3IPP7wAPyJGRmojQV0ma+6eG0XJwt6g0ctTchp/AKmd2F8AndsO4gcDBHtV8SPWqHqWz3rS+qGOpOjIyVyGCPrGKgYMpr2x+I44x3OOM9qqHF2k/G0rJqXzRLJoeoxpk6bH0fYtekr3p2dcWY95mSZlkA+GktOeRLhUQluUUeoSryk8cEH0NSF8jwbff5dqYltuqjEFbiOUqSrzAj0z5iSAeFHIxnFVG9PePAg6s6dsQvqK5zQ5IccI3QZCwEKYfJ7MBJWrtzjaMFQzN6N6g6fh2Kdp5y3m7Q1F58JjkqlsuE5SpoKUC61hWUlPIGAR61zCUW+hbk33R7P2pi4qMWXGQ4FvKSsZ2uDgkKGPu5A5wMKyTgHmqnc9NXPTV5h6qtVwAkWl8Op3tkFbf4kZGdwIyPTPtxWxbXFvmmLHD6iQpcW+RDHPjrt7QW6ypflz4Oe4Chu2uJAJPkOMiv3KRJtngquKfh/iFbWkSGZTa3FnsBtjJBUfZKlHtya8Hjb9j1V0n3L3qm+Q9QWi16gtToXGmxi4hXqnOMpPsR2Pzqi2ZMS0TI8huKlwMPtvEPebxSlYUd2eDkjg4wPQA4I8bbFlofZ0zDtlxkuyFOzY0FqM/naopC1YkNspDYUQdwezlZ71IQbfbWJV3a6jTTbUWxaAYEN1KnHQoEgOPcBCew5IPOCs5Ar5ViOtuXk+SnutkZLYbfuKdXzrVnT0aesBo/dW5jKUoGMeGkjk47hI5xXnp3OpNQSuodwS2lmA4tbLISN5kfgOTkHKgDuHOGwOxqAt1yvXUZ23WBoN/0agJUyp9lHgthCCpJGD5kpSR5QoBbgGSAMgW2W9DhQo1ls6A1FiN7U+7i/21e9Wrh/R7NQyN5L5Y9WQ+qZ3wdey+p7mM66t5xTzpKnFkqUo+pNdD3rqn1rmuvxXLFIoMpc3U71x2zzXND2r6+o32KMiBa9Pa+mxr0yDpfXLHwMxSuG2pRztcV7c+p5781QZVpOjZy9G3NMtu5Qn/AApLrnkZStpwriOxkJwoN7SorV/55XOcVua92mHerXItM5G5mSnacd0nuFD5ggGq3MhXHVcFVgkSPhNfWGC7Ctz4QlP19ayeW0KUDtdCUkep55HfHMOItLlgZDtgvkl1Lzo2oxyq1XN9V3MjWcbS9ytFou+hrSqPdXPsLpaIbQcWhSUqBf2dlJwcKIBCkqUDnNUR6BKkqAtTccy3VoDIfbC0grASCfxEDCU7u5GErBKQaz9E6onaH1HapVvbH1zHaUw+HITqxFKjj4RzutY2jO9I3Iz2V2q9261WTqvqG53uDLiaQnPeGItuecS6xcVhOVPtOoUMElWD4fIxlQOcVWZSUSdS5eq7EHeLDd+nl1sVrnstKkKjfEeNHQEpdU0+ysEJ+4FBPi7U9j5hjmtJXTptd7vdpV0uV/flyZbqnnXFxtzi1KOSSN/qSfWtzztNa+uTch+5WW8TPq9xUNE1hImsq2dwFJPmTz/9XV+ec1BRoV2k243lpEyTaR51SY9qcWgt+qgo28IOPkrHzrH1N/DPsGobvyUyzdO7PbE73m1z5KcbkyOGmE+qvDHr2+8VJ45Sa2NGvLD2kxpNGnUyrpLneIw+gBTnKQCgd1KyAng5GAOwAFTGr9FXG1tsahsNmFu0q/8ABJcus+T4YSl3alTnhlXikAqzhPhE54yDXpc16e6aamhK6fXR3UGpXGHIrrjsdKfE3p8oZTwGxwfOrIPGCo5rFvfqYynzPYinbnben+kLzpi7W8nWF5mNW6UqSPHZYZyFobbJ42JKgtw4znIOTgiwdK9Hf0HsMm6XAKVdrwFbCVAlLZ5K8gA+bJ+9lRHeorRWiTq9/wDp/wBQ2JTYbkKWA4rKZivKUIaOQtKUkPJcURhQPGeNl7nSnJslchw8ngD9lPoP0q1cN6ZPLu9af0x6/kr+tahHHqdMX1fc88CuaCldPRTd9zjGBVW1xapX9R1bZmyLxp50y460cLU3j7RtPuSORjupKKtVCK1c3Ehm0Sos7M9se549sbY90Y1wu9subEXqPbGz8NfUIWpLA2luafvlw/skZxn3NWPSd405Ps79uuCRBkSVKegzFo2r37cFlXrg7j5fuqSsgVQWkp0ZcZr8yKZmlLw4n6wjpTuciOE5D6B6gKPbjg/IVh3iPJsTsqVdZibtCuCWzbnU52XNoncpwODysllCM88pzyCM1w/UNLu06502r8P3OhY2TXmVqdbLwh6QA2p+K9GcUncpl1OFAHsT757ZPBHB55rq7b03VtSHIyihlnC3kceCPUhRztB/ZORnOCO1eK9fnV0O1Wq5l1toLQtV5S0UvxmvQvsqx5T6rBKPX14mp8O6WE/U+nNl7g6hSnw5VtAccKG8q5SVgJTyfMHCPkOEmLnhxn3NmFjgylzrJJbfKW552+niN7T/AI81jt2iW4DmYD+8kZSPmTnOPyBqWmC5QbiLW8wr4laPEaYLEkvKSO52txcEA9yFK/OvGKzeL3cXLLGgSpstlsOKjR47gcQFZ2lZkMsFIJHcOj1xmvFafHfses8iTR3tzkW2SUyEww9sUknKshYB5CiOCkjIxjbz901ly0qvNwlX9MRyFaGpA+KeZG5TLaicgZ7rJxwP2s88BPSx2m3Lk3ca6nizrtzgQIUV5D8lxOM5BGQ2ntyrcoeqxUENXX2fZrTouxQ/ibU24uMkQhytQIUQpXdb2xaSV8IyVYKvvVv00xqjyxR5Sm33Jy9TRq2/C26ebTHjt+DFQkjhLP3sqz95II3OZ+WMknMteJLAW1bYTq3Y0NHhoWpRJWfxKVk8qJySfUmsG1WmJpGA5Egyi9cJSSmVIH4E+iEn88ZI4OBj3rj54rpvCehfD/8AeXraT7Ipuuagrv8At6n0OM4NBXFKvBWjHuluiXi2ybZObC2ZLamlg+qVAg/41jaGduEnSrmgpqEzb7pNJkQFOfdlxew2/kB29xUlnNRl0tcpU6PqWyyvhr1bleIw5uwlwerax3KT68HHf0xVX4n0b9qYzlFbzj2JzRs/4SzkfZ9yY0hrOXp95M+cgvtPtrS5H3DdKaA3DAGdpSoqUnk+VZFe9xgTrfEavq22xbZyiYTgKh4APIacwRtIJOPY/LiqnfrU1qdCdaaaTIiqjr23+3qOHLXJ9Xdo8ymSPEUAngk5zjgdIfUVqXGc0wLi29aX5DfjpdQG/iY5V5nGtytjbhSFFKVHacA1x6VHLJwsXzL+ReIOMkpxZIXJpT5QWHPCdOQoEfi9Qr9k/lkHPFV6bPudv3CRCkb08BITnJ9BkcZP+6rrqO1Wl2fb4HTqb9YSbk4tAtkt7wJEQJGThTnITz2UlY9s81DXaBfbfcWbPedN3aLcXt/hJjMeMHQBkkLZUQcD2bBFak9P+xsrIml3M76iubPjWJ67JVLZW+8tsOeQJS00rt6qO7H6VWm3LgrClteEgkjKxgkj0A75/PA+dWs3G1OaeY0VD0nf5V7baQ6pQgvLcAKl+c+IGjgnPJKe1Ytl05dbrcLkm9vRNMwbUEB12e6hbqi4CW/DaBJJJSR53FD2So5Fek8GM9unYxWTI7S37O1ZLdDsrUg3MIxLK0lW9Sf85n259uBwMd6yL63E02iPp21XQSpcloC5PJcw3JWgKcSlIHASgA7f3tuaiU61haVsN10vZbYmXLC3BLuDpHjvsblBKlAf2COwxgkd9vvk6I0xvYj631TBUyiO4pUZoLAMxRSnaCgcJabUg7SCSvd65UTvYeFZdYqqlu2eGReqq3ZPsiw2uO9p3TCWZCNk+5oAKQcFpgHOCPTcTnAxWAR61kT5j9wlOS5CsqcUSPkPQVjjtXbNG02OmY0aV38/k53n5bzLfUbOaUpUsaopSlAdKUpWYFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAUpSgOrrbbramnUBaFjCkkcEVhWuHHsTD1m+r0XDT81ZU/a3P8ws/51hX4FDvjtnHas+uOajdS0vH1Sv071+H7G1iZduHPnrZiDpdDuRuuo7KheoGp7IQWnDtksKTnyLSfmf1OTUZfm7vcWLJA1JbI9xiW51tSochoBaUoGCgufex+dWGM69FeTIjvLbcb5CkKwanmtdXJSQ3c4NuuKU8AyY4UoD5H3+dc8zuCMuqTeHPmXsWejiCuX+KupR0ac02Lq6+9oa6NRAyllEKNPUjDnJyOexGKwndMWdVqkQ1aJYcmTFOhp6bvkux21cAjPAWnGTWy1axtC8LXpKMXR2WmQ4n/AArHc1lJ2qRBtNuh5OQtDG9Y/wBJea0K+DtUnLaaSXvubEtex1HmSbKs3pPUWtrdbpmrUtssxEKbS5LWUsN9sFpocE4x/KpGMzZdLRHrVpFgsiW4p2bMUPtZSySTn9lOSePma5kzJcxZcmy3n1H1cXmsdSM/KrtonClOnNXXPnl/IgMvWbsrpFbIDke1c0HalWp9OiIUUpSvgFCKUr53BAM2OVp+7v3nS/gBM9Oy4Wt5A+EnoJwoLSPuq5+8B3ycZOa9H+mcPUzbjvT2SbfIL4kO22Ura8h1KQAEL/EkAYwTU0aJcWy4lxpW1Q7GqrqfC9WY3bjy5ZPv7MnsLXLseKjPrsVJy16ls+Gb9bpa1tYmPqytlQcEhKGkqUkDxF4UFHdwMH3qeuXUK7yTZ5t1mXkhp5EqI14TCskq2J3FSc/ezjPpzVwga6vsRKWZC2prKBhKJLYXj8ieazV67guAF/R9pcX+0G9mf0HFVG3hbUqpcqhv+pMR17Hl36GvrnrjVt4mQL9DFxU88lcRp1Swx4LZUypSihvg5C85V32q9q6xel15nSTdNc3NDERMtLrKFJCd6BneA2OSFZ7kYFXaVre4utFmFAt9vB7GJHDZSPkRUJIkSpaiuVLeeUecuKzzUpgcH5M5KWU+VHhfxDGMdqF1OxVaLVARYtNwhFt7SUpKT99zakJBWe5OEjk/Lt2rDrsU89642/Or/i4tWHWqql0RWb755E+eb3Z6DtSg7UrbNYUpSgOqhmsaZa4dw8NUhGHo6guO+g7XWFjspCu6SKy8VyBkEV53Uwvg67FumelVkqpc0Xszq5bbXqJaZ10l/V+oW0KaTe204LqVJKcOp9Tg8rHf0xVVc6TXzSbEptY3xHktGN4Y8WMFlzbuxzgJb2nHHJPtVo25NSVvvV0tflgz3m0c5b3ZQf8ARqhalwY7Zephz2+zLHi69NbQsRU7RqLUWj4c212J+TGhQEuyP6qrCHEpUhJKUL4yd/Ye1I2tdTuad/ofEeuLkFMdxspdQ0lRH3jlacEEknmtgHWBkf8AfGxWuT7kxwkn8zXQ6njNndF0zaG1+62SvH86rj4X1dS5Ul/FEgtbxfL/AJGs3oWv9Zw4bKlSCllxLDcZSi8thpKUgK3LyU5zjPcH8qnIfSrTNjkCVfksypLbjrzEdtZd+8sqT4q85Vt3EAA9qsczUV3loDKpPhs9wy0kIbH5AVGKUtwkrUSasOlcHSUvUzZ7/ZGjla/05KF19z2mS1zFhS0pQlCQhttAwlCR2SB6CsfNcnuK4Per7VRDHgq61skVuc5WS5p9WdqUpXsYiuD2rmlAdFJQ4hTbiQpKxhSSMgisBm2xmY71legtTbDL5k2t44bQrIBcZVglpXJ7cfIckyWBXB74qP1DTMfUq+S9dffyjYxsqzEnz1shZnS25Xe7u3/R+oX5T4SMMOnw5EcBICQOfMAEnG3OaxX2rvpG4O3mLEfExh10N+EHI8kNFKTvWUYCtysjB+VWRCltLS60tSFpOUlJx/hU4xrK+NNJYkOMTG0jAEllLnH5mufZ3CGbVJyxZKS/mWOriKuXSxFXe13qm3X83By/3f4iKyY6UpaZcbCCncSNwOVcDmsd3V+sZl2auCLtcQ5dWA2X3HvDQ02la0Hytcd0n8wRV6/pnFX5ntIWVxfqr4cDNY7urrkAPgosCDt+6qNFQhY/0sZrRr4W1ayXLsv4nrLX8buig2zpxqS8Nm4agkNssmSiQoSD4bMgDO9OwZLm7I83firDZ7ZatIw/qrT6SSG0tvSnDlbhCQnj0AASMD5ZOTzXaXPnS1lcqUt1SjklRyTXmj1zVw0jhSjF2syXzS/kROdrVmTFxr6JnIHvTtXByfSmD7VcFHYhX17nbA9qYHtSlZGAHauDQEY71zke9YAx0MPxLo3ebXLVEmoSW1OpG7xkf8W4Oykeu3HfJGCc10e0DZL/AC13PTIiWm9OIXvhuNgwnFrSU7kfsKOTwfesrigyFZScH3Bqt6pw1jai/Uj8s/dEtg6vfifL3j7FTumkdV6ZvMbfFfjQ7ewAw46A6QG20gltzHlKle351m23VutmLgb+/LuzMiFEfKVrfEgeGhKVKTh3PJyAPnV3hasv1uZDDVwW60eC26NyMfIelSX9N4b4zO0nanV+ikNbP8O9Ua/hLVq5bV7SX5LBHX8aX1dDXz+uNbmYm8Mzbk9IlIdi5UptkAMq2q+5jBJVwr5GoJ7THUTV1zclQ/H+NmsLQ+60CHWT50JCnlc8AJVz6Y9620vWUVJ3Q9K2ppX7S2vE/wAe1Rs/U14uDYacleG0ns22kIT/AASBWWNwjqVstr9or+P9D5bxBRCO9a3Ia0dOtOaUkv3K8vomzJQGIEcnwGSAM7s8rBPODxmpG4XGbdXg9MfK9o8qcYCfyrCAI7Y5r0x86v8ApehUaXH5OsvdlbzM+3MlvJ9PY6YBrnFcJrmpgjhSlK9DMUpSgOlKUrMClKUApSlAKUpQHelKVgYClKUApSlAKUpQClKUApSlAKUpQChpQmgOU496bfnXLLMh5wNR2FOqPoBVht+gtU3AZTbwwO+Xl7f91a9mXRSt7Jpfqesa5T+lFd202irb/k11F/xsD/75FYM/QuqbflSrWp5of51o7kn8vU1416nh2vljYtzN0WRXWLIBYJ7GuMD2rsoONrKHWlIUO4NcKra39jw2OKUpXw+ClKUApSlAKcUzXHf1p27g54pxWVCtFyuOPgYTjme3GKl0aB1IpsLWzHaz+F17af8ACta3UsSh8tliT/KPaOPbLtFle4rtxU4/oXUrLe9END+O/hOA/wAM4zUQ/FlxFluXGcZWngpUMYr0pzcfJ29Kaf6mNlFtf1RPDFMD2rgHFc1tHmKUpQClKUApSmaAYFc7xXFdmWJElYRGZU4r2FYylGC5pPZGUYSn9JwFD0FCqrJbOnOrrn5m7WptPoXfLn8qzT0h1v8A/UGv/un/AFVoS1bBhLllYtz0+Gt77FO3c9q6lXPapmfo7U9rKjNs0hKU8FaUFQP5ep/hUMtJSrBBB7EEYIraruru+at7owcZL6lsc0pSvcClKUApSlAKUpQDFOPWuDz5U8r9BU3bdF6ouaEONWl1tC+y3PKgfma17La6VzWS2QhXKf0rcha7ZFWj/JvfBjxJtrRn9qWmvF/QeoWtpjtxpuc7vhH0ubf+3+6tWGp4c5csbFv+TN49y/ysrS0ZxzRKcfOvaVDmQnC3MivMKScELRivLIqQjJS+k8eq7jA9q4IGO1c5oe1ZAUpSswKUpQCmM0zXB96+MHpXHBrKgWq63XiBbn389ilPB/Wp9HTbUqm0rcTGZKvRx4Jx+ZrRt1DFp3U5pM9o49su0WVbA9q5qzo6cahVn+sW44/Zlg/7qirhpfUVrBXNtLqGweFjkH9awp1PFvlywmmw8e2PeLInmn50HHrXORW+eLe3cUPalD2oBSlKGYpSlAdKUpWYFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAUoa6rcS2grcWlKR3JOKDucOPNMtrddVtQ2krUo9gB7mu9lVHusNd/lyo9u07H2rcusvht3B8yGU93VEccHHPBNVyA2zrAS9TX1Ra0HZ1+Flo7V3uWnu0k9/CBGCeyvmO+DfpGotaXRyFdGkMR2UNot7THlZt4UUlstJTjKzwNucntnvVD13idQk8bGf5ZadN0TePq39i43jrHarCGmtFWL4cyoyJMa4TEpWt1Cwot7EpO0JJSRz5huGR2rzf1lrS83LfPmPqbW1ywpzbISpSD2ZBCzhWMEJIICuM4FY9l6fJ0nebRH1QHmoE1p1EeJGTmdvBKtu5P9mjBJ2JITkkEZBJyDeL1Z9XTJmg7NbtPNORxEcbWwl55eCDvUOMHuMZP61R78qVr57pbk/DFprjtBGNbJepnVqt7CJsqVb3EuymkwJfiNhaPLlBayM8qGe+awoOsNZ2UKbg3hTs1h5e9rxih7b4a9jQZd+0KivbwEE4Bru1qfXUO6yr0NazxLmbPE8NppLXlGBhsoIHFdrFq/Wmn27m+/Jh39q4vB6S1PipxnGMApI447YxnPvXhC6tPuZqiMu6Jf/LHZbleH9P6mtapIUrCJrDKm321+m9vHIByBjBOOBUjOtaG4LV4tctufb5BIaea/a/ZUDylQOQQeRiqnB07YZejPri7KdtV9jPOusJeWvwlKCuBHcJ3IwCkADB981E6eVqzpndBDjxJLn1jJSqVFluZS8yvbsbW3jCHNylnxBz39Mg2HTOIbMGyKlLmh9yPzdJoyYOUOki4BXvXapCdEts62t6k0+VfVzpKVJI8zLgxlBHpg5qLSvvxXT8XKrzKlbU90ykW0zom4TXVHNKUr2PMVwTxQ4NQGp9RO252PY7HH+OvlxV4USKByCeCtz2QAeff0ryyMirEqd1z2SPaiieRPkh3M+deYkKZHtbaXZlxmY+GgxU+I+7/o+gAySonAA79gZlq82PT02PD1E61OvS1oaFvgubm4pVnCX3R93tjgf9VQdhTdGw5Vst9zJ1BPQ6LjqMtlRL6RkQ2tvKElOAduK8LVoa9T7SxcpcRp1i2KUiQ+4dzcdrcFFKj/AJ1aexB4z3B7nl+qcTZGfY41vlh9u7/UumFo9FMVOfVlhV1U1vdoshixxmrTGZ3MrkIAaaZXtcBC3VYRnchvuRkLPYgivNm+3mTe0MN3d15cxCvAipS+8XAEclCm0KSvzYJ257gVNXm3aZtLtokaKjpuVyt8vxUT5qyUFGMLQhA7gg8AYA5968r1q7VdxucS4Ju0iM/AWpbaYYaaayR2KVJJOPmo9zVXnOL8kmq4f5VsQVxumsbdcm4LlyejXEw2yiO4zKZUtKMpU6StCRg8HOeDj9co9Ub1BRKXf2o821ttH4dSkpdS8v8AC0Hm8pSrv3/hU7NHUW0tWXX82+z1KlxXWUtuBstNgqyNyNmSVJAII5xnnmsaBMb1Dqd6RquypmC5sCG0/b97L7RzndsCjnPGeR2HpxXrXOePJSi2mY8sJdGkztFmWHVG1/Tb3guvNKeRCf8AKtbaVqQXG8/fQSk4Pf3ArwIKSUqBBBwQfSq5O6dy0vz9ZaQQ2qLAlrhsjdsSlSM4KmxjwylSl4AwOx71PaXuT2sIrwuSERLxGV4ZARtErAJOfQLwCeO4yfzvWhcVSUlj5j3T7P8AuV7UtFXL6tH6o9aVypKm1ltaSFJ4INcV0JPfsVUUpQ19Bwa6uONtIU464lCEJKlKUcAAV1ffajNLffcS22gFSlKOABUrovS6tU7NU6hadbsbak/ARFf+WFJyXlpPdOQNqe3qfTEFrmuU6PS5S+rwiSwNMszpLwvczNHaWk6mjtXqQn4O0n7QPPjBeQP2E9yk/tdvbNbUtTNstEcIsltbCh2kPpyT+neo0yHHQErJ8MfcQD5Uj2xVJ1x1p01oW5s2OdMW/cXWVSVMNj+xYB5cWr8IxXIM3iXK1SzZt9fCLlRo1ePHl2Num5OrHnnK/JA2gfpXQyUdw4rJ7nNfLM76TMi6Wubqi022/wAWA24YMYMRG3DJWQftclBISMZwcj0Jqo3DrHKjXS8Wljqzem3dPW1bUoqi+KlL6FpDjuQfMQrIH8s4rWSyX7mysGpH2sbjKH3Zqj7hwbh/DNVq+WLT13G6fAbhvqziRHGEk/vD0/h+tfPOmPpCTVsWx9zWduuqbzFLUFMmAWC5LaWnxEkpPGUEAZz5iPTNbd0n1V0frKLHctV2ZcW+D9mDklQOCkD1PyrOrUs3TrFZDdGFmm03R5ZLoV7UOnJunZKUPlDjD2Sy6g5StNRII7VtGY2yI64j0VL0JfK2lDOz95Ptj5VQ9Q2RVmlYQvxI7vmZX7p9K6lwxxVXrVfpW/Lav5lS1bSJYElOHWLIilc1zt+dW4hTmlK4JFZA5zXS3JkXm6SrRamkLcgNpfnSX3PBiQ2zk7nniMJ8oKgkAq5BxtO4RWblqm/HSenpaYgjNpkXa4qSCmCwfQZ/zih90VG6kuQvjDuibFGeg2OAPiIrRSFCY+FBRdl5+8FgLOTkDGfbFP1/iSGDvTS/mLBpmiyydp29v9CdkdW9L2eM/C0CG7vcYDC5D9ylpU3HUpJwtLDfdXbgKIB4NVyV1P1xqKLFmT7nMDUpqUynxXkRG1uFSfh3GUKKSsBO7IQFH/fl6Q6dWy2To8nVrptsSVG8Zm4vDKn1JAAS0MHb5fx53nFWKBc0aQ1ZcZ/T61ssxbmwyFP3ArfkFxG7zoQTwDu5yeT3zxjnV+pzyZc1sm2WyGLj0R5KkUnTK9a6hbubdnfNy8FJhyAIUtRjuKIXg5azuAxjnt+VcIuutN6HI8uQhu2zpDc19LUiO2lxLiVLbLjjaGklKMpCSocH5VsS13S7tQr/AHZzU89q5TZbTmGNiG3MpPKUFJCcHPuT71HWfU2r9PmQ1bdTTAma+qStM1DUgqcUAFEeVJA4HAIFavrRXVM+8q/9pBR+uep7Zv8A6WxW5sZbwbhxJiBmQhSgkBp9GUq2gkkpJHarbYp2mNewFXXRMx3xktCQ9apZCZLTakpUFADKVJ2qTyCe+Diq83J01G0jMtOqNMMMz2ErfFwt7I2yVkk/bMjAIyeQcgisKfoC/aIcsF8tt0W3AyqUl+2rKkJW4kFam1HJUrybSkkjGQMA7ROadxBfhSXJJuPsaGZp1OWukdpFoIKSUqGCOCD6UrJs15jdRrW5OjRvh73DSpcln7vxDSe7qR+1jbkViJ4GM11TTdRp1OlXUspGZizw7XXZ3OKUpUkaorgmuTUTqPUMTTdtVPkoU6oqDbLDf9o84o4SlI9SSQP1rzstjTFzn2XcyhCVklGPdmXOuMK2ttuTHtniuJabSElS3FnslKRkqV8gCf8AGpphFo02/EOtZRTNmqT9X2SOpPxjhUQElxWdjQPsScj58VWI8Ofo5pvUF1ZjyNd3Jtx2FHcXlixxFDO1BPlDxH4jzx8qhbFoa863uLbkhEiVdPM87JLxS48CoKSt1Q5CUkcEYPoCPXmus8Tzvs9PHe0V58lxwNFrrip2dy1nrVfLtLVbLBblWyMQtLjUNsl1nGQFOOAZ4WkhRPGMKBIOaxlztUXe0Oh2W5JfSXHXJDAclo2FJASVsJWE7VHcAT39qk7DatPaWZvLN6sadSXK2vqQEstbYLLakDaV5O3cTuJUfMSOSTzUVbNTdQLZZlW6JeY1qt3iLWhiBAbQlIUc7Q4c4x77c/OqlPJU/rl1JqNEe0EdnnNVSrGNQwlOfAS0pmNy24shTfh7Nu7PhfdP3s/vV2t3UHV1p3Ki3VxyF8El3a2v4talJbXlS2hlYSpezkhIAKs1Fm56uYsH9Go2sL23EDXgp8R9tzaj2B8MK/nXteNTaruemo2mr1Gh3eMlbCEyNioslLTa0Z2LSSN+0Yzxn1zk1hG2Kfytj0Yy+pE9ZOomj9dAou0b6knBRQucwN0RR37Bv7eH5hjJ4+dZV1tE6zSTEmtbSOUrScoWPdJ9RVf1xoCx3GQxbdIv3BU2ZlcqC6kpktbRlKnh3dSD6qJI968tD6lkQQ5orVDLgs8QNpbeUrc5CcUlKELSo8lKlhe5Hptzgc1bdJ4jsxZRpyG3H+aIXUNHrui5VdyYFcntWbeLTJs8r4eUAcjchaTlK0+4rCPaulwnGyKnB7p9inThKt8su4pSlZn0UpSgOlKUrMClKUApSlAKUpQHelKVgYClKUApSlAKUpQClKUApShoAap2qE3LWOpbT0q08461MvKi5NfQlJMeEn+1J7lBI4BA7ZIPFW5x1tppbrriG0ISVqUs4CQO5J9qp/RWa9Ktmp+sK/JL1DNFmtBeKR4TCcpykj0xuyc1X+JNQlp+FKUH8z6ImdFxfiLt9uxeLtCtc51jTFlYS1YrNHTDtzLIKAgpKvEfORtUFgEHHPlPGVVNt6Xt9r0/FvTym3Lg64hyztt92nE52vLB4yO5ycAD1zxF6Oi22dqdi23JxuKhttUmQ2tYG5DOwKIJxwpf8A2eeayZcSROtt11jb4v/c4PKLDQPKmew2/I4/hn3rivLdNOyS+Zl2s6PlORImfWyNRSLgh+Y0rd8QtJ28E8JzgIRgnaMblbt3lBqJvdycnyHVtMNNeKorUsJSoEn2RykD9CfnUPrB+5afugtlxVjagOIV4gXv3feVkfvZHyxjsKod26y9PLBOctF91X8JOj4DrQiOr2n2yBg1GuObly9Ktb7G7VXXGPNPyXdEtqVtbY1K0p/wAFt9UZhZQ4ltwApJSMDGCK94wD6luRrnDlBhRbX4akOFKvZSkEKB4PqD86+dtM9XdHROoEuTJvuy3m0RYiJamiAtxptpKsJ74yk/wqV6UdWdIxm9Qw52oY0NydeDJYMhWxKm8uebd2HdP8akLdJyqYOde7aMVtvsfQTjyJ1mZ03JaQIkdxTzbJR99ajk8pA3HPI5B9io1LoUrWf1bo26zY6XkpfESc+cuvbQkiK4f2iNykr7+QnGUqFa8lXlKm2lOOEodQHEKScpUk9ik+oPvVns9lvl1at7sFgrM1lyU0VqwNrbiAXN3cEFSVj8lAferwxcix/u7o/MedtXTcltKzP6P3V+03V5tm1yCmJJjvJCCnAwHEgcbkkefGfb50u9sds90lW13kx3CgK/aHof4YqNvKm3NP27UjqC7Mkl1u6tu8rEtvIcSfQJVjI/LNTipP9IdJ2i/IO55hBtstPqlxv+zz6kqbUgknvmukcG6jOu14k5bp9UVfXcLeCyI+OjIwdqGlD2rpZVCM1Df7fpizTb9dXNkWDHckOkYyQgZ2pyRlR7JHqSBUf0vssyBp+T1I1UyRqTVGTEbJSDCjK4KUHABKUnAIGVEE+tVnqItWsNX6Y6Sw0KcVdZiZ8xKXE/2DJCkJWM5AW4W8H91VbQut2Q9dHIEZhBt8JJiRkEZT4LPkCgfcq4PyNct441OcrFhxf3ZbtBwVGv15Lqz20hop+53J2JGuL6UeeSuUpBSllIBw8QcDxFHgdiBuV3SDUnKnvqtTOnAptEKEjwm0tK5eQPuLX7qI5wcA91YzivebAn2eFDgRd5ud8Z3S4iU+VaeS2g88bRjP7gcPpioBVxDLi2ZKiXEeZWT2B5Of45I9zj0zXP52Sgt0T8ItvoSjFiWu3m7JQQ28pTIPGE7RnHIAx7FRA9UoIOTEz59pjB1Dyyi3W5h2bcn0A+EhhtOTklYSSTgAbByagJ+tHlNGC1JdTDzv8Inhxf7Svc/7sD0FaK+lB1Mc0nohjR0WaG7tq4JnTEDyliAn+xbUOdpURkj5g16aTj2ahlxhFdF1ZnbzQhs/JvbRPXK4a2k6Qs99k/DRdexbk5DbJI+GeYlK+HbG1Q7teQ8jJ2/lVkaddt1w+Jir8B9lStySAnYrHdQI4znGfP8ANSOSPiXqhfpmnOl/RG8Q5QbkRbfNkMqz2WJiiK+rGNZRdZ6PsXUS1up8K8MAyggctygB4gOOxzz+tSuuUW0wjfHt2Z4U7SlsWX4+XbG5j9sfU09NH27W7yvkgZCvTdjASrccZTytOFnm/wBktcN63agslydMdSC+2tCsutKQMuDaO7qU55IPBVn0Bg7HcDe5KICPh/i1ulopKtgXklXHy++T7HcOyhVktS4tsv8APsN2mx3mZSfhkTEjIYmoyWuM9jlSSBySUD1qPpblFSXY9LIOL5TImKF5tEXUSGW2Xl5Ymst4w1IT94cEj14PbGOai666IuEadJmafZjrajS4+9Ic42LxuaQR2BCTsz+5XKg424ppSMFBwR7V2LhTUJZ2EozfzR6FG1nE+Fv3X0vsc0zQ1weEKV+wCo/kBVivujj1ytn2S3Iyut2SUV5ex1s2mZHUHVETSKCpMBOJNyWkZBaBBDeeMEkH19PUGt5ybcFqRHhoSiNFHhNISMJATxwPTGMfpUT0K08i3aTl6nKcTby5nce4QO3++p/qLqa1dPdFXfV8tKCbdGU42hfZSyCED9VYH5ZrjGqWT1eyV9nVS7fjwXGiz4SxY9S7fzfk0r1j602fpqmbGYUX5drjCVLSEfcKuGmR3wta8D91OVEHsYr6O+g1dUrQ51B6l6dtzs67KbdeLbbgU6z3bQdy1ApwEqwMDCk5HlrTV+1iNaX/AE9pWfo+0P3DU77VxualIIPjOkBO4j9lGR+p7V9c/Ruvlr1H06TcrMEJiibJYaQhOAhtt1SW0/ogJFaOPhU07Qiv+ImMu2yuly36myolkssGEm3wbXEYjIGAy2ylKP8AVArQX0hegfTtOmdSdR7dpF1y6ptzglRre/8ADCWkkFR4SoJXx32885yea+hwDmsK+sxX7LPamJCmVRXQ5kZGzYc1KzIPHvnG1Pc/K6JdunD2gzOhab1HETZrq042gXlt5bKnEr84JYTxuQgHjuQfTm2w5mhmdWts2S7Xy0R9UAXSK9saW1GlEE+XzJPlVlJHYkJBrytMXpa/A11Cb01dE7IfihLUgHeETmgFt5PBAyT8s15Lt/SuVom3XZMXVTH1ZOXGZDbjJdbzhwLwr8O4/wAq158kt933LQ99tz7A6PdR7T1DsbTCX5Iu0bfFmNSmkNPGQ1hKyUJUcEjBxn0OM4NXO66WbulsctS0kO7VPRM9vET+H9c/yr5K0heOm2n9cRLzarxqWLJvsFq9MKWY+0SGN4V27qcDbzRSeCXfyr7c01d7Vq/Tdu1HY3gWpTaZDKs5KT6A/MeorXw6Vh3xvpezTInUJ81bra6M+floU0tTa0kKScEH0NdT+VWzqVaU2rVDzzLPhsXFCZraAfu7/vD/AFwr9MVVsnNdtxb431RtXkoM48snE69+4qtdQdVO6S065MgxhLuUlxES2xMj+sS3FBLSSnIJTuUCrByACatNUzTUKDrPr3Fua3A/bunFvcucrarKBOXkNpIP4kgE/kqtTV82ODiSsffx+Td03G+JyFF9l1LNH0z/AEG0rE0C1PaN5lN/HajnqAAmS3BuLRKeRwrgA4A7CpC16RkvWqRqm5raVHtq2y6ZKuJm3O1jdjlCTsBVjzHv2OeW25dyuqVOueK5dH25KUAYGXFHZ+RA3HH7oqfvEZ+ybNKJnB2FbDvS45wC4dyiSPUIT4i/7wSPWuC3XSvsnbLu2zoMd6oqK/4j0cZOthLv19dbjMwgG4ccgERjjO0A8E9huxjcCBVclMSIsGM+/b0JVcmviUkrK0KSSQnJ/GcYJ3E98YGMVYPgYTbiEOsueIqN4QWhwpLB9O33sf8AwqE1BqbSlol2+23G4QbTIfS3HbiqdCUqeVuISge6tijjvnNRuVdK+KhR1s+3X9T2qSqkpPsRJ+tD2mSEf8irwx/BPFeSo1wWcOzX3U+qXj4gP6KyK9bZrrQd2fMaHqCKXfjPgAlatpL/AOxz61k62jX6DpyZL0vDTIuDTalMoUcpUcHA/U4H5E1DKjN9VVzbjv5fRG+76muqTMF2KpW1b6MJQClS+T5T3yM5H+jwOPKe1Z9ugPWpiBPurTz+mGZa0Owm8JSXewfaAJ5STyEnaclQwSpIi+kx6iXvREed1LsTNtvS3VpWy0naNgxglPYH8qnbtCkQILcdKSIaFLUlA7NFRyogfvcn8+PxGprFyLMbJeNe99uzXZmpaozjzxWxC3GMnSesEzNITAr+tsOMSG0HZhW4IwRwEKUQleTnngkkYtF6btspiHqKyIKYN2Qp7YeSw9uIcaJHHlII4JHzqIiORZumH7A8y9KeYfMqGW07l+Gc/ENkfupJUPYkH0rP0mtblju2lZ3LrKfrGMgnKwps+GtI+RASofn866Bwpqc8PPVTfSf9Su63i/E4znt80fJgUocjj1pXYCiHGflVd6eRrfq/Vty6nXZlh/T2llKiWRh1PEucMgu8nvnAA2jseeRUV1h1IrTWhpa4rqUT7opFqgg9y6+dpx8wner/AEauUW3ROn2jLB08hsxymy2/4icyrGVvOJOVAjuR3984qjca6p8PQset/M+pZNBwueXrT7dkeotar/NauE51kzn5CmnnlrOx9a1KKcgngozg8DhKRzuBFnu8ONp2YIlguTseSEBu5yGUjc+o9kIz5QeD2xgDPvjD027aGtIXWU8hl6b8Qi2xmBy4HikFSj8ypZH91tFdpGmrpDlw7c6UKdmNuupBWAStKN2057lRAz7gVyeXPCPOurLfFc3RmLGnt2OFMjMNpRGn+SS3j7+M4UM85yclxQJUeQANpqAdkPPL3NlLQ7+VOV/66sq/nioGfqJuE5Ik3OUiOiOlbkp1R4aQjG5R+QyP1I961NqX6UlhtKjE0TbDcNhwJc5J2H+6jvj860asXO1CXPV0j7nvGMYdjebcC8vNeO3OnuNZ5XvWtv8AX0/jXVLTrJCgGnU5BUkIS2Tg5GCBg8jspKh8q+R5XX7W829M39zUElMqNw1tVhKE+iQB2TjjFbM0n9Key3VSYWvIyIbpAH1lFQduf3mh29Pujv3rct0bPp2lVLd+x9fLLujfsq7Ozrw1qESnGLrHz4T6QQW/3cHO4EcYyQR2I+7WfPth1YzP1dEVGEiDICZEZDQUE7mwBJGcbkElQIUONpVkFKs0tqe1cRb37dJE6Nc9nwjrfmDwWQMD8s8j3A9qtEazXe1tSLtJibrbHnC13AoVgvRlrSl3cPVOFIWT7pXnk5rPHstmmrFs0a9keXsSmnVJ1Bp02aQ4t2425j4qF4qsueDnlk/vpA4HfaO9RJ9q8rjLOgtVbgRMTDkpeZe3lSlM45Rx3UpByeal9TRmYV+ltRlBbDhS+0odlIWkKBHy54/Kuq8GajK6p4tr+ZdvwU3XcONMo3R8kdSlKvJAilKUB0pSlZgUpSgFKUoBSlKA70pSsDAUpSgFKUoBSlKAUpSgFD2pSgKZ1jvv9G+l2pLqG1uqRCW0lCO6i59mP5rB/SlsZg6a6ZaD0b8Y9DZbs3xzqkRvGAccTxlPbsRyTUB9JOSuP0nnttn/AITMhMKPskvoJ/w/66yuq7L8W7sR4owxbbNbUIPgrWEAoBGVJBSn/SI7elc842lzOEC68M18sXL3Zf40OxMdJpspYjKnzLgxbIzu4FyPnwisAA+jniqwT2PJqPiawahx0Wi/6jcgWZrK0tIYbeWqSsHGA4CAhGMnHPpXjq6z2yy9P9N3VhhLUmbLvLzy9+QtQQ/g47cBDePyrUGvrg4y1b0pGFlT6lKz3zsqizjyx3LNVjxultL7lo1tr6FqW4tSrdZ2rclhhLCmmVHYSPUIOfD/ALuTVB1e3aLvYL9In2aC7JTaZz6ZKoyPGC0R3FJVvxuyCAe9RAurx7mse8XBxzT2oEkkZsN0/wD1R2vLArksmOz26o37qIV0PbwuhQ/o/wBr03frpev6R2GNdUxoaVstvrcSlCirk/ZqSTx6E1ZOrmiNINaXman0xaWbJItQaccaYfdU0+2pxDWCHFqIUC4kgg4wCMdiNSdFr1ruFd7gvRGl3b86qNsksoaUvw2yeFeUHHPvU11bvPV+VZktax0NNsFqDw83wbjaXl4O0KcOd2MH8s1crMG/49TVm0OnTf8A0IlXL03uuvubV+j9qedctAz4ExxRbt8sfDKUcnYsZKR8gRn9a+htP9ULbGtUNmLIftd0tSG2beooEhEx5alZKisfZpA8uE8Zcye3Hyz0Z1TpedoROnrE47Gu0AuS58Z/BXIVx9sg+qQABg8j9aulvukhqbHXnOx5tWM98KFVzU6PRzJPl23N6muN9PU+gLHMtVyt2pl3cplyYUdFxiPPuYDpQrYrjICt557elZ/TyWybVqWw+KpwRkxpe0hPMpK3Gn1DHmI2hoBSu+KrWgbfYXNSW6HqIxjDZsj6Nz6glIPhbgrk981N9HJLcxmRGU6ypZtE115KGNpCy80oEu9nPvnHsOPWtvSHtm1S28oh9Rr2xpx+xPUNKHtXaDnBrrpPJbuv0lNX6nlRkNr0nafgmwoY3EIKgv7qvVxJzg4wK2lprSGnntMX25+LISplI2qEwkowQrhRaGMkD8Ku3p66c+jq3M1Be+qtxbbzLdkLYJ858iXGxjCAV/dR7fy5reunmZErSGrHkxX4yH1lSGUNSMIBAG1CVoBIGfQGuIa/L19StlM6Nhr0seHJ5SIORd7xaZUee/Ok/ExGxLQ/IWXnXUtgqxuLSAEqQHGhjzEv9+Kpeu9TTFqUmUpAkTXSt3anG4JOCr8lL3L/ANKrNqS4zNQy4M92HIjG3x22W98SUtGUDyqUlTeFEHn8wKq9+0lCnaC1BrK6oWidZnWYMdpMpBAQhsJ84B4WcZIqBsolKO0SQq5YzTkVq1PQZ8lx+/yvBsdrivXW7vZ7RGE7lIHYEuKKG8ZB85xyK+cFdO9ffSP1Zf8Aq7qyfG0npB5/xVXW8bm2W44H2bbCD5nNqQAAOO3Ir6isRtDHQW/XGy6JGvNRypTTsuwtOAKDLJUWi4jO5baVYWQkHcrZ6JNfBnV3q/1F6tXVX9Nri7HZiKU0zamEFiNETx5EtcYx86ufC+HyUtx7vu/b9DUy5uVrXsfVvVfpx0a6m9NemelND9UZFtuUa2zEWGRfmUsxbo0mQoOpWtP9ireMpJHKcAjNYf0WntV6Tn6m+jv1FhPQJr2Z1k8cfZrkNZJDSvurC08ApJ7j9dJdamyOhvQ9SVqC0Wm5qCtx/wDr7lX36KXVnqpqC/2fRU3Q7uvLXankPtSXPLJtKNw+0TI42pHPlUQD71J5eJ62FKD2a6/bbr3PCpuM1I3XAvK2bkw640VqbX4a0FWOCRwfluCSf7uKswuMmIG7hb0ZeiEXBpSznclpYLYI9VKfCM/uipq/p6MSNY6mmtXNp9pDYks+CHnW0vleVkbUbCnOMbSfXPpVGsepI+obq2iIyUxTdosUbljKkJQ6v+BI7VQaafSXKSdkldvNLYv+o9Qt3XXkW/6Taf8AAkOtSWFlsoU6gtodU8AVJBCQ8oAnjAxjirDc0NC4SS054iFuFQVjHeteXe9sXqy6Fh29mQ9Ot9ggsL+yKPEXtIJSVYBHHoSPnWxbm22y6yG043x2nFfNRQM1fODJSjkzguzW5VeI4fuYS9mYteUopbiPOLVgBO3+JHH5kAj9a9DVS11enLc/aoI4TLkDcc+xSP8ABR/jVo4osdWlWyj322/iQmi1qzNgn7n03aZDdk0larXnBZjp/wAP+qtJfSav1hvcTT3Ty8Trg03e527MQoGdhCBuKh2ys9vVNbBud6xGgefuwn/AV81dc2L5eOqOmZNvY8eNBhhZVvSPPucPbOfQGuPU5PqbQg+yLxRhbWu2ZBM3Dp1J1rfNTxrnd2l2yLJwnwmyGiltSElPPcKwQPf8qvf0VOrOkunk2dpdu4XF2zTCZrr0tpDbcNRKUk5CiSkkjsOOTXz5b9NarFu1O58Kz9q0kAfEIPKnhxwfYkV20rpbU8W26hBYZR41u8IEyG8ZLiSMndx2rc2mvJvXVxvg65dmfqjb7nbbpFROtU+PLYcGQtlwKH8qiOoMCZdND3yFb3nmpL8JxttTKNyxkegyMn0x86/OHprfOqegm594tE5CHoTbLrCXJqC3u8dvckgqwAU7hX6X6duwvdjt94SgJE2M2+UA5A3JBx8+9bcbObeP2K5mYbw5RlF8y3/B+a2lbPo+HeZ1t/pLd1SXrdOYMdyypQolLC1ED7ckrBRwnHJwMjNfRnRz6HlqXpZ5zqDNkSWbotEhMJoFnYBykk5JCsYyAcc19Br6U9O3dSJ1avSdvNzSSoSC0NxOCM59+atYcQgBKQABwAKwhj7veZ75OqzlDlp6P3Pl/qP9EG2xLfabp09uTsb+jz65Xw0vL5W3kL2IVkK4KDgck71c1m/R2uB07p+8aSTezOFnubrQyyWy0VErKOScgZ9OK+lMoWkgpyDXyTp2O7p7rV1FZjrYMZ6eHUJbcBKSoncFAcg9u9eOWvh480DLEulmJ1W9djaPU1Pxtpts1CR/VnHGln3C8Ef4H+Na7PerjqKcmTpKOR2EsD+CT/01TgQTxXTOE7/iNNi9+xUtVpjTkvbyFubMYGaq30a4spegta6qn+EqdqHUqozjzXADDS9g2+52p7etS+qXVsacurzZwpuBIcSfmlskV5fRmSgfR50ih5zHx0qU+4rGRuJUckjOBkD+VRvH10qtPUV5ZJcOx5rHL8F/0tZ1Sb0t9idtcheJOL5YHKUktFJBxgFTaj29T71nC1TlzI8u6JV9uQ+lQUMKyCsq4zwVIaB+SiPWuNLx3s32VbFN7Y8cx3twzlOSrKPf73f51KWuS5IuDaXFqKGo62W04+6kBg4rkV7jXRvHul7lusb9R7vcw7s9GtNukXOaoJajNlxZ9gO9aOuOstN9UGLVq7p307a1oqBd/hJAkpTHMN1ooCXElRIISl5ZTkZ78DHO69Y6y0FpFllnW9+g29maQ22mW6EJcz6ZNals9r6p3zU+oNAN6Ug6Y0XJiqkwLxBAC1SFuAoXkZySklQHulJry0fH5ebImuvht7J+693+glPdbEi1pzXzSZAm6C0c/G+I3tht7w3w2oArWs7cbwrhJAye2ayrQ3NNgu9siPGxfDMhSY8xGVRSVkpO9OGwlSU5A++N3mwe/MDpfpBm72y0XHXN8ud7Ra1xm5ZdUhMhsNkLXhOU7tpyOeDWdquwTtJaPuNhjCXq52UiMxEtT7oRJ8Noff3k5VykZ/IYznFbc7K7J+iu/wCH/qYroa/t2n/pF2i1WSLYuoVjv7ztwU7JkvpQUmIHB9mgpzuOBgnv8wcEbyuMBqUpi3LIxKWELVjPhoHJWR3IGAOPetIXzSGgbY9aYzsS96RjaSZM6HcEPKEJqWpQCUPOdiN5BA9a2x08sWoXNLwbje9YsXac+hT8O5RUbU/BPLS4hCR2I8MJGecemcc46hGqXJbLb5X4W3f8dD0Um1sY8OzrsUuHrWLJKo0K4qjvMq4W62pJbVn03KLhPPdQR7V4aUipt2qIsNUVyCpExVuSFkKUGxuaJIzglXhpOeTzwa66ynsOzH7fCWuPGQ4+txpCvL4rLC3C57nJDZ7+lZOo3Hhqm8yXmnGVIMPawsj7NalI3LGDwTureqnyWQku6aZ42R5oST77MiZbXw8yRG3bvBdU3nGM4JGcV51m34AXy4YPeS7/ALRrBHav0DRLngpfZHMbFyyaNYa5jyNR9c+kmjAvfE+spF1nRyMhQaSlKCfy3Oj8iauN+v1svGppl0+Kk7kS35HgOtJ8NxpvhKEqxk8DGKoVofc/+WlYFqVlEPSkl1KPdeyQc5/NI/hWZYkSJd1tUaZFWlu4ushG9lTfiocdwSFEYcGMeYd8+lcq4ufPn8vsX/Ra9sWJtXX6LLarpYocARd9rtLbsl+MoBSnXABuJSfvFtt5QP5GomR1Ot9sQuXqGS5dLw255Yj8ZAYSwrgJK8bwsJO4K7ZHrUL1Fg2q19R73araz4MYyY6VICuEqEZYIA9BiQTWoNTX/wAa+S3S4U73MgfkAP8AdVVkmuiJ3Gxo2Lr7blc+kN1A+A0eq2QQpheoJSxtSfuRWsEpSfVKnFbTn1ZNUPon0jidS0Sr3e7lIg2aE6GiGihDj69qlKAcWQlpKUoUSshQGORVK6/6pk3DqTNs7zK2Y1hbbtsVsjgoQMqdHydcK3Qf/OCtmammP6P+jXbo1pcRiewwXlNqyoKkrJdcH7u1pLR/5THrVzow/hMWumPeW236mlZdvIu0nV/0XrXKToaLAtxjnyuzTHXKQtXu5LK0uhWB3aSlPAwkjvrzrJ0psukIKtX6KvSp1rdW2pLHiJe2sryA428nHiJBCUlJQlSd6M5zmvnb6wCvwbf1zX0p0Ufb1t0O1Jpe8oWiJbVyRHlAcYVHdk4P7qHITaz+6lfvXvPT3i7TUm15TPNXblz+jZr1UzRzkKUgy/6Lz0SEt+IUHwHSTtyOfvhRKhggGvoBWv2bzDMTTl2+CFx+0uUAMNpZaCSVkoXytQI3IJJ+86Dj2+Dvo56ik2/qOzaohW5HvDDsOUkDICCM7yO3GOM+9fROnrsuTNcZZd3Ldbbax8lSGQf5VWtZxPhcvlXaXU3a4K6v1GbjuDtoVpPS02U5tlvMqhz223QpZcaV5nSFZGNgwDjAq4lQmaU0zc0uFaFW9UJJUpKlbY7qmhkp4ztAzVBublhiaHuU1b8Ju7Rb3JaST/aFkjKUlPcjB9qutunKnaMs6g74jLcieGleCWtwU+Vk7D93lR/hUxwnZKrPTXlNFf12pSxN/Y64FcEDHaucj3rgkY711YopzSlKGZ0pSlZgUpSgFKUoBSlKA70pSsDAUpSgFKUoBSlKAUpSgFKUPagNZfSNityOkl2ecGfhX4j4H5SEAnPccKPbnmpXXMK63+SLjbri+yzctOQZTifiw224AkDJSfvn5ZHepnXVhb1No+8WRyIZJlQXktNgZKndpKAPnu21g6Zjx9WdJNF325y/hF2+K5bJjhbLhjuIPlG0dySMA+lc842XK4WFz4bu+VrbszMvOkIMzpvZNVpmTX5aLncoDkd2QpTSQ98SlvCc4Bxs9O6jWqtaW0vxoZdTuWy882tXtuKSgfyNbx0zp5/U1jvVm+tZjLkJqNc7bDUkpT4jW9C1EHuVbElSfTcn9qqredNfHQ/ACAlwbSynvvIzj8lFO4Y9yB61z+6/930LViTas2kzR31MB+CozUduXE0zqF0Jz/3AunHt/VHa2r9RL/Z/lWqepnTLrhqt0RNGymGbJIg/DPsKmxmvEWrclwkLUFeYK96z0i6q3JUrZqKjs+v5N/MnJVbRW+5qT6La3ZVy1LDQytzxYLWUpHss/wDTW5L821p2w3OTdXWo1uXDdTMQ+QEPtY5bwe5V2TgEhRSR2yNJ6U6N9S4+pbrYbHJbtdxtzDbktxE9AHhuAFOFIUQrOeMGpPSHQvX/AFWfuP1xrTwY1rmfByDOffe3Oc8oSlKueOCcCrhnU4t2V8ZO7litv6ENVZL0XRGO5Vfo6R5M3qUPCa3MpgyC/wA/g219I2+z7bhFEgHzPtpGPmtIyfkKmOnnRvT/AExtr0GzeLIlSlAyJzqAhxYGfKkAnaP1OT3q42zTyG5HxBZU9sSpCW89ypJBGOx8hcxz9/wx+IVW9Z1anUM3ejrFJLckceMsfHan3Zc9MXhi52mPpzVsS3v27TNke8Jp5oFbj/Lak898Y4+deXSa3t26VqF+PIW47Et7kV1CmNvhhcjCML43gpb74GMVk21uysaOuvxy4sy5XGUhuNuGFLQkAqWk+m4kmpnR9nXp/R0uZJR4Mic+zbwgEqVIZjI5WcnhXiOrBxwSnI4Nbeh81+fXCK8p/wACC1O1V4k3Lyeg7UPagoa7Sc7NT9FbYIGqerelYkjZsSJeQ0hYGVNrWMLBSeFHIx79zzW6dKWCzJ0DrSNbo8UQXnfskqixm/JxjchLW1X+kDWsdBRY1i+kdMtjzK2omrrUrxHsd5BSpCgn0JBLXJ+XFXux6jmW3Td6txsEo/GZSh16SgZKTtUM7AMg/wD4Xtzw/iCLo1G1S9zo2F8+PD8IhnP6NROnL+mzBhJlfGmZ4wt0VaWU4HmU2GUpKRjnA3Y59KqWp9WXa1aSndP9i3Yd2DUlp12Q458L5AFMt5PKEqBAB7Y+dX+fpq72ltti5QEoXIjh3wPFD3iNrBCkpUMDJbDjeOfM6364qMuugY140y7el3NgSIjqgzFUMOuHGXFAZ7KVuWPcKFRErXFNrwSVMqlYudFZ6cat01bun10gX2wynLvpZCrjFn2whqe3DKh4qmljlXhk7ik5Ckk57VF6+6QdJ/pA6cc1QHYEya8kY1PaGUpkbsZ/r0ZAG4+6hg+ma9LRFn6eubd7t0bx3o2VKYUrCH2iClxpfptUlRHPY4Ppg/PnU6Jq36PPU86j6c3qVDs96AuNsU2o/DvMq58NSeytuSk5/P1qX0fIllRcaZ8skYZmPtY2bu1J9FOyXTSXTW06x1nHlW3TECXHVHtALkq5KdkKcSlpOPIMEZUe2SOKulguHTzTeoLf0hsVojMNST4junbQ5w0hOdz9ykjzOYTglGcemK1F1i+kFqyP0u0hc9PWu3WK46vt8h+5TICSlz7N9TW1rOfCCgnJx6mpL6O2gLho3pxcNeXZpar3rZJYjOOKKnG4W7LjgPfz8pBB7bq28m66vElblT/CXua9VPNNRNpSut5Rf7oza9MMt26Q03AhCM+60GmEK2oUEA7UnGOAB88iq6xAs9skKuzMVDKm3WLy6lAOAlBW27geh8/IHsT6mulvsBXObU3HCwyrcoEgJUcHAyTx6kfNIBxmr/a9K2XUEURLlKdVcJk5tsRmmyr4mOpJEggjuktJWrP7SD68VX8a6Vi3kbVvLW+VFc1AbfPs2g9OOuzoSrNaIdte8eIciQhlCsbRzyFjKvTHar/dXFomlhxOFMNttH57UgZ/lWBMeY6jdSfrAKdYgqCH0qW0VFTfCgogcJASGu59D7Vk3B8yZjj6jkrUSTV/4Kg7Lp3eEtiqcQ2fuow89zrnINap6674g03eQvYlm4iMo4/4wZ7+n9n7itqprX3XeyP3nptcHYjbq5NsU3PYS333IPJPy2Feat2u4vxmn2VL2ITRrlTm1yfubPuk192zWycleEraCQPfIFfLvX+U9G6waPmvnPxkVcTPzysH+IdFfRPTi4x9V9KLTcmCFJZbHl78dv8AdWsvpLRJtk0jA13AtMKavT9wade+IaK1NRlqAWpGCMHcED9c+lcC0lypzlVPzutv5I6jbtyHyfaZ75tmsbYpfnQylxQ+aHgT/AA/xrL6Wpuep42odNWZhci4XGG2iMynu4oOp8o+eDn9DVji67mL6s3TSEOy2dMa9w3zbHUxQPEW40S0SSSDk8Y+Qr6c+gFptWp7DO6pahgwzOQ/8FB8KKhtLQ2hSyMdz5xzV8ylOqltxS32a6/7fYjp2JRbXgiOjn0GtYNgyOo11jxrfP8ADVIgtAqdGxxKwknOOduDx2Nfb8u4W3TVlckPKEeDbo5XgchDSByP0ArslXyqD6g2t++aIvtqiyjHfk299tpwAHC9h29+O+KhXa7Z7sirJyua5ux8t2n/APiAT7/rS4W61aPZRp2C1IfS+4FF19DQJzxgDIScfrX1no7W1k1vp+HqSwS0vxZbYWnBG5OfQj0NfjlpnqJriK5rNm43Xcuz22Q2seA2nC94aB4SPxKFZWiuvXVDQehJuqbHqmXGnSZzUOOQRtCkgFY2kbe3yqas0q+U/wB00l0X8T2nj4818vQ/YTWGtrRonT8zUd6dCI0NpThAPmWr8KEj1JOAPzr4r6cXW5ah6g9QdWSI7iEzriUDfwo+o4r5wvPVnqdru7aGiaq1XcJz7zT15lAvFKRHCshJSPL5UsrPbsqvqXoRpq8xtAxZ12kuvzLkpUtZWrOEqOUAe3lIqA1ymeLQlN7t9v4/7G/p2PXXLdo2vMUtWj4W9BG91SufTJV/7v8AOoIZ96sOqUqjNQ7SSQWWQSn2z/17qr+PnXSuDMedOlQc136lG162NuZLl8GJfoX1nZ5tu2bviozzOPfcgjFYH0fny10DscaWrzWi6SobgxkBKVHHl7H8jxz2FT3fmqn0faestl6jaJdVIdNpuab4ypxtQ8ZlwhTiknHIyVgEZyQa0+PaJXYEeXwzb4dly2OJtTSkqQ6L21ZopfTJil9ZUsI2JSpSAceuSk1JW2Ta/gV3JUtXxZHhNITwg8N7vn6e/pVX0xqEWK9IcVE3uS0eAiJHfS6vDgyhBOc53BxR+RzXRsy7PLeiy2UtqYcUl2ORvUhIC1cbc5+yW6sfNsVyKyEZVuD8lwnHmsInq30g0N1oVbTraC8/9VrC45adLZHPIyPQgYPyqT1RNZtjGnLTHUhmPHlMsx0qZW5t2jw2xlCknACkgkkj1OcYJ26OsvFpxZ+Rqva1fk3Oz+DGlT2HUPNqQ5CWEvDKgk4JBG3Cjnjtn1xUViZtnqV03S3guy9tzaljpx5kRkLUqLJb2LtbLjPfTaJz6pkGzQfBTIBJWEuIUCFEjgqQRlR9OKm70xcnb3/Sh9+G+8tTa7ZKmRk7LU4nIwoJ8y96XyjG7ygEjBUTVOmaolWJpGtJEfU4h3JkMSLMxAQt9l0dnFJCshaRxzjHqO1YTDeo+n60WfRVhn6ptl3vAkTX50tP9XLqlJdCcjyJb8NJCecbyDgirP6G8lJPr/zdb+DUWxdLXp+RcnExrXPVGtoliXOD4VJZkuocTvaS2+T4YIzjbwO45ANbTZucePHZixktNMsIS2222nalCQMBKR2AAHAFaj011k0fqy/XXS9qvG+62cZkxlNrSUjdt+8RtJyRwCasE27l2K5HA/tUlOfb/t2/MgetV3UZXfEKq2O3bZfZntGC26GBMV9dTZpUkqM5TaWB6LecJjlr8yXEkn09qskyTI1BreZ5XEGbMbgrjleQ0phZQVAY4J8P8sYqvadiSfrVq9xYRlI0+HLtJZKw2CENkIJB/EpW0gd8t1n6Nnrl3uRcnEoeEZK5kmQ0oEKUkbAvA7hxfiKB+eMZBqzYdPxF1UE+raRqXv04Tm+yR7Xo7rvNV+1JcP8A7VYfoaZUVKUs5Kjkk+tDz7V32iPJBL2OZTlzycjV8S2pi/TC0fdJCNrN2sUqBn9ohLg//HJ/jXY2G4tRWBd5rzsRrcG0fGqW42hpe9W1GfsxgcD8++K9epoesmsunvUBtavCsN78KSAgqAZfCQScDgbm0p59VCrvqew2+3apujjSFlbjwkNNNRtxXHeHKlK5xgHAGPeuU8XfJqL+5f8ARLIyxYxT7ET1P0OzpPXV1+qnHnEufD3BAdcU64ve0+FHcoknzMJHfHmGMVp7VFgaRfZfhI3JKgrcBjOQD/vr6Nu2mHZFks2s48+TcpT6DbrgpzAAcbWMBIA4BcbKc+qVDtmqDqLSyXNrrSMhtASv3QPTPy7/AK496qF1nLu14LBhT5Xynxv9KSwOePYNbNs5dkRxaJ7mOVuxwAyo/LwC0j82zVr6Im3dX+jVx6b3OSGrlb0ONMrRgulhZDjRCSRvDbzbeUjnaoitx6/6bI1xom6aRCWw/LSl6EtasBEpsnZk+gIUsZ7ZI7d6+Qb50s1/01uKFXq03C0SG1nwZKQUoWR6tupO1Y+aSau2l6nTqOHGtySnB9P0I7Ioddj3LJI+iP1XbvwtrCba/byrKrkJGGm0/vpI3JV6bcHnjJq79T4UXoh0L/oHb72l64XJ4srIHhvOrdUFPObCSQhLTXhDdjIfVjgk1UmeuvVlqwqsC7+l5JTsRLcZQqU2n2DmM/qcq+dQGk+jvUjqxPVItlvnXIleJNymr2MNn03vuYTn93OT6A1JfETk1PLmlGP8zwVbf0It/wBFvTZbtGoNbPMJUt1v6ph57JUsZcV+YG3HYg1vnp7bZFu1Cm4R0+GthvxmF+nxDa0Otg+hB8JXf2qW0r04g6C0daNHQVNSVQW1LlymgQh+Qs5WoAgHHoMgcY4FTkS0vwbe6pkFkuHx0Ag71rQB4R24zwohJHqJSMVSc7U4ajnzlHsuxLQh8PjKMu5P6xmW/Vekm7zcfhFXO6XaYp15plPjojDKG/TnjCfY/rxZtPW9m2dOdMxmVKPM9fmbDfBkr2naOB5QKjtXxbHBlW216bbjSG7RbW2XlJG7xNpyFKHqQ5wedwJ9asl0YRbUwLMlIBtsJmM5g8eKE7l4/wBJRNWThOqV2fzLtHuVrXbYwxeT37GDSgpXUyjilKUB0pSlZgUpSgFKUoBSlKA70pSsDAUpSgFKUoBSlKAUpSgFDSlAdSkkCoHpqzEtWpdQ9MFIEZm5D63sxCAlCXwclKT+eOPnVgqD1PZ7hPYj3CwvBi7W55MmI5jupPJRkcgKGRnnGc4OKr3Emm/tLDcIr5l1RK6RlrEyE5Po+hNWi8XK2SEy1SyzMcUpRWhX2uwLSl8K9ipLYIHu186tkyPbdE3WHPjsNzINwQX4ge5w8RnCT6KKsEVQr5KZuVtPUe0RFNhxSmLnE8UJNvuIOFKcB5KMDIHI5PHmArL0HqTT12kmJqvxXIimvDLe/wD4A4ePGSO4T7nunjIx24q6Z1ycZd0X+Ut1uux43ePHedVOZYbKl+d0JTgEnnekfsnvj0OR6cRPjQgMkD9BU3dESoipk2Oldxs7cgssXZogtOkAZ3bNykqBOCvCkKPcAioWXAt8pXjyHPhy6olDrakDI9chSktL9Ozuf3R6xt+G3Lmib1WRKUVFmvbL08VDv1zvarm2p25wYkQNIZPC2kjPmJ57K9Klen+h4OiEXhC7kiZ9azfjMoaKPD+/5eSc/e78du1bE0PbFredtFutj0q6LcXLTc9gCGWtmwtjCu5+9375HtmM1FEiruSmHIC4syG0mGtlmSkofWgAeLlsLWjP4klGMfirdueRdTySl0f+nY84TjGzohAiN3KQ8xEirc8BsvOKA4Qgdya7otq58gW22sOKUhO9RbGVNt70eI6T+75Vf3kN9tpppOTeZV6RY9IOsrnPtuIWUnay2jnxCtaSpISM+hWSe2z0kZd2OixdNI2Z2POlXDLqpjSQl10IbO9lCTkIaThRyPvEqA7qKcMfFVLUvJ8tyZWfL4Pa+y4F7ukG16eiqbjR4yIsVvbtKznyJxnkFZyT/jU1f1IjmJZUKCk2pnwFEdluk5cX+qif4VHaRtps1mRqe7x1fWTzWIgWvJJKcGRjGU59B+teRUpZKlKJJ5JPrXT+DtJmnLNs89v7lM1/NjPbHrf5Otc1xSuglYKR1QZdtjVq15BaV8Vp2Yh5akt7lfDq8rn5YBC8/uCr/fFRbjIgX+2ul6FekfGR0g5wVj7ZAHoSskn8xWMtCHW1NOoC0LBSpKhkKHsarmkAbGJnTG/TvDiTFF3Ts/ftCDgjwSruAQAg474BrnHGukSlJZtf4Za+Hszmi8affujZjH1hqu3tWeEkPOabZQ4lQVl6QyrO3Z+8hTYx+8hNRHhDcCTnHv8AyA+WMbR88e9VuzahuWkrs3ag+uPdGFONBbrWGUPYz4KhkktbRuJ/CcEkDObhHgw52nX9SRrjultOrfvENwgKiOKOVIQAPMj2A7jkEGueOLkuvcsa+RlbulliPLXLhjd6rQByB6kf7xwc1rXqX09idSNHztLMNj61tyl3OzDHOQPtmB8l53Aeh/nuLTrluujxefmttW5uK68pfjbSXQUbEkqIxnIPm2KOPvLByMCXJxJblPsbFsK8Rl/wSr8juKUpP/3VQ+deVFUsS71q2bErnOO0j5vZ6Uu9R7P0e0wpkiMxb5zkt0cBLCJjilk+2RxX0BcdkqQmNbWCzbLe0iLHBTgJQkYAA9Tx2q4SVaStFjiz9MQ1IlTGnUeGgKIjpW8px0AhpxIBcJyCnBA9BzVTXPaZbW+68ghBytRX5Mj8KOSP0Bzx/ZHkVsZc7M7ljN9EeUJ7dl1My5ae/o7IXb5EZByneQVb/vpT5vmDj09UgDhIFZFrlM6aguaqmxHkLnxXI8R4jDjMY/2jgH4SoJCUn3xzya4iQV362SrzqW4uwbdBSqNHjvBSH5DyME7kq+40kkDJ5XknCBtQYqLdrx1L1Nic/ttUGOlDjqGw2lpacEOJScg4PAbKud4J47elNXTaHfwYyl5l2JqwIdg2F27zI7DMmWFNtpQnBbWo/bpB7lsKylPyBxxio/OTk1n3Oaw+pESAyWYMVIajNZzsbHYfP1/j61gV2bh7TP2ZhRrktpPqyganlfFXuSfQ9U9yK8p0Ni4Qn4MlGWpDa2lj3SpJBH8DXqO5rt/GrBKPMtiPi+WSkvBQvoyzXdK6pu/Sa8kq2KK4e7gLa/CofIj1+Vbi1RoS3ahs1z01c2Q7FnR1xn0FOQpCh/iO4PuK1Hr3Td0dlRNZ6ZwL1anA5sTwuQ3kZSD2Ch94ZB7Eetb96f60tfUvSDOpLatPxjI8Kax+JDoAz+h7j5H0IIHBeKdHs0/OlZDtvujo+BqUczHjLfr2f5PgPqzobRfS2bCvD+m7vJn6RkNRC8ZRbKo3HgPjHdOcp+ROPWvrf6IM+yQ7XqHTNlaS3GcnJvVvQF5CokppC0kHHcK3JI9CKt+u+mWjeotsXbdRW7elxtTK1IO1ZQrunP8AAj2IB9K+X3zK+j9c5GntO6fvDd604w4uxOTbwlyPdbeVFTiMJYQMoUrPh5BSFLIOMZ+0537SoUHvzr3fj9X/AM3NicVytLyffQPHbtVT6o61tmgun991VdnQ2xAhuLznBK8YSB/pEV892f6d9gRpG1ah1Lo2c27cXlRVqhupdaafSQClwqwUZzkAA5AOM4rTvUr6Tuteo9x11ovUOkrU1bLPBkhu3OuOufatupSd60qRv7n8Ix6VnjYl7muZdE+v6NGnGlxfU0Bb+oLj+jddalVp3TzT06RGjNK+q2V71uyA8oL3JO/ytHv6gHg1mfXN4nQtF6SgWDTodualTpTQssYJBccwhQATwdiUnIGce1XSwIvE/R2nLbaenlnZXqG8+I+U2x51DLbICQs71KxnxiQfka2zoPTXVLXN4m3SHpyPp+I9J+CtHxtmZQqDCQdviErbJKtoASBnnOcDFTuVqMKIuSS23fn9EbEa+hHdDNMXnXeq7zdm4cRi0MSEW6EtqGhIRGawHlJwBkLxj2w4o+lfXlksbMRaVuNJQxFRkADjFZemNOwLJbotntsZlHhoCVqaYbZDivVWxCQkZPPFdOoF+atsFOnbar+syE5f5+6OMDHz5qsYWJZxDnqK+jdfwMM7N+Eo+5Rb1cvrG4vSwfItWE/kABn9awe1cH/Cua71i0wx6o0wWyitjnNs5Tm5y7s7/rVSk3A6M6o6f1bMTm0XRC7Bd1YISG3f7NSj7JUoj/Sq3VH3u1RL3bX7VORuZkoKF44UM+qT6Eeh98VqavhLUMSdDXft+T3wMz4S9TfYw57TGmr1Ns8uY6ZbT+QtIwEoyFNuk+pOB+mR86t14mT9VNua3hWtxqNDCYcxYVuUl5JH2gRjkJJ/VOffmnwXbvqGw/AONtvaz0vHLBU+1u+sIGOH084Kwn5k5JzWNozXepbI3Mk223OTiofDriyHQGZq8EhGcbQ8AOByMKKTzgHgl+JZRZKi5bNM6bCyN9asrLVdbHck2mPdnGvDZe3hgHu4AMj9D+E+o9sVUV3MNnatKkK9Qr0q1Xi0ybdpGHqqDqD61srbO13cRuiKP4dhPmSCPunCh7mqtMft12typpjR5iE+VQU4oAkdwVgZSk5Vw4lBAx5ziobMwXKz5DZpv2jtLqRNr05CgT7nq+MxLU9LCYUh5bivB9FAAZxnkHisDTemLPpW73i/W1+W9MvYjpkF54lCEtIKAEJ7DIPOc8itsagt8+0Rkv322fEsXJpaWWIKfEajyXE58TalOTsScZwSa10mz+D9ndLkhO7gJQkJyfbDikL/AIJJ+VemQ8mqThCW6kkn/L+x9o9JxbaOlshWKzT5d1tdoixptwwJUhllKXXwCSAtWPNyQefarVabzabXa7ou9RzKffQ0xHcZG5SF7vuITwOVHv3JyPwioKKw01JatjDDzkx9QDcNltTjy0+4BwR/pBsYzyRUpFFgt2mXtT6puQj33xlJhwmVbhbNrmEqf2jl08+XjGQkJABI2MOiT/e37uXh/Yxukv8AKZd+F00RapFmckMrnX7w5EtDSvtmFJz4LRPfy7ifYlO0d6l7ZttmlGXWmW2ZV2KXU+GMfYJ4Qcem4hS8fvfOq5pC2ztbXF7U17uhdtCGCqcpSMrPmyGACMFxaglWQeAO/bNmus925TVy3cJ3HCW0/dbSOyQK6DwbpcsnI+Lmvlh2KtxBnKqtY8Pql3MKuQaHvXFdVKUReq9PM6p05Psb5UBJa8mD2Wk5Sf0UAay9MXd7UvTq23fcuPdLVizXZoKIUkDIRuPcJznmstJ5qEExvQ+oHtQvxFO6fujYj31hsgBCeyXwD3I9R7c8AGqXxlpXxuMrql80f6Fg0HN9Gx1T7PsXDSiot2mf0Zn3FQgSytGGV+VUvbhCs+ykp7eqkmvZ6V9WwLhpGVGZccU8RMWUYcI9PN/Ep9ifXNUG/qd0LOZgtIWth1IfjTW3PLMjE7kFAxhOxIKic8H3CuLXbrrpK5aMW1Mu3wV4jgrYuMgBCZYUTtQ4VEAKPqlRHACgSM1ylQ3jysum/wA3MV+fFiwV4CApB+6rtnHcfIg5BHuKwXnoUmI7b5kZqXEeGHI8lAcaV+aTwal5ybjb1tQtQ2iRb3ZjaVpaeKSF+XslWQlfp3UlYyE+b1gptthPExhIdhvJABaKklBPrhLqm1D8khQ/eNRjxJ1zUqnszdjfHb5io/5Fejbty+vnNJELRyYyX1CMV+60+n90YFXZM23NRW7fCYZixGRhphhIQ2gfJI4FWy0tqf0mm72+wBu224s+PGlSEIVMUygNqWtfKRuJKuQQe+RVJdZtW9c0bkxkjxFF50bE+ycjCCeRzvUcZOw9q3bqsi/ZWWto8a7U93FbEtHgKk2pN3UwtEFa1NoeKfKtSThWPcA8Z9+KkdLtRodzZ1XPieJa4inUNLWkFKp4A8NKh22hKnVHA4IA/AK66ahXHU9kkuyLgLbpqG6oLdeGVOyM+ZDSTg5Jz5sD5IHNR0vUV61K3ZrPbrNGFsgvptnwsd/7PeADsKhz5kFZU7yAQcd1Y9acZUdY+Twttc+5MaRQ1NuJv8hpPgw1Gatak53Ef2aT7rUSCoV7ynVypTst5RU68dy1H1NZL0dnT8FvT1vkeKlIDk17bjxnvYfuj0zz71hE+tdh4S0yWBjK2f1T67fYoet5nxNyjHtHsda4rkiuKt5DilKV9ApSlAKUpQClKUApSlAd6UpWBgKUpQClKUApSlAKUpQClKUArg471zSvIEelhyy3CTfrXGQ+JDBbuFuUPsZzQ7bh+2BwFdzwPQYrmqNPzWbY1edFJfftTa1urYabHxVuUoYWXgPMpIGcdx+dXI16QHXbdOTcITq2XkpKCpCsbgfQjsocdiCKp2t8MRy5PIxntLyvDLDputSx0q7lvFFT0p1Iv2lLYuAhEYxXYrUmQ0horix3XgSArAJSsgEqHbP51Isz+nj2jnFRIdzt18jx3Pt7e4p5mQ7hXORweSBjuM1aJNr0LqTf9cQFWmU95nH4Cilt1eCN6mTlG7nOQO/NRlz6ORro825bLxAcLLQQxtyytACVBJwQTkEg+vb0rn2ZgZWJLlura++3T+JaKM7HyFzQn/MjZdst1g0wi82vrAsXUx297KWElYUrG5Pk83fjt6Vi6oh6Jt0K3y0agu97mNy2JMkynPBjPNpIUtCjwPNwMZOe3rVne6T3VcpTiXnUxwkhlhd0WpCRsCQpSgeTkKV2wc47cVH23pRaLK0/9a32CFSmlMuhlPxDikKKCQOQE4LYwSDjcT8xpVV22y5a4Nv7Jnq8mmHeRWtUdRJGpYzD+kLBGhw7a4IzKGE+E3vWnj2UvA59U9qmNK6BRbFjVWrA6pxwB2LDdOH3MoHLqfwhKivjkELGe1T9tZ0rpYhelLORLRwmbLSFup/u9ko/0Ug/OvJ952Q6XnnVKWruVHNXbReEr72r8xcsfbyyB1DXIxi68d7v3O0+4Sri+XpLm7HCBjhKfQVj/wDbtXeua6TCEaIqEFsl2RUZylOTlLueX61xSlZH05HesO62qJdoioktBI+82sHCm1jstJ9CKzK4PNY2Vwug67FumZQnKuSlHuQrzr99I09ebgiFfgz8HDvi0gtTWP8AiHCeA7kHB/LkZqtXC5zNIfC2u+NTlTW/DW4AS2qMrOQhBP8AaJ45zxir29FjTY7kWYwh5l0YWhQyDjtn9cH8wKz48mO7Abst8gt3a3tBQZakKPiRx7Nu/eGMdlbh34rm2r8JW0SduJ80fbyWzB16ua5L+j9zAufUe3a2ZtLL8ApdU6w4/crYAmQ3GPJBaPnCVZxkDHqO1d7tG0si72uDYNaRFsz3P6wZ8QLcbQBn7+OD371nz+n2jr6w4iBeUsLkpjoUxOQMpSxktoQtOAEAqOQBz2Prno50r1Y18Omx6ndisNoSg/D3Rza5jv6gDOfQcVTLqrKJctkGn90TMMmmz6ZGHOtFkZ1DAtL/AFAiuQ1ocdWuBbsupIIACVg4Gee/J9M4NeDuqtG6Iv0q62eKqeoRUoaVPUXX0vbh5g1+AHkbjjnFZ0zpZdZcFuHfdWqdKVqU6uVcnVbgQnCAORwQo+/m78V6R9KaD04mYGkruLksKS7GaR4DGCQcHusjIz5VJr2xsDJypctNbf326fxPO3LpqXNKRTI0TU/UO8XV25+LbWW5BVIUQfDdWlTjat6wMZASkoQM8HirutyPFjC329ADQA8ZzGC8sADcfTsBXpMvMqe2lgpaZjtZDbLKAhCQSTwB688nue5rDro+gcMLB2vy+svC9ir6prEshejStonnwa5rge9c1cPJAilKV6GZwRxUCwzftE6nGttF4K3Ti424Ha3LSPVI7Bffn179ySZ+uD2qP1HTadTpdNy/2NvDzbMKfNX+v3Nlae1FZNe2oXawv7ZQH28RXDjavUKHpUfeLZbrqlti72yPKUwrc34ze4oPyrXpj+BNRc4DzkKc392SxgOY9jkFKh8lAj5Z5q22nqFcHG0w9WWqNPCAEolRU7VkfvIUcg+5C8EngDtXK9S4SzMOxypXNH3RbcTWaMjZN7P2ZUb70Xs04zm7PNas8acCv4dmIgpbf/C8D33A/wARkVV5vRHWs+4TpB6iusKn24RXPDYUNr6Qne6OO6iCoj3J5rdTd10TPdxEvUiKr0D6FBtP5FQH+0a9BG0s24HE6zZJJWVbEpGdwwfxk9sDt6Z781DV05dXdMkZZMZdigaZ6RwLM227dr3OuwcgtRfDdOxKQle4qGO5UeCTyRWzbVDW8Ew7fHCGmxgDOEoH5/pUf9daLt+Nvxs/wEpQAtJQAAMAchJ9PQkVF3PXVzmMiLBaagsDPlaHP5Z7fyz8638ThvM1Kzdx2i/LNPK1WvHju319i1XzVNt0qwqJEcS/cXk43JOCitZuuuvvLffcU444oqJUea83VF1RWoqKj3JOc1ykYrqeiaHTo9XJFfN5fkp+bnTy580jqB6+9MflXNKmzRHcVx8q5HalDExnoqy+1OhSVxJ0ZQUxIR3QfYj1B9RULqzR0jVQXdNNJWxMYcEi4WZhWQsKIDkmMPVRRnjg/lViPFcAFLqHkqWhbSgtCkKKVJPyI5/7H3NVnW+G6dU/ew+Wa8k1purzwukusTWNs1VPYflztsqNCtckSFlTgClJJwhuQn/OK2gFWAVdqud21ppTqFdbO5PsC7egvuOTrtailRU2EqSlCkjzAFWM57Y9c1arhH0rq5QOsbVmZjAuMTDb2fQqAG1WPTIqCu/RWzXlxk2y+wpDceMmLHQ8gMLabSlwJSMZydzu4+5SO3Oea5mk5OC360Ht7rqXCnVcXKjzRlsec5jTcy/2uywur0h6C426+pcxoLLG3gDd2GfZX6VhO27RVt1eIs7Xt1vNkTbw859XMYC3ispCCUcYwN2BzhQz6VPt9J9SsMliFOnRkBttpARd3DgJHmz5wCVHntgegqJunRL4/Bv91joQhhltxUuat5zxEpcClgHP3lLBwCAnYkD1NRkIerJRjXu/w/7Hu7al/mIlHUay6Qu9wY6f2huP9duNstveJ4zrByEFSl/dbAUrkZyK8tE6avOsZEm83tK7fFjynVOTTy1sKShxsJP9o4VBS9/qFA+pNW+HpLQFmisRJDC78Y2S2hweDGCj6+GCSrt2Uoj5VI3G7S7qrDyktsp8rTDSdrbSf2UgdhVs0vhXIypKV65IffuQ+frlNEXGh7yOsl6DFhsWWyRhHt0RAQhI7uEd1qPqTWJiudtNvzrp2Li1YdSqqWyRTbbp3zdlj3bOKUpWyeYrgpbW2pt5G5Ku4zXNK+NJ9GE9iJEa2wbWNL3xlcuxvu/1V4I3u2lw+qR6tE90/hx7dqxfLDqe2ahTGuD0abbZ6sCesZhPNHso+iClI4Ayc4q+ce1ZdomKtUZ6Ghpt6JIKi5FfG9hefdB/nggn1rn+tcISsk78L+H+5aNO1zkiq8hfqVOR1Ll3a122x6rb+MguOImJTNG1x6PkhCkOHjBwcbjkg1n3QdOr/dbXHsU+/wCm2pTrnxjikEsMoSgkYKuOTjmrArSPT+7TG5sV6TapbRQWWHsyGAUBQQMK8wSnecJHA44rCtfRuNDm/Ht3OFPCiVLT8R4S1qKXB5gADnKwSM/gTVDuxb8WXJbW0/uiwQy6besZfwI9+22OJfIdjY6qXWVZnWHXpAZbzhwEAIVt7Z5/hWCrVehNF6odvFqti7gw5EbjxfrRxTjxklwY2MffOSoDOPb3qXf6LyVxm27pdWFFLiFl56YRlKWwkowcggq3KPzViveN0+0RbYrEe63P4tMVSlttREbPMrZklZz6oSeMdqU41+TLkqrbf2TFmXj0x3snsv6lDlTtUa11AkRbdJc+t2xLcDCwVDxEpU2SBw2kYwR3wPTNXuxaehaEg/DxHG3rq8CH5LS8oZSSSW2v3SVKJPfsPQVILukaBBFo05Aj22EOChlJ3L+alEkk/OsFJzzir9oXCsqZLIzF18L+5WtQ131Iuqjt7nGM0rj1rmr8lsVzfc6UpSvQClKUApSlAKUpQClKUApSlAd6UpWBgKUpQClKUApSlAKUpQClKUApSlAKUzT9KbAVxxXNKwnXGf1I+ptdjsJDw4Dyx+proSpSskk/nTj0p27ViqYR+lJDeT7nFcVziuKyMjnPGK4pSgFKUoBSlKA7kZpSmflWJgBx2rul55GdjixnvhWK6ZFKwlXCX1JM+7sElRyrnPqaUpmvsYRj9K2G7YwKUyKV7nwUPalD2oBSlKGYpSlAK4OKZFc0G5wRnhXP515oZab5aaQg+4TXrgUwK8/Sr7tLc+88/c4GPeivSuMk0wa9YxUex839xmuKUrICuR3riuR3oDsO1KDtSsDAUxSlAKAkHgkUpXzZMbtdjuJDyOEvKH610KiokqOT86YpwKwjXCP0xX8D7zSfdjHNDTNccmvQ+dzmlKUMxSlKAUpSgFKUoBj2rjc4n7jike+DXNPWsJVxn9SG7XY4Ut5Yw48tQ+ZokDGO9c4Hc1xSNcYfStj5zSl3OcD2pjmmRSsz6KUpQHSlKVmBSlKAUpSgFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAUpXGaAetKwLteY1pSwlxDj0iW6GI0dobnH3D2Qkep/ljJPavd26Q9HfDPalZbumpC4hIh4Kolo8RQCFSDnzqGQeRjvULqet1aZun1l7Elg6bZmPddizWTRtyvLSZqlohwDjMx/yNgEAhQJwCDk9j6VnzoHS6yxyLpqV+W63kKXFSdmQCSnefKSADxmtOTNfar1HNN51VKV8KjxWiHjhhBAUhYbQnAUAcKTgD75BNT9z0JdtP6TN5uMNsW9bjb7ip0lLQUFDbuCU4UMJVjBJFUHK4ozshvlfKWKnQ4V/wCJ1NjPXHpY1NcgC0XUutbt48ZrjCAs/i/ZUD+uO/FYkNHTK+IUi26hkwHE5UTJb8RCeASFKQSE43Jzk481VTU1j0XZzHLGtLY/LefSw4EyHF7UEYKickgAJHrXjcdDNWu4wrVpi8RLgm+l2K2mFLwsDalSyQvcnbhtOcAHCcZrVo4g1CmW/PubEtJxpx5di0XXSdwtyPi2FtXGAeUy4Sw8gj34NQdV5UrWXTC9MxHJMiK2zGHilCPPIbSpW5amlfeBPHsAOOatdg1FYuoRbgAw7Vqb4ZEhcRK8MyUqGQUfsrxklOM5796t+l8UxyZelkrZ+GQedosqYuynqjEpXZ5t6O8th9oocQcKSa61cE91uQQpSlAKUrmgAru006+4liO0t15X3WkDK1/3R3UfkOaj4bj+o578KxSWERLeFKut0eSfh4SP2c/idODhA9ufSoS6dUXrG47Y+mcKUlp7h+8PJ3TJhPYpz9xB83Ixj5VWdW4lo0/euv5pfyJrB0WzK62dDaP9ELdaG0S9YakiWhHJ8F1Y8Qj32A7h+RANeTuoOjtvkuRESLlPeGOAEo2/ospI9+3YZrT7Wn7tcr/OWgSnI13LltQ0o+K674obJbccXlCFpU2cE88mrHe+mE21322J1PNtbKLk6WnnDOcLzRCRt3bCArgY4AxVNu4kzr5bqW34JuvRMWHSXUvL2oOlT7jrbka7w/g0rW+oraUEgFIJO1Z4BUP412i2LTF9YD2ltZwpTrisNxHwph1XyTvxv7egPp71QLjoDTburYlntusLW/8AWkZ5x2U5LeGFpWDsIC+QTj19K8rp0v1VAuMe02116a1a2UPeE2UuxnGA6Fbdw86dwxyqvtPEefRLm59zOei40o8sehbJtsuNtdWxPhusLQdpC045wD/vrG5FVnSnUvVtjS3YdbRE3G1pQt0Nv8qQ0Cnhlfc434Sg8HZkD1q6SYcKRETebFKEu2vEhKx95tXqlQ9CKuukcR1ahtXPZSK7qGkWYXzd4+5hUPanYUParKQwpSlDMVwfyrk1GybwhN1jaetrCp13nf8ABobZwVD9tSuyEYySo8cepwD45F8MaDsseyPSmqd81CC6kiP4fM/dH5mrNa9CTpcYTbrMYtMdXCHJRCdx9gCQT8iMg1TL1rOFoFlb1sQxeNStPFh6XnMCA/g4ZbGcKXnjceagHpmr9Y6q8Vu5zZgkhDzK3kEuFPkUNrQ4wFJcT6A8jBxVE1Hi6ak68dfqWLF0H/Pcbbdb6W2fl6+SJy2ceKuOdiUgnbklRAAycZ7fOvFd66Uvxgfq+6IQ62XUrQ+yDsBKc/f/AGuKqNq0I5eZt5Vd32rShlQYmouD3hl0LwryBBACcoFYmn7Z0+u0OexcNb2mM7DlOxW2xKUA42hROQc5AKjnufWq5LXNQl/6jJJaRjrwXkWvp/ddxtWqzb3CkrQ3cGihs49PEJ25/I9yPeou86YvFkwuTG3sq+4+0d7ah8lCqtC0Xc7xpyJqi0SIzsO2rWpoQ5RcS200+l07go7lJKmslKTkjIqCsGudXaPU8+5NLltf8WStDoKmHUkbkgoOdhVkpGOcD5VL4HFeVRJRve8TXv0Ku2O1XRlwripCBLsOtrY3etMNrjTEtBcy3q5KeSCpv9pOeM+hIB574JSQoggg10LA1CnUavVpZV8nFtxJ8lq2OtcjvXFcjvW8a52HalB2oawMBXB7e9Y8+dFtkVydOfbZjsgqccWcJSB3yagkTBcre7qPVRftumXCswY0cFM26hKCSNp+63jk8ZqI1TWcfSob2Pd+Eb+Fpt2a/lWy9/7Frt0ORdpAjW9lclfZXgpK9h9leif1IFWAad07bylN71PES8tQQGGFeI4knsFBJI5OAOfetXzta6guDzmm4VvbhWJuOVJRAdKGkpWgFpxbg5WQTyDn8ua9NO6Fvl1ucBgw5q5khv4lqSs/DxsAtEjcfMo7mkqwkjnJrnubxVnZHSp8i+xZadEx61tLqzaDMrpqgSQl+fJ8DO/bsTtwSk5ysEYOAePWursXp49JNvbu8iJJCtg8b7QbvLxhOTjzp5/eT71VP6IWW16ldsl91LZ4i5cZclS23nHd53nIKVKIxuIPzya8IelLRfdXy7ZZNQ2iQ9CZblJdVIWlxwuHsBnGB4ac8EHA4qLhrmo1y5lczYWlYz6OJaLhpGW2kvWeZGurKfvKjuAqR8lJBJB/OoE7gSFDBTwQe4qCuEDVmmZMv6uVJ8aHJZDy3gMo9VBDqPL5xxwB2qXia7tGo5TtovSi3cmWUFcxTYaSpW1BV4ifwArc2hXbINWvSuL5c3JnLp7oi8zQkvmx/wCB75FK7uxHoqyh5O0+nzrqE/Or7VbG6Csg90+xWpRlCTjJbM4pSleoFKUzQA1wMrcSyjzOr4bQAVKWcgYAGSe/oOKg4V6k6qvzumtGrZechhS7nPcUBGtzaTgqcPqrgkJz6ZPpUqjX9j0U5HtujmnpRnvJRKv7yN7r6cpSssgnHlGOPYVVdY4lrwG6qusv5Ezh6LbkbTt6L2LtA6f+DGTcdT3iPaGwN3gPLHiKR77Qc5+WK7PK6UWphcqRcJ01ghWHUjahJQkqUMqI7JBJ9sVrSzQNQ6guSlvuzZ0tPiF9LeXXFpIUkE+iNyNp9Rnt3JqyQNIxXNJPzrk/FhRmUvqEWe+UvBwoKFJVsIAykYIx2qjX8UandLmUtvwTVejU19GizPu9L/EW243dIngvfDuErZ8rmAraRuJztIUMZzmuv9DLTdf/AAa1NEkPqyUxJALD+B7JXgq/Qe1VB+16RlaQTqNrUVodlustT34ypjmS6UpTj72SoYwM+1YWqNI3yyWg6hS+PDuEbwEOFYfZC3UpSnbtHlKQPKVZH8ayxuJdRrlvOW6+5lPRqJ9iXn2y4Wt8xbjEdjujulacfwPrWMD7mo20dWJtvbbtOv2PjoRcQ0ylfMhCCMhTaj2SPn7+lWW62yO001dbPKEy2SRlp9IwQfVCx+FQ9qv+k6/TqT5JdJ+xW83TbsT5n1j7kbSmRSrERx0pSlZgUpSgFKUoBSlKAUpSgFKUoDvSlKwMBSlKAUpSgFKUoBSlKAUpSgBqO1BfIOm7PKvdyXtYitlRA7qPoke5J4A9SQKkDz2qp2OPD6idVTp+WpKtOaOYE+6rBBQ6/jLbZ59M5x74PNRuq50dPxpXPv4/Jvafi/F3KHjuSenmbjpaxDqJfWmzrjULX/c2P3TZICuUgE8eKpIVknG45xgAJrrpvp3Ov86SmBJdlMTB4izKICSOTukEDzAKAwBgq7cDJFgmvRtR3pVyU2uRJkuKQIwTgtgHahrP7Jwk47AIWflVlu5c0k+qxW2fl64MJNzSk7lbuyUIP+ljH6+9cPydQtzbXbM6DXXGiPLEhtPx0P2dWjbLp6PJvakuxJ95kJSphICsEsAc7QOwAAB5PJ5gLlYZL2bPeJ8m5PRPs3FTXy6hHsQnehtB44yp04qywZsKPJYYZuLNuW4l1CXfCPnCgcZI4Sgq9T3OFD2rAvNwtLlsYjtSUSPGfMpZz52142lJ9xwCD37961MjM9Kvnfc9a480tkuhE2FjTenrqzOc+r5nghSVJUEJQdwwO0MH+Cj+dRDtis7txNzgIjrdaWXGlxlbHmCSeULSGFDjIz4bh5Pes0uwB86brfnlAqMWtzX+U2vhlHsZltlzo18RcdXIXqeA3FMRtL4QmVFSSTuZXhJUcE5SvargED3ib1pNluNO1hpKIhMDx1txXwftE8oWvA/zTyQlSUnsrOOCQVyHxbBwlfnSPRRzWXabw9AZnsxPEUxcQ0ia0BlJb3o3PD95KFkg+oHONpqTxc15MdzXnBw7k5Ce/pbaVuzZEb6/tjSDL8BWUyWsZLiR+0PxJ9MHHaogDvg1kT4P9BtWGa0nfsTuacSfLICu4V7JUjOR+1xWXf4kGPPTItSswJ7KJcb5NrGQD7Y7Y9MCurcI6zZmVvEv7x7FJ1rBjRJXVLpLuRlK5NBV0IIYquXOXedSalg9P9JFCJc0B2bNUMiDFPdzH7ZBOOeO/NZ+qNRQNJ6fnajuZV8LAZU84EjKlYHYD1J7Ae+K9el2nrjpHQJvl5Ij6n18r4+Ys8+CwrBS3+WOB64FVfivWf2Ri8q+qRN6Np3xdnqTW6XY8b7DYlWaPozQqjGstrfSQwMeLPkcn4p3OQ4jckE59MkngVMW/p2xIssrVz8xMBt1SnWSy2EqlKUSSlof5tBIwCPMoEk4zipvSNhs8+67Lg21HhBpUqUkK2oU2CAEDvwVcn90fOuzMmKm6pkP+Imyw3StiGT/AGCD9wIHp/11xqWY7pKdr7/yLsly/IvBgXq+ztQwIdlRBRYLZGcQ8mFDJbVvSM+d4J4OSCEoQpRHfHpH2tMKz3ti+T1MK8LcFNyyVF0EYO4K8VYP5hA/KrHe2Wpxu9ycadjPHYwyENkNhe8721D0VjavBwMKOPWqkm0NujClbv0qIztWlhT5H+UzdxsWFkeYwpSNMSnnHEOx0eKSrHlAT68Yhn2r0tYdsE1V2sc1cGYAEF6OQW1oznatJUtBzjuot49PavVFljOk+EtC1IxvSOcZGR/v/hXu3ZlNOJcaKm1J7FJrwjxBKL/eR2Nj4OHhnuy3p/Vka7NavjsRrxNeM2NNQlQjvpASkNlClZacCk+wJ8pBUBzHaauF70Ve40ZyIt+2y2g09Bda2LeQQfLjOC6fvBedpCDzgmpW22yA+7LYvStqER1uJUhBUVubuAk9hjPOe3ftnGa669q6CizOHxLhbYrrzjqBhx2Kjako2/e8RJKce+PZVWHDzJWxV9UuvjYi76IveuxfKd7zbGICmJdtk/E2ye2H4b4SQFIIzjnkEZ5B5HFR3pUno8LmWVzR8pxtTiGfioWw+QOj+1Sj2QoncPfJqM9K7bw5qv7UxFNv5l0ZzvU8H4G9wXZ9UdaGlKsBokHqzUyNMW9uQiE7OlynkxYcRo4U++rhKc4OBnlSucAE4PasqPaZPTe0CE4sS9U39sPX26thSTDaPIhMq52EJKjjI5zkkmonpMlGq9b3jqvdUl606dW5b7I0vGHJfIUsD3PpwcVa7cxcbpPkJLan7jLfW5tIwsyBk5I9AkZyfcprlHFWuTvvePU/lXRl00fT41Vqya6sgNKdPIK7giA9I+FjXBzJcktAts45SXMEJW9jIA9N2TnkG7W2NHi6pnROmk5NralRPBfuE5pTzkt1sAbmipYAGD3ICc5x7VkXa922VbY1ggQnkRYakqe8XhTjyeTuPqB94n5VAPXeNAcU33eHIOfuJ9Py/u9kgAe9Ui7KVKbJxwlN/KQs/SLEmVJm3Jv4mU6v7abLO9Sj64UooSPyShzHv74arFpzy/bwu/8Axifb/wBAqSenR5ivFfdUtR9Sc1jqXAG38/8AdUZ+17IPpE2vh1t3MFjTjcdLqLZKLLUtJC1QX1NOH+8pGDjn/iP1Hrb72Vp0vY7Dqh2JM8ZllH1whpBegMKzw4gbg8B6kYHIyBVfC4GOK9zdChSUujcFdlk4x/eP+HyGO1bWNq3qS5ZrY8bMeS6ox7vpC56D1JDn2u8O+BGjrXb3oqgpLoUVEhAzjw1KUnxUnPGMZGSi5z/htQWpeoLZFQzIiueBcYqFhQZXj7wI7pODjgdvSonTcy1Kmy4V/BYiTIqWWlOfdgvoUtQUkjslZCkq+aEjPIrw0rdotiuKo76FohyN7EoKGMxSRkAfi29wr1q16Jq8tNyotP5ZPqQ+pYXxVLil8y7AHdXI71l3a2uWi5yba6rKmF4Ch2Unukj8xg/rWIe9drqtjbFTj2ZQ5Llk4nb0ro46hptTji0oShJUpSjgJA7k/Ku2RiqF1Hlzb3c7J0ttDKzM1Q+W5KgMFqGggupJ9C4CGxng7zzxWtnZUMLHnfP/ACrc9cXHlk2qteTO0xFHUa4yNb6hlZ0TaXErtcMIKVXB4HCXFZwSlRORwAE7T3JqVvEd7Urr9yvbqlMvKbS0PBAciLQvCGoxHkKVI4zuxzuOe1W+5JRaRbtP2AsJtdp3QEeEPK84Mh3cPzBx8k1Laef0/Csb0/xGFyVgtRoyuQ22eS8R+aSc+yAO+K4Jm6jkaldK6x/89jolFUcepVw7Ii5HT+Fo5FsnpQxMuUZSHWbekn4NlH72AStQ9FHnPAHt46jdm6qms3O5PLVJjbkR0N7m0MBWOUgLTtyAQdzhOM/Zj1yW3fCaS1t3Y/Ee/wDpfl2Pt25PFd7jd7LAgRtr/wDXtpTJj42qQsY7d9oOcgH0qPsyZxjvHx4PZR36vuVpWnobXnREQp48l1xtobj6kFQYP+P51jOWWI9hSobTTqf88y0zx+ZR46sfIYNL11Ht2mob11vN3+rYLCUF15tpSyVKOEjakEnn+Wa4sGuLNrO0m66dv67nEQ/4Lm9pSAF4BxhWCeCK8fiblX6sovl/Bn6e72J/RTNws864IgXZmLHfbckSos1BfYlEDuElSlBeMD7+cc7OKr0/RlmvujnbizcXot5j+WZEUvxSkhwlsslHLjAyNqTnASB5SkpqXYuUY7/iFeDuSU/uYPcD9kdu+R710PxDbrEyI74T8ZwPNKPdK0gjlPcjKSMewPqBnax8z161seNkJQlszG0hcHJDTekdS3DfN2kxXVoISgDlLRWT5t2SU8cfdPqRmqbUy4ppYwpBwRXvqFhN2UrVFoiqivEFiRjgJd4Kwj+8nlP72B61kSi5dbZG1ApIL6x4MtaeUuLHZwfIgg+veui8H6y1asG7z1X9it65g88fiYd13I2lK4NdPKocY55NUbqBqW+PXOB010O2XNT39QSwvZvTEZztU+odsjsnPGck8Ag2y+3iFp6zTb3PXtYgsLfWB3ISknA+Z7frWtelzl5t2ibz1wnNFOptZvLhWdIQpSokMDK1JAyoYT2x8/yqt8R6r+z8ZpPZvoTWjYfxVnO+y8fcsF5uFg0rAY6SaQVINrYJF4uLBCJNzncpLm5Qw42hwYV5hznJ43HO6d2ayvOuxdTXdFrttrSJbkoo8MP57oi7xj+8sZVnISB6QOjLVIuEaIk22VKtcDfIeUgbzGgnPjOIPf7RaFgDuNrg9asWtNW2vWVzt8mzQvBtVrbSm1spaHiJSSE79h7knhII47nsccmutU5c8u5eeXboixWS6Xv6k1R/QCazp6xRZPxTLC2t011DgSCpSlLV4YUQSncCsg/d5GdfPi3RlkvJjRUJJKnpJGXCe6gp1eT+YigVVdQ60kQ3VQrJICHUqUHXm+UAE52oPr65V+I5PbFUyZFCGfrPUl+jQWHPMhchzzvD3bb+8v8AQeteEZep9C3PeEIf5nsbs0y904u7sxF1vtv+yhrUwlC0ed78IO6Kzx3/AB152ld6eudsgWG8yYDrdwjKYQHPFh7w4MKLRdcbKc8nD4VgcIJxjQKb7oJbiWzrVpIV+JcJ4AfrirHDbvNnZRebBPalxHBhL8VwOtEfiScHv27is5KdWzlF7Gbqg+kX1Po/UEeL1B1s7pJ1i3WedEQtSloTmPdnwr/MK3YQvIKiCCc8K3c1X9H6mu2hdQ3CyasmvzWZbjguLbuxDQaTgrkEqI2vIUpA2J7owecpxRrRqAX2MlalqYloCeQr7qk9ihXy/kcjtVtmMafv/T0tXCRs1RBno+Ke/wA7OC1YZeI/aSR4av2cKz6V7038klOuWzRoW1xcXCa3TL7dbcq2zFR94cbUAtpxP3XEHsQfyrFrF6e3pjVWkpNpQwphywAuRELUVqVG9Ubj3KT6egrJz2I7V2PSNQjqWLG1d+z/AEKFqGL8Jc4LsdaUpUuaIpSlAKUpQClKUApSlAKUpQHelKVgYClKUApSlAKUpQClKUAp60oaAwL3dG7HZrheXWluot8V2WptHdQbSVED5mqr0hVOtvRRGrZ8gm5a7ubk59x8kK8BJJ8NSkgnaRxwAPyrF+kBNkQOkGo3ITyG5LzTMVBUcZDryEKH6pUak7hckadsWldPu3NcL6t02wQn4YuoW85g7VY+7lJ7njmqFxpfJVQpj5Lbw3TzKUy56PiRJtsvOp5a5MC22eOqW2tDxJTIUFBtAUe+xKUrH/L/ADquvXlxIdmTXFOrO5ch5w5UpWMEe2SMIz6BXyrOk25yH0qj3wz3m27vePAkxwctPMw/ESQU/lGOfyHtzrLWN3XFjIQggIeWoNj9oIPP8SUn9K5rZXyroWumPqT5WWEagtTtrmX273CX4rLyi5HiRw6tLWEkOAbkjbkkEDsAOMEVH2jWOjdSOuQtN36U/cEp3txpUUMF8eqUK3qBV28pxn05wDSYF1cDinGJbMfwEKfcfeVtbabAG4rJ42/I9yQBXz/1D1zYXdVruXT96SxFaWl1LgHhp+IB8ymx32dsZwe/Ar2w9FWbFyaPW1umXLE+w494srNrmXK93SXFMRwBTLEQPr8PaD4h86cJySPUjGTjNRbXUvpjJcDMbWUpC1fik27w0D9Q4o/yrWvTHq831GbbjyH0t6xjoOEJRhu5Ne4HYObeVIz5gMj1FdLporp1c1OpZVeLXJXkEMKDzTS/bYdp25I7ZI5wD2OEtIqofp3x2fv7nyFlsuxtt65AtNSI8hqTEfz4Uhle5Dn5eo/IgGpXRetpFnuD7TK0PGTHdZSHBk4WUgpSew5CT2wEeNgZVmvmvpnedRaS6gSOlV+ktvRboSI4B3NqdKd7TyDx5VJ5z6/pWwrZd1P3KK3HVh1x5LY/uKOxY/VKiKWaZ+z7d/c9ocmRBpm9o7C7jpSRekXByRcbVN2s+OslCo6zujgZJ4ScZScj07cVK2O5uX3QTJkPJVKtU9R9MqYkp8YFWAMHepwYA4AAqkaCYj364XOBPeDRlWRcuNlZR4LwXvTkdshIGM9qnumvxrsS9rbjeHBuUJbkNYA2rbjSl898kgPYyQOCMZ71O8P3SxtQrlHy9iB1ShXYk9/Bn0oe9K7Ic+NfdRo6tY6t0Z0pYccBv10TIlpLaVtrisHftWFA8FwM/pmt5aiaZlXiSnC0MRNsOG0DwUoSQUq908H+Naj6bQ13P6WqZsnLrFm0uHmm1fdbfccWPL7cIB/+FbmlMvksFKt5cw7z7OLByPQjg4IOK4xxxkvI1H0d+iL1o0PRxkjpNbiJ0vBYeS05NlumS8Wz5tmCAyD3APkb78biRWAxEk+CotrW0VnIWk4Ufdfy3EkjGBgj2qy36Hby9cZTZajOwWiqIyRkOrSgqSM+/iJRgfu/OuibehptDTZ2obSEpGOwHpVC1OU6Y7LZN9tiaokn09u5BOtSXfH+IlLcMtLaH9w+/sBCSfTODyfXAz2qrwHokHUP9CmLZctwbclCUpsuMc5UQpwnKSTnCeR3q3q08uBdJGoxOnyQIy0fBBX2ajhJB2+qvIQO33jWqdYdf7padBXnVdv6c3mO9annmQibG2of8NOd6D6oPbdjg+9aWJp92oScF8ye3d7bNmy8hVlls0jQcrU90ttgkW5y/JbS9MQhsmR4KCpKVZIxtCypPGBncfXJ76WmW7VVwm3C3w7tHetyvhHG5ba2mFq/bbGQHBx94jg+g7185O/SmuFg0Db+q9t6TRWLzd5PwM1exSQ8kOLVkK9jjjjlQJ9Ofo/TfUiXqC82nTx0Xe2Pri3pmfFeBmPFKkFRS4rjb2wPc1J6hoF2JFykubdcqbae3Kuv6ex8jmKT2TJ6TZA+34Za2+oPsfQ/9vQketVZq5yNOLXfGmk/E21t15okElC0IJKCB95BSVg9iSpIzkA1dYtmm6d0/wDDSJ027PDakOqSFLTnCSQB6ZyrH516luyRJAud2+FdtDMBQXKZ3KbW6lQWVHjCjlB4B/xrw0Opwk4p/KjzyLedIgp9ulab1Kp+BJQ+YzrUiOtCUpb2bdwUEpGSnw1hGOw8P0zXTU0RmHfZSYyMMvqEho+pQsAjn9TWS7AYbh2qSuctslL9pCFuBIQlh1aUpJPcEH8zivPUL7k6LZ7is53wvh8+5ZWpB/wrqXBORKGXOpfSypcQQ5qo2PuuhCelVPqtqNelend9vDIWp5MUssJQcKLrpDaCOPRS0njmrYa1F9IYt3KPovSQdUl296ohtlKc+dpAUVDtj7ymz3B449a6XnXPHx52LwmV3Cq9bIhHxuXrTzNu0D0x0Zol1lLi/gRcpo8QIcLzgBSsqzyQef0q1aWvs/TFqm6gFrckKmIbtcKa6seWQsrU7uzxhKihBIHPhJ9qqfUObIe17MtDEQqhvSWLYVuRlqSFNp2gBeNoPckfMVman1M/K0zo3S4s8+2+Il+5SBKb2hxTrqkIUn3yt4q/JafeuHW73Wytn3bOjxr2ioItU+Jp57TlmRBlJmzlvtrlJadAcdSpeVNqCsjcfRQwCoAGte6uV9XavuNtiJeZbbeOfi1ALQj7ylLxkBKQrvk8Y9wKhLr1Hk6YkPs2mLEC7jFLbzrje5YQSQkJPptIJHzNUu4X9vUVpvFnv1zltuXpluObgzy40EknaR6oV5M4IICBWnZRVbKKn0Rt1UWRi5GXdevWm7VcXLbYLCL8lpW0vvLdShz5oQyUkDv3Uc8cCs6w9XtG6sdTEUBY7ifKhl90qYcUeyd5G5B+asg/LHMZoGxztNWtuzdPLU9d5QQkT7pHhKW5IWc+VIKcpQMDHb1qI1zp22arffjasgP2u9DyCc3H8IpV6B1tI8yf3h5u/etieFhzl6a7e/gyUbl1Zs95+5RWi+7DeQwOS+4khpI/aK8bcfME59M1g27WWntVW6ZcdMzH1i2uhl9MhKU+Jk4SpBHHP7J5FaDc6Z63kR2bdO6pwVWlIyAZTygQO2GSneD34xV/g/VGl7OzpqxJkIhNfaKcfThcl3H9ooegzyBngY/XWyNMxaI80Zc0vGxlGNtr5H0Po2HpqxvJnMT7pJhIctCHGPiihnast+fgklQ+5tTjuyc8JFRmstTp1BGh31UBxtQj/CzX9pDfxDQIWjgg42DgceY1rO2dRJt3Zj6bvvw0mL4jkoyHG8vhTbRUkb8524QU49lK71eYNykytD3nTRtUl4IeiTJUoYDbW5X2gVnnOcHtW3CMXFSSNW2qVU9pFyElN40lp2/JHncYXAeHdW5hZQCs+qikJJPrxWGE9+awtD3edP0NOZuDu91ydGuaCNmA0/GQEgBJwnllXBwc9wO1ZyTnPFdi4culdp0HLuuhzzVqVRlySOCn51rLpDd/rrqBr7qyynxI+mY5tdtWtCQAtAKUg8HjxVFQPJGB7CthXt52NZLhJYV9sxGddbHuUoJH88VQ/o0vPQ+h794EB52ZqO8refbZ8QrUU71lQ2IX2+acfMVDcbWyjhKuPlkjw9TGcpWy8Ft09Jil1ibNnPR7bKkpiLnKbXygDcsqGSCcBAzxnk+9X2a/aNY6tlu2+6QozTMbEWQtsFP2fLfqCQVBS+Tx4HqCRXs7Lcn9OrClgrSuXJLQUveCnKyM7vBz6+oFa/1Y67Y77cIE11JjRMPyFBDhTtRhSyXChKBuQVtpSOSXa5TGrkjsWyC5zvd9QfVDTgcVucJLLZz5QscEfvbex91ZJqoOXx1xRUvcpROSonJJqB1hqNRuyofinZCHgY91jlaj8yo5qDN8/eNR92P6k9tiUx60oblN+kvq9xjTcCB4pR48zcRjO9tDfP5eYGrz0Gl/VXSGypSrH1hIlXEceilJZA/L+rn+NfOP0ornIl6i03Y2P/J7eJBUTk/1lXic/OvpLTyLLY4OlenTeprWm5tWBl1qE2+HXir4b4l3elGS3kqcxvwCRxmrbqWmzr0euMI7t9X9jQrtjK9p9C8i9lfdw1PaUv1p+skJvoceitNqwhCvOrjygH0wrCfcjwhxs51Qm9HnzipmAb5Hk2+Qu2yW0TRvYK2yEutkffHopI+9kfs5qpY1MqZ9F3N/IrjKHU23p+4uS7s/YYrTSfr5C4rfjrJQ0+2hS214PdSCMZyCVLHfAB40m+hmVPsa1Lb+MjrdaZd5LAbAKAT23bVBGMDhA79zTWLlJhTmJkcj4mNIDjSljyYi4fLh9g4pABHqk1aXI7mnurq7VenFurU+qSVst7kLS6p1SQTnjCVBI75IxxViwpSx8iFsO6aIa+mN1cq5dmj2RgZruoij39u6f3zXRPOa7vVZ6kFL7HNJx5JOJp36Sd2kSLRp3p3AVmTq+6tsKbwD4jDRSpYzgkHeprGOf51f9WwUWS7W/TFtXKZTpi2M22AqM4E5lKSCsLHcg4wSM1QbhEk6n+l50/064jfEscJV6Qn3K3wg/lw0n+FbTugcmXO43GUwyVvPyZDDvhq3pcTyBuxjH6+tcp42zP8Au1XzdC86NTGrFjy+ep3t9xl6f0pOtk21SmZGr5Q8CaoYQu3NNpSD7pKklXvlTpPcgVKXXQ2mZN0gQbTJlPNuwnmpabc6k4WphWHEJzkbR6D9PWu2t7o1LNptzMWQy3ZrcxFQxIQUKC1JK8jPqBFSP1x61W7nfpGnLTLiWtlDRjgyviEcP+JtySF+gIJGMetUyzIhty+5LLfufN/UvWFt6bRcttNyLo8tTcJp1PAKTguLT7JPAH7QI9Dn5yuesrjeJq7hdbi9KkOfecdOVH/oHsOwFSmptYSde9cm1z325kYXhu3tBQJSphD20HH7wBJ+aiatn0iejUnRE1/VNmhlNrecy+ygH+rqUQAQMcIJOO/BwDjIq9YeDj6eoUWfXNfxPKVkrJNs1oq/dvtDU7o7qZd9FXZN1tEhKgfK/GdTvZkN+qHEdlD+YPIIIBrWvxwV6bvbmvoPo/0Zc/oVP6q6utqHIq4q0WuC6M+KVeVT6hx5UjO33Vg9gaksqnHoglc0k3t+Wz4pPwb86Tv6Z6hTrHebK86iFOKkPtNjc7GdCfMzjOTyTg8gjGRW6rLp2z6Jh2XWkif8TJhTFwbq0pSfNDebUjsnJyAGycnBKXPVRJ+IvobawkwtZXLS7c12P8cwuTHcSrztvJPp+Y4Pyr67vzsm8uOKVHbjpDbcF3wON63QpDCyn3GXyT7kdqomoY9emZssdLZPqj1i3ZHmZk6eda0t1OhOyPimIj0kocRJG0Bp07VPKb3BPmBB7E8cds1ZblH+r7hKt2/d8K8trtjsSM/yqP1U+5qeda7lFiuokToTYbUsf2yEo2lSPRQz2UDU1qWYLpdRd9mz46LGkYznO9hCif4k1deB75erZT9t0VniCv6LH37EbSmMcUrpBWBSlKAUpSgFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBQ0pQGq/pLCQelMz4c4xOglfzHjo4/X+HyNZnVqTCau6mn4Tzy12W2pjPIleEG8NjujsvuKyOvMKTcelF+iw0b3koZkhOD91p5C1HgHslJrMvqn7pZdL35mE1IF70+wy4oxS8tGzAO3kBJHck9ga5zxt8lkC7cMvetr7kpebJqFejdLzEamcft8m5XltiGEBLTLn9ZSDuBzjyq/ia131x0td9HLsTM6UwsyUOuJDK9wGdmRW0kWvVdy6bsrEqCLRZL48tLYH2yW5SErBJ9x8Wsn1IUOOK1vri1vzIrangVeEskZOf7T/AK0gfrVDnNOO7LNjLaf6s+dus9/esHTuOwysJkagnrivZ7hhhDa9oPspbx3D1DaandA6RsOg9L2uY5ZbbdL5dYjcx964xG5bUZCslLbbbiSnOOSrGTkAHvmO+kRot679O4t1gp3u6fuDj8jaM/YPobSCP7qmju9vETUp026i6I1bpO026/3yPY75aoqYb6Ju5LUlKPuuNrA25wcEKI7DBPNWNzlPSoSw+vvt3ME4vLl6rLbb7hefGamWfQ+n3FxnAA9D01EUW1jJ4Wlo4UCB2NY0+HqebLel3G0y2nnnFLU480GUEk85JAAqafsb170e5DtOrn0WiY8txufYpyx4MoJAz9msZVgAFKucEEex+Tepln6t6Uujmm9W6svU2M8nxWVuTnnGJTZJwtO5RBH8wcg814adp9eofLdbtJf5Wet+V8LLauK2fk2XaLzC1Z9JO1vWaSHoFijsx3ZqeWlojMbFup/cJTwa+jOhaY713v8AMUqQ7c27eTHYRFQ8jwC6nx3CFDhSfs9pHPmV6ZrVnSHphp/RPT+PebBJZvE3UTf9YuTYIQyAfNGQlXIIPCiQMnHGMVddP2+4QL1Degqcbd35ISrBW2kFa05+aUHj17Vr6xl125Spq7RW38DLErk6JWPybqZ0705XqvTcWM9GehPWeS7MU/J3J3ho+GTntzxj5VGdCzE+sZriZCy8uwyW3GywkBGFMgELHKsn37elR+nLDZZUe/S7s3FlfV1kDUCOtwZcKl/ZqGe+UjH55qX6Z20wFaiuuEtMvxGCwUgZKJDyylJwchQSyAQQCOBWelLmzqkvdEVmyjHEs5n4J41xSldoObkB0VSUfSG1ip47Fi0RvDT33p2vc59P5/nW42ZaXblb4pX4iJHwzEgdgtOXCce2SkH/AAxWk+nMtUP6UzjUhGyPeNM+Aw4VDC3G1q3Z9RwtA5rZzFw8NuMhSvDbbw14+D95pYH38AKOSRx6gg8g54dxauXVm9i/aa+bHjt7E9f1Ni8lljhDc9ohPunezj+W79M173SbcGoTn1Slsy8ZbDmdpPscc1hXmQNN62lORV+M85FSpjxjvSVeYcj3LgZAPcbjUbLvhclOupVlK1bknPcGqXqsfpmvclcZb/Ier9017/SC2txWbW5Z1sAXNThIdQrYrcWiCPxbBg54JPcCvnrrNdvpBr6sWX+i0oI0muX/AFrJAiFrxOPECsggpx6cHnvzW516mVMnybEI89ndGW4ZbbSvD4CRtCyANx8TyjurYv8AZrWGrOkN6vujL5pmL1Bnynbo886yZiSlEZK042Dbk7Qec+57VvaPlV4t3Nfst0vD7Ppv+hlbVJrZI2h1Hm2lOiJbOnpFpafKQm2Fa2g0D4ic7VduwOcHPfHY1r36N0j6QTdj1UjqbO8aSHFG0CUoLKR5sYIP9n244FaaT9GuXf8ApxC6ZQOq9rfu1mkiRKSh4nwkbljaEY3bcqVztCd24E+tfQFl0OzZrnbtQq1PdZrttgiF4QkFLD527d60n7x9R2wakcyWLhYsqFZzOTb3ae6Xhr8mNdM+ZPY2BY5uuEx7Y7qJ+1JeSp5NwMVCwkp3jwNhKuFbcBROe5qJ6hy1M2i6WhlCUx3bY46lhHCQ4HWxuA9OFKz75ri0ailXGAh6dbXre7+Jh11CyMgHI2k8c45wcg8diYe9S2LhcUPyVZjRzh8/tMEFLqR8xuQr/RJ9KgcOXNl9Nv0PW2vaO5dZDrLXwtwU54aJFzuLTbCUjYgpe28Z9VFJUfmT7DENdFpXpvT/AB2RM/Ef/rK68HZclETTy5KF+M7bvreTGUvPgPPbluJ247oGzj2r11A34DdsiJOUNwUODj1WSs/zNdJ4MjL9ouLXZFX157Y233Ir0rSPWdtbnWzomFJ+w/pB9or2O9jA/Xn1/Q+m7flWqevbKIjOjNTqQo/UuqIj61gD7NshQJ5P7Wyum6r/AOFZ+GV7S3tlwZP61hw/8o95ugnxlyE3x9v4VMXLycHyq8THbvxn9akNdamg36+abbtrclDUPTDKUl5ooy4ZUXG3Pccd656hQrdB1nPnvKkKkqmsT2lh9KGPDUArlJ5WonPbOaktdXW13G06HbiSWnplpiO26eEAja8whpYSSeAStoev4xXFJWLfZnRl0nH8Hz3q511Fxjev9Tb/ANpdRYlRbTZrprG+NLVa7Eylx9KeC64s4bZB7gqIV+iTyDith6y04n4tiQgpWhaC2nA/Z9f/AGqhotvmRkOw2Gm3WJgDT0VxvxG3wThKVIwcnJ4xggnggmvGq+mNy5+q9iUlGbo/dvZmlY1r6s9eGFahueoountO7yi3tSHy1GSB+FlocHsCVevfmsgX/q/0TPwmrEjV2kFgt+KiQZDDXOD4Tn3mFe4GBV+1rr/pboiUiwaoushp+3NpYRaLBED6IKR3SStxCASe4C1Kzweaz9C6i0TrpMiP0/1CJ7rjRMiyXGKG33m8d/DJUh0Dn7i1KHfjvVpuyrIR5rKP3P4IqNcJf+p85rqf136XR4Sbpak3SdL3ZTbn2koSlQ5AceH30DjcAkE+hB5q1aK1Frm86Gk3TqHcJEuVe5ZdtLMpseJGZz5lpX95KFdggeXAqZi9MdAMXJiZF6cWNMxTiQ0Sh1SQv0ISVlOPckEY5Pas6HM0/rsT7rprVCLyq2OBqcVMrbU3uOEqQFDCmiQdu05AA8o7VFZOXhTol8JU9vLa7GzUrFYvVl/MhbK5IcuUYN+i8q/u4Of5Zr6TlWq86PjaniIhN3Nq8xG3C9GfSRGStfBWPQgYP61pjTVlRHu6Jb4PhMNrU6kjhaFjwz+ZHib/AMkKPpW0YFyuVj0FeVu2vxWp0tqO9KDiSPEYRhYCe5B960KetZ9zXvYcdH5Db+nb+pUZiOn4e2NAtMeHvKfiCVK5O5eCMq9cirMmsbQ1jfsmh5puURMeW5dUxAkICSphhhsebBIJ3rWMjvjNZY+9XW+E48unx+7Oc67LfMkRmrvEGl7uppzYsQX8HGfwGqr9H5SYf0arTMYfdZktXR8MeGtaSQUJBHkcQeASeD71b9Rw13GxXGAyQHJMN9lGfdTZA/3VWvo5ttRuiDTT0dhx+w3ZbTyXw2UBxQWgg+IpOOcfP5VDccvamH5ZI8NzXLKJsy9SDD6OWR+M2/vbkuHaVLRt859nc/8AtGqPfIV1VGgX+7xnVpupUUOKb8Z1KUnBWA4tQKgeQOTkVsC7swW+lVnCXGUoRKWlKQppSR9qrsMKH+NUu8zHr1a7fZnkoRAgrS2l5sowgqcAUvKQhbam1KDgwnBCFcnGDzZWJ7FoqXy7/dkL1fJa6HaY+Dkl5Cpz5KyrconJ5Jr561RrHTGgYUF3UPx9xuE9j4xmDEQG0pa3qQlS3VA91IXwE5wBzzW2daQ744sQH50lUF0qkNRys+G2VncpOPcE8/OohuzaMfudmu160TFuE2zxlIL0t9S2zHj+NJUA2AMK2+IOSc+1e+DZjSytruxvfPDH2gfIl0F66wdREGHGbYlXiQiPGjlZ2MozhKcnJwAe55rdGhenWk+kl5bvqL+9f73HYeZSWR4URkuoKFYBBU4QFHCiQPlxVb6DWu1v9WEXWbOt0AQzIlsKnTG4rRcG4oQlbhCQSeACa3Cuy6fZ5kax0qjPbbe4zn+ws1YNWzrVFUUfS11NXEphz81hOdKblok3iK7q5vc78W0qOHSDCDRUN3jIIOU8/wA62zqCRNDDQZUyxankqXbQ2tosLYKjsLKS0cJAwUjBxkVoSJaLFd3lRLTqmzy5KW1upZjSCtagkZOMDHb51IWWHdH7hAZenyCzCGGEKdUpLaRwkAZ4TnAIHoqqvvKMlGS2N66uL3nGW5e7bIhLuF4Te2ZMmM7aZYtyUukbHgjKyrHdWOSexBGParR1ARKY6yNw77MTKnFDCmVsMoSlJ28DCiSOMcg5OO9V+3Why9XWHaWz4Mm5TUoac2Z2Le2tSUYyM+Gg7u+Mc/lPR5E+4dYHrldX4sx5qQtKlhtGFMNqc8JSQpW4Dw1pyUpPp7Vv1R+eK92Rk5bxk14TLDNU2ufJU2rckurwcd/Ma8h2ru6QpZUPUk10/hXcqFy1x/By+17zbNc6Qb3/AE1rO5nHhaQ9u/2z3+8j+NbPnWpLjJTu8Fa3XNyCMqTg+orUalyNOfS20bf5BCY17tgtLHKgVOJe3K9h/nE8cn5VtO/TEtKm2Z1LiJTcmS02rADZznbtycnng98ZrjPGMHLUeZd0dA0nrixf2J7Xklm6ahcnxgpSXEsAKUkpzhp/Pf5E1VdTW9wWtbiFBzatJUMY8ueasHUHUFuvN3juWmZHdXIt7LykIGUpI8VsjPbO6Qj9RVNvl+bfQ5DLvhtSGuMfeSCMf7qpmVOddtc34luySpjzxZ+YXTlR/wAoenBt73SP/wA4K/US+2qw32Q/pi/PxkuTNrDMd4AiQooWooAPlV5UE7T3GRz2rT1s+jh0diXpjVNu0nd3HkSvi2VplKW34gczwAjGApPvVN+ltfLyxbrZdrdIkwZbN6jyozyDtWkpZe8yT7glJq6ajk18SZtEcfmhsn1a22ZrQqlWnzdTy0r9CaPE6nzLhqGWHNIW9wSGm3T53DkkMKHqkcfmMflW8+oDtounSe+zrM5HEeIXoYZjjCGy0hJ2Y9D5/wCGPyHzxqj6W8u/9MmorDao+qXEfDSticNFQ7PjngHOQjGQc84AKrd9HS/6UT0NRYdV6psyHZ90nuSWJlzYZeIWGslSVqSrCiDz6/PFeGo4uo2wjlZkm3CSSivZeTONa32S7nz59ElD0r6QVgbbRwl93d/c2nP+Ar9E49jNx1LHtcBxB8R+IVFZ2jclD6gT/Aj8yK1BoXRnSTSUt/U2grTZjIQVxxKiXASSknBwAlatuQe+Kuke7POvvyRLUlte3crHKXGxvj4P7326f0+dR2tZ/wC1NSjbXBpRjt1PSFMqqkpeS4LZVHtWnrWEfY22zeAy4DluQhDuAoe6T/GveaopYtbeB5bTA7f+jN1Hahm3SI/brGLY6zPtMBpox1KSsFooxu8pORvzj096m9RMRo11XCjq3IhtsxRxj+zbSg/zSaufBMP+8smu3L/qVriH/CgvuRtcUpXUSqClKUApSlAKUpQClKUApSlAd6UpWBgKUpQClKUApSlAKUpQClKUBg3m2NXi1TbU8spRMjOx1EdwFpwTUJ0tQmX0eiWGbBZmXDRFwcjPR3VhW5vJAKwO6eKtOKrlnkM6H6kC7zBtseqEfBXFIB2NP4+zcIA7KJIOT3x71TuM8OzIxPXrXWJYdAyIwvdcvJa9IIuE9mTpe3fC/D6gCmHFr5Q0pG5SSB+8ghI+TY9qh5ml3my/BlAlSd7b7ak4Iwc7hzz2SsD1CTWW68vTNydiuvoirgySht1KvEkPrwXEugAABGzGMZ48TPpVjKblqiDJ1mlxhT7Cg3NhsjlpKc/aJ55J5IT24PNcibnJbR6l45uR7r/jNRr0kmM4qNMiNOoWCh5l1G5DiDwUkeoP/RWqr39E/S10uDkuzaics6FrK/AejF5KSfRBTg4HzPrX0aoRJrkJl9qRJQ8ppOILoK1JK+fDynlHAxnBSCUq5G6vbUEW2RbLOdgxTEkRFiTJDziiv7VYS20gAlRAAUVKPYnHOa8cbJzsXeVMtl7Hu512SSmuppDp30GX03uSpcbXyZkCRxMhKhOJQ8PTj0UPRQ5FWDV3TbT+srY/YbvG8aEHFKiuY+1jn8K0H/EdiKmfr8FO05/Ouyb4R93mtezUsyy31nLaX2PX0akmmVLp10jgdO3X2I19u062ykkPQlhIQpXovscKHv3q96P0YbtOmJW8zEQxGdcCn1Y3bClScexKkkg9sNrB711S/IX5ZLYSg90c5PyVgZHzT3+WBxMWJtkph3+7xJQ0/Dl+FKU1tAkuJ+40nKuRvS2VHIT5UpB4UV7tE78ifrXdzwuarjy1M85VvZRpCHbG2W/rafK+MdUkYVFRn7JtP8iflzU3bLdCsekmmWWlNu3eWufsWrK2mkDwW0n5EIKh+ZqKYlSdd6k3OykIRKcPxHhf5phI8yx+0No2pPBJqZuk5iZOWYjXhxGQliK3n7jKBtSP5fzq98HYEsnL+Imvlj/Uq+u5PoUKr/NIxKGlK6oUwo2u5bul9S6R6jNJUoWK4pafBPk8B/CDuGRkb/D/ACArZOolMW6+yGVLcLLz4lwyFYaS05zzxzk5qtajscDUllmWK5NhUeayplZwCU57KGRwQcEfMCvHTV4u990G23LUhep9DFVvlhSN3iRTgIcQjOCMAYPf8q5Rx3p0o3Qy4roy4cO5Ktr9KT7F5uMAytKR9TPz3n5LD6oUpalbvBG/7Nz/AEVFtVV6VKeDe5CdpQSCM9k5PH6HI/ICvKxXqEZca1ahua0Wh0pcujSHAo+EQfBWpY+6d2N3sk+uMiflw9O6Vu1wtN/mreIY8e1hBBLqTwCo8AqGAk+4/Ouc20+vX323LLBqqzr1Kl9dBXdeaiI5bcvKdVMXmSUPMrY+DQ6UsgjKSVoH4ga5udvdCw9bnEOeKkLEZBO7AA3FvjzgH0+8MgEetd7JY7rLTDud+U5Btsj4hKVOJUl77NskAII5BPGc/OonHovjY4wXX3JGbhyc+552kacjXOddbbBgt3NSUIlvttJD6kFSikKVjJSVeJj5pPtXFgbt9jNxZgKnFctwyX3HVqW2V8/dycIHyFQ92XcdPzZFonx0xpTKgHW0kKUDjI3KGc9/c1jx5s2VuDDZVtxlSjtQn+8rsP8Ativsrbpzda3aa26/Y9FTut0+peIdykT5jFuiZfkSFFDTaeSogEn+QNZdogGZqKFp6SFtKkSfDe52lDSEqU8VeyijcgH98e3Nes0l+zPsTmH1olhzDZZQreXSRhCU8HsPunzHuQgYBn593gtadLl48B/U16lJTMWte1MBIUQGsjJOQQVkY8pUfQAyunYfw8VN9/JH3S3k4mcw2m+apEOzqWqG7JLDbi1ctMpx6+3hpQk1l3qSibdZEpsYStWEj2SOAK8NHxp9is0q9zX0LnXDexGKTkKTwHXQexStQ8p9UpB9a8jkkk117gfAlGqWbYusu34KNr2TGVioj2icDNVzqJYlaj0ReLU2HPGdjFTOzklxBC0AfmpAH8asnNcFINXu6v1q3W/JAUy9KxT8ojbC8jV2hNMauAjpfkWz6smuPpz4DjY4J5+9j8qsun2Le5ou92l1cfxnX2blEcWjK3JG0JUMeqipkqxn7ro/OqhoZbFl1VeunMlKGbZfwZtrUU7W2pXOUA+5yMe/6VLWm+OQL01m2upftbwcdQ6retTySW1qXkAJ3pUQM8ZSkgYNcD1PHuw8qdMujXQ6ZRfHJrjbA6Q9ESNWw5DcBKGvBbLq1PHaEYBx+vcEem7Na51NpLUZ07d29NtI+uwx4MRDqgjzLJCyk5++AMAeu4+1bq1HdGJsmZe9MpdNofa/r5KMtsu8gpcT97BJG7j3Iz6Ve4b5QdW0vDzRBK1HhQwCQpXbPsvgLyOxzUVJzxpRtit2v5m5GcrI8rNB9OPoz6csMEXXqDYBdtRTQp1UWSslqLk+qey1nnOeBxj1rD1X9Fyyzpirx04kvWC6tYUmMpxRa3dyULJyjJ+eBW65F1chPqZkbm3R3Sqsm1oudzjLuEdOyOUr8J1ahh5aFBBQnnOdxxzitivW9Una7E94+3g9PQqjFJnzfJ0B9KXUTf8ARO8vXJuKr7J2XIfCWltHjCnc+YYT/KtsaF6VW3pxplvTFtkGWtTvxE2WU7fiHT6JBOQhI7Z/OrjNuM+23FdplNuiW0ooW0gbiCPy7/pU3ZIEWbZ7jc7jd2WZERWI0RASSsY5JUTtJB9BkDGT7UyNRy86HpRgox7vbyfIKuqXM+r8FSYtXwZAaQpb7qkthAOPPnalKU+pIc2cej2fwnFrv1ucssCBo2Yphtm0J8V5TI3Kdccwpxage5xhJBHcd6zLNHkQbY31ClLTGQy8V2pDo3mS6kLS44scbWkBayOASrJ8pKU00yuRfLrOvt0YV8FGcEiWHm/M44DlCMdgpRxlIHY5+VbOLC2yUaYd2zVvuj1sk+iJCY0bZarRp3cnMGL4jyQMbHnlFxaT+WQP0rArImTH7hKemSFlS3VFWa8DXd9Mxfg8SFPsjmeVdK+6Vj8s5Xg49KqfR6HI07qLXPTtt5bX1slV0gHf5luKBWDn++laf9IVbgDntVM1kLhpm82bqbZSPHsDv9cQeQuGogrJSASQgpSo4IASFeuKh+LMB5uBJw7x6/3JDRsn0MjlfZl0jXC5Pwodllakech+Ih58snC0IWfOlPyBwfzUakNRaXas92XbkyS80tCVp8RX9s2oFP3vchbqM+7qf1h9QSITVwZ1LAnNsWm5NfGwQEk7lr+/HSkeUEKHPp2NWmwNtastEhpM1x69RWfEiNuqKEPQzwW+/BCspKu4O1XyPFYproXmT2S2IO/2ezXTT0W3xrar6xZK3Vvr58ZROVYPsrOQOw7e9awv2kbvPtlyt1mti1zjBdDSMYypakNKTn5tuOfzrZ0e6RZSQ7HWHGlFWCDncrPOU+/OSAeDlQyDXjOZauR/tlIkqa3IUMkrSP2gP7T08zYKv2kitabshbGyC7GzG1cnIz5XP0Y9cPfetcdoD/jn0pr0H0W9XueZ6XZWkjvunpyP0r6IXDvKF7Wyw6PTwn0k/wCqSFD9RXVLV3UratkIz2K3kfyTncf0BrY/a2YuyPeNcF3kjVHTvopJ6eXKZf7pdITxVCejMtx3NyiXElJP5AH+dX21WJuE0X1MpSt7GOM7E9j+W4KGfYbPVNWiKzGaks/GKU+EOJU6hKQFDackAZyD7bgD+4o8DJuwjO3ty3adKRHdeSiM48rytpyMuOKGTtBK8nPJ7klSyPWE7r5K27ua9tveEGZljcuatPvSlTGoZ05uXb3koTkS5DSmwFKxlWEqUVenb0zWFpG3yW2ZeoZA8OO4lDMNtSQVteIhJ8M5ychCWwfmDXrqhcBMlGnLAVyWCpDLgaP/AAh5zylYH4Sv7ifQAnt6y1xIgsRrQghbkYFyS6PuuyV8rWn1xngZ5x3qz8O4ctQzorb5Y9WQWpZPwtD69+hFZ/Wma4rkd67CunQoj9zVPX22TGI2ndf21Lhk6TuIkKIOAlhwpSs8c5Cg3jHzq6aovLL9zTqSHIgxoWoYUe7xZsoeYL2De218yeSPepe8WqNfLVKtE1AUxLaU04CM8Ed/zHcfMCteaLZnXjRU/pfMWteotDvmZAKSPFkw8+ZLZIOVYyQcDnHNc34z0/8AerJj27MuHDmVzVejJ9V2/H+xfZt80/K6YQGw8zbrjp+4qZG1OHHYz+VIX8/KULP7zR/Kqxf9PXy4aTl6vhREJi2k/aqC+FpPfbxztI/9quOnGsbVB1ci7O21H1UyyqA+06ovqRDdwrJVtG51CiVKAJOxzA+4azrwpyE841YV3D+jDz//AHNlNlKmZCMHhCVfeUnnyKxvAUOCc1RpUQn3LGoTqk4xPnnW2mv6ewG24cpyPdIW/wCEBWQh1KjuLRJPl825QPbKzWmbhpG7RpSod1jSUOtHlLo5/OvpfUmjn0SEybChTu9AdXGSvesZHKmvVaPXBwtIylQynJrbt8ekoSxdoEW4pbyEfFIUVpP99JSvA/ZJIHpipGjOsxYKtdkbk6FN80EaCOlj/wAVj9KmNPdL7zqCUGIbIYZGFPSXTsabT7k/7vWvpVHSu4i1KuTegoKJKd6/g3pCisMpZbdLoG5Plw6n8WflVXYevmoSi3xGkIjs8pabAajMD9pWeM4yAVEqOcAk8V7y1a/bZHnCnd77rZGbo2FFs9uiaQ00ooYSSp10/eWo/fcP8uPYCtq6YgvXe9NW+BCbkps7arrIaJ4MdlaHCFfNSwkJ9iXk8gmsBzRds0fYLRPhXkXKdeW0+Oy2ClaJJ48EIPmyOOFAZOScDGJrUbN86VWl2wR5sSRPvkVDt0bZC98daFAoaS4P82hKiVrPdRGR581G7OU3OXdnnY4vpDuS2l7p/TPqO9fZh8NcF1yS8kAqbQhAyUpVjO0qyAk5H51YHnVyJD0lwkreWVkn3NR+j7S9pbRzSJcRlqfeG0KWttjwlqjD7u8ZI3K7nn1rKSvvxXUOE8GWPj+tJbORQteyVdeq49onWlcnvXFXEhRSlKAUpSgFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAGsK7WqFe7e7a7i0XI74wsAkK+RBHY/Os2npWE4Rsi4y7MyhOVclKPch7er+lsWFpq+oLmqLG2pMNx1RAvEJBzsyCPMk4yD25GOahrVrK8R3ZcNoyLe8glD2E+VDaPvIUP2E57+masN0tTdybQkurZfZVvYkNHa6wsdlIPof5H1BridZ/wCmDT0W5Svq28vNGIq5xsoZuKAQfDkoSQU5x94Hn1x2PJ9b4avwJyyKY71v2L1pmr15MFCx7SJ2RcNOPTLNN6eBES9SFpQzZXXA2lQ248RB7Hy87knBAqJ1pc7tEu/xOrrY7Alyx8MkLSPDdA52bs+GsDvyecfwpF20trjRDkFCYS2xCZK3ZW5a2X3lqWtbjK29vgoAKUhKNhJwOcGplvqPq20363Xa5TXHZNtjLdQzOYTMbQHGVFXI8NwHYlfdajjIJINVWcE+/QmYrllzIi3Lnp5zb4zNsZ2qCgEuMoB5A4CVfOrBNnWi/Xp6NoezlaEobCIsJkKwNoySUZAH97A+dJuvlf05/pBcNK2kyo0FxpTCrXnaogLU4TvJyAU8fPvWM51D1g/cLtfrGlEP4iM0h1uHDajIKAtITkqStaj9rzhSTtKsEHGfOFNae/cz53LuZ1u07bUt3GTra7C3pgLcjm3NqAlOqKRgeUkoTggjGeDUTP1fe9XsQNL21KPBt4YjxI7R2qfQSsZR+2QEJ3q9jn1JqPj6F1zr14S3nkR2nm0OzHXErS22vOSFLWVOPYKRjJUMcVsO2xYOmWHmbQ98RPlpKJlyWwEKcBABS2j7raSEpztGTgZJwMTOnaZdqNnp0rp5fsaOdn04VfPJ7neLDZ03b3rZHWyZcxe6atj7iR6MoP7IrEAAGAK77c+tNoxya7BpunV6bSqaig5eVPKtdk+5xSuB+dc1IGqcKTn17VCzGJVhvTGsrIwFyWUlubH7CZHP3kH5gZIqbrggYrTz8KrUKHRaujNjFyZ4lqsgVK9QYENTWttPXR1GlphCkv7SpURRBK2Fp7blEJSM8Y4qa0LrLTiY9xt2pbQ9LiSlqKwoBxyJtT91v1KM+2dufasmLHctUl522oZchzUhFxtj6d0WakZOSOdjg7hwZPBBCuMQV16dSp7se46MlSV22ItbqbM6oNTIOTlzwFp4dJ9Fk5HHmz247qfD92lzalHePh+C/YGp050U09n7ExB0rqOXp1WsbW03dLS4VraUkfbIZScbnG1Y3H5g54PFY1jvPT+JYbi9dbi8zImJcVGSXVtlJKOyS5jAJAV+yDnnmqrBvOsLYi7l5c62MrkIQlEOSuLKV4rykpTggoVtSlJUsoKvN96rGvqjqe96RXpiXAhzYTgRBaVJtW5balp4SpXiYUoj8W0HPtUH6UF26Ei5SXdorc+/Wue+Z12lw5D6x9tJfXHcWs+55znGBx7VNRLVfrm7ATbbHLdauDwZblPILMce5LigDwOcJ7+let66hi7acRb7Vpa1wkRHoyvHjWhtakrbKinhSgBlTZ55IxxWBftYax6gslExxTioTfxMdEhoKCXEkABptCU4Vzx4hc/KvkcarfdGbvm10LEuTbummo3ZrU+Lf5yoqm0Laaw1BfSVlSWE/iVj7x9AkdqwtK2GXqm43K46pQyq3JcS64+VYcUeCUN+6lhRCz7Y9689NdLpzLlv1BrGUuIGYwaWx4iviJBSpzCgMlLKFIUlOwD0GNvraX5LC0txoUZuPEjpKWGW07UNp+Q/xPc1aNG4du1CyLmtoLu9iB1HV68SDjB7zZ6XK5JnydzTCGWUAIZaR91CBwEj5AVj49jXQd8V2JOa69TTDFrVda2SKNOcrJc0u5xXBGQRXNK9TEh7/ZEXuIhtDxjyWHUPx5KR52VpIOUn0zjB+WRXN0el66tsqXbUCPqKzoDN8gI8olIQPJKQPxJI598j5VLHisKTbN8+PerdMdt91hnMeW1yR+6ofjSfZWRVV4j4fjqcfWp6WL+ZM6RqUsOXJP6WYeieozumQmNM8CUq4sbnI61pSHhkhKl5PkcPPfuPc1NxdNKlaSf1Hab00+6ylb0y0uFKH4KtxPhp+SQcYPBwMVC6g0FE1wlUm2Ii2S+rBVJQEAxJSiCC4hWPsnOTgEHvkfKrXyzaqs78hqRY32UGStpm3vrWpLUNCUJaCX8hSyVZUBuKB+zxiuU5OLOibqujs0XWu6u6KlTJE3dZS4MFD14iPQkOJ3obmMeE2pJ7EeJ5P4KNSukr/oty1TGdSapjxm204iRm3W9rYOSfD2EgFStpI+VRWp9f6yl2VzSF5uKVRA42hxL8BuWSEFs7AseGkjJAyUEgKODWfqPqLbbquK81oqyxpFqktvvn6qS4SQVICDyMAqJ9+1eCrhDuz0cm9tyLiT5t9uca3QlS7zcJ61eGAgr8QgZUpSvucDnKj2qwItlv0bfHP6frLgixESm4DSt6Frzjc65wOMjA+XriobUHU3XV+Sm6tIVHetziUsMxFLhNZeDjYBSlRcUAUqHDgxkEVi2TQes9QORr3dbu9BTFkrfMiQjAWdx8NaWicrXjuVH1Ga9qKvUko1Lds+OyMVvY9kI0+4dQ7xLt1nQ8I7SlvNpOfAbRuQlW8ZwlASTg+qhjvjN8kPMwba1Y4D632W8KcfWfM+5jlR/3V5sG02mCbXYWVoQ4orkyVj7WSokklR7Abio7RgDccCsTaSMbuK6Vwzw88X/usn6n2Xt/uVDV9WV+9FX0nOBXNKVdyuiuFJbU2ttxO5LiSlQz3Fc0NfGt+jG+3UqNlZh6ajvaD1LJdGnp72+0zl8/V75JIST6IOcZ9s1xdn73Z5lzt10jrtsaMGNjsRYC21LO1pbRPLm7GSBnIx6girLPgRblFXCnMNvsODC23E5SaxW7RElW5vTmohLnQGiRabk3hc+1+yQVA+K2Cex8w8pBJG6uX8Q8NSxrHkYsflfcuGmavXZWoWvr7lhumpNN6og2n6lajxL7MebjRUNn+qzRzwF4AH64KTkEV7S3HtDMTomoLUWpM5KWIrq0hbKhnKsK+4VEAdyD5RVC1DoTWtjWmbYXYjtqWEhkRWtzLm0ceIg8hwnJ3E7hng1MDWWq7FcYt5kXJ19FmlvRUpdUZcNSywFLUhC1B3yo3eYun5AAnNKlBR79ycUoyfyvc9kXBiSgOMTcA9xG8RwD8/DG0foaxJM6LGfSgSkOyFKwlKnVbj7nY4ADj8zWZcNa6dnamj3u/aJ0/K8Bhba2XYnhlxak7go8LSRg9iFHnuKjm+oAgazF60Vp21WszIJhssN2wBIKXdqnErBTjCvKQUYz3zXxRi+zPTdkxZNPzb69MWcQYVvwJEuZ9klKiMhO1WFEY9ANtRj2tYdi0+NJsw1iVKfUJkt0bnJIKhtJ28JRgpKU9ykD3qHS9rjWt7cfRGkrDsxhEorcBUtoKO47wEttFKeQW0JVntzgVZNM6Zj6NiLalTU3e5pe8ZLqmsNMLKUpK0A8lZCU5WSOxwkE5MjhabdnzVdK/sauTlV4keabRk6btUrTLTt0uLjT1yl7g033+HG77yvmU4AHcAmvRa1KUVKOSe5NdXXnZDqnXlZWe5rtXXdG0evSafTivm8soudm2ZtnPM8qVyRiuKljTOfzqpavtN0tNzh6/wBHtKF7taipaEHHxTGPO2oevGcZ/wB9WyuVDOOa1czDqzqZU2rv/I2MXJniWqyHg1jq2N8XZ0a90JIdcsDshS5EIDeq0TzjxEKb/eJABPbKvTFTVt189a9JTun9xszNxZeSVCJHKVKguHkraOcEJ5OB5gR+tS/1RNst2k3/AE44z/XGim6WqQnMW5t/srHovk4VyffPOY//ACT6fu9yav8ApKO423GcDrun33i08yvIJDLg4wSlOcckZ5Fci1PSrtJscbU3Hw/B0DD1GrMrU0+p7ak0DNslkgX6zXZnVFvmKQ2mTDQnxVLV23IBwsjGApJ3DtVJvTcGFPcjXeNEDyOyLi0hDjav7rxC8fLFWCLBu1jvdqQlc5m6pUiT4qB4BZkrCypBBBbdShKQCtxJWokeb0FkHUWfqK+2ubqhi23xi1NyVBmTakZc3JIKlKyRkBJPlSAfbOMw3rQfc3/WkvuR8zVGmXdCRJv+UBtzV+zatTEhoLeQVFOxQUSFJ8NKE49gKidHaZvWrpP1dpa1Lf8ABx8TIXlhiPnOPOQAMgZ8mcjFWZWv7TB1C1q6w6RskF4Rlw0hq0hQDgVuLnlWkhXmx749ahdSai6hajkTnYDshEi9M73klxS2E+HuQlIjpwBlQAIVv8qsntw9avwebsZwm9aN0hpaUu4fET9TyXHGkvJbKEwylRSExQeMHnCux/Ovbp5p+TqaW11G1BJWYZSW1hatxeUFYQ0jPKkKTsUv3UPzqXtXSqHa5Uq5aqmPqhTMKEBZCn3EpVuShw4+zAVkAII4FWCXNU8pKUoQ1GbQEMR20BLbKR6JAAA/hVn0HQrtQtjbZHaC6kLqWrVY1brre837eDifMfuMpcuQrKl8ADskegHyrHwfSueST8659TXWa640xUI9kUZuUpOUu7OlK5IxXFeoFKUr6BSlKAUpSgFKUoBSlKA70pSsDAUpSgFKUoBSlKAUpSgFKUoBSlKAVwePSuaUa36DsSdt1FdLc2php4OMK+8y6NyFfmK935ulrjvXc9LMpcV/nIxCSeCDnPyP8zUMmu1QObw1puc+ayvZ/boSNOq5NEeWEuhKuN6EeluTXoVyU+7nxFB4HcCACO3YhKf4V1ZuWnra94lo03HCjwXHlFaiPTjt7enpUWBiuNorUp4P0umXMob/AKsznrOZJbcxmzrxcLlgyH1YHZI4SPyFYRSSclVc+tM49KstGNVjQ9OmKS+xou6dr5rHuzyrnJrile5gc1xSlAK5riuya+MHAPzruha21BSFFJHII4IriuFV5WVxujyTW6Ccoy5ovZk0NTKkxxHvdti3JIGAt5P2n+sOa4SNDqORZpscJdS8EsrAG8DG7t39vzqF/Wu/NV7I4R0zIlzcm34bRJV6tlVx25tyS8DQTDK22bPcHMkL2PPp2kgkjP6qNeg1AYTQZstsiW5Pu0jzD/S71EEE+tdhyOa+43Cem4kueMN39+os1bKsW3NsdJEmTKWXJD6lqPfJryAxXuEfOm351PxjGuKhBdERspuXc4pSlegFKUoDpSlKwB2BUk7kkpI9QamouqbjEjmK6lmU0fwPo3JH6VB13OSMVp5mn4uoJrJgpHtTkW48uauWxMrl6GmLL8nTamXUqCwqOrA3A5yM9uQK6KRoJKnSi33A/EHc59qDvO4r58oz5iT+tQxSabT71AT4N0yUublf8Tf/AG1le5NM36124rVZtOQ2Vn/POjxFn888dye2O9R0663C4uFyZKWvPZPZI/IVi7fnTb86mcLR8HA/wa0v6/xNO/MvyPrl09vB3A4wTXOBShOKkVv4NMUpSvQzFDSlAMCuDjFc0p37gy7feLjang/CkFKhwQRkKHzHrUo9fbFdkFN/05EeUUqTvbGwkKGFAjtyO/FQGB7UqEzOHtPzXzWVrf3XQ2qM3Io6Rl0JaRF6bTH1SZVruCnV/eIkDny7fb24rp8TpRhTZhaaaf8AB3eGqU4VlOV7zwAO6uajMD2pge1R9fB2m1y5tm/yzZlq+TKO25nTL1OmZRuSw0f80ykIQP0FYA+dc0qwY+FRhQVdEdkRtl07nzTe7FKUrbPgpSlAKUpQHCgDXCW07t/IWnstJwofrXauU+teVtNd8eS1br2PsZSg1KD2ZMNaneeZMa8wWLm3jH24wvHsVDmuqBoJSApyxvR1KSpKkMu4GCMEHjtgmouuu2q5kcIaXkS5uTb8EjDVsuH+YkCzoaIzsiWeS8NxVsef4ye/4a9/6TuMs/D2i2xLekdiyjzgf3u9RG350216YnCmmYb5ow3f36nyzVMm2OzkcvPPyVlx55S1E5JJrp7122/Om3jvVhrrjXHliiL33OKUpWZmdKUpWYFKUoBSlKAUpSgFKUoBSlKA70pSsDAUpSgFKUoBSlKAUpSgFKUoBSlKAUrjI7Z5rDul2g2iOZM59LaeyQe6j7Aep+VedtsKYOc3skZRjKb5Yrdmcmuf8K9YDKI7Ee4alKbYxKx8PHdVukv57FLQ5AIxycd+1dJvV6xWVxUTTenEqdaUpO6T51JcBxkp/DyU549c+lVHN4zxMaThVFzf8iYx9Dvu6y6Hoi33N3JatslSfQ+Gr/oryKXm1FL7DjSh6LGKzB1W1S4+RAhrdh+ES08hlKcEtDAKRgcLKh/Csd/q9fWpnw11sSH46kI3JdjjAJQsuAkc7QpKAD+/n0qLr46bltOr+DNiXDs19Ejy5p3ArPav+htSyZkZlRtciMdi1k/1fhZTkeqQTxz7V4zrc/bXfDdwpKxubWk5StPuKt2na9iajtGt7S9n3InJwL8TrNdDEpXANc1NmmdKUpQzFKVyPegGK5TWJcrrbrPEcnXSY1GYbTuUpagPUDAz3USQAPUkD1r1tTjk+KxfbjttVocVlp2Un7WUfQNNcKOfnj8qi9Q1bG06O90uvt5NzHwbsr6I9D2OKyUW+5uAqatslxPoUNqP8eOK8h1Y0hamy3puxKnuoUN77yTuOc8hI9MJXwTxtx61JN9UtZSXp6IFt3tIQTFdbbSA4r09uNuM/lVQyeN9ny01dPuyUjw/a+8iMebfYwmRHcaWfwrSR/jXCSPyqVuPVTUMW6lqZaS7by+pKC7FSSUEMgEk54yt7PsE+uePNvWOhtQoebmQWrY6y4lrxWT5SpRwnI9Oa9sXjeqx8t0Gl9uphboN0I80ZJkeO1