<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1524314688224030615</id><updated>2012-02-16T22:29:24.092-03:00</updated><category term='P'/><title type='text'>Cultur@ComPolític@.Com</title><subtitle type='html'>Blog para quem gosta de discutir cultura e política sem permitir que o "senso comum" defina o resultado da discussão! TODAS E TODOS SÃO CONVIDADOS AO DEBATE!!!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default?start-index=101&amp;max-results=100'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><generator version='7.00' 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Gv3a9t8mlavus2jbAvoWkG33q9u9qubfaoWr7LZp2j2Khu9ykaPosEtr3fL6lzSWmCTS1obH7esDsQiq7LdguWVVPvF1QFJTUBS41fUOKUVVn6piVtk5MS68kUmbpFpv8DMY1h5dMt+noWTa2LnWnZzTdwiEAuv1MqvMO6VnbKKjHsVJ6xyI6fqnFN2vldg4Rdd8Ist3AIrp+CMlXfGohl2co27NPMOzbKTA8Ay75JMO0QjixBb+pl2iOZdknmXZN4lAKose3jLHhbkYp9k4xKtHEAYxszGgMetHEKMqphWF/skGxcHtHLwSQ4+KfbpMbDMO9h4sOK0+gwsUG2B2ipWTxmZyJhQX+ZWq5ONtLON9LONdFBnfUcrxJ+nCuRoGQ4CCrfYD2j8p3/DrC+dSv6aKvCLBLrsscRqtD8HFvTPgQXTLaYcLKcdraadrqebWciLPbSdne3ex/iFhJCEGBQTAuKbwiokxobE+JCUEJaSQvKcsIISUlLCqpygjBRWUAJSYkBKjihpQSnVL6aE5fRLbfE7fXlIUebkFdr2GKcbZNl0Knckgdn7eKv7Pm84QTufdrSUoZ5Llk4k8V4+kk8n65czzjaztYvpm50PVpp+lE7CrWy8T5AVEGLdHKxzF+flkb18goePCohRbh7StZ8dEOGDYoJhHXGw9PRiF3mxizSuJxvWUyw7KCePcsEhG7bQR6sZusWU21Yg4ouXIr62ihMH+j2wPtmqrWLcUvtP4xW/8F7CtUvgC0Ljq7Pb9xWobgn6w5XhxZXhRRxbA4CteLyAWQCpW6d6w8d94eOB8PFA+GgwfDQIwAoc9AYObqozAFZA2xXUd4UPu8KHXaGDTr+2zaNqdclbggctwYOWgK41oLkzy69s8SgaQNzyeo+83iOvBzDFOwUe9yoavIoGp6zGJa3xSGo8khq3pMotqXJKqhzSKruwwCkuckhKLyRlNnGpRVRmFVdYxRUmfrmRX3LOKzjfp5/v5xq5uab9PCuPfiZsMEk6jKLnsvV6/uIz5mTJ8iBFuFpjUI3z3ja9GWWsjdL35otUzOrj/fpDbpWJW2rkFJn2Cow7eSYW1cyimFkkC5NkYRPNuwQjC3fOxJ4zsUYWzrxLsLCJFjbZwiZa2ESglZWDs3KwVg4WcGPZwwKtrBycjYuz8wgxoeJj55Ev9vF2HsHBJzkFZAefZOeRY2DFyqvY0vILsGJamXfQgKpYc/18O9vEQll2MV84FeuFGbayTtbTj9+mnaynGzYzz7eyzjYyTt6mfQ+seK3+G2DFzPojsL6h1Xff+VWzENC3Aq0rsJxRzyd9F6y49c73zfoSLP1S8uFK+tFq2tlGhmUHZedgAFgBEfGmFSXB+8Q4rxgdlmLCElxYSorIcsLy3LAyL6zMi6joIXlOREkLK6hBKTUkywvL6SEZPSjNu9SUO3h52iXkzsDj+fq/TD/7H+tdP4nGodpFrGwyTTIGVU9DT1ZTbCyUmZWlW4FIJpL4rxIkEzDRWCqzN2Gx8a8rLT9yR55adlAhGc0jxFp203xCVECMse9lODnZPiHGw0d5+KiACO/ios/ews83Ut37OPtuhn7xiXYRYtsjuPg0M4t4soY8XMm83Q9NiX8pVLOQL1aCd9bM34B1OAs5mrsBSz6R8Lu92iRAL3XeG624xx2GaZdSlHOweLBuv04MrPP+z836LMCseLD8+u7gYU/4uC96Ohg9HYwcD4WPBkOHLyInL25WhQd3y0nQ1QrquyJH3dHj55Gj7oCu3a1scUibAFhBfVtQGzOr1a9sccvrY/EoGry3+aZWPmVjUFobkDwLSJ55JTVuSdWFtNIsrTDKKjySGp+s3i1tsAqeHbFKpKu5+3PkvWmSdrtaz6w+YFWc7JYZeVUXomcuWYNX2aqR9vBYrfPjFQ1VqL7OgqnX9c87cxdmGwdeFFdVoprrqEPPK0aeF23M1p8ohixHww5R7YWwyrZfamYXmHdoZhbFwiJaWDe1kmkXe85Cn7PQpl2smY2zcggxsKwcgpWD+xysu9oKaOUUkOw88jdzCxbRKSA7BeARko1LBF0wsM8Y22o0MrHfAwtodbqRAXYGjUykZRdjZWO/pgrkdCPj+G3a0Vrq8du0860s43b2+VbW6Xr6nwHr72r1TbCAWfF4xX5qbzq+X2kF1n1fvfnD1XNw5UzSbRGEAEKp55NUc4n/P4CVevwm3bCZad1FO7hYxx7SvY+52e+TEQNSgk+M84hQYSkmIsWHpaSIjBaW08MKRkRZEFYxwgpqRJEXVdLDcnpAkhuW50cVRX5Rnn4Nud7z02zDP2/3POIOwzjDiZJJ+MGbbP1qumTyqXD0vnYu0crK8gtJdg7mYAWumE0SvIKweiFrbQ/ZLxIlk8l7Q0+ZvU+Fo0/Mu6iIhuiTplm5T7zC1IAYZ2ejnNwMrwDt5iG9fMyVMtfFRR+tQJ0cjJuL1M4/lk4+PN3IcvKoDi7NuIXTL6XfapUcezVUs5B4sL6ojL4H1t8cNUZB9nLX/dGKe7tDEM1isnIOppr9cu1/B9a1cfjaOHRtHHp3PnhleHF13n9p6Ls09IWOemKJXyECp76Vz4yLtcOCxz3B45uvEzx8Hjy6qbaiJ+2hwxa/rtGvaQhoG0P65pC+OaRtCmjqAuoGv6r+Ng0gAVV7UN3mltd7lHVeVb1bUetXNbhldQ5JeVDXfCGpDeg6HbJGp+TZpbb5/znv1ktbmWtl/Z3oEga8qCD7WQ1t9HX74sJA32DT+takWsXUqTYOtZsb6/0jr6uHR589H26oasxllKCe1VG2N19uvOkf7ivr6ywoY6BqqimjU51Lq8NTk52jgw2veqrWZnp2lxokW80W+XOTqNrCLzCxKdZdsnmbaOYwTByajZ9r4RKNbNw5E2thU4zMHDOHYOESbTyyjUe28YmWfbxxD2Ngo027aDMbbdnDWDnYO4yEBKcgx8GnAIxsXLydR3QKyC4hxSkkOPhEBx8sCSkOPsXBozp41AsO2bFPduyTbXsEIxMNJhLOt7OtexjrHsbCRlvYaDAAcdM738w2bCHPt1GgCgPdfcsuDqwKAWeGraxzZpZpB2neRcVqMWDc6WY6yMlG2vF66vF6Kuhqgd3Do2X44SrsYAV6sAIF0MS2wL+ovOJaXfB/KLrFFN1iSmz5BshQzUKUM/DYvBUwSzmTJJ96+nUnWLsIjW11fbnhtQBRfy9zyapZhGIaJp+CKqZh4J9TzyUrZqHapZTjtxmGLaSZhbKxMc59nJtP8AuzQ2JsVEa6lFMiUlJAjAuIMQExKiBDhRSEsJIW1RRFtOWXmspLTdWlqvJSS4uoGFFleVheeqUp/3Rc6+QV771ADJT8X2PP/p09nCmayBJMJKmXINolmGw6idn7y97gfdU81MzKcvJQfhHWL8I6OJnGzRTTVurJ22TZ1GPu8EP+K4RoFLU3kP2m+dFO/1PjDsavILpEGT4JKiDG+XgEJzfLw0N7RbiAlOgV4dwCjGEDatiAelk4zy7+aBkun35s2MpyC3Ktu+STt+jDVZRqLk02BZXPQGKLwYPllG83GRehWtCKWoDq5yC62STdPEQ7l6ScffqfjgYDL3Nr8Olo1a+bvQ9UCwjFFFw5mQRmULQLd9vEoCL+4do88s40/M40dGUcvDIOXp6/iBr6ooa+8HHvbfrCx32xReLl2dB38uLy7MU3zDrpDZ30ho97b/g77o4cdYcPuwL65tBha+S4PXLYGtQ1BbSNQV1T6KAxpG8O6pr8mgavqs6jrPWq6v2axoC2ySWrc8vrA5o2sJkYULV65U0BRbNDVOuX1wWU1S5JcfioNWwY0uy3vO7F5dJT07MeQFIf5JfS2/u7q1sbG5+3LW2v7Qu3VtenOIJVFmdufLLt5YtnFQXZ5bR0MimZSk4tpqOaamg9LSXludml1MwyamYZDd3fVV1eRmTkI/NIySXU9Co6sr2atj5VN9FLfvua4lB2XkhqnZJqG7fEuMOwsQvt3ELHfr6FQ7XuUyxcopmLM7DRoCEF2k9WHsHMxRn3MOdsVKytfrFPAp2pG5gEOQ4+BRRQ4LNiYDkFJKfgZkkYA8vOpQCwLjhEEwsT65fHqIrX6pyZBbT6A7BuGltfgXVjVhxYN2bdgnW4ivhiZRdfxfyfA+uzQYdYmQP4iHvbv+my/xmwvjDrmwFgKWfgimkYAEs9l6yZT1HNJeuWU0/Ws03baBsba+dgnDyMk4fxC1AArKiMHJYQAVhBCTogw4TkpLAyL6opiWiqIpqaS3VNVFV9pS241pVGVaVX6soP+mcXXJpgFLrZ/WC28d+2B6DSaRx/LIU/+ki9mKRaSBRPPJZOQlTz8POtLCcP4xZg/CJsSAp2HvEBMc4nxts5GM0inNV3b739/k4fdLMrcaLmn7ivE9xSSkhNCcrxISnBy0O79rMv2Ol+ETYkJ/kl+Kic4tjLOlx+crGO8nNI5+sZ0slHh2/SXHyanUM73yIevUGr59Pl0zDFLPTPgKVZhGoXoTGwtHNJmtlE1VzifzrqzvYztocSR6t+3ex9pFpAKGfgqimIcgaqmoWBNx7wjQbf3x+uzSMg70zDMbMuz1+ArcPISV/8CvHybOjKMPydDF4ZBmNs3XXBTvvCp323G5G94ZPn0ePn0ePnfm1b6KA9etwVPemIHLaG9M1BfUNQ3wA+9msavKp6j7LOp24I6prDB62h43a3ssGtbPEq2vzK9oCq3S9vimrboup2l6gqoKmLnHZeHPS8eI5CoX96Av8pKy01IyUZi8nOo1OKS/LJFFw+g4LFZlRVFw+OdJfU0OllhIrqnN7W8vne5r4iWhUtOw8JzUfDC7Fp9QxKbS6xkowtyE4rwKRX5OJJmORCKrKpnNpdQ3/ZWjHZWz8zUj05UDTUlC3faDhiNxq4zeecRres18UvsXMLnbxin6zCLS4075NNXIJdRLFx8WB372KfYOPirRysmY027aJizSkHn+IU5LiEVLeI5hbRXEJqzCwAmUtIcQkpt1qRwJLQKchxCnKcfJpjP8fJowCwLLu4uxnRXZRpBxlPFUj8QCloewGwwL5hzKxvgnW2mXm29aVZJ2/vzDq+GU2+WwzGptW/puq/B1b8cFY8WLcTnrD4kavPdq/+HFi6+W/ntmqDArCAj5r5FM1C2sFK5tkmyrqLce4TXHysk4dycrIDYlxISojIyBEZOSQlxMAKyvEhOTmsKghrKqLauqimIaKuv1TXXmmrgvKigJxxpa1y8hh7QwlvO/+qXkw7WCOx+p6stv60++KBah56tpF6vpVuYmZbWFjLDtrBxXpFBL8EH5GTogpiRE4IiDEhKS4gxjh5yJN1+P7IT+sd/8J8/vNWf+Ji60+zTf/CGU242CdFVPSwlBQSY71itE+ICkqwXgEyKMFfKilePuZkHXo8j7CzcDYWVjmTJJl8atjEOvfzLDs5J2+x2sVMxQwctJxAfxCMO3zXrAUIAEs/d1NeaRYg/+msOd5LZY1AxqvurXc/Vi0glDNQ1RQkvnoFrzn4bv7w3vz6vfn1e8vL21Lrhq2oYSBqeBE1vLg8H7w8H7w0DIO8Ox/5Zq6Nw+/Oh96dD8XkumHOMBA13G1ERs96r057r057I0c94cPn4cOuyFFn9KTj8rg9fNgU0NWG9C1BXXNA2wQS0rVFDjqih53+o/bAYadH1epXdQRU7T5lI1g/hrUdoeOBQ1H73ER+bu6jJ4n/KzU1IT0NjobB6BhkbQmtsZJWREsvzkkroaSTUh9jM5OJ2HQSIT2HnMmgZJWTkd2FOUNFeS356HIsojEPU0lCFiLTy/GYZzmkEmQWIyu1iIAkIxH1ZbSafEJjAbGjPLe+ANdYTuhppE33lTyvzJhsI2yPlgqW6mTrrU5pvVNaaxOUWQWFNn6+S1Tk4hc49vMBVbdg4WwcLFisAXdcQgqgyiPOBXEJqcAspyDn9gkgZJcw/o+3T+NRnTyKk0exc0m2PQIYs7LsYoBW58wsw3amYTvznHkzAkfSxnwAACAASURBVBqb84rXyrKLs+xi4mcdwPNNO18d3NnKiOVGrvU7s05Wk7+Y/IzlC6figvjHwLptw8d29G5/bVLUc8nKGahiOvYuDYvVYn8XrNiv1vfBgt0WbtDb5WeKdj5Nv5x98gZl2sY6uASPgOgTYN37KAcnE0xRReWUiIwclOD9ImxAjAmJsSE5KaSgRtTFEU1NRNsU0TRHNM0RdeO1rimqrrzUljr5ebxXSUvN/7r/6rGVjZVPpb7t+LfdgXvHb7NAO98nJgZEZJ+I6hGQvUKSX3Kz2xhWUAJSgl9CCCsoQQnexUXa2dmmrfTDJbhqOpE/kcyfSF1o+XG85p+EkwivOP9KQw9JcQEZLiDDReQENy/LL0IHJfiAlOjkYdRTiYcLiIsd3MlaFmfoV/k0zM6hXezlnm3gD1aQqrlk1fzNGwZ4nb/Yoo1vAmrnoPoFuH4OdjAP185BFdOJuuXk/3KUHjLhe68g41X33nY9Vc0lq+YS1dNQxRRcMQVXzsDBi6yaRShnoMoZ6A8fLKMfLKOArZhZ70zDV8YhkHem4XfGl7Fcn7/+Zt6bRkC+kAvwd9MgM7y4Ou+/NvRfG/ovz16Ej3vDh12hg/bIcXv0pD163BI5avapG/yaxpC+JXLQcXnUBRI97PQfdvt0nQ5Zo0vW5FI0ulV1wZO2qLEj6FgU73fn5DxEJP/y5On9xMeP0CnJL1qau9uaGXmkshIKIx9ZQM+i4ODELBgVnYGEPEAl/kpOTSrCppXiMp6RshvI2c/w6VWYJ9V4SAUBUYZPL8Km5WbAS7CZxZiMYkxaXjYcn/aEioLTUbDGAmIdA19XTOppLGqrojYVYAZrqTPdpePt9OEW6ngPY36QKmc2WhSdZnGVmVdo59Jd3AI/r9QuyLHfVEzEi30CGPu07+PdYpJbTHKLKB5xjkec4xFTPWKqV0IDEoFqyy3K+V7u2BLkxq8iY/NZoMKKB8u0g7Sw0XFCfRYwhhqbeIgHKz4xrQzbt3ht3Jl1+iblrrO+nBLL4UrqH4B1263/k2DBbsBahMYXWbdLthuwYn2Qfwism8XLtxLXMrspr7TzabqF9JM3mPMNnG0X7+aTAiKiX4jz8NBOTnZInhNWUMMKSlhGDIhxfhE6KLoBK6zMi6jKI9qGqLYtrO0I69oimtaQsv79UaNbUiAcT1zv+kUymWrYxJ5spIjGEgWvHh6sINx8gkdA9InIEUWeV0jyCnOC0rybnr2CEVLQg/K8kCL3SlP6TltyrS2OKhkBEdkvJPkERNceTrGYwhuH8cczmAOIuYafeK+SfOK8d9r8gJzoEWLCMnxYgguKMH4R9lKd55NQDpfgisnHZ2sZZiZONgkRjyeeb+Ht+7nGbdLRG7RmIVWzmBx78b+eKbnLLEQzCzmYh+vnYPoFuHoOKp16cvgm7b+cRZr1RO4obLzq5zftiaq5FO1conYGppxGKKcRsXW3ciZWYdkm3tsmrq2j19bRd5bXV+ZXV+aRq9t14rV55KYEu821afSb+WB99cH6ClRqccXa0LV5+Np809e/Ng5dm168Px94fz4QPe2/PBuInvVGjrpDB+2hw9boScc7Q5dX3RTQtYYPO65On78767k67Y0ePw8fdgUPnwd0nX5tm1vZ5NK0+U767Qf9lsOB5a0X+cXIlLTHGclJ2PSMlISkjEQY4uHjlJQnSCQsPeNJesZjHB6BRcIzEU8wqcnZD/6VDH1UkA4rSIeVY1LpqQlk2D1aysNy1MOizPuFyKcFaBgdBSvEJFcQM0vxKc10TCMDW4RHlJLSqnOyygiprSU57VX0jur89jJaZwmlq5gy3lo23JDfU0vprCW2VTPaqihzg0UqVqNL1Wbllzr28z2CfKeE7hDn2UW5gK2bBSA/xyUhuyRklyTHJclxSaguCdUlznWJc2MFl1eS55XQvBKaR0x1i26fI6G6JFSnOCcWtzAvBpaDT3HwSWCsFDSwwBQV0Mq6h7ng4sCcFxhYBTOrIDfnE3fQYGEYq8i+PKyznRkT8ObjzTuzztZSdUvQ+K3Aw5XUo9W0o9W0L5wCZ6SP3qR8vsP4J8G6647F3sbBDzd4N75tgsD/0QrrD8CK/XOgR6aZT9EtpOsXMwzreOsOybVPCYjIfiEOHBX08nFhZX5YmRdR0oIyol+E9glRASE6JMaGFeSwMi+qrohomyK6zrC+G5gV1TX65JX8cdh8019E48kmFvV0A6leTFLNQgybaU4eMiAlBqVUn4gakOQGJLSAtCCiLImqK6601df6Z5eaqqCqLKgqC6urLzVV7w+evddXhGT0kCQnLKUEhcRzZhbv9cP9ERizHz5e+W8zz/4im04Oygqj6vyIkhaWksISQlhC8PIxfgnJKyZb91Dq+UTFzJOzdaRhA6VdTDt6k+0S0MGqULeUrl1KiTWYvqvVPEw9k6SeSTpcQOjnYLGDhMcbmf/lylOsPuFPJI9X/fymBaKaS9EtJOhmY1UVXDENA99KcA70hw8Xkx8uJt/bJq6t48AswNZ7y0tgECjBPlrHPlrHPlonvgfWR9vrj7bXX7B1bR55bxl5bxn5YB75YB55bxp+bx78aBr8aBqMnPRdGvquzvujZ73R4+eRo87ocdfV6fPwYUfkqPPypBusHC9PeiJH3aGDzuvTvuhhd0jX5tV2hM9fe88XOBvdvZ15mdmwlLSn6enQrHTE04f3oY8epDxJgD18gEx5REbDSShYZvIDZEoCEvGYkgXPePILCfIQm3ifmgHLRaUU4TKLsGkNVFRbHq4863ElClpNSC9CJxdh08oJGUVIaCU+pTM3vSM/u52RPVBBeVmTP1yV31eR11db0FJMel6Z31/J6CvO7S/LHW0tXRip72mmltOJdcWU2nx0U1GG+E2TRdbl1jT49TVuRbFTVmiXMByifIcw1yHMdQvzPCJ6TCinKM8pynOK8p1ChlPIcAmpQCuflO6X5fmkuV+DFR+PiO68pdAlpLqEFAefdLFPsHGwFjYaFFlGVraFjbbv4518Ymwk9QuzwPnEeLDAJ4Iu/jfBujHrFqzT9TQAlm4JCuYSYpc3HK+lfk3Vfw+sgxWofhmiX4Z9Dhb8dvMOHEVGfO9oWwys707Pfw+y5Zu5bTDooF1IBWCZtggODsUvpoUkZC8f495Hefm4kIgSVRdE1fnhz8EKSwhhJTGioofVlVFtS1jfHdY9D+s7Q7q2qL5W/5aw0PLjSvsv6oUs1UIq79UDxSz06G2KV4Lzy1FeCcYvzQnKCiOKspC8IKKqiGqfRdT1l9rm90ed7w7aQ+qGoKo+pK4La2qj2uorbcWVpvhKQ79S5UTkBAc742ARKhxNWmt7OFd/b6bup+XmHw9WcW4B9eNB+ZU871JCupKS/AKsYx/tk1C8UtLJRopk4qF2AW5m4k7Wso7WMt0imo1NO9vAH6xkgtOFfxcs1XQiWF0CsFSzEPHE49Ot7P905UiXHgmnkieqflxtgqrm0nQLj/RziFjfKnaUCiw578ACdRYA653lhp5bp8Y+Wsc+2SY/2Sbfm8e+mU8X3zbrg/XlB+tLANYH88gHy9An89BH02D0rBfk0tD3/nzg2tB/edITOui8NvReG3pjtRXYUgwddH8673933Bk5bHt3PmRTDa5N1TY9o+flkHLSELg0RDI0MQma+Cjx8YOHP2enQ7BpSSkJ91MTH1HQmdlwaFrS40zI4+SHPyIhDzIf/IhFJJDQKQRsenZ6YlUeoZ1ObiWgGvHptdi0ClRaDQlTQ8JU47MbKci2XFQvNaWbmtxXiHxdTX3TVTNUTO2iEwZrCl62lI80lEw2Vo3XlU+3VA3W5XfVkF72Fo2/qGitJPfVlXaU03tqcqZ6cvT8plNJtUdd5lKWOORFwCyXmOGWFHikhS4xwyVmAKQcggKHoMghKHLwSwBYPindL8uPB8styXNL8txS2tdguYRUAJZbRPOIqU4B2c4jXnBvrqABKzvrHsbBI7iF5Nu5eWKszgJg2bkEcKD6m2DdmXUL1l0vf+vOLMPbNN1Skm4pSb8MuQXr5iKaPwPWnzMrBhY0HizpRJJ86qa2ih99+AOwvmmW5jv5/F9EaBdS9YsZB0uZZibBtU8JS3JDErKHh3ZyUH4+MSrNi6gLo+qCsJIWkBL8IrRXgARgRVSkiIoe0VQBsCL6ntBBd1jffsjEMgcTFlvv7w7ChGOwnRc/cYbvaRbSLGykV4Lxy7NDKnxAnueTFEZUFRFVeUhVc6VrutS1RrUdUf3zsLYroGoN6TpCuoagtjagKg+qSq50xZdqWkiBu1LjA/wM82aqYQ21PwRj9cLZgxkLTfeXWu5rl9ND0sIP6qLftQXvZJSwhBiQkgMKml9OMrLS5dOPlVMJp2/ST9YyTjazPGLqxV6uYZMAwNItImKjud89xjQFUU0mHS6k6OcQh4upqlmYaDzhbAv9X06yZPEhAGulEaqaS9MvPTqY/+wKIPCVtYtQ/TL8h48XM9/MtWUS5L1t4qN14pNt8reLqd8upq6t49fWcQBcfD7Zxj/Zxj9djMbk+mh79dH26to8cm0evjYPvrcMfbQOf7S8/GR9/ck69sEydG0cig2sXhkGr43D700jV2cvXaqO0EH39WnPb+b+a0Nv+Lg3ejpweTgQPhr+cLGo5fcPtJPmJlqnxntQWXBc0r2Mh3+F/PzPiMc/JSf+mpJ0PyvtSRriIRb+JBvyGJ0MTYckQB/fS0l6BHv0cxb8cVUOuqWQ1ppPa8ijFOOzCvCp5eSUOlpqLwPbU4hromTW4tPqcGntOaiXJTmjpbTxSuoAHdVFTB0swC51Vb8ZaFjtqxurob+upr6sps51lK0O1K4N1q8PNy50VbyqzR2qqRhtqnvZUD1YX9pXR++swb/uZUwMFjCn6HpOnUX1zHVUGTqrcCkLg+oqj7gqoCoLyEr8wlLffoFPyLDv0xwihkdV5ZaWeBWFAVWeT0FzS2keEd0rzg/IGV5ZgVuS7xLTHcJch5DqFNHckjyPlO4Q5toFOQ4RxS2l+RR0n4LuEufaBbSL/Zv9RLBNCWa4rByslYO72CeAwz1AK8se3sYhx6qtL075gH1GkLuqajvTsJnxzYDjO6DgOnmbCnpbn5+UTvn8zizEN/P1MvB2Aj62KoTFd7IOFj87Ix2bn/oWVWAG9dv5QjHNArhH5WaASDMLUc9BdYspR6sZhg2McRvv5ucHpXmXSkpIinFzMx17WV4+LiQnR5WMiCIvKCP5pVi/COkXIcH1DCF5zpU2/0pXEtbUB9UdEV13SFfnkNFYg0kzDX9l9SeLxnGbXUkbHb+KxiAna1k+ATYgIgZllKiSfqkpvNIVR/XFUX1xWNcW1rVF9O0RfXtE13kXTWtE2xTR1EbVZVF1waWCdqXIuZRTruU5Xh7aw0ObmJm6lTT+OGx7IGm89sepur9KZ5F+eeWlvjIopwWkhIgMGxZle3kov5BwvJKsmoUdvcmWTCQdrKU5+CQrO+9sC6dfSVPOQZQzSapZmGYGoZlJ1s7ANF9FOQOVzyQezEA1E0/Vc1DFbNLBPFw9k2RgY//DQRPP/yKdSpmr/3Wm/r5kBqWeT1dPQ9XzKeoFhHoBoVmEa5dg2iWYdhmqW4H98Mk+//Fi7uu8t06BfLBNf7iYBOXVJ9vk11R9BtZXZr23vHxvefneMhID66Pl1UfL6HvLyLV5ODZFAbr71+aRD+aR8HFv5Kjng2Hw+rTv3VlP+KTjyth9edB9bRo3KV/Pj1dOjjZOjHbS8KlIxEM09HFawv3E+z9CHv3y9OHPkCe/IDOguCxYVtID+K9/zXj6AAV5Sk5PoaYn52Yl52Wn1NCwnWWM9oK8voqS7uri58/y++vzO0uxfQzkQDHuRTGxjZLVQsrozkUO5uOmq3Inq3KmyshzldRBOvp1Zc7b/jrWcPNyS/lcU9FyZ8V8e9lidyXrdZtwfkA0N8Cb6tke6ZpsqZjprB2uL35RXzjSWtTXQOttoMz25i28yN2aKtJzm86l9W5dg19f5dWU2GX5Dll+UFXm4uf4JBSXiOiSUAO6Mp+8OKBiBNV0v5LuluQ5RXkuMd0jpXtlBR4pwyWmO0V58WA5RTSniOaSUN1SqkdG88hynSKaXZBj54GpLjLYoHTwSQ4+0ca9OUH9JVhc4nfBur3276byipVafwjW12Z9fvww3qx/DKxY4sHSLsDjwdIuQr8PFvSPwfqDcQftXNLNXVqLKcdvMs83sWYWEYAVVZCDEjQAyyfAA7DC8tygjOQT4/widAysoIz0Tse40pVFtHV+VUP0oC2geSZbTp1t+GW2/uetXuj+cOruwNP9kUe6RYRlJ9svxAXFhJA8B4B1qS2O6soi2lIA1h1b3wRLWXCpyLuUUS/llEsJyS/ABsUEFx9rZCLF0zD2MGSt+9FwyT9N1f4oX0BFtJXvj4rCSmJQhPFykCEpwSfAn6wma+YRR2+ypZMQ/Wq6g0+xsvPONgn65YwvwPpaK/U0VD19B5ZqFgLAUk0nnu/hfr/IEc39HANLPI28AWsB8V2w4nNnlmP+k30WVFsfbNMfrRMg8UiB5STIbxcTv118VmcBtj7Zxm+XimBt+PKD+eV706sP1pfArHemIdChvzaPvLe8fGfuvTT0fTAORY/6/mZ7/ck2FDhqujS1vjcNv7PNW0/eMLfGy8poaYiEjMSfKWkP0yBPEU8ePb7/MzzxMSIpITnxITYdhkp5mvLk57SEX3CwhILsDEZ6al4KrCA7rQyfXUFG5mVAKZAEehqsjJjVWkJuKyF0l+N7GVlDJbjJ2tyhEkJ3btYAAzlciJmqomx2VWy3l282Fc9UUlbaSrb6a3de1HOHmzefPxOOdQsmnm8O1M+3lzGHmtSrr7SrrzVrQ8yh+uXuqrmOitnumtGW8v5aRnclraUUvTBc97KdsfKqWrLZoeE0W5Ud3qNO10GTQ1kbOqj3yAvsIlxIleNX5gbVBUF1QUhTEFTT/cp8j5ThFOU7xDSnNMcjZXikDFBkgeYXAMsloXpkuV55rkeW45ZSnGKKQ0RxiO5aWuB2h9sj03gwPQ+2LMGSEMyvArAse5+dTDTvYP9RsL4wC4D11Xnp7y4J/yRY8bdiAVkAWHdF1q1ZX68HwcGR/wZY6vmblsrBctrp22wTk2DdJXuFjKA0F4Dl2Uc6Odk+ATasoEQUeSF5TkBKvAULHRBjAmJMSEG40uZfasqDysqovvb6qPl8N2+5/Zexin/d7ErcG4RwRxKkU4m6FYh5J80tQIN7ZsIK6qUq/0pTfKWtiGgrI5qqeLA+k0vTHFE3RlXVUVUpACsqp17KqCEBNiwhROQknxhv30cfrafJZ+Hc109Xu58Olf2v8dp/V6+ggmp6SEn2ifERSW5YRgyI8JYdlG4RoZxFSCchR2+RTn7eV2BBvgkW0Eo9DZXPQPTTMM1EkmoWppiF6ucQiolEE5f0yUoWTP8km06fb3gwXXdPNJWtnk9XzyTdggX7O2DF8ptr8TfX4ifnAmDrptqyTMYjFctH+9RtJj7aJz5cjN9m9JNj8qN9AuAFeltg+uGj7RUg7LYEu+nx/2Z/9cEy9NE6/MEyFD3rjRieh897ru1DEceC+WB6dLCcRslApsOz4InpT+7lZDzNQkATf/0FnvAQlnAfkfBrFjQh6+mvONhjfNqTrMT7mb/+RIE8ocIS8zNTCrEZdFxqXjYcm/AL6cn9XFhCQRb0GS37WU7q83L8SCWuh5HVTc8YKMa8riLNNdBn6qgvGOlLzfn8oQbZ6zb+yybheMfOSCPndQvvZcv+ULN08rl2eVi9PMwb62CPNMtmerXLw7rlfs3SAHuoYWekSTAzsNbfNNNePVhFH2ig99TRpgeqmQvd69OtY88L1sdqFcxh9W73/mKFVf7co222ywrsYnJIU+CT0sMqRlBND6oZfkWBR1bskhS6pPkuGTUGlluSf9PPkuS5JXkeWa5PkedX5nrlVKeYZBcS7EKSU5wDxiNuR7rArCk4NU2MgWXj4mOXQ4Bzjpa9z64D/PxGwM/MOt/K/Ga+uTY8XU87egP/TpH1j4H1jQv8lmC6JRi4s/TuVpPb3tPXbaw/uq/ma61i/eMFiHo+CZygPnyTYdhCW3fJDi7NL2GEZLSInBQQYzz7SBcX6RfiwgpKSJ4TlFH8EoJXdHddX0CMiagIESUtrCzxyUren9aGNBV7I9CpZ//+tu1X5Uymej5FtZB4tgm3stPdArRXhA1K8GEpKaKk3YJVFdHURDS1IW0zSFjXEp+IujGiro+qKwFYUXluVJ4bleaExPigCBMQY3xClFuAtnGQp5vp8rmnu68hUw0/9zL+51TDz+rVbI+MdqmhX2uLA1JCWEENSnMPVlPZL+6JxhLNu2SvuNDKzj/bJOmXM5VzsO9VWDGt1NNQxSxUPw3TTkKUM1DFLFQ3C5ePP7Xyc66NRN7kv8tnMhabHk0++1kwkameT1XPJN3dCxR3LFG/DPvhk2MxPh/tCyC/u5Z/dy/dmjX/wTb7wTYNVojf7Hl9ckyDfCFX7MFPtvGP1rFYP/6j7dWni9exWuzTxc1G5Hvz2H+4Jt+Z+69MPVFLv/ek/9q1fOV6q1TPd3bQMpP/jZKdlJOJwCdDSOkpGUkJmBQYPj0ZmwqloVJJ6RB00gNqaiIF9hgPf4SDPCLDE9EJv6Ke/JoNeYhMe5KW8iD7yc858ITSLHgtLrMCm1JDSWumZ/eVE3pLkc+LkT1FyOeF2S9KMON1lJlm2nQTZfwZcbWjgDfSKJpo50228aY7dG9fKZde6OcG9wYaZFM9p5sT8tk+9lCj4HW7bmHobH3MwprRLQ2xhxpkMz2a1WHeROdqd8VQc053DX6su3i0u3ykvbT3GWOoqXRluGt5pOl1K319tMwo6Xbrmr268oCuJKorC6oLAiqGX5nvUxZ55SVeeYlHXuCW5QKwbkP3SOkALK88z6+kx4PlEJFdEqpHnHs7zEUDc1tgDNXBJ9p5hM/HWeMPZuPirzCNv8U0Hqzz7exY9/2biZ8svTnEs4Y4egP/mq1/FKzPC6XY1ZSw2CXLNx7dmvX/Cay73S5EDCz9UvLx2ywTC2fnUN18elDGCMloYRneL0J79pHufUxAhI8oKQEp0S8h+MR4jxCAhQX3i0ZUuICUHFYUR9UVl/rKww3UUvO/bnQmKKYhZhbKxEo376Q6+VleATogwgdE5LCMGJGRoyrqlZoRAyusqgtpm+6ia7hN3aW6NqqqjirLI8qCiCI/Ks+NyHLCUsqlnOjmZjq5GT4hysnNuuBkmnfSTtbh/MkHuyOJ8y1PBot/HK35q2Q2zS2lBdX0kJISVtIuNYUn65nrXf8sGnvq5ucHpSXW3YLPwYJoZmCaGUTsgAEAS3ObeLDkMxDtDEw6mmAX5UZP8Jyxvypmspean0zU/MQbS1fNpWhm785CxYEF0y/Df/jNufLJsfx1fnct/+Zc+s259MlxY9btgjEOKfvsN/I5WzcfX8yARthH69jN8vBi9KN97JNj/DfnxCfH+CfHJCjKPlqnPtnGPzpeRcx9vvPBsH3VdrbJ3x3PK8aVlJKK85BF+NTcTGghNpOGzExNSEAnPiYgnhLTkhi4DFomFJ14j5D4a/avPxJgCeTkJALiacqDn5Pu/RWR8DMCcj8F9isxOYGRCalCpTYSs+oI6c10VG8pcawh/1U9bawhb6w+tysvoysvY6gMN1SOWekumm6ijtUQNrrLOCMN3Mk27nS7eKFPszqsne0/Xh45WXutXRxUzvYJR9v3h5t0i4PnG9NW1pyDs6hd6FfNPz/bfHX4ZlA03jLXRX/dSBuqzR+sLe4qz39RX/SquXD6eelkd/XWVPfGZMvb8SKzuids7A4e1riUxT5VpUdZ4lUwvAqGX1kaUJT5FSWg4+6RMryyAp+80CdneGX5wCzQaPfKc91SilNMcoopYJHokzCAWV5J3u0APcUjpjoFJDuPcLH/5V2AoDdv5dwMZMXVWdgv7gUERxG/R1WsK//ZNPxm+vEaAuQLs/5RsL74aY7d6wCOMd65tgy9yVfzDX8SrDuqwA0Q80maBYhmEa5fSTndQFp2CS5enldcEFbmhxXUkBTnE6I8+ygPDxsUEyJKil+CB1q5BTeXuAOwgnJ0UEaKqgrfHzyzsCnbfT+td/yomM4wbiLs7EwnN8PDz/aLwEqQHBRRIzLypSLnUk17p81/pyu+0lYAsMKa+rCmNqypjWjrIrpnEd2ziK46oqu+VFVcqsuiquKokhFWUCOynLCUFJaSQlKcm5fl5iG9ArSFlWLbSXfsZVmYqfqVxOO3WbIZ9GIz5HneP78o+Z/7k1CPmh5V5wfleUEZ3cTCsPr/XTKR5BUyQrJS627h2SZFv5wdV2F9BhYorGJgKedg+mmYbgqqmIbIZyCaaaj41SOXND94gGW/+qtyFrnc8nSs8ifu69S/D1Ys8WB9dC5/ciwCs35zLv3uXAT5NlL22d8cc7855r4268PF5AfbNMjHi5nfLiZ+s4/9Zr/T6nfX5O+u6d+cU6Ai+9/u6d/sY9cXY+9dC1Hnuulkc+xVe1ERjVGYV1VVlAr5FXrvL3j4I1JKIhEBISJgeEgSEQFBQR5RsxHEtKSMhHs46NOMB78QkxPzUGkoRGJq4iPIg58Rj35Jf/wLBvKImgHJz0iqzIY34NIaiGkdDHR3MWakhvqqhvaqkjbxLP8FHTtciJuvz59roLMGajivmwRjrbLJzt0Xzzb7a1a6ytaeV+yPNOvnX5g3J4/fvBKNdQhH2xUzvcqZXtVs3+n6uIk57difs+yMHa+9OFzqNW+9MqyNqBdfbA/UbbxoGqsv6WDgX9cXjtTmTLYxFvprR9vL++sLWsswL5ownOVSo7jVo+0OaFq86mqPqsijyverigOKsoCsxCsuBGD55IV+RZFfURADy68oAJ0sp5jioA1NQQAAIABJREFUkuR4ZLleWb5Xlu+XFnhEdDAh4ZPSwfLQK6G5hGQ7j2Dj4i728beNLUIMLBsXH/tPLkC+B1b8+cRv5m4Ufivj/yBYN5dbLUDAbjd4Qvy565uV4wosDqzPzIrdM/OdQL4CK0Uzn6KeT1IvQDSL8IPV1LNNlG2P5BbmB2TFERU9rKCEpDivAOkBQ1gSYkRJ8UkwXhH2DiwB9vYGd0xESbnSFgVkxeKJlJXmfxONJZq20c69TAc7w7OP9PHRwdsL3cHto1dK6pWG9k6b907HuNKVRLSVYXV1RFMT0dRENFURTVVEWxnRlke05VFdxaW6JKoqjCoZESUtrKBE5KSwjBi+uS4C5xNifHyMjZXm2kM52UjrdvrxAtTwNu34bZZkCjnbmNRK+b9fVv9FtYH2iKkhZWFAzrBxicKxx/IZiEeQH5QWW3cLzzao+uVs5SziZkZ3BqaZQYDLYZQz0HiwdFNQ1Vyyfgqhm4QrpmHyaZh6EiYceeSRFfm0qJ2Rf1XOolZaE0crftx7mXwLVhJIbPTkG2DFs/XR+ZlZv7uW/+Za+g/38nepct7ko2P2o2P2o2Ma5NoGthpnP9hmP17M/G6f/N0x/rtjDID1u2vyb+6pv7lnfndNg27X//aMvbeM/M2zGDIvn+tW6qspDfXVzS1t2elp8KQnKdCn2SkQXDqEkglDP7mfl5qESniSnfCInI6gZKWgEIkZSQkpCY8ynjzBwBKoyLQM+FPo43uIhF9T7v2cn5LcgMdSMyB1VHQjMauDim6mZLbTkUNVlKEK8lhV/mh57mJd6UJ10UxZ7pv64s228rftpWudJXsvakUvm0UvW4Wj7fuvWuTTPcqJHuv29AVr1rAxfr41ebIxppjpVc72Hb95pVrsOVofvuBMuXgzLs6U8e2w8e1L89pr1eQL+WSfeLJjrbd0pjX/VQ1tpJLxsrKkr5LSW10wUFf9vLZydbRnd/755uuq3cnqoK7Hp230qEs9qny/qjCkKPWLSzz84i/A8skZHindJc71K4rckjzQaL+ZbJAzvLKCgKzQI6J7RGCeKx8cq/ZJ/1/O7iuo7WzPF30/3bp165wzZ2Z26G7bbZOjUEYSEjkYsMkYjG2Ms7GNI5hgckYJCSSRlXNOCJFRRFkE5xw67HYHu91p7z07+D78gabd3XNmTtW3XFjAix8+/q21fuu39v0qWHOjSYsTKQvjycBtx60Lj/Ojv1JhbZj1XwBru1lbYL1j1v8FWFuDQwGwfn1QxLtgwf+vwALKK4SsC74drKnBhIWxDDsv3yUq9slyvZJM4PLwFlg+aaadl2DjJFrZicCrOcvsjTnuXlHqqjJrVVkwzUijX44YOB+i6kOZJhLszATzaNwyM3mZmezipvhFGW5ekleU7BdnAmCtKfevqnJWlEUeeYlHVuaXH/LLD/nlZX55qV9e6lcc8CuK/Ioiv6zQJ8v3Sfd5JZkecQYAlluQ6hNnuHiplnGck51qn0hyTqSa6NiFAfQcAWvAQ/QkkLwPRbwAOZf14Zmsf71x4kMjPWlFcdAnLzazMwVtkZIuiJW9zynI/0/AEneCt4OlbPsZWKI2sLANLG0Bc+rC7KIiuxzHqN0h7UogngXdKN01UgcDwFJ2g4CogFGlvRB1L0TTB33vnp24lbs2wlbuL5O256efsfbdsfRuLBU397xuLnavzXeuzXeuL3TdXOy+tdRz29wDbNvfW+x+YOq+Z+24Y229aWpaX2y9udR1x9R729R709J8y1Z329pwa6npnqnrwWLrU0vLXWuP30RZmh0jUVoyc/YmJOBKcvelxkLQ4EhERAg2JjwFCUpFgDCRIdiIsLz4+OwkFA4WEQ+PTICDEhExCXAQGhSBiAjBQqITY6E4FByDiMFAItLg0YdTsCfS44+kgo9nwC/lYa8VJFzNxdaVpLYe2994ZC/+TFH/udKB84cHzpZRTxRRjuXTThSMniniVh5gnS3iXjrMunyYW3dc1nNJ218/O9Y5NdhkGGg0DDTO0NsXR3vmh7t15EZp1zUVoUaNrzFQ6peG2kxDLQu0xsXBhsXBhilSrabniqr7qrTtEuNSeU9FfntZTnNpdmNpVs2hfdWnCuqqDl0/V9RXXzHcdWas9wxn8LhF2+zU1drlxxe4uXZhvktSZmaXLosKLLwcmyDPKSlySopc0mKnpGirxcEmyFkW5TnE+UCWRXlOSYFTUgB8vVWOAQeLVkG2ibsXGM4FyLU4kWJipywxU7dWiwvjKUBDPHCneoaRbBiIn6TiDANYYEjp9jvVwEVrYJTNr4I1OYAyDqKmBmL1/dsfBIPryIitja1tTr07AnCjqb0nRt4T81sNpb9sOt3e/bC9RWvj1G9zVtfPtOr5aTgfsL++AVwvDPgPX01ETlJxM0MpJuY+hyDfJS32Sfe5hGnLnHjbBM7JTvWLs33SLJcoxc1OsrMSzawkMzPezsQuT8T5RXudnEyXLMGv3G8T5DGuhxPP7Ra0wabpODMzERhoZeMkWblJVm6ijRvv4MU5eGivKN0tSHaJElZVKbd0GevqvSuKTJ88yycoXBUfuK08eEdVdktxYFWS7xfl+sX7vZK9bnGqR5LikSS5JIleeYpLkrjIjLWw4pfGsaaJBNN40vwwbn4YNz8SN01HGAcSDBScnhqrIsEHr0VUFwWeydp1KPV/Eq+GzbH33TOctHP2TtTsFHfAzNxcm+jYLP3AFHWvGo+QdYEl7TBxG1LYBuO3xYg7EOIOhKgdLmqHC9tgglYoEHk7WNYOFbbGiFohqk6kvA06UR/skBbNCuOGrn6gaEMRzoKul4aM30DKen/acVf1QIEbUepeiKYHoukFv/dbML3z+da37lp+tr21tUm/vtAFaPUuWAs990xddy2dty0tt8zNt8ytd0xdwOrygb3j3nLTLcuNO5buOxbyIyfjgYu2vEQzL45TB5uy8lLBiBg0CokCRaEigzExkajo8HhYdBwoBB0VhANHxIOj05HIrMTYDBw8OmAHJjo0AQJKgoHjwdG4mChEaFAiApKEgqVgYBk4eGk69kQm9mpxxvWytI6Tee3HcrpP5A1UlfWeyGs5vJdw/sDg5cNDV48ya0+Lmy+qOqv1XTXqtipFU6WkpkJSU6FoOCVpOC1pPCPvqFL0XNaR6oy0Zgurz8Enm8b7ZujtpvE+G5u8ONqrItToSHUztKZFRqtppNXHJ64JSfbRNtNQyxSpRo+v1vbViFuqxq4c6z9b0n0070Zh5tWCtIulWecOZlw4nNZzrVREv6Jh1TJ6j5FbCxdk11y6Sy5VhUdR5pGVOcUHgaWfXZjrlBQAYAGEmbnZFt4+myDHIc7fjtSvagU0Q1h4+0zcvYvs9AVW2uJE6m+DlbIwDrzNkzzDSDbSEqcGE6YGfxrnsNUN/38EyzCI/s/B+nlh9etgbbQv/DZYv1qX/RZYv6rVr4O18esxKjxUQ4o1DMTPDqebWfvtwkIALLcoHQDLxUnbAsvJTFgYQi1NJDj4qXYm1snCOTnJNnbasijVK8+VEVDtFb8nnguYGkwzTaTNMFCLw7hpGlpPQWnJKBUBIe+FKnthWjxMTYKpCDAtGTVLTzSNpdvYGU5+pkec5RPmrEkLbioK1mQ5K5J9fnGmX5zpl+z1SFLsvAQbN94lTPNIsh2CzIWxJF1/rLwXLu2GynuQil6UpBMOjPFS4pEGCk5PjtOQEAoClF4TVVcaeiE38MS+39eU/U7Qi1pTVnhE+4TNIcy6GAM93SmvmBspMdL2akixih6orAsu64yVdMIlXRBgyoK4DSpqhWzPBlgtYFErRNmBkLVvgDUjwIxU71C0oQiVUTUlwWMNCHkPCHg4EviX3wJL3QvR9ILfe+ikbuWBg7KVX4K1wZaVcM9K2GJr63hxi6pbSz23Tb2AVncsvbcX+24v9dxc6rhtabtjbb9v63xg6dmIte2eufmWufW2rd9jonGZda2thzmSgR5yIy4lFpccFwOOhERHRAbuhoQEoKLDk5BQHDQKHh6Iig6NA0dgYiKTY2FpGHh+anxcdMReNHIvGpkKBadDYZkIZEoMKBEUtQ+HKsqIv1ie33HxCLX6OL2mYrT2BO3SYc6Ns7Kuq5y6k8y6E4qeq3pyvYF2Q09p0JPrZwdabaM9XjbBx8F7mD32webF/vpZQo2u45K6rcrQc22e3GAf6jAzu5d5JLeIuiJnrMgZTj7VyaeuKUbnGG1aYu1kf51ltNPJ6fXxiasi8qqA6OP2WUfblhjN84NNeny1pPk8s+bE0MXDpPID9YV7q/JTTufHVx1Mqj2ZPtR1TMWuZdMablzMYZKOLWvrvZOXzKJSl6zUKSlyyfJcsjyHJNchyXVJCx3iQpsgz8LLA4omQCiXtBBwanuptQWWhbcP6DLdyhInY+Pi4XiKiZ2yxEreZtYGWDOM+M31YJKRljg1iDMMYCep6K32d0CrLbB+2RO/CRZmagC99e4OkP8iWNv7Ff67YP3yobCtPd13qNoO1jsn6yo8VNkHVhNgWjLKOJg8P5pp5eQti4rcslKvJNstSndwE+zMeDc3fUWybwMsTpJ5DGtmJ7iEaQ4OdkWY7OKneCT73bKiSXpy96k/dp/cMVYbrSRg9BSMvCdK2QsTtoM4jVET9dGMq2H9lQHEU7vJp/cQz+/An95BrgweuQZn1SE4N8CqPuTSWLJbkLoizVyV7fUIU1z8BK8o2S9N9ooT3eJkhyDJzk22sTPmR9Jk3aixmgj6pRDyhSDS+cD+qpD+qhDS+UDqpeDh2oixhmhRG0jWBVUTYAoClFEDqj8Ydrko+Erp7gt5/6v3XNDCaJ5ftl9NgA2cjxB1o52yYhP74Oxoto6CVeKBhTZS0YNU9EClbZDtkbVDN9IKkXRABa1gYQtY0Q6XtkGYDSEueZGBgxy7vkvZHks+B6opCR6th8t7QLIu6LYiC7zNLPB7j92Dj1wDW3kHr/vL/e/GRr5vI9+zkraztV2ujX16S+8dS+9da99tE/HmYu/aYudNc/s9W/fD5d5Htp5Hlt6H1t4Hlq57pq6HjsEHPq5WRb7Reo7Bo/YPEZP3xqPi4DGg8NCgj6JCA0P27ArY+UHk7h37knAJSAgyOgQeGQSLCExFw3DQqEQIKA0J24tG7sOgspCINHBMHjK2BBefh0RkQqJLUrBXyvMaTxV2VBbgz+XTr5RMVFdw6k6KGiulrefk7RdUXZfmBhp9fLJTiHeLSH7JwJqcflsxdFfJuKdiPFQPPZ9kPtWO3ZfT17hE12i3k9HhGur0jfS4BeQV6