c1lzrYqEhuQxJalw3xuZksq3IUKw6uNGTVlQ9SmW6ZB20zplyzWzOtKUrZPgpSlAKUpke9AK7ZpbWXrxdPqi2MrffCA4raOEpPYk9kjg9yKl3tQdNdFLLd3fTeLgAR4LJy0hQBJwo9yAMkD0qGz9cxMGPWW8vZG3jYGRk9Yx6EU21IfcDUeO48o/hbQVH+ArI+pb//APmGf/8Ae7n/ALtZsjrNcIkl2Ja7fChBDK1NFtoKStW0FKSrvzz2PpXZXVrW6W1O5lbCp9IOz8IGGz+ahiqzZxptLaFZJx0CyX1MhFbkqKFoUlSeClQwRSspHWd+RHbVqGzRJqlOKbdacjpQrCW94c3JA9cpHzrORO0TqS4rtdomi2XUKIESQrKFq/ZSvgfkKlMPirFyGo2rlbPG/RL6esepFUrIuFum2qSqHPjlpxPv2P5GsbjtVorsjOPNB7ohpQlB7SOtKUrM+ilKUApkVxkH1ry+IQqW1b2UOPS31hDbDSCpxZJx5QO+M5PyryuuhRHnsey+5lCErHywW57VwA4txLTTSnFK7BPJNTj/APRXRoC9ZXNC5SkhQt8ZW5Y/vq7J/n610d6yxICISdO6ejwY7+8IWW/EcbCXUtrBB4zghQ+QPtVZy+LcTHbjD5mS1Wi32Ld9DDRZL059yzzlY77WFHH8qx5ESREX4clh1lf7LjZSf51JM9X9aS23loDqvDzs8Nv743YP8smseV1nvjUqY1c4zEiM2rLTciOnLuVAcHv65PPGKi6+Nd5bSrPb9g2+5gcVzkVJo1f0+vrEZc2EmwvS2/FQ62oFggq2gqT3TzxmvO82SVaHQcokRnEhbUhlW5C0n1BFWfC1rE1GKVctpezIzK0+7E6zXQwKVwCK5qTNEUpzTmvUy3FKUzQ+iuU10ddbZbLrqsJHc172OO5f/Fft6mzBZ/tZy3AlhPAJ83Y4Ge2e1aeZn4+BDnvlse1GPbkS2rjudOPWvRmLLk5VEiuvJT3LaCcfwrNXrjQGl4jkqHDkXt+O4GVyUjDQcKCoAZznIHB+YrpL6wzo/wDwOJBY2uRkJ8JlKtzbv31cjuj/ABqn5HG8Iy2pr3X3ZMV6BdL63sYr0SbHSFSYbzIPYrQQP5151knrNflPwmJTjHhSGmlOqcjIw0pSSVA8dk4H8ax2urOl7ohCNSab8Fb6glD0XCVbiraBg98nGB86Y/G0ZS2vr2X2Mp8P3cu8Jbs4HpQ9qz12yDOiruGmp/xzLatjrWNrrK/VKk9wRUeVEEpUgpUO4PBFW7B1HH1CHPRLchMjGnjPlsWxxSlK3jyOlKUrMClKUApSlAKUpQClKUApSlAd6UpWBgKUpQClKUApSlAKUpQClKUArjNcmsW43CJaoL9xnvtssRm1OuLcUEpSkDkknsKxlJQjzM+wXPLlRD6z1SxpW3IkpY+KnyFeFCipXtU+5+yDg4wMknH+Irwtlsn6UcYv2pVwrnri5IUu3QZCtsC0J2lQ45y6cYSODkcmsHpLan78ud141lFDyEkw9PxXOUtNb8IXg85KSXFZz+H2xV1t+nbnerq8ZhTPcuD6HPvbkOupyQ58kpBBI7cDtXIeJeIJZ10qKntBdH9y9adp0MSCnJfMa5XbbtqlqNe76m5OzPFLnjpVvmSm3VpcQFeXaylsnaHNuCACE88bGuWi4+loVumSbuiXJVKakzLXaUZeeZJ8xXJUd48pB3ZbSfRIOKtkYi1WKXpsxlJubq1N3KekAB/91BJ5ATgegTx71Bx7PFjtIZQkIjNqBVkYG0dhk9h3wTjPNVN5EYEs5OXTwYtz1Da37pb7jprpsy9GhuKWtdzkuvlxJGMfZJeAPzUVY9hmvGXqyLJv7E++dMPhbOmM6ytNruDrI3FScOELQwFBICh7+bvUhJtTbjhcmOobB/s9xCfJ6cKIJ/QEVgC3QG1qVAlNhSuMEoSSfQA7s+/YE1j+0YLuZKBhP6Qs2uJ9z/ondTDcbQhcaO+0GJb2RuONpDb6AfUo5P4vUwtg1lP0pLftWsFtybS0tthhCAoqDgUhvejB+zc/tVLQeDsO08bha7a1Gj3Np24W1cphpDgDRJC0PlPl7DOccjOD8q81/V+obDH0jeLexInuvCPb5RwFLCiVlt09grCHAlfGVD3Brex8xR2tg9meVsIzjyTW6ZkTo7bK0vRnUvxXhvaeR2UP935d68BXjpBM6DId0NewMJziSThYdKvvH2yry4/Wsx9lcZ5bDowpBKSK6/w9rP7Up2m/mj0ZQtTwvgrtl9L7GNSu23502/OrHuaJxURqrVNq0jal3S6OdvKywnl19z0QgepNSUmQzDjuy5LiW2WEFxxajgJSBkk/oKoPTKHH6p36X1g1G0P6M2J0sWNlwkF8hRT4hSoDlahnGOAAOe9Qev6vDScR2Pu+i/JJaZg/G27S+ldWZlmst0adb6h69hIuOoZTZdsmlyQGYzKAVeM6knzkJyccFR4G1PA81I1HquRBvt2kTET/ABE7PCbyXFFxXhLaSchlG0+oIwcAKzk7Cbsd31FfXm7m2iVJffV8OntlexWEhXo2E4JHYYx+LidcFsYsDlgYhj4x1RRdJSk5Up1JIPhq/Cgc4PZIwK4zfqE8ux23P5mXiEI0xUILoVyVoSDoJ61pvkhEhHxBVc7baWEqeS2UKKXHJSilScLHO3w0ncMAYJPvJvcNV+h3iyaCtogxWXGV/Wsp9xT4PY5Q26gYye5UT71mrt+W2mZSfIlWRngKV6An9o/qo98Y5rymWqEjc9dXPDX+FvHmHvkfeHp+GtG3NVR6QhzEY3qN5Oo5V6uHT20SIMiImMpq0y5LK2yFlRVuW022c9uNh4OSrOBjw7BpPXkm7R0z3bOsvpXbmLghDbisAEKbkoUQo5wcKKyPY1l/B2d9QEd9CXB234Sn+KyP5ZNZ9raTbJr8iVGDwcZW24h0ZShSxgLBUAcckHIA5GCe1fa86uR9lFxKFF1JqfREiRcJrUubaZCEttsuMeElSkBLJKkdkgJQpQcRncVZIH3Rdw7b7lBavFpfC473CkHhbSv2VD0+Xy/UDzZmOtWFrQ1x8AwlKQ1EkS0kmHuUUqbXkZLe7Kf2gThQrAj26b06vrtnuKlmyJYWHUFsklAxkjGdyuRs7dj7VYtF1p6ZkKcesX3I7OwoZtfK/q9zMzSsq62/6tmrjJc8RogLacHKVoP3SD61iiuy0Xwya1ZW90yhzhKuTjLuhSlD2r2MTjINQ7b1w1Xd5GndPSm4sC3jN+vZOW7ek5+xbH43if0RjnJ7YOsbpcSYektMYc1DfnEx4aAf7JBPneUO+1IB+WcZxVkuum4VktCOmWlJTbceDsfnuKcJcuU1XDiio8qKVDOD3OKpnFPEP7Pj8NQ/mZYNG06N0ldYungq1/1ZIl2+XozQMWRabVASFJaVv+IuakqG9Ul37yTjnCsADufSvbTOjJl8vVvh3tUOA23bmts6QhbUVaGsgEAqCn3MKPmyhPfAUME3OBpRUeAnWVx8J6M2+FyG3B55+3jb/c9MeuBUjc7krUOpIV01Fb2nIkF9TbMAcoaCh2JA8y8YJ5wkDHvXM7M1zfPa/mLYoRXSKKrHvOmNH6lloRBuGrYBZSGH2ltw4jT4OVIwAhvtjzeY/wADWPaeoku33C7Sx0dtD8W6Ph9ts3FKlNp2JTgKKVjkpJwkJHPb1MncBa25zztvZLjbaihppChhCR7r7fwzUXImzXHfEbhpTnvvO5X8eK1J6nXF7TZ7Ro5+ux003qHSNxjXFrWOmbxDkvSXJDLsOWia1GaIGGy3lSUgEE8tkcmouLoGW7p1nqVa3rdOjlK3XvDWsIbKVEp8ZlWVIUdxJKTwSMI9TJuGNKI+PiO7h+MEKH8DjH6ZqUfVDdsceHaN8CYpJEyQ1k+M6pQVtUMcpI9CAeRxXrTnU3fSw6pR6bEbojqFKjQo+mOoMn4iO+4r4eSkbn7cjyAK35+0aK1kADKgEnuMpFjutsetb4bcUlaFp3trSchaT2IPrWLerfbdU/BTrDakxrrCZdkSGUDLbGGtheb9088g89j3SM52lpDdxZd0ZOZlJUxgwHHudjvP2ZzzhR5T+gq6cPcQvFsjj2veL/kQGradG6t2wXzIj6UIWha23UbFNq2qSe4PzpXUU9+pTBXB5FcmoTV2o2NKWORfHkrcWwn7BlJOXniQlCAB6qUQB+dYznGuLnLsjKEJWSUY92LpfJn1rF0xpu1qud6mqKUsAgIYbxguuk/hSSDj1x3FdZl/Y0ZLOi9NXp03W4oUi6aqKFOOhSwrYzGSQSGt/lynnnOQfMJHTFln6N0qJV2lts6z1c0h64PJ5RAjrBKGf3AE8c88c5rK0105m3mMW2ZDUZyAy5slL+7FSvPCVZyV5yRnsOfWuQ67xDLOudcH8iLrp2nRxYqc11Nf2fTV3ujcZm7xC4l6cpS3gpREZax5i++rjZnnwxk4/GDV9ucHSmhr3ai3cX9SIZdcRPt1pa8FpsbDtWXAoqOFYB3uHIOfw4M/dLuq92qJZGrc3b7SylG6KnGZGPxbgRhJ9PU898VgakZsL85CokL4dktJ8SM0nJ3gYPHAT2zyc4I7VV7cquuO7aJnl5/BBS+obz+p4d+svSa3vxIcdbHhP3JCy5u7E4BTxz3Cj8xXizrW1XLWZnan6dSrZbVQxGRHtV1Sva6FlXieEgt7jzjGO2c7uMesiZKCgGYYSPULVv8A9wrzW6pxGydBUpJ/E2rG39Mc/wAq8o6rjrruHS/CMR7QEXqDPuqtI3IufVa0BhlxIjztpBO4NkBCwCBjCUkqAyoHk4un9d37TlxuYukSK/p9bjbZtLO/w3D9zawVZLTiPDKl7jtPzA31arM9bIdtlBhO2cC0uHJSspWwhPcgfoOfu/P35Fvg3jSzel7jEL17LpYiSEJ2mZlSlFDmfuKAI8x4PBzzUhRl9VbSzysqTi4TW6M6ZDiOQWb3Y5XxdtlZ8Nf4m1fsLHoR/wBu+awEqz6VzpuUrTNwds19bdMGadk4rOPCSnyhSU+hbGSrnsTWXebXKslzft0pAC21eVQ7LT6KH511bh7WY6lW6pv5olG1bB+CkpL6WYnNc80FD2qyERucECvGZNiW6K5OnPpZYZSVLcWeEgAn/dXtkVVo1rV1S1m5pZbvhaasJTIuz4P9o8nnwfmkcZ9CcCo/V9RhpmM75s3sHDnm2quPbyeVuK9VxF611c8/atIRVrbiW9KyiReHQeAfRDPYHPvknOAnDv8AqfW16vkZM2HFg2m1lPh2xJxBjNj9s4IcJTk5CScgYFXLUURzVVwbT4ao0CGPh4kMI2/DsJSnY4nn8W7B4wSRxxVisNl01YrYtN1tLkm8hK2Y0B4ZbbQoY8RWeBnJ3E++K4rmaxZqN0rr3/z7F+px68WPJWtkUJvptdrLpj+ldxlxoVvL7TrKp7hcdeaJOFtMAlIUEKwlK/E4HIHapbVU/QlpFqk6Yjahu62ZrDzrjsoQ2ZDIVlbWFbEcgY8qPXvxzO2y1tXKQw1qa5PveBDKYz7yvI0sfcCcfcHfGRkjn2qEkBhClSfDVKcPdxCtjZ/InJP8BUbZn11m1GtzMK/a70/er1ZpDfT+TAt7DqlzEs31tJfaKcbcBfOCc9x/Ou0qBoHU+qIlvtU+bYo6mFyW1XuLuQH0FJb8N9LgVuBOQCtSePyB9DKfPlMde090pcxn+VeMa0/WUr4FiK445LBSGNgJc2jeQOcHASTg4zWMNThdLkM3Vypy7EHPseqOn98W3EefK2H0PvS45LjgRndhtxWEuhRJKkqTnKuEnBq26d1NF11G8UwEQL4EBx6I1gNyBgZcaHoQMbkfJRTnBFS9ntitG2A3d4sT7RekBc23uPedC9vBb3c79oGU+h/nXpOnJ1miW7VdkktqYvLrUht9nJxgq2oWr0UjeVKHrtOOxxMYOo3afcr6ntt3NDKxq8uvkmiTKSglKhgjgg1xUk8pi/2ZGo7a2kEKDcptHCQvAAUn91WBj86jAoH5V2nTNQr1PHV9fkoWVjTxbXXM60pSpM1xSlKAUpSgFKUoBSlKAUpSgO9KUrAwFKUoBSlKAUpSgFKUoBSlKAVqPrzPduosHTaHIW1J1FLSqRtBJRFbOVngc84SQe4Ua24a0/09Qxrv6W85aHXHY2mYQbIWsrCXkeZwADPfg4wc4qE4hyXi4M5xezJjRKPVyk2uxuG6uwrW9B0LD3JYssdDCENrKPCkY3Lc47p8xTjjCWyOQebHapN30paIupojja03JpUWOFo5YZCSrxTzycjP6VVrboydfv6R3NV6ebDDTj2VW6UkoW8tRKhubSTgbh5QTzmsqRqm7Pu2hc9UZ5FsShpDaYjzLbpBHhoV4iU+ZSgkEDccZ/XhsK9m3Poy8v5ukeq8num6hpa2zuQpOArH2iiexBJyCrdnJ9VlZPAAHidauMRn7Hbk+P47/j7kIHiNODuUnGd3PKiSccDFQOudWxUxX7zboaIDco/1ZpJydxbSvd+RbWhX5urHBBrVH1nP1TMukWVfJFns1mlIiuNW8YlTllAV5nT/AGSBu42AkZzzjjBY0ruZc3LFd2e0YxSTku5tW4X6228eNebxAiFeTiRLSF/qnk1ixNXaXuTvhW3U1qkqxnAlpT/tYqgMxtIwwr4DTEFCz3feBffV7blrzuPzxWNcbfZNXsSbVKYjRozaWXJUiPHQHkBSlbWm1DAStYbWSTwEpOMlQrVr03FubSb2XdnrPmr25l3NtC7KiKALf2R+6gYIA/dOD/0H1zXopf1h4ceI2tzxsFHhZ3bgSQUjOdySkHORhSAST4Y3aijRY+mik6OvFxiR2khK4lzlGWw9k85OApv2G0EAntVz0VrebBdh3eFHESVcIr6URVqDhacS4th1AUOOChS9w/A2rsTitqjGjVHaEt4fjr+p5WRb6NbMvd7flahsUjVL+VPRXjHeDKBu4/sl8nKlLTjjsDzWbdHmrjFhXpp9p0yWyy+ps93msJKvyUkoV+tVzS0n61vbdkVcnkIuKXz4iDtS682grS78kkjCR+lZelpDr9ou1pQ02y1CWzJbbTyVElSSokeXPhlgcE8AZxnAt3DWV8FnwW/SXT9SD1fHjdjSk+8ep77vlTdn0rg964rsG5RzVH0iNQuo0xE0Fanyi5aulNwQpKyktRiQXnOPvDaC2RkcLraTdvt+lLFaensT7Fi2w2t+xQz8SpOSlf7SUowO2RjmtNx4rXUD6X9jsCftYlht4WtBIISrKlPpIB/4sDvg/Kt1RtGztS3HUN5VeklOxchtKoMlO1a1HnzNgnAyOATz29+ScaZLycv0t/lRfdGojTiqS7vqybssibpSCnU0Zhpw3ln4aGtaftozad29xA9Ss7SAeDhsHio5q5KSAFr2AcJ9dyu38OO/rgq5zXCNXy27nZZU+HHlNWpCGkIDDrMctp4UT4iBlQB8XIzgME1UtZ6oinxH7fEMYTHCG0dgOcOJHvg5b/JAqnXJOPy9kScKpzntsWabrx1FvTZoymjHbeW804lGFp3DCkpP7JOTk5JOST7Vy/assemIwmauvMW1NnJSl9weK4B+y2PNk5GMgD51WHtU6Xb02nS0zXbWldQ6glvfVNydCMhLKW9ze9zCAFF0cEg8eXJxXyb1t6f9U9AXFy463elXiA8r7G7tuKeacB+6Fk8tqx+FYBrdweG1nSjbky79l2EsiNUnGv8AU+utLdbemer5y7Pa7u7Gnowlr45oMolceigohKs8bVfxq4v3F63uBh0KJRnCCfug+qFeh+Y/XIyD+aVgeveoLmza9O26bcJ7v9lHiMqddV+SUgk/oK+2eitm6m6ZsiU9aL5AjWmakNxIk+YhExlz0CVqVtB5P2albj7VlqnC8MWPq0vZ+3uIXqX1m4oMk35bcOHFEtx3OENIGSD94YOQMEYx+EAYyNm2TVHN9slzbuNwdRPtOwNpd24bi7sIVyDgtLH3sEgYHrmtd2K+zrFqMfCOlEwFxobeCHOxx8scqHchI9qsGm5tve1JaUXZJkQ5L3gvpVx4sZ5XgDefcuLaV+SajceDnFHy2HLLoWK1PsXfSRjITibaMbkE4IbUMFPv5Vhae2cJzzWCO1ddOSnLbriZph6W0+iR47SXt4+2dI9FHkgKSsYA4z867LylSk+xxXX+C8qV2G6Z94FL13GjRkc8e0hXGf8AqrmqZ1hvjmnOmWo7syl9TqYK2GgycK3vENJIOQAQVg+/BxVvnLki5exDVx9SagvJ7dHbmu5XLVXWsMmQWs2HT6EA9grC1pBPdSlZJAB4A7YxeNMRHL/efqqHJceLu9K5ONm1tKRvcUOxUCtKccA7l5zjmmadhytMdK9F6TtICHoVqTepRS4G1NrcOQok8lQ3ZP5irHZos2Nou4axh3N6DPW8iyxSgZS94mxTqlc8jxVvDP8A5v58cL1NvMzJW2d02dGox40Vx5fYm7vdp7FuUQ+67Z7S6qPEeCOEgYG4nOCocgEg4JzVeuN+bi3NFtkBcdCHm0PEjG1GcKCB+yPMcnO5WSak7Fff6RaeVoyBY2hEDPiKkOvlCHCfuoKiCN5PbJGeD25rXPUnVlqu+pVTYNzXPQWG0l1bHhEEA+U+iiPVQ4JOahMqnl2be/U3qa+eXKbq1bozSFjkwUr1w1bV3NGYibhw24eON+ABxmq9c9EaugsiZHhIuEUjKX4TnipI9+Offt7VWdZ3+xa36SaYs+tpiIlsujy7ILorA+r7kBujuknsj8Cu3Cu9fIM/qX1l6K6snaaOobtaLjan1MusF0lII7EBWQpJGCD2IIIyDUl/+P4+albVHY167LKt1vuz64fuTkZWyQ042oei04P868l3pCMLbB3EbVYPBSe4P/b0rWvSD6WfUDqVqK3aF1F07surH5ag0qSUqjutt8+I64sZG1KckngACtpTIXTnqUxd7t0Wv4uL9iWtqdbkqJUrbx4rWeVtnnB+X6VGX8P24c+aJ7/FRm1GS2M+0X+526bCu9uS6uU20XmkDLhUyrKXGl8ElKinnJwFobVwSonIvjj8ByFfLfNSxCuKfrFhcckoa5w2EgHzFJykccD+fppLVjdvtkXUEUC6JtcFNumxUspZUznKlpSkkrXtBSVLxjy8euIuPHnao0jdFNzBDYsspC48FKeGG305UCcgjaSO2Mdq3q6przueM/mf2LZf1N3EQ9TMR22GrzHS+UNKyhDyfK6kcnstKufXIqKrx0PPcuWgX7e480+7bpLEtpKHASzHktg7FAfdV4iHMjuN1e3au2aBlfF4Fc33S2Zz/U8f4bJlBdhVGtseJr7rnb7bLkNu6f0LHVe7uknKTIwfCQoHGCBk+ud4q7POoYYckvLShppJUtROMDBP+6tbdDkLe6caw1c9tfma11J9Wx3VKDfiRkLPl3emUIxkcZ55rQ4rzHjYTjF7bm5oeOrrnN+P9TZ0+fK1Lffj3/GVJnO5MUM7XGuSG0hRAJQoDJByOD71YryLvbXpOlrdKXKitpROuLacD7RRCdqlJ8yWzjnAzhJ5ziqroO1zr3c35N2uEiO9amXJ3iBYWtrYVttoyDggFtZHyNd9Ia0u0duVHkR1zZ18eQ0qcVYU0kk73XFYICEJU0e3AUe1cgVO/V92XRw2ex43LUbkNqO/sWC/vLSlceUHG4DkZPp7DGPeoSbqe1Wq3fWt9v0S1xy8I7a5JUAtzBJGQDjAFdep9/tcCJCsDVx/rdreW29FBS4hlOeAhxPCk84AIBHOQO1at1fbLPr7TEfT95vM+2/CzzMSuPFS8HBsKdp3KTg859a0I4NV+Ty3v5TcjXJV88UWXVfWyx2CxXGbpTXVokXJbLCYoYbU6onxgpXDjYAG3PPepDRnW6xan0nBm6s1tZol2bU62+h1HgrICvLkIRg+taP/AMg2htqduv7un87Wj/c7WtereloHTXUcfT1r1C/dFmG3Ikh5gNKjuLJIQQCeSgoUeeAsDvkVPVaPg5VXw9T7Hk3KOzkup9vu3mBMt7Nzt91hzozqilD0VZUAsd8EgYIyMH5mke4fFocdByW1Dcpo7ClwcpUkdgeCoADg7wPKrA1NoeLN0b05sliuz+J75cnusbcKYS4QUoV+9xyPStr9M7xHlWxdpbubaZ7U1VybYdQEjwm20JKi4rjknaEgE5UT+UPVi/C3uquXRdDO2tutTLFeLjdNR2+Tqktpaeivi2SmkKKVrXgYU5+yHfuYHqQcnAxlsyW79pRibHkrkKsy024rX3W1jchXPm4SoJJPcpzUVFvEnXmsJthhpFlXqGMpSmi2HFrcabcdaCs42r8rhP7uPesHpxJP1vOgGY23Fu0N1TDLq/OlDYC2jt+aXO/y7cVa9DyZYedCS7PoyF1GiOTizhLukS1K4ziuTXYk91uc722exWeo+p1aS0dcLuwlS5WwMQ208FclxQQ0M+nmUD+QPtU1oK1RtC9MLJp56cRc70n46fKWSrxQrnas5ykLUe2a1h1aMrUXUrpt07ZLao1wuTlwlBKiHAGtqGyO2Bl4nkclI7YrZ2r5bE/U8ws3BnwY0gW8tNu4cbabASVbMfd/X3rl/HOXK66OLF9F1L3oGNGGO7PMixabfEJKdSzIa5FutKSHm0n7r52FlsD8YSlwHB9VjPKRjEn6ifnT37lLDSS6veolO5KQOEjHqkD09VHnjNeN0vNytun7RoyRazb33Qu7y3QsbXA44QjBHqNySR7II9DVAv16bQGowVhBws89wOw/Tn+Nc+vhyU8pPUQ9SRaJt/U+pKB5G287RnOfcn3Uccn1/gBii75/zn8qpP1uf+Nrqi6SHVpYipW++6oIaaT3WonASPmSahlhyvnt5Zvekq4t+xfG55ecDTQU4tXZKE5J/SsxlV3jOC424qZkRMuBaXWw6hspKXSlJyc7FKwSCASCe1fLd3111R6q3q46e6OMlFltSixJuiprUZuW6O61PPKSlO4cpTuBxVT6a3/Wmjevlgsmrly2ps6WmA+HXvEC2pILKloWCpK0kLOFJOD78VacfhWdcfUlLaaW+y8Gk7+d7bdD7VuepLZNh4ZbejvGQ6rYHAGkM7vKnb6nbjKu+ec1kaekKuc6NpmXLcTbJxcO0KBDc/b9ksnvsUEOJUkYCiQey8Vqx65eEsofVnBIH6VZdMX+1Gz3hF2iOSZCIng29SHQPDeUfKVk+qllsI/5JVaFLslLlmeltCUOZIt2mpjsW8PWd58GLJPwUrxl5WVqV5FKPbKVZBwBx613lRnYcp2M8kpW2opI+YqF1mbJKk2udpuU3HTOitSnNjoQlg4wreo9lFec55qz3SaLoqLeuM3OHHmLx2SpbaSUj8q6TwTkyquliyfytblR4hoXLG5d+zIylKV00qgpSlAKUpQClKUApSlAKUpQHelKVgYClKUApSlAKUpQClKUApSlAK0p9GeUi69S+q94ajo3LXIUlO0Ekfd5SSMjjtW660t9FuE9p/WvU+AEMB9gvhKX0oCTzu82/anHI7gfnVU4w/8AA/UsfDn+LL8H0LoW32mLZdZsWpghpUJjKnGUoJJS6SPKcHBKh2HGKrerm7LKt9lNnh+HLhRvCeU1HTvKuMkEr2pVjOFEEiprp5ZPqiya4gi6QZWYEc+IyqKU+ZDivwpxxnHn4yDjNVC0aXsr+kb3Ml3SMJzC2URgX4ALhIwQPJgenc1ymUdmvuXGH1N/j+hVLtp686k09ddUtyGWGrAhRfaPKVb3ThCD2OxBQknnlOPStX2d15m46rCleIq4OwLun02tKbcaKj/pJSP9IVuj+m9qjdO9Tacu8tLEm5xUMQUfCOtuEocLa0utjKG1BaFg7cA9/XjRDECerVOm5TF4+q3nXH7PIcWx47MwPI3MR3W9yQWytsoKtwKS6CORW1hwharKW9nJf0PZ82ynJdmTAu7h8rSytauEp7ZPoKwdM6ki3Bep4rSsrt93R8Rz2DkdO3PttU26k/M1LzIEKInx2brYYbjvlU5bPi5T7R/cRJaZQ2fTdvc29wDkGq9YdK6UsFzcmaSZusCdKwiQ5PmplR54J5bkJ8NJSFHnxUq3I7gGvuPVjVVzqlL5pI2bLZWyjKMeiJmTdFOMliM553Owz32+b/BJrYWltHXe76Fh64bu7TDDO9SW1DzeG+t54L3Z8vDu3sfKflitTXO0vzFtm0LUiPcG2kMF0bHWHHe6CO25ACgoZ7/LmtsRbv0rVoiZYo67giQp9piIl0OA+A2yUhe1ClIx5U4yO+M4B3V4woVNXI+jb/oY5VkbZpx7bIltGT7RfdR26Tt3w5N4ZtTaAogIYQvKjx6YHNWnRUVmFrrVumo7Uf4OHGlCOpKd6w2j4dLaPE7lIA7e5J7k1r7pvpxEK82zTt1Uy63G1C2JP2hSFR3FAFQxg+38KvOiYwY6l64kwBHRZ0NS2o60KSvK8x8ecrKthCgoeUg5yD3A3tPh/wB5T/8AJf1IXNSdFifsSlcUrmu1+Dnfk0r0USiX9Jvqfd4o3rhQ3vCx35h4OB/eNfQeimLE1adVC0I3NqgMqUpxtsHed2719DkfwrQPQplu3/SN6mtMbVPCOt1oKHCliPvAOArGMYOEq79jivoDRtkj221arZS4kokQmFOFGTjeFKOSIY9+cBw+/tXG+IPm1Cz7HRcSPLjRS9l/UqOqrjpidHtzNpZQjwoKY76W0NtqeKgQpAVk7dwyCQM4JHrVN1HpubedJTtfNXNtuLaizHU0tsgvuLSlS3Ek/hKlHBxzg1e2rFpdnRExxTDCp4lo+G3rLKnConyeK7DQE544KNucZUOap2pdYpj6Avuibt4rlwuLrEqI6GikKZU2kgOebCVDsUpASDnFQCVfaRLU8/OuQ+SPpTrE/T+iloOMSbrx3/DDqJ6P/SY1zodEbSGoSNS6ZfWGFwZqt6mmlHCkoUrPlwT5DlJ9QasnX6C7/RPR/Kf+G3X1/diVpi1W/F2i7mufHR2/vCuh4kqZYMKpLdJdCMtrfqza9z6o6y9WU/R7tTGnOk+kbFa/rZ991cgREqIQkNlIUnG1Z+0V98EJwNoA4r5rsGu9aa86q2G9au1FLuktdzYw5IcKtiSseVIJwB8hit8/Sq0dftQNQr5bbW5OiW5b7cpUdSXFx8oZIU4hJKkJPoogJ9M54rQnTy3MI1xYOO1xYV/BYrPGnT8K5vrJp7sw5Hv1P0Td6dxDEvOqXdSuIMGY6hLIbShZSobj3UeOT5vbPFVOTf2ZMCY/HQHYxckSHE5xlDMfCU/lnk1Lt3/pZLt+oLDOs6UXOXc3SxiE4lKUDgk7XVAq3ZwT64yPUVUWB6xwpsFyS0sNuy4XiE7QkLYKkKV3wAQBVAhCK+k32nt8xtjVl0t+muryWbGWkxyEAhraUFalrWo+vO545PByKkpAAfcxwAo1X9Y2vHWFqHowMswEJb8dtnwlp4UpK8bj6KQrO3JGRU++cvuZHdZNdA4K72MqfEnWNb+x09K099KS4vw+ntvt7Jym7X6DCdT+0kqU5j+LYrcI+7WmvpSNrVo2wSEoUpMXUsJ5zaknCdrifyHKwOcd/wBKuef/AOLP8EFp3/lV/ktnVbxEauftbEfczCiQYTavDQdhDQ7FXKT80+3PpUrrWNerNoXSUQXt9y3XyRcrimOpCcNEtrWgJPfGXDxn8ZqJ6pPIiaxuLyI0ZxBECSHnG1qeSjw08oUElIT7kqHb1rM17C1h/RPQN3vU+E9a4aJ7CEsNlK2lIQsDdnvwyE/mFVxSW3M9zpk1tGMf+dig9QL0hDsOE0ooQ0XVpIV+FW3A/IYP8ap31uT3dqc6h2iUJ8aSUYSpstj804z/ALQqqfAve1ac1FyabJbFSVZsC0RHOpnSjX3S5louSn4H1zbEjv8AFR1BewZ48ycg5rUUB7/5UmgI8ALckdUdIxkx2k5895tyfugn8TqM4ye4H8Nj9LdRyNBa+s2p1rKYkeQluYAP/J1+Vw/okkj51rrp7oOZ0c+mzd9MsqdbjWMXC4xFnIKofhKcZJ9xsKCRyOfWrRoclZVKuPeK3RB6nD07t15NqI6daH+jZ0rTa+oWsDY7tq2IFag+AKXbm/HyCIDA7NoVnDizyRgfnsDRmvoPTroQq46e0jF0k3qVRNlgJBVIXFxgyH3MbluKAJBJxzgAV8cdCNCan+k71yk3TWV4elWa2rVdr7NluFQREQrd4Q/vE7QBx3OK331V1U/rrVbk+IwY9titpi2+KOEx46eEpA7D3OPWsdZccdqrfeT6v/QxwMb4qzeX0ruRttvHiXOGyXPK5IbQse6SoBQ/UEj9a2zpNqff27xCausmI1cbE9c3QyU/bkrGEnIOACOMVpO2RXmrpBWtOMSmcD/TFb9gxbHdLVITZEXO0ydNacdRPktEFL5SvbsGc5wfN+VQFXbckc6K5tjM6dqWw3qJTLTqGp0ccl4KSQzKeACU4ykef19RmpvOaqvS60ToszVUla9zCW9wIKSCl2S4BjCiRnYfvAfr3q0jtXUeEP8Aw3+TnvEcUsrZPwROsFNt6TvTrq9qE2+Rk/8A2ZrWejQLX0I6fW1pG9Mxc24ODwkLyogAK2LyDyfzBxitlazjNztIXqE8UJQ9BfSVLOAPs1d++f4Gte6Vcbc6Q9NZzcaJJ8ONMieHKbcWjedp4S2CSrAOOPTuO9aHGfWuK+5vcLxXzMuOlmbyemGp9UW6+KiILUKIuOhkFtxC2G1nAJ8vLp/hVH1PfHEWCQ9HX+JiJ+SD4h//AGVv+FW/Stt1TN6U32BEnQWbZDFtckx1IV4ylCO0VEHsEkbQM85Sa13qq1uDTEtnzb/i4zgGfQGZ/wC+n+Nc5mlFFxoinPr7lY+tnD3/ANquybsr1OP1qO+AkVkQLHLuEtEVtxpvdlS3HVbW2m0jK3Fn0QlIKifQCvGNasly7dWSsnGEXKXRHteNaW/RWnJOtbo4hRjgotrCv/KZhHkB9kp7k+1at6Iack6y1NdOrmu2lzoNvlKkLccXuE24LO9tB9wDlZ9OAD3xVR13qe59a+pVs0Jo5I+q4zog21lGQleSPEfXg8qVyrPYdu1fQEuzwrBZ4GhNNKK7TZUKbDwTsEyQo/bSSAe6yAB6hKEZ5q0WVR0PCVa6WT/kQdXqZt3MuyMifqN64SnZj68LeWVK5z39B8h6fKscXY/tmsD4CQfw12+Ce9hVWUUpbsnGtjcuiZk1V50w9CmPQ5Eq6sASGSN6W33G2MDII7LP8fSrRoq3i2dSl2xCpElxi8u27xlOpTvbbCm0laAPMrCO4qO6bs2eTZtPaffgyF3qZeYrEaayoAMNtOtuqPPOQkEg4IyK50Np+e31WZlGa5Njwbw+hUt4p3u7ytYWUhWfMlQOQnHfmpbG/wASP5RW7ktpt+xcn0eFIda77FlOffBrofun8q9pRC33V4xl1R/nXieUn8q7bD/DRy+1fO9jVVu+0+mXpdDqlrQ3p4qSkq4BDkhZI+ZDKcnucVJrucR5SJiVzHp8pTrb7S2gEnxVbcNqHJBycVGWwn/5ZOnm/wBvTS0k4HG5MwD+awP+2K6WSJDtzkS5fWDDi476HpLCGXfEbDTm47lKOCrGexHyFch4oW+pz3Ok6PBPEgl32N03FkdT+oF5t0uLKs7NrtzLbba0grBbS6Ox7AiQD/oitc6/06zD0QzfG2WVzrYtMSdNMtO58/dCg1jg5Kc8HsKy+ol+XfNe3q42t+4W5iaUR1KKFsrUhTQ84BOSnEdZB4zWttcall3uXEsU+AzFtVqUGgYrQ+IW3xkuL48Q4weQO9Vy1Q5dpIkseqyMouv+BDyL3Et1s+ur5eItrt+8tiRKXtStQ7pR6qIyO3GeM8Gqz1x1hK6d6FTOtd2aelamjfDWx1skK8J0bXnQO/lQSn3y6CO1et66Y6Z1vr63Xq/ayvsqDHlJTDtKrG03HZYCvIzuEk8cgKVtKlcnknnR/wBIPVz+uOpdycS09FgWtXwEKM42UFttHGdp7Z49M4AzVl0XTcKVsJ1vma6v2/CNfKvub2l0TNyfR1faunRyHD0+PHmwJ8hV0bbGVpWpQKFkexb2jP7tYV4iqv8A9IzQ9mS40temlC63l9BCksx2nA6WiRxkJbI793APWvmy1P321O/9wLlNhvPlLJMR1SFLyeE+UjOe2K+oNDaAPT7RiYEyPu1PfEok3SQs5cjs5y3H/MnzqPqQgehFSGdGnTrJ5e/zT3SX5GNCVu1cfBbpV9Q7IccDmApRIqb0bd2xcZLW7KG46py0nsotIWlI/MF3IqifASf2K2H0b0cnUNyvTUy6RLelNrebbckrCQp1XKUjJGT5ScewNUatbT3JjLjy1NlqTMsEPQVnbX8ILoi7zPjA3hD6o6Fbh5gMj0NbBtzzEvSFgmx2ylD7D+CTk4TIdQkE+uEpFa6BsqenFqeafbXd03ma5IXFCTIRHUopSfN5e4ONxAzitjQcp0bp4mQ88tUeQtSnUpCzulPKBO04zgjtx8zVx4Z2+Pjt7P8AoU7XVviP8nhSucH2pg+1daRRzilc4PtTB9q+g4pXOD7UwfagOKVzg+1MH2oDilc4PtTB9qA4pXOD7UwfagO1KUrAwFKUoBSlKAUpSgFKUoBSlKAGtY9IEt6a+k3qWzuvuBF+jGUF7sFKnk7UoH5EVs41q/qKwvSms9O9TYoUkxXkwZq0oB2pX9x0knuFYxx6/Lmt8VY7yNOly911JrQrlVlcsu0lsbt0nf48GDqiJd76lpbkJtDXiSlqyUlxKsZPHKkfxqmP/wBbbUj411xpSVAhRc2OjHKFJXwUqHAI5yR71L6iet0W6rnNQ0Lj3RCbg0tJUpamnWyFpTjgbDuJyQQoIx3qYudzh3XTNtDX/fO2kx3UNtfdaHmQ9hI4AOFAH1HcVxiM5SabfYve3p9V5Naag0VOvFnfukeMpbltwmS8jzNqR90qz7lxK3PydTVBn6VXOgyILjhbZlIDa1p+80oELQ6MckoWhKwB3249a301NlRYki2R31sxpCwXmFnCRjKQkH1SE7EdvuIZUe5qt3CxsR1lxprLaicD1T8j/wBPYjBrVty7MexWw8GxVJ2QcJGrIseVqOO9Pn29qLdIavCu0VPHhP4yVpT/AMWv76fTCqxLlZFCI4200At1Km2xj7yyMJH6k1e7lpwtymLvY5rcW4x0BptbwKm3mvVl5I4Uj9kjBRxjI4GK5ZLjqSYv6wguWOCypPxgJC1ODnLMdWc+fKsunlKeMZzu93dXdYr4Pp5+xs13SjHkZQtPsTL/APHXyUgptwnT/qdIGC6l19S1vq9xyEJ9gmpvTtgDFxM4IB+FBSlK/uLWtKk7VfmguY/eCavzloZeSyzFZSG2glhhlIwltA7D8hXb6lbijwHUEKQfMORuVkZJ53HgZ9k7EqHKHAfSOVLKudnjwa8nGqvkXczNMafiwHrVf724xItyor5TuGVqCEnwULT33heMivTp/akQI15uLrDKUrQ1BYcZUFBaApaffcCENN8H0UKzVJ+rdMvWjYGbtOnBxL0pnlpoK+xc4IHm+8rAHqflUr8DCs1khWqGx4KnVLnvozkpW6EhCSe52tob781bOHMf4vPg2ukepAaxkRoxJb930Mah7VxkVzkV1koBp/QjcTSf0unGVjEbUsBIWO25x3LR/UD1rd+mZ2nbFH1JAkKWl74UpwltRyUKII7fMfxrTXWqEu0P2LqPEcdbcsk0MyS1gKEV8hC1Dg+YEJx7ZUa2vepsR9cO+RClMLUaBPUlBzl0p2up3D9k7vKO9cf4tqnj6hKXiXU6JpN0b8WMl3S2/gRS7JDYZRJRDWw1IZUF7mShfgqTkr2nhQCEuLHrubTiobUuhrteLUvUSI3isQnlMPLHZOSVFP8AoKKk4+VbMempvtgjRmmHpE+yIKH5Tad2yNjc06pH4gChG4DJIQsepqESVGOYaXXBH3lZZ3eQ5wk7x6nACSfQgKHeqq/fwSlV0oSTXQ+X+r/S3U+sNK2d3TcRM5yzyZ70phs/apbcTGwsJ7qHkVyK+fmNOzI1zZYfbLbjchtKkkYIO6v0FlWVMF4Px3HNqDgOJyhaF/ocgj0IODnNV6/6G0lqold6tu2XxsnRcNvpIII3cYWOPXzfvVvYnEPpQVNi22PWWO5Sco9mQV4iT4eo3p8N1TTyUt7VJOMfZpqqSek2idQ6mh6ikw27HcWJLclciG2fBdUk5O5odieOU4559q3DcIEGTOW8woqQUoSkqGFeVIGSOcdvesRVhRJUlhhvc4tQSKiqtYuhZy0vubM4x2TkuxUIFmcXqeXdIccONNuOuDccIUVFQCT8ynfj8vnWwLBpZt+Zp+6XR6Gu1zpyWn1Pnb5GVeNvWPTKUKbPyIro3Zm7ayiO60FrOVrQ43gbj3JSk7k44HJ8oSn8QcqZhtWa22C/SbzCXJdlpLbLLiPMWAMyHEj8JUAlAx64xwo1KVT5Y9TQunzyI2wWxFy6lztSQYrCYMBbsplG1P2Rxv2YPmHLp5HrxUu6sKdUoDgk0sdlcs9kfusx1tc+4L+HWoNjY6pBJdcQRyEqXuAGeABXXGa6dwbiyhiyvf8AmfT9Cka/fG29Qj4QyKo/WuzSL10xvkeGy27IYaRKb3+haWlwn/VSqrx6mvGZEYnQ34EpAWzIbU04k9lJUCCP4E1b7q/VrcPdELRL07Iz9mQM1u56s03pu92190ov9hZbkpQoICltYCkqUfTaPapoRL/qDp+5Z0xIzlq07MTcFrPDi0P7nHAP7viupz7px6VDdLI6Rom59O5SRIf0bOMtlvaUh6ESSO48ySCff1q46SvEm2pmGGwh2PdECGWCS23sWo7FhRHIQpbmTj/Oj2FcFzOejKlTJdUzpytjdUrImrtUaedVbil1nc5G84Pug8K/ntP6VUPqH92vouHpq36bva7XqpYXHYYO1CB5XsnA83fbg4VznkcjGapNysUOI+fCUrwVqUWwr7yRn7qv3h2PzHsQTC5VlkfnTJPFyE1ys1V9QJIIW3n2wantZaal3zUNu6zsMKXMk6LuFmubg5Kpkchndj99Kxj3FW76uhY5dI/0auHTjUFtsUS9Wm9R2H4ToTMYDidwU5gJKAP9BJ+ZPyr203VLKJt77dDDOqdsFt7mnNEdOY3Q/o1D0TBHhaj1SETr8vutDXdtnPoPcd+4NQ6tOnjyn+FbTvKk3q6SbrNk7nZKyojbwkegHNYv1XFXw0sKV6Db/wBda+VqtmVdKb3bZ640I40OVFDtmnWUShIfb3JbSrCT+PKSCB8wjesf8nWyLfaPg9E3bVEya41Jly24ZaaPkkpQMvZT6gn/AArETb0gNQYoR463W0pVjy+KtzajdjOEglJ9cIS4D/aDFh1HAs0C7psdhdfcatTYcDZJcbce3faKSCeVFRPlAKSntjPEpVNxr3NO+71JHjoa0izaUuFxaWtLk+THgklsJ8RDDWVL475ceWM+u2s7bxjNSF5aFviwNOJQhv6tbV46Ufd+IcUXHNv7oUogflUenNdp4cxHi4EOZbN9Tm2rX+vlSkuxi3OEi4W6VbnT9lKZcZX+SklJ/kTVB6NRX5HRj4C0qfRN0hqV6KnYAHEtvEtDO7tncPkK2TVW0Q01Zep9+0nPkhFv19CUuMpS/KiW2kDsE98bDyTnmovjPHnPEVsV9L6khw7fGFrrfd/6E7omBqJSrtpWGwyuXd4TrUouvEht5s7kjjGfItA79xVTuVicuEB+3vp2zgyWlJI43JKOP1UwlP5vD3q52pxen7yHoUMwpNsc8yEJUQpSdyShaleq8n1Jwkc1N3PT7kmbDvcxtpi3X1wPhbAyqPuGVJSe3icbh++2B7g8ndytXQuyn6b3Pnf+jvy/lWtuv8udpzpxIiWlQafvMtNukuj76I4HiKQn+8pLefkjHrX1bq6y2N25vy7MwWovG1GO4/bHyOf93pVakWDTs9lce7WWDcWlOB1KJbIcCHNu3cM9jjNeOHqUdPzFO1bpG5bKWVTy19D4H6QdQ3OklyuV0Y0nAu79whmGlclxxCo6TncUFBByRwflV7X9JR5BGzplauR+KdIV/iqvpHqL0ls2rtI3OwaV0zp+HPCI64ryIzUZQUHRvAXjP3c8Z5GazOnHS+16H0PAseobHpqbckOPLfdVb48tRyobQVuIJ7Y4BxVoyuIcDKr+Ktr5nvttv1I6GPfCfJB7Io/Tm8N9R9As6nk6ejW+cLguO4lhalJUjacZz68d6nE6ZRIdQyW8IV98e6Pxf+znHzxWyFRYAaRGjx4cZhslQajRW2EBR7nDaQK4NpjR0KcWna6rkb/LsHsQfXO08jg7PUqAqizoZF7nTHaLJGVkqa9pPdjQunFz7nIurzr8dFhtq7gh1lW1a3m+GiD6bwoH5hGPWsvptaWlXyRdnl+MuBDeS85j7yAoNMr3ZySQgg/vbj61KSLW1ZNO2xpE943S6vpce8J4pQ22VbWkKAP3c4cVnnG/5VJWthFr0gFNobbduixkpQEkxmxsRnHcKwVj+9Vl0SmWbn1Vrsnu/wBCA1LIVGPKx+TDJoThNOKcV2tLZJHN5S5nuaw1Ns03156b6saZLaZLki3zZATkBILSmwT3/wCMx+tWy+6ZRbtW3OM84EsmU4wypxfKm3TwQOwwMHNYvU6xrvGkX3oyN821vNXGKM48zRyoD5lBWkD3VVufds2r9Oaf6gOPPPMzmG4spxlI8RTqRxwc4BV3+QPIrk3G1MsXN9bw0dA0C6M8ZQXddP4nXqFMs2rbhbbo2vxPira2xM/dfbJyk/MJckH9PnWsdVaTnGWm5yWSW5RIDo+6pY+9/iK3TZZFrXpCVp2QlsvSpIl25IRuWp8n7Rvy55ylSsn8LqQOwxgXuU9dLRFscwGMxA/swWhlCwfMpYHOU8g9++eMVS8i1yi5J9Sax7ZUz3XY0E7B+qHUTPCQrwR4gQsZC170IQn/AFlp49RmuOqXSrS/VC5BEuMi23hSW4zM+M2dqnikYQ4gd07sj9oflmrtqfSJu0B+0w5TceZ5HWFuDypeQoKSD8uFc9s47847QrRqu6mM/ri22i1R2in4tuG+VvzuOUbgtSWm14wsjCyCQMZNemLnOiMZxls13NnIgrp9j596fdBLh0wvF11f1PgpbZsAccgoGFJkuIz9okg8pGRjHqe/BrZttnu9QbBa9WyIbMZ6YypK2W/TatQBPzIxk+uK2HfLRb7/ABZESS+kiWlxDwI/tAvOQeeBnBP5V52fSlpsduhabtT6pqLWy3GU8hJJcWpascc8knCR3OK9czWJZ1W7W89/4I+49Lolzy7FF/o9j/NVO2GwPRLHJuIR9gV+I4sdvGQkljPyJDyT/wAon3qzuWqMThJGEffUeMfIe5+XpjnHFWnSc4woojSWXJFghTmp1wZaZGwOjcGAknBJLiWs8nhtBON5B08KcpJys/QyzclP5YFe1HGt0W32Gy2AMrctkFKJai0CpSgN6lHOckLOD+vtVpmxlW1qFZ1hKXIENiO+lPYPBA8Qj5FWaw7JHZ1Jq03uUGlR25Dst5KRhJS2Ruyn2WfuqzxwKyLhMVMmOyHCStxRUon1NdH4Kx5W3zyJL5UtilcR38lcaovr3Z44+Vc4HtXGRXOR710wp4wPamB7UyPemR70AwPamB7UyPemR70AwPamB7UyPemR70AwPamB7UyPemR70AwPamB7UyPemR70ApSlAKUpQClKUApSlAKUpQClKUANRuoLHC1HZ5VluDYWzKbKFA/4j2IOCD6EVJVxgVjOEbIuEuzMoTlXJTj3RVenl0l3jS7+grnES9qfRm92G0VbBOYUORgjPIKHBxyc+2asmitYS7Pco11ehI8CQn4ZxrZw/Gz50t/tKTyR77SOM1XtWaYucm6QNW6UmCFfLYR4LhXtS4gHPhk+gPPPI5OQQTjrKXbNYJGrbMzIZl2of927Kyoh9pxIJK46ScJRuAKgnBweD78W1vRrNMypbL5GdCwM+Gdj9/m8lyfYXNYd1NZo6ntNyntsOQV48u7CkqCjlBSoqSCcZCdpxgA82mHMuk1FsjR1PLKlApxwEpGSFZwO2fKop7cE1TtO9RdQ2+wvojvxGhcS7GWxKURDfeGN+zbjwlgrKTswhRBPB73BydpaLa4E3Sd+ct90wi3m33F1YCiSAUofSd4TnttWUdsp7VBWY9c12JBTcCHutptkMlyUpyKCM5QsIH6B4p/iP0NYLEGJMBbhTJMot848RLm0e/2ZUr09E1ZrtpTVmnJUOHFZWfrF3wmhBfS2lS8ZyfBDRx8zn55rzmaP1fJvEbT95KWkyWnHkuTZqHGsIIBBDwWo9x91QPfmvCODFPsZPI28kPHcaieEq3L8jKgpCv2Vj2xxkfnuGeUgc1JvJnXZpOvbsgOW/wCOQ54Z8ouBTnKWweyRsC1HsQggE4NY7T+ltL3u6RtUS03pyOy0IzbeREUkpzsWpSluPAHsCSADwn1qCgSr11AU1FtT/g2q3yHUPtOJ2tNtAoc2FKeA2QogIHJUkFRxjbuUY8vpgup5Ss3+Z9ixQHRri9y9R3HcuPbnvEdCk+VwYG1APvkhO3vismW85MluzXTlx45Uf8BXs6LfAiNWezoUmKwOVrOVvK9VqPqf5Vjc11rhrSP2fj+ravnkUfWc74qzkj2XY60NKVZiDMG8WiBfrbItVzYDsaS2ppxB9Ung4PcH2I7VU+lc2XHbuHSi8v4vFjkCTYnl/wDlA24TgfvD0BPmB9qvRqsay0qu9oj3S1PmJeLesPRZKOFAjnafdJ9qrvEukLU8fnqXzx/mTejahLFs9OX0sltGatmadu0V8EyJD6XGVwlKAdfY3AFtaT2czlSBk5wpPrzYHrTNVY/6Wx22V22aVvRw2eWGs+Rt0/hI7ewxg4Iqgxp0fXhmXRuytJ1pDjE3KzvfZpnuoBDctsDAUpOckfkRg0tWtr1b7cYMq6fBpuzmZLTqMoeaCiCHUgHwVkDkp59xnk8jljuLcLVs14LxHr1RerVH+s5MuM24hswo6pUguZCQyAMg8YAJIwkkAjkE1DT7Db2wZKw8hPdOxWxJHrgrwD+hI+dTEq7aUnybXG0ZOVZJ814QjCmPKSx4OCpW11CgrHlzhK0hRB3JzikvSmpLZfIdltjKHZVyStxpcSQyhtQSMk5S2HOx7qWT861bcKE30R7RvcOm+xXm7THeBMYyXUceYOpXj9GiT/KsmO+0ypC4ATu3BLRBByr9o4JJPyHmPtUgrSuqpmqBp27xUpcERU1L02UytgJCgnncgrznjgj8zXlBNgtV9ubOtriLp8KhKY7MRS0R1o28hbqllawOPLkj5Gsa8VVvsfJXc/nc95DczV6Zmryj/uc0+BLdbWAmSQQhbLWMhSsjBwcA7h3zjwk3Z/qFfFRoLrcJEdTe1KUkhttBIJGO/h5CsfiOBj1qst3fUOp4jFl0uFSLU1PdabjJUGQy0ohzYAgDCNjhy6cqPPYEpq2wIts01bXLZaiHlSSPiZB7rSCNrYPcpA478+ucCpvS9Lu1S5VVrp5I7Ny68Ot2T7+DJu8iO7IRFhI2RIbaY0dPrsSMAk+prBIFCQe5pxjvXacTGhiVRpr7I5/ba7puyXdnNDSlbJ8Kzd5b2jdSQuosCIh1qOn4W6s45eir4Pbnjv8AlmpXUDaLPc0XRVyDlmlRw9aFDK/HbUf7FAA4KVZyfTKOOKkCkEYUAR86r8INWWI/oi+pkPabuCyuBJb5XZnld9p7hpRPI9OfeudcXaDKcvjcdf8AyLVoepRUVjW9/BdrLJl9S5CYUq9NxJEKNi2qWN3xZAwpC+PTHI745xVcfkJVJm2p9KkvxMtyW18rQpJxyR3A9F+xGcVUrmq59OZUS3/BkrU6hxMxDhTGkIyA2WCnCWlJH4gMjnuCRVosOtdIOaYXB1PZ5U+YUKlt3RI23AFzzIW5hSVKITtAUlXmCQNvFc7lSrO5aYfu307ENOgPJQJUOajwljKUOuBOPmFdlD8ifyqR07FtxQ5IvCkOz0KdbatpUncEKbTtcUScDzBWM+5rKjaWujOkzqaHqm03IrjGS7DWfhnyrHCSUrAUo9vODUrb7TrTpihWqE6ZjBUstMkJlR0bSpWByGEkfeOcn0rxpweWXM10PazJfLyxKhOjN/HiNbJ0d9oNoCiF5WlzaN42DzHnPpUvpqdGtTkmG3avj5F4bEZjakLcUvOfKAT+v6Zx2r01Zpi/WqREGpbpZrfGudxS3KSw4qWtAWSSsNK+zOPfw+O/pWFe9W6b0LemLhoUSHZaY64r82WS7IkJJzuRuOxtPPsMcDGAK9KcWEG+nc87bnOPLuSTMyDpOz3ld1R42pJChGWy6coiMrwoAK7FxasEkcjAPASTXrouApCF6olLSuPGAMdJSRvkgfcGfRHA/MGoXT2n9R6k1BMvl9uHgW9gqjSHiAoPNL5WhrP3yoJay4OUlPBPGLTOlpkFtlhpLEWOPDjx0cIZR6AD/E1a+H9BnqNyssW1cWQmqahHErdcX8zMd+Q5KfckOnK3FFaj7qPeuEetcAfOuya7BGPKtkUKUm2c1XtY2aXcYTcyzjZdrc4mZAcB5S8gjj/STuT7c5ParD611UspOMV45WNDLqlTZ2Z7Y9rpmrI90R9zu/8ATCzW7W8KQmKH30t3tlYKRDnISApS0jJGdvGcZ7VLaf1LFv8ACi6Rm3BMa1SJKlPvqBC2V5CmyEnG1KyByexXz6Zh0NS7Dd379aYKZbE9vwrrbOzcxH7QH/GDuD64555qvalsyNLQZGprG+qXbJisRpS05THTyp5uQjnc5hISAfUgHHBriOraNZpeQ4SXyvt9zoWDnV59fPD/AOi636DK03dRZrupIUrK2HAcCQg/iSn3PGU5yccfOt3O3OJadmRHUt+GspKFZS2P1xhB+SsH8699Fa+s61ylaqtjt4iTkpjobmObywEY3IYWrukYPlykg+tSdj04nVK7hftOaoj29tEtUaJBuqdkkMhKePGSsOlJJOBu2445qFnhqzrsSVVzq6Fds8JMiQ8m/TUx2ko3Rg2pCjJez5UI55/SpHVDNsLiHbI+0xIekPKcgrWEeEypWWFo9CFt4Vx71n6a0jrFYa1m1puE6q3ylrRiWx9ots5CslkrPI778/Ova9xdZalsDmvnnLPa0Pw/skPSlF1aEcYIa2pVzny4UD7VksKKrcWvuPiJer0ZA2SVDsNwavlwjtyFQFB5zfwnjsMHkZ55Vj5ZNWSCti1Xxeo9U2l2JFdZMy0xXWyBId3kZWnulCcgjcAVbiflUBPk6AsGn4U6FcV3e9QlNTW3JCSiNGcSc4bYRtB/UHPqqo5cvWXVK+RZBdUll1pMlb7ivIyUOqSfEHATsKAA2OOfVXnPtXjxilGKPKyfNJzl+pN2KGNaXpUhShFiNvLelqCtoTHP4h7lYCkgcY5PuasN2uTl1mrklPhtBIbZaH3W0DsBXV9u22+GbNaW0BpboemPJQEmU96qOPT2HpWL3rqvCeiPTq3kXL5pf0KRrOo/FWenW/lR1pXAI965yPeriQI7dqgdGLh6fvU7p3d2kx7BqMF22PfdTGl99mT283POPX2qerAvVjg6gtzttnBQSvBQ62QHGlgghSSQcEEA/wCORkGC4g0iOr4jr/zLqvySWmZ0sK3fw+54R7vL01qRFqdiLRcoD3jLW8R5HkpO51IGdrZQvBUTghY9qtlydna2uE26abtTqFw221T2SoJcDp+6tsnhXBPyI7981VG5MzViU6Tvc0RdXxYojxbgk7Gb1EGMIWvulwYIPOeTyfvGuWXVOoOnznizp6ocuMoxm2ENgPoQgEq8RBwFNY+6lR9cgiuL24dlEnXcti/U3RvipwLLIMGY0C4sqSl5TW5CsFJ9h885yg4UCcYIxUJNtdxaeLLElt9Q7NpOHT/9mfN/Kp623XQ0vT8uRfn5UO/yvHkvXOJvU3IUolQS4zyBxtBSpJTnODzUvpW23ay2mJrK5P2W+Qocd18xGZqmu4KQA2oloHBzwhPpWp8H9+hs/ESh2Nfqt2omgVvWuS0gHBW6gpSPzJFXPp5HMzwrRFKGXytM2dPKgto+C+040kKHBUkJcUE+qc5IBNYt40Nqu0W1m/SNOWppl9TYSXpLCVIC8cnYygjGeec/Ou1804zpibbp2ptWszWXZXw8mJaCoOCOUKyPiVr3pTnbnzAEZGPUZU4jqlzCy92x5dz2cg3TVWq37TbnETVx1/1iVkJaZaydy3MEhIzkbeFHHYV5XW/Ktdr/AKE2xQdRFfVIdfbO5UreraHDj95SW0gemDxgZh9R67s67gzbtB2lq0w32/gkGMCUK8yhvXtG51QVgbTxkc5qe0pps6ajsXvUqm3r2nc6wys5W0VBsFbquyjlsFCfw5zyduJHEwbM2xVVLqzQyMmGNW7LGTDTSNM6fNnYSlqTcCHJTQOSykfdbJ9cetRJr3kvuS5C5DivMs7jXiU8967RpWnQ0zHVEe/koOXlSy7XZLyelKUqVNYUpSgFKUoBSlKAUpSgFKUoBSlKGApSlAKUpQClKUApSlAKUpQChpSgOxGaj3bSwi4N3i3qXDuDJCm5LJAWD6g+ikn9k8VI1wRkYrXycWrLh6dy3R7U3zolzQexi3DSOk9Z7ZN7jItF2wQp6MMw3SVBRUWx9wnaNxAPA+fHLvSbUtqgBdojfWDIYSGwwQ+hxZXkqKcFSUhOcYx3Neo71kxbncLeUmFMeaIyQErIA/QVQs7gluTnhz/Rk/RxBOEdrFuVZ+06qifBSvqtaJEdsSPI86jwnlbspGVK58qM4/aHfFd29K9Qr8hibEtEgTVLKPHMdxZaaw2Tl1atgzlSSMADaCR7XdOtNTn713dOKxZt/vM/cJU91aVfhJrQq4KzpS2tmkv1NmXEcEvliVy19Ok2ic7N1Dfd61yBJjNsrDrzagolAKx5E8ceXPb8qmi+0IjVvhRW4kZoEBtr8SiSSpR7qJ+f/VXgSTyTmuU8Zq5aVw7i6btKXzy93/Yh8vVr8rp2j7HHameO1cUqfIzud8D2pge1KViYDA9q4Nc0oCKvFgiXdTEorXGmxFeJHlNcONnBH6g55FZcyzWDVrSV6tjmNcE4AuMJklL2Oxeb4P5lNZWB2rlPrUHqXD+Lqe8pfLJ+USmHql2I9l2PF3pVqKFD+I0z8NNQ222htUVxK0IaQhY8zSvN4i1KHpn+HMRc7Hqi1T23mdNEyI7GfHS26yvO3JCcq4G7jOOe9WJiXKhrC4khxpXoUms86w1OjhN5kD81ZqnX8FZ0JbUTTX36f3JqPEVe37yJT3NK63uF1iSollfdkOeKy9KRHecW00l8BI8QqIwpG5YBGAQM9xXdnpTKhTlzdVX1AWzLalNbSH3B4atwGxHlG7sQrHFWWTqTUE1HhSbq8tJ7gmo9Tjjitziyon1NbeHwXd0lkWfov7njbxFJx2pjsn7npDattig/Vem4SITBUpalfeccVnupQwTwOMYwCB6Zrpn2rgflXbOOKvGDgVYNfp0rYgb8izJlzWPqAMVzSlb54ClKUArhSUqG1SQQfQiuaV8a3WzHbsdYjFvTbl2S6RW59qXkmM/yUE9y2ruj8hnNYVx6VR78xJb0tf8AxZElaV+HOV4chKUI2obQseXaDjOCM8VmqAIrkHFVDVOE8bMlz1Pkk/4fwJnG1zJo2U3uiu3TprrGzMuwnbQ9Khts4DUtCXEOOBpR8y0+hWUj733c9673LTl6mSXoBSzMtyELU0p3xSFrATtG0uEckqHr9351cIl+vUEKEa5yAk48qlkjivZWs9TLOFXNRA/dFVazgrP5tozi1+pKLiSv2ZTI3TLWuooT6LozJj7UoW0VEsNoO5BVlTh3EbdwOCfepGzdNdLadhNQ9QT03pxpSHvAZOUqWlITlajyScZIwOalJN0uE9CUy5jzqR6LWVD+dYyhkcmpnTuC1VJTyp7/AGX9zSyeIrJLlpW35PeZMXLcSSlLTTaQhplsYbbSPRI9K8BzzXGTTNXnHohjQVda2SK/O6Vj5pPdnP5iucD2oO1K2jAUxSlAHBnFLeldrkOvwdhTJSUSIzyd7D6T3Cke+fxd670rTzcGjPq9O6O6PanItx5c1UtmY73T3TFxUp3Ts02x0NuIbgzR4kZrxPvFCudpOTjcM5NRMrpVrXTMJlNtYmOkqUpx1P8AWGlIG0JAPKuCCScjJ/lO8V7x71doiwtm4PJ9wFHFULP4Im5OWJZ09mWLG4hmo7Wrd+5VGtNXyDDiW6NFYZ8b/hDKUPBKFFWMYDmM7ee3/TXe16A1dKnm3xrY8myocKG0xmPDSpslz8TpKUk4bVweMrFXdettSkj/ALo5/NtP/RWNKvl4nI2SLnKUjOdpcOKjqeCc6UtrZpL9TafEMY9kyvWro7AsapUnVN+SlEphUdcZpwPuFtQIUndyE58vIz2qcMuDDiJtFhtyINvbSAltPPiH1Us91EnnmsbbznJz6k+tNg96t+l8NY2n7Sl80l5ZCZes5GV8vZex0rnd8q60qyroRZ3pSlZgDtQ1wCMd654oYGNNgRLg14MyOh1J9x5kn0KT6EHBz8q937fYNTwW7brOKqZ8PhMec1hMtCeeFKPC09sggemRXbj5V02fOofVNExdUjtYtpe67m/ialfh9IPoeD/RSTLlXS82K6ou7s4l0rS6Y76FrX5lqbURnCQABk/z4iLh0+1jGjswblanpbbjmx8S4a0t7PESMDZtB8uVHvzkfnYmlutEqaeWg98oVg1KMay1NGR4aLu9x6571RMjgnLi+XHsT/PcnauJIv60VBGiNUS2G2o9uccd+FYcDbUeQ4EPE4UnlSgAhJGDjn/BK6H36e01K1Td/gkuR3BK+KkFO/duTlLSBk+VQ4UkHODnirk7rHU0psocvEkZ/ZViotx1x5ZcecU4tXJUo5JrPF4JzHNfEWJL7C3iSK+lHpbLXpvRSPCsPizZiNyRLfSAlrccqDSPw59TnP5VivPOSHlPPqK1KOSSe5ruRn/4U2Crzp+kY2mramPX38lfyc2zKnz2M6flXFKVKGsd6UpWYFKUoBSlKAUpSgFKUoBSlKAUpShgKUpQClKUApSlAKUpQClKUApSlAKUpQDA9qHtSh7UApSlDMYxSlKAUpSgFKUoBSlKAUpSgFKUoAAB2pilKAUpSgFKUoBSlKAUpSgOlc5rilYA74HtTApSsUYDA9qUyPemR716gUPamR71wSMd6A5pSlZgUpSgFKUoBTApSsDMYHtSlKA6UpSsAKUpQHelKVmBSlKAUxSlAMUpSvIwFKZHvTI969QKHtTI964JGO9Ac0pShmKUpQClKUApSlAKUpQClKUApSlAKUpQwFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBQ9qUPagFKUoZilKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQHSlKVmBSlKAUpSgFKUoBSlKA70pSsAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUB/9k=" width="307px" alt="white label cryptocurrency wallet"/></p>
<p>This function enhances person privacy and protects towards unauthorized entry. FinTech firms can seamlessly integrate crypto functionalities into their providers. By leveraging a white-label crypto wallet, these corporations can avoid building these solutions from scratch and enchantment to a various market. Mobile Wallets &#8211; Undoubtedly, there was an explosion in smartphone usage.</p>
<p>With the ubiquity of white-label solutions, users can seamlessly engage with expansive communities, enriching their crypto journey with shared insights and expertise. Such solutions incorporate complete support and pedagogical content material, easing platform acclimatization and drawback decision for users. The agility of white-label platforms allows for expedited rollouts of enhancements and novel features, affirming that customers constantly avail of state-of-the-art functionalities. Beyond the initial setup, Debut Infotech ensures companies have continuous help and common updates, making certain the wallet’s optimal performance and alignment with the latest business requirements. Acknowledging the complexities of blockchain, we’ve positioned a devoted customer help channel.</p>
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		<item>
		<title>Crypto By-product Buying And Selling Platform By Clarisco</title>
		<link>https://qualicarprotecao.com.br/2023/07/21/crypto-by-product-buying-and-selling-platform-by/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 21 Jul 2023 01:41:17 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=751</guid>

					<description><![CDATA[Additionally, the crypto derivatives market operates 24/7, permitting traders to capitalise on market actions across the clock. In this weblog submit, we&#8217;ll delve deeper into the world of crypto derivatives buying and selling and discover the benefits it offers over conventional spot buying and selling. We bring our industry expertise to create derivatives trading platforms [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Additionally, the crypto derivatives market operates 24/7, permitting traders to capitalise on market actions across the clock. In this weblog submit, we&#8217;ll delve deeper into the world of crypto derivatives buying and selling and discover the benefits it offers over conventional spot buying and selling. We bring our industry expertise to create derivatives trading platforms that assist superior order types, provide high transaction throughput rates, and a strong commerce engine. Crypto derivatives, such as choices and futures, are financial instruments that allow traders to invest on the future value actions of cryptocurrencies.</p>
<p>These assets would possibly embrace equities, commodities, currencies, bonds, and so on. People make use of crypto derivatives across the expiration date or earlier whereas following an underlying asset. In basic, derivatives have inherent value (this is the speed at which they are traded within the market). Traders and traders utilize crypto derivatives to hedge their profits or dangers linked with a given asset.</p>
<p><a href="https://www.xcritical.in/blog/crypto-derivatives-exchange-definition-and-explanation/"></p>
<figure><img src='https://www.xcritical.in/wp-content/uploads/2022/08/08ce6e7c-ce5a-4ab0-b0bc-60c412002797-768x512.webp' alt='crypto derivatives trading' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='409px'/></figure>
<p></a></p>
<p>Crypto derivatives are agreements between two events that let traders make predictions about cryptocurrency value adjustments without really owning the underlying asset. According to an official launch, the platform is designed to mix choices and futures buying and selling with a focus on fast transactions, tight spreads, low charges, and a user-friendly interface. From what it’s understood, the platform facilitates buying and selling experiences with settlements in INR, coupled with an interface for quick adoption.</p>
<h2>What Are Cryptocurrency Derivatives?</h2>
<p>We can promise in handing over your project with ultimate security and enhanced user experience, troubleshooting carried out often when needed. Bitcoin exchanges usually have a high trading volume, ensuring ample liquidity for derivatives devices. This permits merchants to enter or exit positions shortly, even during occasions of high market volatility. Currently, the crypto derivatives market has been booming and creating immense worth. According to Tokeninsight’s Industry Report, the market’s buying and selling volume for the third quarter of 2020 was $2.7 trillion.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/how-to-increase-your-brokerage-trading-volume-768x512.webp" width="307px" alt="derivatives in crypto"/></p>
<p>Despite the pros and cons of buying and selling derivatives, they offer a great way to hedge danger, speculate and earn money. The EU’s new laws governing financial instruments are referred to as MiFID II. In 2017, the EU revised the Act in response to criticism that it was too focused on equities and ignored different asset classes similar to fixed revenue, derivatives, and currencies. Let&#8217;s begin <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> with the newbie&#8217;s guide to these buying and selling options; P2P, spot, and derivative buying and selling. That means you possibly can enter an extended position value forty,000 USD with just 320 USD. You will lose your complete capital (also called liquidation) if there is a lower than 1% drop to 39,840 USD.</p>
<p>As of January 2023, crypto derivatives continued to dominate the business, accounting for over 70% of the whole crypto sector and valued at US$2.04 trillion today. Although far beneath the quantity ranges noticed in May 2021, it is a seventy six.1% increase over December 2022. Even Though being identical to Futures, the contract is customizable and flexible as per the wants of both events.</p>
<h2>Disadvantages Of Using Crypto Derivatives</h2>
<p>In crypto derivatives buying and selling, the client and vendor will enter right into a financial contract to research the present worth of the cryptocurrency. Exchange homeowners can increase the sustainability &nbsp;of a cryptocurrency derivatives exchange to attract more users.The function of derivatives trading in crypto are hedging and speculation. A crypto spinoff features much like traditional derivatives where both purchaser and vendor assign themselves into an automated monetary contract inorder to sell the digital asset. Some of the popular kinds of crypto derivatives are futures, options and perpetual contracts. HiveLance is the most reputed crypto derivatives change growth company who can offer the most effective options with safety features for speculative business development. The time period derivative is used to describe a contract that is primarily based on the performance of an underlying asset.</p>
<ul>
<li>Futures and options, for example, permit a trader to “short” an asset or gamble on its value falling.</li>
<li>It is used to discover out the amount of capital gain or loss when the asset is sold or exchanged.</li>
<li>Let&#8217;s start with the newbie&#8217;s information to these buying and selling options; P2P, spot, and derivative buying and selling.</li>
<li>Spot trading is a extremely volatile market carrying the risk of rapid worth fluctuations, which can lead to larger losses for merchants.</li>
</ul>
<p>To start with P2P (Peer to Peer), Spot, and Crypto Derivatives, customers can select a dependable trade or buying and selling platform. Currently, a quantity of cryptocurrency exchanges can be found out there, with which even a newbie can begin buying and selling in numerous choices just by conducting thorough research on the subject. Likewise, Binance, OKEx, CoinCRED Pro, Kraken, etc., are the different apps facilitating all these trading options and packages. You should choose a reliable buying and selling platform for cryptocurrency derivatives – one which is established, options excessive commerce volumes, verified customers and safety measures for fraud detection. The major difference between futures and options vs perpetual contracts is that the latter doesn&#8217;t have any expiry date. As a dealer, you can hold positions for so long as attainable, supplied that you just pay the funding rate or the holding charges.</p>
<h2>Crypto Derivatives Exchange Improvement Company</h2>
<p>The above content material will be useful for you in learning the P2P, spot buying and selling, and derivatives program, their meanings, professionals, and cons. We are here efficiently announcing CoinCRED, which has turned out to be an international cryptocurrency change. Now, it&#8217;s growing its pro model available within the market with new options like P2P, spot trading, staking, derivatives program, and a lot of extra. In this newbie&#8217;s guide, we are going to explore these trading choices and supply insights on tips on how to get began with CoinCRED Pro Exchange. Because it allows you to obtain exposure to an underlying asset for a fraction of the cost. For instance, a crypto derivatives market like Binance permits customers to determine on leverage of as a lot as one hundred twenty five times the original margin.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="derivatives in crypto"/></p>
<p>Our experts suggest the best funds and you can get excessive returns by investing directly or by way of SIP.</p>
<h2>The Crypto Derivatives Market</h2>
<p>Further you can also file TDS returns, generate Form-16, use our Tax Calculator software program, claim HRA, verify refund standing and generate rent receipts for Income Tax Filing. Now that we have coated the fundamentals of how crypto derivatives are taxed, let&#8217;s check out some tax planning strategies that investors can use to minimise their tax legal responsibility. A straddle is a transaction that entails offsetting positions in two totally different securities, similar to buying a name possibility and promoting a put choice on the same underlying inventory.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/pAfZw11uEaE' frameborder='0' alt='derivatives in crypto' allowfullscreen></iframe></div>
<p>Build a singular change platform, launch your corporation with us, and design your path to success with our help. In crypto derivatives trading, the underlying asset can be any cryptocurrency token. Two events that sign into a monetary contract speculate on the worth of Bitcoin at a later interval. During the initial phase of the contract, the events agree on a selling/buying worth for the cryptocurrency on a specified day, impartial of market pricing.</p>
<h2>Derivative Methods We Assist</h2>
<p>To my surprise, they delivered me better than they defined, the tech stack and UX/UI designs were flawless. I would suggest this firm to every entrepreneur  who&#8217;s perplexed with their vision. I even have worked with greater than 20+ companies and Blocktunix certainly stands out from all of these. Their responsive and understanding nature is the main cause why I obtained persuaded by them, whereas their experience was the cherry on the cake. I was very explicit with my specifications and particulars and they worked on all of those with a lot accuracy and efficiency.</p>
<p>Derivatives trading on Bitcoin exchanges usually permits traders to utilize leverage, which means they can open larger positions than their out there capital. These are standardized contracts to buy or sell a selected cryptocurrency at a predetermined value at a specific time in the future. They present an avenue for investors to guess on the price actions of cryptocurrencies with out essentially owning them. Cryptocurrency derivatives are monetary devices whose value is derived from the value of an underlying cryptocurrency.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/5d1f2339-ed98-4eea-98f9-41359082012d-768x512.webp" width="309px" alt="derivatives in crypto"/></p>
<p>Derivatives can function effective hedging instruments for cryptocurrency merchants. By coming into into by-product contracts that counterbalance the chance of their portfolios, merchants can mitigate potential losses during antagonistic market conditions. ADL or auto deleveraging, insurance coverage funds, partial close orders, and stop-loss or take-profit are the prominent features of a crypto derivatives trade platform.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="derivatives in crypto"/></p>
<p>First off, utilizing derivatives permits buyers to diversify their portfolios and get publicity to a spread of cryptocurrencies. Investors can use derivatives to develop sophisticated strategies similar to pairing or arbitrage buying and selling. Perpetual swaps are a sort of spinoff contract that allows traders to take a position on the value of Bitcoin with out an expiry date. These contracts closely track the price of Bitcoin and provide leverage, permitting traders to magnify their potential returns. Our platform will get you multi-layer safety, a powerful crypto derivatives trading engine, a multi-currency-wallet, and extra.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Synthetic Indices Volatility Indices</title>
		<link>https://qualicarprotecao.com.br/2023/07/04/synthetic-indices-volatility-indices/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 04 Jul 2023 00:37:45 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=326</guid>

					<description><![CDATA[One of the most important characteristics of these synthetic indexes is that they aren&#8217;t influenced by fundamentals corresponding to current events or information. The trading of artificial indices is feasible around the clock, 365 days a 12 months. These indices also feature constant volatility and common generation intervals. The analysis carried out has been motivated [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>One of the most important characteristics of these synthetic indexes is that they aren&#8217;t influenced by fundamentals corresponding to current events or information. The trading of artificial indices is feasible around the clock, 365 days a 12 months. These indices also feature constant volatility and common generation intervals. The analysis carried out has been motivated by the necessity to fill these gaps and to provide more literature on the subject; as such the goal of this paper is twofold. First, a simplified measurement of sustainability based mostly on two pillars is proposed, thereby providing a extra aggregated view of the state of affairs.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-768x512.webp" width="307px" alt="synthetic index"/></p>
<p>In point of reality, the only indices that are well-liked and value buying and selling are artificial versions of such indexes. Due to the truth that the market doesn&#8217;t close on the end of the day, you&#8217;ve a much-increased chance of discovering offers that may lead to a profit. The increase and crash indexes usually are not linked to any particular commodity or forex and operate in a totally autonomous manner. They are numbers that have been created at random and strictly adhere to a technical format. Having said that, the increase and crash indexes are not susceptible to being influenced by any nation, institution, or information occasion. Because of considerations about transparency, the broker is unable to exert any influence or make any predictions regarding the figures that shall be created.</p>
<h2>Evaluation Of Strategies For Increasing Discrimination In Knowledge Envelopment Analysis</h2>
<p>Analysis by the Federal Reserve in 2017 showed that synthetic ETFs have been overcollateralized, on average, by about 2%. With these improvements, ETFs have turn out to be not solely more numerous and popular but additionally extra complicated. One such innovation is the artificial ETF,&nbsp;which is seen as a extra unique version of conventional ETFs. By understanding frequent scam ways and following the information outlined on this article, you can defend yourself from falling victim to fraudulent schemes and become a more informed trader.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/decentralized.webp" width="302px" alt="synthetic index"/></p>
<p>The traders are extra protected against losses within the event of a counterparty default when there&#8217;s a higher level of collateralization and extra frequency of swap resets. Synthetic ETFs use derivatives corresponding to swaps&nbsp;to track the underlying index. The ETF supplier enters into a deal with a counterparty (usually a bank), and the counterparty promises that the swap will return the worth of the respective benchmark the ETF is monitoring. Synthetic ETFs may be bought or bought like shares similar to&nbsp;traditional ETFs.</p>
<h2>A Master Framework For Uwcs Sustainability</h2>
<p>This web site&#8217;s services aren&#8217;t out there in sure countries, including the USA, Canada, and Hong Kong, or to persons under 18. DBot doesn’t require constant monitoring, permitting you to step away from your computer without missing alternatives. You can drag and drop the widgets you’d like to make use of, apply over 90 indicators and thirteen drawing instruments, and maintain track of your progress and historical trades  on one display.</p>
<ul>
<li>The Range Break 100 index is designed to break the vary on average once every one hundred times it is used.</li>
<li>Traders have entry to a big stage of volatility, which increases their ability to generate profits with somewhat starting capital.</li>
<li>The v100 index is just approached with a volatility that is 10% of what it&#8217;s.</li>
<li>The </li>
<li>This is as compared to the 1000&#8217;s of monetary property up for buying and selling on the financial markets.</li>
<li>In this text, we have a look at the Elliott Wave theory and how it might help analyse markets to anticipate value fluctuations by observing and recognising recurrent wave patterns.</li>
</ul>
<p>On the other hand, of the entire indices which may be up to date at a tempo of 1 tick per second, the Volatility 300 index has the very best volatility. For occasion, according to Europe’s UCITS guidelines, a fund’s publicity to counterparties might not exceed a total of 20% of the fund’s net asset worth. In order to adjust to such laws, ETF portfolio managers usually enter into swap agreements that &#8220;reset&#8221; as soon as the counterparty publicity reaches the said limit.</p>
<h2>To Withdraw Funds From A Synthetic Indices Broker, You&#8217;ll Sometimes Must Follow These Steps:</h2>
<p>Although measures are taken to limit the counterparty threat (it’s more than in physical ETFs), traders must be compensated for being exposed to it for the attractiveness of such funds to stay intact. The compensation comes in the form of decrease prices and lower monitoring errors. The counterparty danger can further be limited by collateralizing and even over collateralizing the swap agreements. Regulators require the counterparty to post collateral to find a way to mitigate the counterparty threat. In case the counterparty defaults on its obligation, the ETF provider could have a declare to the collateral, and thus the investors’ interest isn&#8217;t harm.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/why-analyzing-affiliate-statistics-and-reports-is-important-for-a-brok-768x512.webp" width="303px" alt="synthetic index"/></p>
<p>This is due to the reality that it has a far decrease threat than some other index that is at present available available on the market. Trading the step index shouldn’t be too troublesome for you as lengthy as you could have an sufficient understanding of the market. Because of this, the Boom &amp; Crash indices are distinct from other trading pairs, and consequently, they pique the interest of many traders. You cannot anticipate that the place will shut at your stop-loss or take-profit stage when trading Boom &amp; Crash indices. The position will be closed when the spike comes to an finish, which is why many merchants avoid buying and selling against spikes; doing so may lead to a substantial loss in a very short period of time. The FTSE Synthetic Index Series is designed to reflect the total return efficiency (including from interest) of the primary close by futures contracts.</p>
<h2>What Is Artificial Indices Trading?</h2>
<p>If you’d like to give artificial indices a strive, you possibly can trade them on Deriv. Depending on your threat urge for food, you can strive trading Deriv’s proprietary synthetic indices using trade types similar to CFDs, options, and multipliers. Synthetic industries are not constrained by the real-life limitations of conventional markets. They’re like a flexible chameleon, capable of adapting to varied market circumstances and asset lessons. They pool together many underlying property, such as commodities, currencies, and even cryptocurrencies, into one highly effective index.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="synthetic index"/></p>
<p>By following these steps and staying disciplined, you’ll be well in your method to exploring this exciting world of trading alternatives. Understanding both  the benefits and the risks concerned in synthetic indices buying and selling is key to creating informed selections on this dynamic and artistic trading arena. A cryptographically protected pc program’s randomly generated numbers are what drive the motion of synthetic indices (algorithm). Synthetic ETFs are widespread in each European and Asian markets, the place exchanges place an X in front of their names to differentiate them from conventional funds. There is a few concern amongst regulators in each areas about whether or not traders totally perceive the characteristics and risk profiles of artificial ETFs. This has led to some extra regulatory requirements on the establishments that concern them.</p>
<p>On the opposite hand, bodily ETFs with extra conventional constructions may have extra easy reporting necessities that exclude the need of monitoring spinoff agreements. First launched in Europe in 2001, artificial ETFs&nbsp;are&nbsp;an fascinating variant of conventional or physical ETFs. A artificial ETF is designed to replicate the return of a specific index (e.g., S&amp;P 500 or FTSE 100) identical to some other&nbsp;ETF. But as a substitute of holding the underlying securities or belongings, they use financial engineering to achieve the specified results.</p>
<p>These indices fluctuate between two price factors (borders), occasionally breaking by way of the borders to create a new vary on common once every 100 or 200 instances that they hit the borders. CFD trading lets you commerce on the value movement of an asset without shopping for or proudly owning the underlying asset. The FTSE Synthetic Index Series is designed to reflect the whole return  				efficiency (including from interest) of the first close by futures contracts.</p>
<h2>Vary Break Indices</h2>
<p>You may open positions at a stake of as low as $0.35 and set the durations for as quick as a second to several days. Forex trading offers you the possibility to revenue from adjustments within the relative values of currencies on the foreign exchange market. Hantec Markets doesn&#8217;t supply its providers to residents of certain jurisdictions including USA, Iran,&nbsp;Myanmar and North Korea. The services and products described herein will not be obtainable in all countries and jurisdictions. Those who access this web site accomplish that on their very own initiative, and are subsequently liable for compliance with applicable local laws and rules. In this publish, we discover the most important companies on the earth that presently boast a market capitalization of over $1 trillion.</p>
<div style='text-align:center'><iframe width='562' height='318' src='https://www.youtube.com/embed/W2gVqKVbZoU' frameborder='0' alt='synthetic index' allowfullscreen></iframe></div>
<p>The DEX 1500UP has frequent small drops and occasional main spikes, which occur each 1,500 seconds on common. The DEX 900UP has frequent small drops and occasional main spikes, which occur every 900 seconds on average. The DEX 600UP has frequent small drops and occasional major spikes, which occur every 600 seconds on common.</p>
<p>The collection has a pre-determined methodology for the standard roll schedule for the futures contracts. The roll schedule is over three days, commencing five days earlier than expiration of the futures contract. According to Wu et al. (2018), this is not Pareto-optimal, making it tough to make <a href="https://www.xcritical.com/blog/how-to-trade-synthetic-indices/">synthetic index</a> use of the index as a guide for decision-making. No doubt, one of the first things you want to learn whenever you wish to commerce these pairs is to know how the synthetic indices market operates.</p>
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		<item>
		<title>What Are Fibonacci Retracement Ranges, And What Do They Tell You?</title>
		<link>https://qualicarprotecao.com.br/2023/06/22/what-are-fibonacci-retracement-ranges-and-what-do/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Thu, 22 Jun 2023 00:50:01 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=725</guid>

					<description><![CDATA[These ranges are based on key percentages derived from the Fibonacci sequence, and are sometimes utilized by traders to assist identify potential entry and exit points for trades. Fibonacci retracements are key ranges in a worth chart, coming in at 0%, 23.6%, 38.2%, 50%, 61.8%, seventy eight.6% and one hundred pc. It is at these [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>These ranges are based on key percentages derived from the Fibonacci sequence, and are sometimes utilized by traders to assist identify potential entry and exit points for trades. Fibonacci retracements are key ranges in a worth chart, coming in at 0%, 23.6%, 38.2%, 50%, 61.8%, seventy eight.6% and one hundred pc. It is at these levels that price reversals are common, based on the strategy. These factors might be used as entry and exit factors, as properly as help and resistance levels.</p>
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width="305px" alt="Fibonacci Retracement"/></p>
<p>Those who access this web site achieve this on their own initiative, and are therefore responsible for compliance with relevant local laws and regulations. The release does not constitute any invitation or recruitment of enterprise. The sixty one.8% extension degree is calculated by multiplying the difference between the swing high and swing low by 0.618 and then adding the outcome to the swing low. The 50.0% extension level is calculated by multiplying the difference between the swing excessive and swing low by 0.5 and then including the outcome to the swing low. The 38.2% extension stage is calculated by multiplying the difference between the swing excessive and swing low by zero.382 and then adding the result to the swing low.</p>
<p>Traders and analysts utilise this rat in conjunction with the Fibonacci retracement device to determine key levels that affect buying or promoting decisions. Traders now make extra educated trading choices by figuring out probable ranges of assist and resistance, with the assistance of the Fibonacci retracement device <a href="https://business-oppurtunities.com/everything-about-fibonacci-retracement/">Fibonacci Retracement</a>. Fibonacci projections are used by merchants in forex, shares, commodities, and other monetary markets to make knowledgeable funding choices. The key ranges recognized by the Fibonacci projection device can help merchants decide potential entry and exit factors, in addition to set stop-loss orders.</p>
<h2>What&#8217;s The Finest Buying And Selling Strategy For The Fibonacci Retracement?</h2>
<p>Chart 1 shows Home Depot retracing around 50% of its prior advance. In technical evaluation, Fibonacci retracement ranges indicate key areas the place a stock might reverse or stall. Usually, these will occur between a excessive level and a low point for a security, designed to predict the future course of its price motion. The static nature of the value levels allows for fast and easy identification. That helps merchants and investors to anticipate and react prudently when the value levels are examined. These levels are inflection points the place some type of value action is predicted, both a reversal or a break.</p>
<ul>
<li>The extra confirming components we use to check the trend and reversal, more sturdy is the sign.</li>
<li>In addition to the Fibonacci retracement ranges, consider the prior swing highs or lows that coincide with the retracement levels.</li>
<li>The underlying rules of Fibonacci ratios and retracement ranges is utilized to any market that displays worth developments and pullbacks.</li>
<li>Furthermore, market circumstances and price behaviour are subject to vary, so it&#8217;s critical to change and adapt the Fibonacci ranges as soon as new price information turns into available.</li>
</ul>
<p>They can even use oscillators, such because the Relative Strength Index (RSI), to verify potential trade setups recognized by the retracements. Fibonacci extensions are technical analysis tools used to determine potential ranges of assist and resistance levels in monetary markets. The extensions are based mostly on the Fibonacci sequence, which is a series of numbers the place each number is the sum of the 2 previous ones (0, 1, 1, 2, 3, 5, 8, thirteen, 21, and so on.).</p>
<h2>What&#8217;s Fibonacci Retracement?</h2>
<p>Fibonacci buying and selling instruments suffer from the same problems as other common buying and selling strategies, such because the Elliott Wave concept. That stated, many traders find success using Fibonacci ratios  and retracements to position transactions inside long-term value developments. Fibonacci retracement can turn into much more highly effective when used in conjunction with other indicators or technical indicators. For unknown reasons, these Fibonacci ratios seem to play a job within the stock market, just as they do in nature.</p>
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" width="302px" alt="Fibonacci Retracement"/></p>
<p>Traders could use Fibonacci retracement levels as potential ranges of help and resistance available in the market. Traders may search for a value to retrace to certainly one of these ranges and then search for indicators, to substantiate the potential trade setup. A trader might use Fibonacci retracement ranges as potential entry and exit points for trades. Fibonacci retracement ranges are horizontal lines that indicate where price reversals are more likely to occur and are part of technical analysis.</p>
<p>The profitable reversal occurred with a hammer on excessive quantity and adopted through with a breakout a quantity of days later. Once these ranges are identified, horizontal strains are drawn and used to identify possible assist and resistance levels. Fibonacci retracements are development lines drawn between two significant factors, normally between absolute lows and absolute highs, plotted on a chart. Intersecting horizontal lines are placed at the Fibonacci levels.</p>
<h2>What Are The Important Thing Ratios In Fibonacci Retracement?</h2>
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<p>The appearance of retracement can be ascribed to price volatility as described by Burton Malkiel, a Princeton economist in his e-book A Random Walk Down Wall Street. It appears many times in geometry, artwork, architecture, and even on Sonic the Hedgehog. A&nbsp;Fibonacci sequence&nbsp;is shaped by taking 2 numbers, any 2 numbers, and adding them collectively to form a third quantity. This series of numbers is derived by starting with zero adopted by 1 after which including zero + 1 to get 1, the third quantity. Furthermore, the ratio of any quantity to the quantity two places ahead in the sequence is at all times zero.382.</p>
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" width="300px" alt="Fibonacci Retracement"/></p>
<p>Finding levels the place the value is most likely to retrace or pull again earlier than continuing its preliminary movement is the principle objective of Fibonacci retracement. Keep in mind that these retracement levels aren&#8217;t hard reversal factors. It is at this point that merchants ought to employ different features of technical analysis to identify or confirm a reversal. These may include candlesticks, value patterns, momentum oscillators or moving averages.</p>
<p>Fibonacci retracements are useful instruments that help traders determine help and resistance ranges, but merchants should use other technical instruments with them to make a better trading choice. In Fibonacci retracement, several key ratios are generally used to establish potential ranges of support and resistance. These ratios are derived from the mathematical properties of the Fibonacci sequence.</p>
<h2>The Method To Decide The Sequence And Ratios In A Fibonacci Retracement?</h2>
<p>The ratio of 1.618 is considered because the Golden Ratio, additionally referred to as the Phi. The ratio could be discovered within the human face, flower petals, animal our bodies, fruits, greens, rock formation, galaxy formations and so forth. Of course, allow us to not get into this dialogue as we would be digressing from the main subject.</p>
<p>Basically, Fib Retracements try to identify possible turning factors for each entry targets and profit taking based on simply these handful of ratios. Investors use Fibonacci projections as a complementary device along with different technical analysis indicators and basic evaluation to make knowledgeable decisions about their investments. It is important to note that Fibonacci projections are not a guarantee of future market efficiency, but quite a software to help merchants make knowledgeable choices based mostly on previous market conduct. By plotting the Fibonacci retracement levels, the trader can establish these retracement ranges, and due to this fact position himself for a possibility to enter the trade. However please note like any indicator, use the Fibonacci retracement as a affirmation tool. They are primarily based on the necessary thing numbers identified by mathematician Leonardo Pisano, nicknamed Fibonacci, within the 13th century.</p>
<p>Fibonacci retracements are essential because they symbolize levels on a price chart the place reversals could happen. Shorter-term market fluctuations or explicit swings inside a trend are sometimes covered by Fibonacci retracement ranges. The Fibonacci retracement is regularly used by merchants on every day or intraday charts. Moving averages, then again, are used with a spread of time frames, together with shorter-, intermediate-, and longer-term charts. Yes, utilizing Bollinger Bands and Fibonacci retracements collectively can improve commerce analysis.</p>
<p>A lot of traders use it to establish potential help and resistance levels on a worth chart which suggests reversal is in all probability going. Many enter the market simply because the value has reached one of many Fibonacci ratios on the chart. It is best to look for more indicators earlier than getting into the market, similar to reversal Japanese Candlestick formations or Oscillators crossing the bottom line or maybe a Moving Average confirming your choice.</p>
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		<title>What&#8217;s Cryptocurrency And The Way Does It Work? Forbes Advisor India</title>
		<link>https://qualicarprotecao.com.br/2023/03/28/what-s-cryptocurrency-and-the-way-does-it-work/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 28 Mar 2023 18:28:16 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=1297</guid>

					<description><![CDATA[According to reviews, these examples equate to more than 50% of the transaction volume of cryptocurrencies. Cryptocurrencies have become a most well-liked online digital foreign money as a outcome of it does not require a third celebration to mediate and verify transactions. Instead, cryptocurrencies are primarily based on blockchain technology which ensures all transactions are [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>According to reviews, these examples equate to more than 50% of the transaction volume of cryptocurrencies. Cryptocurrencies have become a most well-liked online digital foreign money as a outcome of it does not require a third celebration to mediate and verify transactions. Instead, cryptocurrencies are primarily based on blockchain technology which ensures all transactions are occurring in a decentralized setting. Moreover, there are <a href="https://www.xcritical.com/blog/forex-vs-crypto-trading-similarities-and-differences/">Forex vs Cryptocurrency Trading</a> now a quantity of ways to make money with crypto and generate passive revenue. Cryptocurrency is digital cash that doesn’t require a financial institution or financial establishment to verify transactions and can be used for purchases or as an investment. Transactions are then verified and recorded on a blockchain, an unchangeable ledger that tracks and data assets and trades.</p>
<p>Traders purpose to purchase these cryptocurrencies when prices are low and promote when prices surge, successfully profiting from the market&#8217;s volatility. This fast-paced landscape presents each alternatives and challenges for newbies. Powerful computer systems may <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> be set up by people or groups, and these are tasked with understanding extremely difficult equations. These machines are able to add transactions to the blockchain and also can examine their validity, ensuring they&#8217;re all correct.</p>
<h2>What Is Crypto?</h2>
<p>If you discover a cryptocurrency that does not fall into considered one of these categories, you&#8217;ve found a new category or something that must be investigated to be sure it&#8217;s legitimate. To stop fraud, every transaction is checked using a validation method, corresponding to proof of work or proof of stake. On 19 December 2017, Yapian, the proprietor of South Korean trade Youbit, filed for bankruptcy after suffering two hacks that year.[180][181] Customers have been still granted access to 75% of their property. Cryptocurrencies are used primarily outdoors banking and governmental establishments and are exchanged over the Internet. Always prioritize analysis, training, and risk administration in your buying and selling journey.</p>
<ul>
<li>Cryptocurrencies have attracted a status as unstable investments as a outcome of excessive investor losses because of scams, hacks, bugs, and volatility.</li>
<li>This allows shoppers to take part within the money flows that currently go to giant technology companies and better shield their private knowledge.</li>
<li>Though we outlined some previous and potential functions of crypto, the truth is no one is conscious of where this know-how will take us.</li>
<li>However, The SEC argued that Bitcoin and different digital currencies could possibly be “high-risk funding opportunities,” particularly on situation that they operated in an unregulated market.</li>
<li>Common patterns include &#8220;Doji,&#8221; &#8220;Hammer,&#8221; &#8220;Shooting Star,&#8221; and &#8220;Engulfing,&#8221; each with its own implications for value movements.</li>
</ul>
<p>Someone in your life is talking about cryptocurrency — perhaps your partner or best friend. Either method, you need to perceive this new expertise that people are telling you to invest in. Before you start to buy or trade cryptocurrency, you must familiarize your self with terms you’ll doubtless hear and examine. If you don’t have the sources to compete with the heavy hitters, one option is joining a mining pool, the place customers share rewards. This reduces the dimensions of the reward you&#8217;d get for a profitable block, however will increase the possibility that you can no much less than get some return in your funding.</p>
<h2>Proof Of Work Vs Proof Of Stake</h2>
<p>Digicash required consumer software program in order to withdraw notes from a financial institution and designate particular encrypted keys before it can be despatched to a recipient. You should purchase crypto through a cryptocurrency change or any monetary institution that may broker a cryptocurrency transaction. Traders purchase property to hold for extended durations (generally measured in months).</p>
<p>The wicks, which extend from the highest and backside of the body, characterize the worth range between the best and lowest costs reached in the course of the buying and selling session. The upper wick extends from the top of the physique and indicates the session&#8217;s highest price, whereas the lower wick extends from the bottom of the body and signifies the lowest value. If the closing value is higher than the opening worth, the body is usually filled or coloured in, typically with green or white, to point a bullish session. Conversely, if the opening value is higher than the closing worth, the body is empty or coloured in pink or black, signaling a bearish session.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/09/what-does-burning-crypto-mean-cryptocurrency-burning-definition-1-768x509.webp" width="304px" alt="what is crypto"/></p>
<p>In this technique, centralized intermediaries, similar to banks and monetary establishments, are not essential to implement trust and police transactions between two events. Central to the attraction and functionality of Bitcoin and other cryptocurrencies is blockchain know-how. As its name indicates, a blockchain is basically a set of connected blocks of information on an online ledger.</p>
<h2>Buying, Selling, And Storing</h2>
<p>There are numerous dangers in cryptocurrency trading, including regulatory threat, market threat, operational threat, liquidity risk, and safety threat. Fortunately, there are risk administration strategies you can make use of to assist hold your risk publicity at an affordable stage. Before diving into the world of cryptocurrency trading, it is essential to take a position time in learning.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/broker-profit-company-57-768x512.webp" width="301px" alt="what is crypto"/></p>
<p>A blockchain is a ledger which retains track of cryptocurrency transactions. This ledger of transactions is maintained across computer systems which might be linked throughout a distributed network. Transactions in cryptocurrency protocols are combined into blocks, and these blocks are then linked collectively in a historic document of every little thing that’s occurred on that blockchain. Whether or not cryptocurrency is a safety is a little bit of a grey space proper now. To again up a little, usually, a &#8220;security&#8221; in finance is anything that represents a value and may be traded. Stocks are securities as a end result of they characterize possession in a public company.</p>
<p>Cryptocurrencies have been broadly criticised as computers used for mining devour lots and plenty of power, though it is unclear exactly how a lot is used. Each transaction made is represented by a block which is added to the bigger chain, hence the name blockchain, and all the transactions stay within the blockchain eternally. For instance, crypto is a taxable commodity within the United States, and any financial positive aspects have to be reported to the IRS. Thus, whereas cryptocurrencies are working in a gray space, every country or union selects the extent to which cryptocurrencies are regulated.</p>
<p>Because they do not use third-party intermediaries, cryptocurrency transfers between two transacting events can be faster than commonplace money transfers. Flash loans in decentralized finance are a superb instance of such decentralized transfers. These loans, which are processed with out backing collateral, can be executed within seconds and are utilized in buying and selling. China has banned cryptocurrency exchanges, transactions, and mining inside its borders, however has a Central Bank Digital Currency (CBDC). Enthusiasts called it a victory for crypto; however, crypto exchanges are regulated by the SEC, as are coin choices or sales to institutional traders. So, crypto is legal in the U.S., however regulatory agencies are slowly gaining ground in the industry.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/11/white-label-cryptocurrency-exchange-55-768x512.webp" width="309px" alt="what is crypto"/></p>
<p>Cryptocurrency house owners maintain their forex in digital wallets, that are data-driven versions of money storage. But as an  alternative of a financial institution or an organization, like PayPal or Visa, verifying the transaction, the blockchain information and verifies transfers of crypto. In reality, all cryptocurrency transactions are stored on the blockchain, which is a peer-to-peer ledger that&#8217;s publicly visible.</p>
<p>Another advantage of cryptocurrency is that it’s international, so there’s no must figure or pay international change charges, though cryptocurrency isn’t authorized in some countries. You additionally don’t want to worry about bank account restrictions, similar to ATM withdrawal limits. Although government laws are absent from the cryptocurrency market, they are taxable property. You’ll have to file any profit or loss with the Internal Revenue Service. Novice traders interested in crypto often want professional guidance from educated financial analysts who can reliably keep on top of market developments and forecast the future of digital currencies.</p>
<div style='text-align:center'><iframe width='560' height='319' src='https://www.youtube.com/embed/Xy7u7Xb03Hw' frameborder='0' alt='what is crypto' allowfullscreen></iframe></div>
<p>However, it&#8217;s necessary to notice that to some, cryptocurrencies aren&#8217;t investments at all. Bitcoin fanatics, for example, hail it as a much-improved financial system over our current one and would favor we spend and accept it as everyday fee. One common refrain — &#8220;one Bitcoin is one Bitcoin&#8221; — underscores the view that Bitcoin should not be measured in USD, but quite by the value it brings as a model new monetary system. Bitcoin is the most popular cryptocurrency, adopted by other cryptocurrencies corresponding to Ethereum, Binance Coin, Solana, and Cardano.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/11/1zn-1-768x509.webp" width="303px" alt="what is crypto"/></p>
<p>HedgewithCrypto aims to publish information that is factual, correct and up to date. The information about a selected cryptocurrency trade or buying and selling platform in reviews and guides might differ from the actual provider’s web site. Cryptocurrencies are created via a process of mining or staking which is dependent upon whether or not the coin makes use of a Proof-of-Work (PoW) or Proof-of-Stake mannequin. Both models involve solving complicated computation equations and validating transactions. For example, countries like El Salvador have made cryptocurrencies, specifically Bitcoin authorized tender in the country. Argentina and Ukraine are also dabbling with the concept of legalizing Bitcoin.</p>
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		<title>What&#8217;s A Broker-dealer? Definition, Sorts &#038; Roles</title>
		<link>https://qualicarprotecao.com.br/2022/08/12/what-s-a-broker-dealer-definition-sorts-roles/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 12 Aug 2022 23:17:12 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=893</guid>

					<description><![CDATA[Securities corporations should be organized as kabushiki kaisha with a statutory auditor or auditing committee, and should maintain minimal shareholder equity of ¥50 million. The Financial Conduct Authority authorises and regulates companies participating in such activity as &#8220;regulated actions&#8221;[11] underneath the Financial Services and Markets Act 2000. We observe strict ethical journalism practices, which includes [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Securities corporations should be organized as kabushiki kaisha with a statutory auditor or auditing committee, and should maintain minimal shareholder equity of ¥50 million. The Financial Conduct Authority authorises and regulates companies participating in such activity as &#8220;regulated actions&#8221;[11] underneath the Financial Services and Markets Act 2000. We observe strict ethical journalism practices, which includes presenting unbiased info and citing reliable, attributed assets. Follow any pending formalities in the state where the broker intends to practice and full any required certificates.</p>
<p>When you want to buy or promote a security, the entity (in the case of on-line brokerage accounts for example) that helps you make that transaction is your agent. When you pay a fee to make a trade, you make that cost to an agent. Most corporations&#8217; investors would act as each brokers and dealers and are subsequently referred to as broker-dealers&nbsp;by trade regulators.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-transfer-from-one-exchange-to-another-img-2-img-1-768x512.webp" width="301px" alt="Types of a Broker-Dealer"/></p>
<p>Discretionary service &#8211; typically described as portfolio administration, where the dealer manages the investments of clients. The dealer will ascertain what the funding objectives of the shopper are so that he can take the best decisions. Finance Strategists is a leading financial education group that connects folks with financial professionals, priding itself on providing accurate and dependable financial data to millions of readers each year. Our group of reviewers are established professionals with decades of experience in areas of personal finance and hold many advanced degrees and certifications. Broker-dealers differ from Registered Investment Advisors relating to functions, skills and necessities, and charges. The two primary forms of broker-dealers are wirehouses and impartial broker-dealers.</p>
<p>As the name suggests, full-service broker-dealers cover a wide range of providers that are related to trading securities as nicely as facilitating trades. Some of those companies might embrace estate planning, one-to-one shopper relationships, business analysis for trading methods, and far more. A more tailored expertise and all kinds of product providing comes with a larger cost as this style of brokerage will charge a higher fee for the providers rendered.</p>
<h2>What Are Examples Of Brokers-dealers?</h2>
<p>The main focus of the Series 7 examination is on funding threat, tax implications, equity and fixed-income securities, mutual funds, choices, retirement plans, and dealing with investors to supervise their belongings. For many investors, the monetary providers business is a strange and mysterious place full of a language all on its own. Terms like &#8220;alpha,&#8221; &#8220;beta,&#8221; and &#8220;Sharpe ratio&#8221; don’t precisely roll off the tongue, nor does their use by business insiders serve to carry the veil and make things less opaque. A monetary professional will supply steerage based on the data offered and offer a no-obligation name to raised perceive your situation. To become a broker-dealer, a person or financial entity should register with SEC and  be a part of any SRO and SIPC.</p>
<p>When executing trade orders on behalf of a buyer, the institution is alleged to be appearing as a dealer. When executing trades for its personal account, the establishment is claimed to be performing as a supplier. Securities purchased from shoppers or different corporations in the capability of vendor may be sold to purchasers or other companies performing again in the capacity of supplier, or they might become part of the firm&#8217;s holdings. They mainly promote the securities at a worth more important than the purchase value. The difference between the two costs is called the dealer&#8217;s spread, which is the broker-dealer&#8217;s revenue on every transaction. A broker-dealer can be companies, banks, or people who typically purchase securities and then ultimately sell them at the next value to another investor.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/d635327b-b1f8-4f19-b58c-348067405762-768x481.webp" width="303px" alt="Types of a Broker-Dealer"/></p>
<p>The distinction between the two is the level of involvement that the broker-dealer has with their consumer and the range of companies provided. The following is the distinction between a full-service broker-dealer and a discount broker-dealer. A broker is a person or financial services company that allows the trading of securities for different people.</p>
<h2>Ask A Monetary Skilled Any Question</h2>
<p>Their transaction costs are sometimes flat, starting from underneath $5 to above $30 per trade. Dealers should also accurately monitor their very own trades to make sure compliance with all relevant legal guidelines and rules. A wirehouse broker is an employed representative of wirehouses whose actions are governed by their employer. The entity could be a company, limited partnership, restricted legal responsibility firm, or basic partnership. If you&#8217;ve any questions relating to broker-dealer classification or regulation, please contact your normal WithumSmith+Brown companion.</p>
<p>A market maker can promote stocks that are on major stock exchanges, but they can additionally be involved in over-the-counter markets as well, which frequently have a couple of market maker. The spread represents the potential revenue a market maker could make from their enterprise, and it is meant to compensate them for the danger they take when engaging on this enterprise. Think of the legal entity that facilitates safety buying and selling as an agent&nbsp;acting on behalf of buyers.</p>
<ul>
<li>Independent broker-dealers are small companies that supply a more comprehensive vary of investment choices from exterior sources.</li>
<li>Besides his in depth spinoff trading expertise, Adam is an professional in economics and behavioral finance.</li>
<li>A vendor is a person or financial companies company that permits the trading of securities for themselves.</li>
<li>Obtaining these licenses is step one financial companies professionals need to take to get into the securities enterprise.</li>
<li>Still, it&#8217;s clever to clarify any misconceptions about discount brokers earlier than hiring one.</li>
</ul>
<p>An introducing broker helps with this process by introducing their clients to a clearing broker. In this case, the introducing dealer will ship their clients’ money and securities to a clearing broker to clear the commerce, and the clearing dealer will also keep the customers’ accounts. Introducing brokers earn commissions which are primarily based on volume of trades their consumer makes or if they are introducing trades on a delivery versus cost foundation, their income is earned on the spread between the purchase and the sell. A dealer executes on behalf of clients; he is usually a full-service or low cost dealer who is just engaged in shopping for and promoting securities. A vendor buys and sells securities on its own, however some dealers identified as main sellers facilitate trades on behalf of the united states</p>
<p>The last choice on whether or not to purchase or sell will however nonetheless rest with the shopper. They also present vital estate planning instruments to help clients reach their financial targets quicker. Broker-dealers vary in business dimension, from small and independent to giant subsidiaries of large industrial and funding banks. When executing orders on behalf of its shoppers, a brokerage works as a broker or agent. When trading for its own account, a brokerage serves as a vendor or principal.</p>
<p>Broker-dealers exist to find a way to benefit from a larger vary of funding services by growing their very own investment products and offering them to shoppers while also being an middleman for other securities to purchasers. They primarily facilitate the commerce and hold a portfolio for his or her purchasers however could not have a physical presence for his or her purchasers. Many online brokerages can be thought-about low cost for this reason because they only offer the power to trade and depart much of the work to the shopper exterior of the actual order positioned for the security. Those who perceive the markets to a better degree or favor to do their very own analysis when investing may go for a discount broker-dealer to enable them to save on commission as well.</p>
<h2>File Kind Bd</h2>
<p>So, if you hear about massive monetary companies buying and selling of their house accounts, they are performing as sellers. In this regard, broker-dealers are important, and they&#8217;re additionally well-compensated, incomes <a href="https://www.xcritical.in/blog/broker-dealer-b-d-what-it-is-and-regulation/">What Is a Broker-Dealer</a> a fee on both or either side of a securities transaction. A broker-dealer (B-D) is an individual or firm within the business of buying and selling securities for its personal account or on behalf of its customers.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/trading-crm-768x326.webp" width="302px" alt="Types of a Broker-Dealer"/></p>
<p>Unlike full-service brokers, low cost brokerages have more limited product selections and no funding recommendation. When broker-dealers are the primary players in an exchange, they act as dealers. As a outcome, they buy or sell shares from their accounts while engaged on behalf of their brokerage company. Broker-dealers are intermediary when shopping for and promoting securities and distributing other investment merchandise. In this dual capability, they&#8217;ll render their companies effectively and effectively.</p>
<h2>What Is A Broker-dealer? Definition, Types &#038; Roles</h2>
<p>A broker-dealer is a registered skilled who facilitates securities trading for clients and in addition trades for their very own company. Full-service broker-dealers provide a variety of providers corresponding <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> to monetary advising and planning on high of facilitating securities trades. Discount broker-dealers will solely enable for securities trading, shopping for, and selling.</p>
<p>Some of essentially the most well-known broker-dealers are Charles-Schwab, E-Trade, and TD Ameritrade. Some of these, like Charles-Schwab, are full-scale financial providers firms, while E-Trade and TD Ameritrade are primarily on-line brokerage companies. Other examples of broker-dealers include LPL Financial, Northwestern Mutual Investment Services, and Lincoln Financial Network. Although many broker-dealers are &#8220;unbiased&#8221; corporations solely concerned in broker-dealer companies, many others are enterprise items or subsidiaries of economic banks, funding banks or funding corporations.</p>
<p>A dealer works on behalf of their purchasers to facilitate trading of securities. Brokers and sellers are additionally separate professions throughout the investment world. A broker is an investment professional who trades securities on behalf of their purchasers.</p>
<p>Some of the investments could additionally be offerings that the investment agency owns and grows internally while others could additionally be stocks and bonds held by different groups. Based on the request of the consumer, the broker-dealer will execute trades and monitor how the market is trending in order to maximize the sum of money made on the funding. Dealers are individually defined as a outcome of they completely commerce for accounts that the corporate owns for its own investment actions. Dealers may trade securities that make up mutual funds that are offered, but as a outcome of those are accounts which are held by the agency the trading is carried out by a supplier.</p>
<h2>Why You Possibly Can Belief Finance Strategists</h2>
<p>Securing a broker-dealer is very really helpful for those unfamiliar with the trading business. He will handle monetary transactions between patrons and sellers and provide services similar to stock splits and facilitate stock trading. Investment brokers are involved in funding banking by serving to to search out buyers and sellers of funding securities. They often give investment recommendation to their shoppers and earn advisory fees, which could be fee or fee-based. Investment brokers are also concerned in non-public placements, by which they receive flat fees or commissions. Aside from clearing brokers, the other types of broker-dealers don&#8217;t have the authority to clear transactions.</p>
<p>Online brokers are perhaps the best instance of this association, as investors can log on, choose a safety, and purchase it with out ever speaking to another particular person. Discount brokers provide an inexpensive way to buy securities for traders who know precisely what they need to buy. Of course, the language matches the medium, as the financial providers enviornment is a fancy world. To participate in that world, investors typically engage the services of a broker or dealer in some kind or trend, making a evaluate of those terms an attention-grabbing place to begin exploring.</p>
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		<title>Financial Policy In A World Of Cryptocurrencies Journal Of The Eu Economic Affiliation</title>
		<link>https://qualicarprotecao.com.br/2022/08/08/financial-policy-in-a-world-of-cryptocurrencies/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Mon, 08 Aug 2022 20:13:11 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=607</guid>

					<description><![CDATA[Anchoring the governance of the move of money in the chamas is relatively direct and simple to implement; they simply need to run with Sarafu as they already do with the national money. In regards governance of the monetary system, however, the mutualizing logic of the chamas misplaced its ground to a systemic resolution primarily [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Anchoring the governance of the move of money in the chamas is relatively direct and simple to implement; they simply need to run with Sarafu as they already do with the national money. In regards governance of the monetary system, however, the mutualizing logic of the chamas misplaced its ground to a systemic resolution primarily based on the logic of the market. The neoliberal beliefs of the homo economicus, the self-regulating value mechanism, and the orthodox notion of money as representation of onerous worth slipped into the code. Monetary designs, that&#8217;s, usually are not without ideological valences (Goodhart, 1998; Crotty, 2013; Desan, 2014).</p>
<p>Currency issued beneath a demurrage has an expiration date, which units it other than typical currencies. To accommodate the calls for of the foreign money&#8217;s customers, this expiration date may be changed. A forex might, for example, lose value at a rate of 1% per week or 1% per day.</p>
<p>Canzoneri, Cumby, and Diba (2001), Niepelt (2004), Sims (1994, 2000, 2013), Woodford (1995, 2001, 2003), and Bassetto and Sargent (2020), among others, present outcomes of the benchmark single-currency case. Cipolla (1956, 1982, 1990) describes several instances within the monetary historical past of coexistence of a number of currencies. See Einaudi (1936) for an evaluation of the “imaginary” money from the time of Charlemagne to the French Revolution. Loyo (2002) research optimum selection of unit account in a context of multiple items. The proposer’s monopoly on inclusion is the weak link, which permits for reasonable censorship. In order to enhance the censorship resistance of a sequence we have to destroy this monopoly by permitting multiple concurrent block proposers (MCBP).</p>
<p>We introduce two voting processes for the appliance of flexible majority guidelines. First, we consider a sequential course of during which the proposed development price is elevated step-wise. Then, the growth price selected in a given step is applied when the growth fee proposed as next step is rejected. Second, we add a communication stage in which brokers first reveal their desire for currency progress.</p>
<h2>Benefits Of Demurrage Currencies In Blockchain</h2>
<p>The first, crypto-entrepreneurs behind digital currencies with global ambitions (such as Bitcoin and Ethereum) are redesigning the applied sciences that they goal will underpin a brand new monetary system. The second, community organizers behind local currencies with geographically confined reach (such as Time Dollars, Regiogeld, or Transition Town currencies) are rethinking the way the manufacturing of money is to be embedded in neighborhood constructions. It is that this shared determination to develop a financial system that serves the many that has led members on each side to reach out towards one another. Current developments of the Kenyan community <a href="https://www.xcritical.com/blog/crypto-wallet-vs-exchange-whats-the-difference/">crypto wallet vs exchange</a> currencies build on the technological potentialities of cryptocurrencies to develop a monetary system that is embedded within the communities which are to make use of it. In this part, we offer a few simple and highly stylized examples to illustrate how the flexible majority rule characterized in Proposition&nbsp;four works and how outcomes change when the voting rule is stored fixed, however the variety of debtors and savers adjustments. This means that in each new stage, a larger majority is required to implement the proposal.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-create-an-automated-forex-trading-system-img-2-768x512.webp" width="305px" alt="currency multiplicity in blockchain"/></p>
<p>Kovbasyuk (2018), as an alternative, finds that personal currency can are likely to inflate prices and harm brokers who maintain fiat currency. However, since regulations differ based on the nature of the belongings concerned (e.g. cash or securities), regulators should also think about the legal classification of the SCs.fifty nine In specific, there are three choices for off-chain assured SCs that are commonest. The second possibility could <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> be to consider SCs as electronic cash on the grounds that SC items are intended to be used as a cost instrument and that their issuer undertakes to redeem them at par. The third possibility, which FINMA (the Swiss Financial Market Supervisory Authority) has chosen for Libra and which doesn&#8217;t exclude the first or the second, is to treat SCs as cost techniques since they flow into items on a blockchain for this function. Those similar to JPM Coin that are not backed by central financial institution deposits current a residual credit risk.</p>
<h2>&#8220;blockchain Unleashed: A Deep Dive Into Technology, Use Instances, And Future Trends&#8221;</h2>
<p>In so doing, Ostrom’s conceptual instruments might help us better design establishments for the democratic governance of these new money commons. It is however within the chama’s relation to Ostrom’s second component, the financial system, that we see the productive potential of the blockchain as it is right here that the chama acquires a new function, a task paying homage to a central financial institution. Chamas’ pooled financial savings in Kenyan shillings represent the reserves of their new neighborhood cryptocurrency.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-transform-your-business-with-xcritical-affiliate-marketing-tool-768x513.webp" width="309px" alt="currency multiplicity in blockchain"/></p>
<p>Alternatives to traditional currencies,  demurrage currencies supply distinctive qualities that draw folks in. In this publish, we&#8217;ll look into blockchain-based demurrage currencies and their possible benefits. Bitcoin is beginning to come into its personal as a digital currency, however the blockchain expertise behind it might show to be much more significant.</p>
<h2>Proof Of Proposition 1</h2>
<p>This is certainly not meant to serve as an economics lesson, nor am I an individual from whom one would want such a lesson. However, it is very important explore the essence of our conditioned modes of change. Generally, individuals are inclined to attribute currency to money and financial transaction.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/trading-crm-768x326.webp" width="307px" alt="currency multiplicity in blockchain"/></p>
<p>Hence, new ways of assigning voting rights need to be developed.Footnote 9 For proof-of-stake blockchains, as an example, voting rights may merely be proportional to the stakes that individuals are holding. The flexible majority rule idea can readily be utilized to such circumstances by weighting agents’ utilities with the share of stakes the people hold. Of course, the affect of people with large stakes increases, since they will solid a number of votes in favor of proposals fostering their very own aims.</p>
<p>The collective financial savings in typical money turn into the reserve of the neighborhood cryptocurrency, which is translated one-to-one to reserve in Sarafu. That is, a reserve ratio is coded into a sensible contract in order that for each Kenyan shilling the chama puts apart, 4 items of neighborhood foreign money are created. The Sarafu system thus strikes belief from the sovereign and monetary banking networks to the mutualized financial savings of the chama and the automation of the code.</p>
<ul>
<li>I made lifelong connections and partnerships that allowed a profession to blossom beyond imagination.</li>
<li>Scenes just like the one in Rohoni take place in public parks and college yards, across the desk of personal living-rooms or in colorful plastic chairs by a public bathroom.</li>
<li>However, the reason for limitations to coverage, in this literature, originates from the method in which non-public securities are backed quite than from direct competition for medium-of-exchange properties coming from unbacked personal forex, as in my framework.</li>
<li>The first, crypto-entrepreneurs behind digital currencies with international ambitions (such as Bitcoin and Ethereum) are redesigning the technologies that they goal will underpin a new monetary system.</li>
<li>In the Sarafu system in-the-making, a chama’s capability to mutualize individual financial savings decides how many financial items to problem.</li>
</ul>
<p>At the top of the year, individuals are given again a lump sum manufactured from her annual regular contributions and a proportion of the pursuits she paid to the group for the loans she took. At Pamoja Mikono chama, 50% of an individual’s curiosity payments had been paid back to her. The other 50% was distributed evenly amongst those group members that had taken loans throughout the year. Because members failing to borrow from the common pool are perceived as not contributing to the pool within the type of pursuits paid, these members receive no dividends at the finish of the accounting 12 months even though their savings were also pooled into the fund for the granting of loans. It is a distinctive ethics of interest, one which facilities not across the individual danger of the lender, but around the borrower’s contribution to the commons.</p>
<h2>Model</h2>
<p>In her many area studies, Ostrom noticed community-based forms of governance where individuals cooperated in the management of the commons. She and her group have documented the many ways by which communities around the world design guidelines and sanctions, choice processes and governance establishments, adapted to the widespread useful resource they&#8217;re set to manage. Similarly, today’s crypto-entrepreneurs and currency activists are approaching money as a typical resource that needs to be managed through establishments aside from the State or the markets. Fourth, we have targeted on the design of a flexible majority vote for a given neighborhood. There aren&#8217;t any constraints on the dimensions of the group, as versatile majority rules can be utilized to any group measurement. For cryptocurrencies, nevertheless, the group is evolving, and voting rights usually are not routinely granted, as there is not any one-person-one-vote requirement.</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/3EwkfUz_BPs' frameborder='0' alt='currency multiplicity in blockchain' allowfullscreen></iframe></div>
<p>First era of digital financial system is the outcome of the convergence of computing and communications applied sciences, in the meantime its second period tends to be a combination of laptop science, arithmetic, cryptography and behavioral economics [10]. It started back in 2008 when it was launched for the bone construction of cryptocurrencies by an individual or a gaggle of people recognized for the name Satoshi Nakamoto. This paper aims to be an outline of what Blockchain currently involves, additionally it discusses its potential purposes in numerous industries and its implications for society and financial system within the context of next technology of internet. Another important implication is that welfare never decreases with currency competition. To have a possibility to coexist, the unbacked cash must be a minimal of pretty a lot as good as the federal government cash.</p>
<p>However, blockchain technology faces some important challenges – primarily relating to scalability, privateness, regulatory uncertainties, business models and standardisation. Blockchain is an emergent technology with very speedy evolution that seems to radically reshape industry, financial system and society [2]. It seems that blockchain technology triggers the start of the second period of digital economy.</p>
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		<title>Greatest White Label Stock Buying And Selling Platform Foreign Exchange White Label Brokerage Platform</title>
		<link>https://qualicarprotecao.com.br/2022/03/22/greatest-white-label-stock-buying-and-selling/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 22 Mar 2022 01:30:54 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[The cellular app resolution is apt and allows me monitor nearly every thing. The complete software program engineering ideas from gathering the knowledge to the delivering of solution are followed. &#8220;Unique &#38; first time ever in the coaching business&#8221; &#8211; We have the response group to answer all your queries related to the subject. We [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The cellular app resolution is apt and allows me monitor nearly every thing. The complete software program engineering ideas from gathering the knowledge to the delivering of solution are followed. &#8220;Unique &amp; first time ever in the coaching business&#8221; &#8211; We have the response group to answer all your queries related to the subject. We are positioned at some of the successfully connected city on the planet &#8211; Mumbai.</p>
<ul>
<li>While consulting we concentrate on the applied sciences used and how we will make it additional efficient and efficient.</li>
<li>It has a built in scalability spanning a single client set up to multi-client, multi-branch operations linked through Intranet for Client services.</li>
<li>Any changes in compliance or new processes within the subject of financial accounting like GST etc, he is been consulted and his steerage is sought.</li>
<li>We cowl training applications underneath this segment for Software Professionals (fresher and laterals), End-Users and Educational institutions.</li>
</ul>
<p>Maintaining leadership in today’s extremely aggressive journey industry is a major problem for both administration and the know-how they depend on. TRAACS supplies management with not solely the financial instruments necessary to scale back overhead and working prices but in addition provides the intelligence and insights to maximize revenues. Brainworx Infovision follows the righteous course of to understand your necessities first and the very needs of your organization for conducting training. We even conduct the need-analysis program to highlight the areas of enhancements. This allows us to ship the most effective to attain your targets with our affiliation. As the name suggests, this may be a tool that replaces the standard guide auditing course of with the digital one.</p>
<h2>Information</h2>
<p>These ideas shall allow you to find the best white label trading platform in Dubai. However, you want not go through the trouble of an elaborate search and may easily go together with the white label foreign exchange broker in UAE. MetaTrader is an internationally-recognized buying and selling platform, utilized by tens of millions of traders across the globe.</p>
<p>Data structuring, normalization and different such processes in life cycle of software program involves him naturally. Mr. Naylesh comes from the software growth background and is leading this section together with business growth for the company. He possesses exceptional drawback fixing expertise and solution designing. He has 16+ years of experience within the area of software program development life cycle, its implementation and after gross sales service.</p>
<h2>Products</h2>
<p>This app is designed to cater the distinct wants of parent from the schooling perspective. View academics, fees, scholarship applications, notifications etc. Its a ideal parent-connect app introduced with the digiCampus software answer. In the field of coaching, we intend and execute all coaching packages to see each brainite as an unbiased professional and logical towards resolution providing.</p>
<div style='text-align:center'><iframe width='563' height='311' src='https://www.youtube.com/embed/dSKEkgK8RRE' frameborder='0' alt='forex back-office software solutions' allowfullscreen></iframe></div>
<p>This product allows auditor (internal / external) to carry out a web-based audit with set parameters. The software program generates the scores primarily based on the finish result of the audit and the report is auto submitted to the management / concerned authorities. The product goals at giving solution for the native KYC management for distinct types of transactions in any enterprise. You do not want scanner as our mobile pleasant answer does the job. The capability to automate transaction processing is likely considered  one of the most notable elements of Forex Back Office Software.</p>
<h2>Foreign Exchange System Selector</h2>
<p>FCM, AMEX GBT, CWT, BCD, ATPI are Few TMCs powered by TRAACS. Offer direct customer support and technical support to consumer through phone, e mail and in-person. We also have working of providing a special team devoted to your group too for stipulated timeframe publish trainings. We cover training applications under this phase for Software Professionals (fresher and laterals), End-Users and Educational establishments. Each segment has its own requirements and are executed accordingly. The uploaded KYC shall be additional authorized / rejected by the back-office team.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/nevzaimozamenyaemyy-token-istoriya-nft-768x432.webp" width="307px" alt="forex back-office software solutions"/></p>
<p>Here once more we offer a Mobile App to agent / network where in they&#8217;ll on real-time foundation addContent the KYC. We refer this app as &#8220;One of the will have to have app&#8221; for administration and regional group to exercise controls, monitor branch activities and yield effective results. We research the requirement and have multiple brainstorming periods to deliver out the progressive options. To inculcate information and open door of prospects for individuals whereas executing our technology training applications. Run your Forex business at an especially affordable price with the market’s most acknowledged buying and selling software. Supplement the platform with proprietary tools and complementary bundles to develop your business even faster.</p>
<p>Be an organization which is progressive and brings in the newness within the subject of IT consulting and software growth using software engineering processes. A Turnkey Broker is an excellent cost-effective and time-saving resolution 				as it is a based on a White Label</p>
<p>Mr. Chechani is CA by profession and has experience of more than 10+ years. He has prolonged his monetary experience in crafting the options again and again. Any modifications in compliance or new processes within the subject of financial accounting like GST and so on, he is been consulted and his guidance is sought.</p>
<p><a href="https://www.xcritical.in/blog/forex-back-office-software/"></p>
<figure><img src='https://www.xcritical.in/wp-content/uploads/feed_images/ecn-broker-definition-benefits-and-platform-reviews-img-3-768x512.webp' alt='forex back-office software' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='405px'/></figure>
<p></a></p>
<p>of MetaTrader. You can save extra 					than $90,000 on setup prices and around $10,000 ongoing month-to-month prices for full licensing, 				servers and a technical help team. In order to maintain rising overseas exchange trading volumes the consumer needed to exchange its current FLEX product processor that was unable to scale up to volumes.</p>
<h2>Traacs Is Finest Fit For Travel Enterprise Of Any Size</h2>
<p>It begins with firm registration and a website and 			ends with IT setup. It is a totally branded resolution and shoppers won&#8217;t ever know whether or not 				you are using a White Label or Main Label license. The consumer is considered one of the high banks in the world in the Forex market with operations in over one hundred sixty international locations and territories around the globe. Travel Agencies which have adopted cloud computing are flying high.</p>
<p>This module is mixed with the mobile App that enables the auditor to scan and addContent the audit findings on the positioning via his / her mobile. We ensure that we pursue all regulation of land and comply with the same. Legal and Compliance specialists are a half of our staff for rightful and correct behaviour of our organization.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/komplayens-dlya-brokerov-osobennosti-protsedury-compliance-dlya-forex-img-1-768x512.webp" width="306px" alt="forex back-office software solutions"/></p>
<p>CLASS™ is a Browser primarily based Clearing and Settlement System and a Complete Broker Back office Solution for Large and Medium scale broking homes. CLASS™ as the name suggests is an clever resolution for all the back-office operations associated needs of broking corporations. It is an integrated software resolution, which provides functionality to deal with multiple markets, market segments in a single consumer interface. It is the primary and solely again workplace software program in India developed from scratch utilizing the latest Thin Client expertise using Activex and ASP as browser front end and MS-SQL as RDBMS. It has a in-built scalability spanning a single shopper set up to multi-client, multi-branch operations linked by way of Intranet for Client services.</p>
<p>Cloud computing has leveled the enjoying field enabling small businesses to compete head-to-head with larger enterprises. With nuTRAACS, smaller companies can pull ahead of any competitor regardless of dimension. Support new personnel in software program, programs and operational instructions.</p>
<p>Develop software program manuals, prepare users in numbers and maintain updating manual as per model release. Analyze the problem in depth and report RCA to the event group. Explain each of offering like need assessment after sale service features etc. Association with Brainworx doesn&#8217;t finish with the session or batch completion, we now <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> have exclusive assist post training. As per the target market, we design and suggest the associated content to have optimum output. While consulting we give attention to the applied sciences used and how we can make it additional environment friendly and effective.</p>
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