eC6grEqo63J6Q8NnIcGjl9Cs7MJDi7JMtppHevyi8iron4vD78m7l8XEVcFeB+3zznROT94Q9t7VdJSyW84ya0+Q790vOV4wYXilEul6RcPpl45llF/Me9a5ZELx7Ibq/bNSRudunqzqMKpKHPK8t3yXK8yHzALAAu4kwicGwI1l1t2AFgqbu1z/RIsE2efmbt/YzIEb5+ZnQn0ZJnYm2axkjfBSl4YT54ZwgHPsm6rsHBTg3HbX5Penl+/x0PDbL9yqO9HbtvM+gmsTWv+83nw/xlYv2bWrzxu+BNYP3ssB7b1P/zPtQISoybC9RTsNCNtaTzHyityiku2g+VgJ3p4GavS/T5pllOY7BOmW9mJS+NYOxvn4sWvCJNdwvR1TcnceD71UnDb0T8MXwdxm6HcpmhuYyi3KUjQAmI1REzURzIbQON1IPqVUNrF0OHLEQNXIvrOBuLPhA5WgajnwvEnP6Rf2iXpjLJMoNyCRJ84xcmLd/DivOJEvzTZLcS6xaluUbp5IlVLRHMaQYNVQQMXAsevx7AboZwmGK8FwW+F81vh/FYovw3MawWxagP4zZGybpC8FzpSC248HH6lOLi2PLju8M66g+/zWrFucdY0DdtdHjheC7aL9lkEhxeY+XpaEvBS4dY/2jtOyTtgQKQtEHEbVNAKFjRDZO0wSSt4oiHEqyrRTsAn6nYr22P7z8dUHwgYrgXLe0CKzm1jaoCxfz+B5aJv5ZGTtpUHywNbuW+nbuWBnfrA3v/A3n/fRt5ebb0bax+QO2bSraW+9aXuW+ae+/a+R46+x/beR5beuxb8bRPxnpV+380dIlcV5GOFSk4PjZSQgMCiwUkYKCIqODJgZ/DuHTs+fD8gIAAZGQoO3oOBRGFg0QhQWDwCFA+LxsaEZsDBaVBQNgq+H4PMxSAK0IhSDOpoYvy57PS6Q4WNFUWdlQdIVw4NXz/ErC/nNR4V3zgtbTorbz+n67syQ6mbodTNDdRbRlpdor5V5cD9ydHH06zH06wnU8ynRubzWeazKebHM9w/zfI/n+V/amC/UE88U449k4+uyel3NKN3tWMPJpnPZvlPZth3dSN3tMMPtMw7ytG7qpFbcoZPSLqloD3QjaxLKLfklNsK6rqU7OMTXMwuy1DzLLnW0HdV1n6R3VTZe6GkoSK3+khuzdGCypLM8oLUfcnoA/uxR4tQ9K5jetbVZdW1ZUWFQ1XoUeT51YUeRYFTmueSFi6LCmyCAoe4eFlS6JAWueQH3IoSt6LEJT/glBU7pEVbpdY7Zm2ClbPRgMrNNrMzl5gZPwOLmbTITFqYSFyYSJwfjZ8djjfSsIYBrGEgHnjqdatLa6u/9Kcu080xp++YZRzcfk0aoe+Hb4GlIUL+E7B+MVj51zfpf+v69PYabXtH6K9RtRXI1kpw8wIjWEUEa8lIw0D83HCWmVlgF5S6JGVueRkAlpOX6OQkefl712Q5AFheQcrSeNzsEHJpNNbFxjrY8W5htpW/f6gOcb34X+jXIoXtSH5LDPCQhJoAU+PRSjxSQ0JPDmKNjARgkvUsPVFD3SvuxQk60JKuWGEbZKI+eLT6o4m63XM0qJ2J9fCTnZwEFy/eL05ZkaS6+QkOfoqVnawhwsevBzOuBDLrI1V4zNJY1iIj1TSSah3PcLAznZxM60TyPCPOSEUqu2PknTHijkhxZ9TEDVjH8ejLRQHXy3d3ng2vK91JuQBaGE+2sDK6y3fTL4UsC7Lt0opF7gHjUJaGlKDojQXefBR3vFthbUXcAha3wQWtUEEzRNIKkbSCmTdC/ZqDyqEY3o0gTQeKWhVTfSBgqAYk74lRdMKl3eCfHQRv1Fkx7/2SqoeOwYeOwQfLtHdy3z543w58a+DB8gBQcG1t1b+zbX/H2gfkroV4x0y4bem7Y+27Zyc8WCY+tOMf2fr8i8Q1y6hzbrzpWllKfER9w9nuvuaw6NB4ZCQOEQEO2RkV8H7gB78L2Pl+UOCekJCQ8F0fgEMDUODohFg4KiYCDQrLxMBSYZEHE+MOJsZlwSJz46D5GGhFWnxVTmZLecngpROMqydH6k7xWs/Jeqr4jcelbacUbae13VWarguz1Do3r29V0u8V9q2ICLfklFsa6h0t/f7k6CMj88kM+/k87+NF/qcm4ceL/Jdm8Uuz+AuT5OW88NNp7uez/D9NCz6ZE76Y5T6f4Tw1sh4bJl7Mcj5bFLyY5Twz8p8Z+Q91Ew+0448mx+9phu+o6E+mJh5ODj+eGn2gZayJ+318gpeH9/Lwa0KSidkuJVwabjxJraloqii4cbToSllBRW5GSVbS+Yqci8f3Xjme1lNdqBo5Z1Oe8+jLvcpCn6rIoyh0yfKdkgLguNAtK3XJD7jkBzzKUq/qoEdZ6laUAGC5ZUUuaaFLWrhlFsCWmZtr5gL3e3IsvBwbNwc4QPw5WAlAFibiF8cT50cTZxjxQG01w0icH0lZGk//RbvWZk/85gpxu1lGepxxEAhQasVOUhC6foiWDNYQIb8E650ndraPefg/gvVbJ4zb3t2JUfTGvNNmtdW+sHWeuF0rNQGsJsXoKMgpWvLCaI6FU+IQHnbJDnkUhzziLLco3cVPcnGT/cKsLbDsbJxpAmthxVsmME4WzifMcIvy+V2IxvJdXacDeW2xwg6ouBOk6AUbqKiFkSTzaIqFmW7lpFnYySZW/PwYepoON1BiFCSMkhArx8OURNgUDTM/mjg1gJZ1R88MQC1jccCzrG5eik+Y7hWkubjJS+NxRhpS3B7NrA3jNsUo+9CGAew0HTdPw5iG480jOOs4zsFOdLAT7cyEZVaiaSRpdhCrIcKkPdHMRmj78fArRTtunNyNvxTVciyw5XCAqBPqEeeNX48ZqNq5NJa1LDtu5pfPjRQbqFk6cqIKj5b2IMSdSFk7TNoGlbZBJa0QcQtY1Bwjao4RNoFETRBRK4zfAuE1g8UtYGFrDKsxzK8/JB2MFjSFaDpQAxfB1cUf0a9FKbs3wJJ2g2U9kO2FsKon5r1HTsYjJ+Ohg76VX1K1PZs/PLi5YAQ24wnb9+bv2gh3bXgArHsW/H0r4b5tg7M7Vvw9K+G+jXjLyzLPjedlYWKi92jVPPOSJikuOmTXv2ERkQhQSHjAjujggJA9u8KD9oQEfBS0e2fUnp0xIXuQoMgkNDI1DpmKAO/HwMtScKUYaEUq+nAS8kxuSkVmXFV+WtepMkb1WXbDGUHLOUnnOVVPFa/xqKzlpL77grH3yuJgnXmkySvsu6kaWFNQfFL8TQX5vo72eGb08fT4sznOi0XBp2bxZxbJp2bxxybBnyzirxyKrxyKr52qlzbZx4uCjxcFz+d5ny0Kv7BIPzeJP57jfrYo+MIi+dws+GyJ92JG+Om85OkU56Fu4vkM59k0+9Hk2FMj8/k891OT8MUs555m6LaSdkdBu6ukP9AMu0R9JlaHcaRJ3F1FrjzQd7Kg82RxdVlm/YXDNZWFDRfymy8W4+sqBhvLNGPH/MYLHnmxR17sVRxwy4oArTzyEp/yoFtRAmjlU5cBZgFFlldxAPgVt+xn1ZaVn2/h5QFsmbn7gWkQdl4uAJaJnbLESlxiJS4ycYtM3MIEdnE8fmEsYW4kAehvmB9JWRxLM01kAPOzALa2g7X17MW7ddYABnglbJoWZxxEGajI3wJrqyDaDhYwVEtHfvcN1994auy3Zv5tB+tdqraBBQdaHza0IoI0pBg1KUZPjZ1mpC6N59l4h5yiI25ZuVdZDoDlFiS7eSkroux1ea5PmuUQJFmZaDsvwSVMc3KSfLzUm7LC2eGM3nMBTUf3sNuxrOYYXku4mgCepse6BFkLI0kOVoqDk2qawE0NQjWkKA0pWtUbKW0LFnYGijpDBG3h/OZweTdshpawNJY8PxK3NIy0TcQ5OQkubiLwJ4DXzBBETwEre2HSDqSwNVbQAuc0Ro7XBQhbI+U9MbLuaHFHmKQzXNoVpSbAZmgJlvEE81jiPAOt7Ydx2+Dtx0MvF/6h43wg9XpMz7mQG6W7Sef32DiZuv64oSs7NH1JTtkpO/+UaeLYwnDJDGOfYTBZRU6Q4xNVvXHKHoyiGy3rjJW0I8RtcGELVNgCFTZCha0IXguM1wQVNUEELSB2U/iq4YiIEiFujdR0oBiXIdeKdtGuRiq7Y+QdG2BJu9/ZbYx577edov9qNoEb3DQLcIr4wEF+4CD/dJi4CdZDC/6hnfjI0X9/mXTLhr9tIdyx4u/ZifMz1OxM8O9//z8LivJvNFZHBv8u+I//T1zEBzBweHhY4M4dHwQHBoUE7An6aEfo7g9iwnbDwoJAQQE4BDQlDpUeF1uYhCtLwZ3dn345J/Va4d7Wk6UdFw5fO7yv+uDe/ksVjJrTvBvHxa2nlV2V4pZjmq6zM8Sr86TrZkr9wkCtk925IiOvKEirSvJNDfXeJP3BFP35AvPFAudTk/Bzm+yLZdUXTvUXTuVLh+JPFvGXTsUXDvnXbtUXTuWf7LIvXaovnMpPFwQvzZIvrbIvLJLPTaKXFuEXVtFLi/Ars+rlovzjWcHHs4LPTWJAtGfTrE/Mwpc26acm4dNZNvDJHQXNLyCuK6mrSsqqkmIabZI0nSRWZHQeTes6nVV/rrj5cjGl/RSx8RSpoZJcX87qK7GpTnvkJS5psVdR6pGXAGD5VWUr6kNbWgHZAsunLNm41i8vBqot4AzRJiiw8vPN3FwTJ8fE2Wfj5izz8xyC/N8Ca34UuzCWsDCWtDiWsjiWtjSeDmRxLAUw678KFhULgDVDx07T0AYqUk+BbgfrnUXcr4L1zgOu/y2w3jHrV8GSdQFaIZS9QJX3E1gaMlhHjZ0ZSjNNFNr5h13iCo/86HawPPxUACy/LNshSFrmYG3ceDMT5+QkrYuz/IJcThOkqWIHpRo23ADvv7hT3BU5P4I2M+OtrFQbO8M+hjWPYvTkaH7zTn7Tbh0BtsRItg6lL4zEGAcg8m4Iux40ciWcVReuJSHM7IRldpyDg3VycU4ubpkdZ2digXd6poeiJqlgPRmt6I4brwEPVoUMXw1l1kfKulGTlEQDNVHZhxK0xrAaInjNYFVf/CwNMc9ALwyhjDSkvBfTezbySvHv289/xGiEEC+Fd1REtJb/QU9BzQ5jx2t3iZrj3dIzDmGljV1pnThuGi+eHc2epO/VUDINlLTJ/lQdKVmNT1D24mRdGGknWtKB2gKL2wgRNG+AtTZVLiCFS9qitJ1oxmXItaKdvwRL9g5Yj/3Dj/3DT3zDj70jj70jjzzDT9zDj11DwJ+PXUNASbUFGfDh1re2FpK3LYSt3LES7y/3P3RSH7sHn7mpD5cp923k+8vEW7aelaWuJ072I5vk1OljH+74/YWqUxzOUO6+lI8+/NeMRAwOAYWEhcdEhoWEBgSGBfz+w98FhewJDwuKCQ9HwyH705IPZKeVZiWdLNhbfaT4+tGSyyV51Uey2yuLm07m1B1ObSxPHa47Ol5XwW0+y7txTNxyQtVxdqr3whzp0iL1smnwqmnwimPihpfbui7uva0g3VMPPNAPPZ4afWpkfjLP/2xR+LlJ/NIm+2JZAeSlQ/GlSwnkK7fqa5d6K69silc2xdd2xdd2xatl5VZeO1SvHapvnOpXro28dmteuzWfL8umdZ+EAAAgAElEQVRf2uUv7fLPrdI/LYk+mec/N7KfGphPjCOPJ4ee6ofuKSiO8Q4d4Sq38Qz98hHilYrW08XnD6RVHsi4ejS/6Wxx96W8OUHj7cUbnslKj7Z8RVPulR9ySco8ssMe2WG/7qhXc8StOuRUljgURU5lsUt1wK0u9qpKPMoDbkWxS37AKSlaFhXZhYU2QYFbUOASFjgEhcv8AjuvwMousDILbcxCoA11ibt3np06z0xaHE+0jCdYxxJmmJgZZtzsBG6BlQq81rM0vnd+JG12Im12LHUWmPcAvD7NSJpjJM0MJ00zkqcZydO0FCMtcXowHlgJAl9M0TBTNJRhEDE1EDtNRRspKA0NpaPG6vtj9USEFo9Q9cFlfVAxHq7rh+j6IZt78z/dlwama70zr0ZDhOlJUD0JqiNCtqIlgLUEsLYPoybAVKQoFSlSSYhW4aGaXqS2Fwk8Y7H1KMvGDHg8VIcHTxIQSnKsAg+eJsBU5BghOWKGiFwgow10+NQYZmEkc2GkcI5b4lCU31SeeCIrXpPk2gV7zUK0X563LjuwLo1fF6R5+VlWVqyDF+cV7/fJSmRETMvJnS0no/HnI2nXQPxWqIaEmGEgzeNxdnaCk5e8OI6U9YVxmgOEHaHTw+hFJm6ehZsajlOTYFoKUk/DTTJSOG3wgSsBvJZIHRlmHY90s1F+XqqHl+EUpTsl6Q5h6jIn0USHK3uixD3IkXpQ75k/jtTs0VGQZlbS8kS2eSRhfgg5O4RWEzCSrjhJD268KXqiIURBhk0OIA0kiLwningl4mrJ7t7TIWOt4dw2MPVsGLE8glUHm2LEKomRwqZot+igR3TZJbxu5Z+ZZ5UssA6beEfmxvNnaYXTg/umB1JmqAkz1AQjOVlHSFf3ZCraMIruWDURKW6PUXWhlT0YBQF+a65U1o2UtMNUfUj65YgbpQH06hhZL0iPh6vwMXI8TNSNEHUgpJ0wVTdc2QuT9sDee7Iy8mRl5Ilv+IlvFDDriXv4iXsYqKR+me1gPXYNbW3Y31/uv2cn37WRgGyB9dAx+GiZ/tjBuGsj3bHib9sH7zpElJbzwcGB//67f6m+drGsrCBw9x+Q0HBYVAgsMiw6ODA6LDgyNCgyIjg46KPgoN2RoUFICCgzNTE7NT43Nf7g3qTjORln89KrCjKuHMiuLsvsOlfSWJHVeTqHVn2I13JmtPoI58ZJUdNJeespbee5afzFRfJly8BVC73aQr/mnGjwcltuSnruKMn3NYMP9PQnxrFnMxOfzPM+WxS8NItf2qRfLsuBquoLhxyg6iu36mu36muX+pVbAwSA6Zd5h6qtn//Kvfm7LvWrZeWXVtnLJfHni6LPzbwnhuGH6sHHWvo9FcMrIOrJ9aM1x/FVR6oPpp/KwVaVZDacOdh56fCFIgyl7oCRfdymOOM3nF4znFjTnfApj7nlhz2KIx71YY/6sFt1yKUqdalKXaoDbnWJW13iVZV4VSVbYDnExYBZblG+S5jnEOYCsx9s3DwbO9fKylnm51l4+0ycrAVW6jwzaWkiyTSRYJ1IXGAnzrMS5plJJlba5oCt9LnRlLnxtLnxtFlgQvxIytxw8vxQ8hwjaXY4Hqi2pukJ03SckR43TUMbachpGnZ648o0yjAYC4A1TcVoBwGwkJMkpI4AV+GhcjxESoBs64xHvNMJ8UuwtCT4tv37n6ImgLV9sWoCVE2MUpGiVESwCg/V9MG1vZvNqD/NaN9oX9D0wbUEsAIPUhGi9Xi4ighVkMJmKNjJ3kh+T5xBUOWYIq5ZxlcsDNdks0d41s3bt65Md4jiTQKUnZe2ys9dEcX7RRlOXqJpDOUQJN3SFi0ws3vPBTVW7Gk9E9pfFT14JYLbAtKQ4TMMJLDPtTCKUZOCRR2B4s4ow2DSFC2F3QIlVQX1X4zsOrGDdi2E2RQl6IwVduKY9TBOY5QSD7WPYzzshBV+ileY5JIkuqVJTmGig504NwDSEtHcFhyhMpxyKUDXj14cS9NTEyfq48bqkPSrYEYNdLgWPtwAHWsG0RsCGTVh3E6QEg839seqiFDytagrJbs6T+xmt0dJuuHM6+ChKsjA+RB5L1hPgmo6YWbWfo/4nFtUYxOcWxafsglP2PjHHOIjdnbx3FCGgRJnIMdO9aPmBpPm6OmztMyFgWwNPs4wEK8n4yYJCVpCvIGGe2CqkHbBRW1gJR45Ugu+URY8XAtXE5HT/Tg1AawhIRR4lKQTpuyG6PFwTR9U2g197+nq6KZZo1tmPfaOPHTQtwsFKPbUs8HZVrbAeuJmPHbRt7bkHywPPHLSHrvoT1dYL/wTj5bpj520+/bBRytCOYcQCw5JSkqqrr56veZKLDwmAQNPwiJhUSERgTtD9nwYFbQnJjgwOnAPOCQIHBIUBwPvTcHFoWJwSFACBJSLRZ3Nzaopy607su9G+b6mipyOMwXVRQmNB1P6Tu0fuFA8fOmgrO28urVS21E53XNxkXjFQrlmp9fYh2uXR2rdrAY/r/WmpPueknhfQ32kZzydHn0xN/HpPOdPi7yXFuFXdsmXy9KvHLIvnbIvHNKvAarcqleen7R65da8cf2Ub93arQD11Gu35rVHu5VXXu03Xt0bn/6NT/+tT//Gq3vj0rx2qF4tK/9k4n86z/psgf1iZvyuatDF7Vugt6jxNfTqY/3XynsulBBrTjScPFBZkFp3NLPlVBYLX7wku7A+e23dWHlzqnJFd8qlOOJWljsVZS7lIbfqkEd92Ks95NGUeTSlHk0pABawQtzsdSheFhW5JXkuce6yOMcm2m8V7rMKNh65cPAKbNwcC3vfImvvAit1iZW8xEo0sxOsvHQLN83MSbVwMqzcvSZuxgIrbXY8GQBrY9LDSMr8SMr8UPL8UPLcEHZuCLv1eus0A2OkxxrpsdM04MQQZaCjpmioqQH0NBWzBdYkJXaShNAT4RoiREkCy4gxWzBtZqMNYvuHvwTrHbPUBLAWD9PioWoiSEUEqwgwNR6hxUM1+OiNRofN5142d9mhWiJaSwZreqP0JJCKiNEQkDpSGLsZLicmPfMx/vHdytu3f3r79ru3f//u7V8//fK2yiQtd4jjVpUYrzLZI828JczxchJNnHiHALcwivZIM/3KXFE3umrf72vLAlrP7aFcDKVdDuG3gAxU1NwwysKKt3KT5kexkq5QSQdI1Rcv607sPLazuuBfrxX+sb404HJ+wLXiPzSW/Uvv8T/QqiJGrkJYN2KU5Fg7K9XLTV0RJvvEOI803itL9AqTPOykSRJI0YsZqcV0nw6fuAEzDiazm6KaSv/3ldLfnc//feX+Dy/m7r6Y90FD+UfES+GESyGUqsiBmnBOU4y2L1aJh5Kvg2oOB/ZUBkq64Yo+mLgdwr2B7Dy2c6I2StuDMnQhZ4bjXaITHsk1t/iqV3nRLalcFh5ziStME2l6CkqFh2jx0EkSYnYwbpYRryMjFW1ILQE7O5QyS09dGtqr6kVL8bC7C0cFbeHc5jBhexTtamTtgcDxJpyOEq8nYLUEsIaE0PQjtf0IQz90hoowkJFqPOK9Z2tjz9bGnq6OPl0Zf+ofe+ofA+R6B6annhEgW6IB68dHHgaQ56tjT/0jj71DD930By4akIdu+iM/+56T8dTNuG+jPPaM33JJz54qgsJj2ts7//TpZzqVMmDnB2gICBIeEhMWEBG4Mzx4ByQiABEaBAn4CBESiIkKT0ZD9yahcXGgvMyEAxnJh9JTrpbk3ThS0Hgks+NUdvuJ/PZjOW1HMoinc0knsgdP505cPihpPDPVdXGm++J83xUrudo+eN3JqHWPNrjGG7ycxlVB621pzz0l4aGm/5Ge9nx67JM55mcL3M+X+F+YhV/ZJa8csq+dcsCs1271K89Gthv0rU+/le+9P+WNV/fN9vj1G9kE6zv/5Lc+/TceLQDW18vSz5f4ny2wP5ljPtIP31IMunn4RUarqKNq8Epp+8l9zSdyGo8Xtp89VF2WSbx2hN9/0qyoW5ut8xsvrBoq/fpTLlWFS1W+LCt1KsrcqsNezRGfttynA9gq9aoObp0bbvVnOSUbm1nLkny7OM8mygXMsgqyHbwCOyfPws4xMbMW2emL7LQlbrKJl+QU7F/mZVu5e628dDMv3cRNm2enzjKT55mpPzXEb7ssPT+cMD+cMDe0sZNlZGCNQxjjEGaahjbS0VMMtIGGMWwMWcZMUzH6zccNDf3wSTJMSwZryGAVORrYYt+u1eYiEfEbZv0KWBoiRIuHaoFjPsLmy2MEsJoY+U4/6k/7ZSSElgSd7IFOkmFiEnKShJR3BskHDr56OvnZfQGPdmi0r3xazPjr66/fvv2Pv/3j9cf3JQ555oo41i3b65XuuyPMWhWkL4njzRyMW5JxS188OYjtPRNwOf/DmkO72y8EjtVG85rBOhJqfiRuYRS9MIqeG0VPMWI1+ARWLaT/bHDviY96Tu1itcC5nXGEquALRWFXi9+faIyeoaWImmDk07upV3ZJ+sHLvBSPMGVFkuyXJvtkaSuKzFVRmpeVIG2PZDVGDl6NxJ8Po12JHr8ePVwdwmyKGupEtF4IrSr68Oz+318v+7D/Kni4HtVXGdV9MpRQFTxeB1J1I6W9EEod+MaJUOLFMHkXUouHaogQWW9s94mP+k4E8Osgxk6UcQjlEpb5pJf98utuyQWX5LRbcnxuOEfUESnuBOlIKAMpTtoWI2wOF7VH8JqDx68FiVohyj6Usg9t6E9kN4SzWsJWjYcFncGS7ghJT/RIbUxdSdBwPVrag5C1w9S9YDUBqulHaMlgHSFylgKZp2EMlLj3nq+PP18ff7Y29mx14unK+LNNtrbjtY2n4Q3Ofvp8CMjH66wXa8yn/rHH3pGH7iEgjzzDd9xD91yDj92Dz7zDz9elw9QaLC4mMCIwJyeHSOjbn5ER8P4HkNCQmODA6KCPIgJ3hgW9Hx20ExYcgAoJQYeGJoCjExExOHjk3jRkKhZSnIo9vT/9/P6U5iM51Ctl1KsHuk8VtB/NJp7OH6oqYZzNZ10pEzecULScncNfW8BfNROr7ZTrLlqde7jeO97oZTWtcJvXBW13ZL33lYSHmv6nk/QXM+OfLbA/n+d+scj/0iJ6ZZe+csheO+WAWd94NFt57dECDL326b71T37rn/xuMz/6DUAAwr7zT367me9WDN+uGt74dW/8um9X9N+u6N94ta/d6q8cii+X5a9scqCse+WQvLTwP53nPJkcvymlzgzUU87nVWXHXC7AEC6Wt58uqyvP7a85qRmtW5Q0uCav+6curRgqVwyVvslTLs1Rh+yQU37Yoz7i0x716476dUcBswCwALM88hKPvMQtO+CWHXDJSl2yUqe0ZFlcbBcX2ET5VmGeVZi3zM23c/KsrFwza/8SO3uJk2Hip5uFaW5RvoO/z8rda+GmmXnpZl76Ijd9jpUCtJv+0qyF4ZSF4ZT5zV6H6aHEjTAw0wzsFD1uIzSMcRAzs/mUtIGKnKQgJqkwPQWqo4K1lBh9f6y+P3ZzJPxPYG2fE/9zs6C/apaOANvY0gKeSiTAVESQihS+2eG1veMUpibA5IQIFR6i70Rp8QgRCSzrBUk6kW8e6l7c1tPb4yX9qJmRIm5H8QS+8s/fP//L27dv375+ZG1zsBNd4hyPJPumMHVNmGZTJDnFGTf1uSZ2ErVqT+fxwIFqZMvJPY0ndrPqQdIuhIGKXhyOszJxi2OY6SHkNAM1RUriN8JJZ3ZTzn1kpCf5VEVzrJTRpj0XDuyoKvx/xd3R97Ql9vF0zo2Q0aY9MhrIJUn0yhJXpGl+2f4V+YE1ecmKKNvLws0y4kRdIFp1KPHCnpGacEVv7OxQkkuWP83JZnUjG8r//frB/4/fBbUJ8nT9KYMXI7qPB1GuRvBaYNo+tLQXQq2HNBwP6ancI2uHTvXHzjNiDQMYRnV0w4EPBk6HTnbF6QfhHkmpV3rOJ7vmEp51ict90sNqfBK58o9j10M0eJymBzd2JXT40m5RG0hHQk0SMdzGSFZjJKshYvx6MOPyTlU/an2mQkaKNNCRBhpG1BPfWhFNvBQ9diNE2gmZGYjTU1A6KkpDhqv7IowUyNJI/MJwynvPbk48uznx4ubE8zXm8zXms9WJ56sTz1bGn29+sSUXwNY7lj3xDQPZDhZA2yPP8GPvyF330CPf0C17/4s1/l237FBRckDQ+wcOFSlVkuamemwsHBkVCQ0JifhoZ0xwIBYRg0ODoJGBEbt3RX/0UcSOHZDAgNiokDhIGBoWjIME5uFizuUk3yjL7jqe23Myp+1Y1o2yjPYjWQOVhSMXipkXS0S1FZL64+r2c/Ok60vkGjP5um2g1kGv84w0+JnNq+yWdV7LTWHnXWnvfQXxkZr6bHL4s1nmF4vclwu8L5cEX5tFr+zSbxzyb1yK1075a6f8W7fmW7fmjVf7xqvdXjQBEn23Yvh+xfD9imELLCDAhz+sTv2wOvX96tT3q1PfrU5+v2YA8u2K/huf9mu36iuX8s8+w2uH8utl6Wun9LVT+npZ8vkS/6l+xDnRPjtQzao72H1yb+ORva2nippPFhNrTigZDZPMapuqZm3m6vr0xXXj+XVjpUd3zK0sdyvLveoKn/aoT3vUpy33acu9miNe5SGvcpMtRalXUepVHPAqDrjlB93yg25ZqUtaAiwSbcJCm7DQzsu1cfOsnDwLO9fCzjFz95v5WSbRXqcoDxhKY+YkW7gpZl66iZuxyH53cikwS2t+LHlxJH1xZGNXa244eXYoZXYoZYaeunFiyMBN0bFTdKyRHmccRBlpyKmBWCAGKtJARRoG4IYB+CQVtjVbeVOojS2tbZ/8rNTSkKFbUZMgW9ERkDoCTEeM0REhOgJMTYCqiCAlOVJN2LrPuLGvryHCNES4ghCuxiN0vRg9Aa0agI+1RHm0LW//dldMLpb0wa2sVI+0Ym3yEpuY4lqg/e2vf//n27d//XhxmVuwoiz2KfatSBM83MRlcbxPXmAXpHJaQkhnA0ZrEbxuTMeZne2ng8frokTtEGUfeHoAtsyJX+bEz4+gFkYxRhpMR4bJukGKPohHkr2myTNzEuUEEKU2eKwpdHE88ZYy18FOMtKQUyPoOX6yR57hV2asyLP9suJVxbE15fFVSYGHG2+kx/DawkZqo9kt0Bk6dkWasarYt6oqtktSpobg4p4QaV/Y0kSClb1X1hlLuxA6VBPN7YAo+1B6PFzaE025HlV7JKD71G5FD3SejltgxM4NY2R4XMvhgI6jgfzmWFkf2CMp8UhPuIRnPdITHkmxU5CrJcSzG2KYddHcG2BefQyrJlLcDDVSk01jWZaxdGUfStqNYt+IHrkWwG4MsfL3rxlP8LsidFSMgoRi1MJrS8L6zkezWiLUePQsI15FiBV2wZUE9CQJpekFq/CQqUHce89vMZ/fYj67OfFinbVlFsAWANZWtlde2zIC5MUq6/kK84l37LFn9JF75JF75LFn9Il37JF77LFv7L5n7MUdDR1/PTpkV0jwHgqVYLIYjx89AAkPAQcFgQMC4GFhsdGRGFg0OPyj8KBdkSEB0aGh8MgoWHgoGhSBA4fFQYJzE8CncrBXCxNqi+IbD6Y0Hs6oK0ntPJlLqiyknS8ev1giqq2Q3TipbD5j6L28QKlboFw3U2rfAesWv+OOsOueDP9ATn6kHnw+OfynOc5XJuEX84Ivl0SvLNI3dsU3y8o3DtU3TtVrh/J7t/Y7j/Y7j/aNVwus6QCw3qxMvlnZqKG2wPqzz/AX/9Rf/FN/Xpn6y6oRyI9rxh/XjABYP6xPAfludfKNX/eNT/v39dlv3ZqvHLKvnJKv7KKvbaKvTPxPjGPPtIx1Yc/s4GVmQxm95nDbqbyGitz+utMTXZUy2nm7onp99trq5Hm//sza1Dm//pRfe9KnOeZVV3jVFR71Ea+mHFgbboClPORVHfQpDwJdDj5liUdZ5FUW+eTFXlmRW1zkEhUuiwrsoiKLYL+Fl2Pl5FlY+RZWvoWXZxHsN4v22QQ5Zl7mIjtliZVo5iRbeelWbqaFk2VmppuZ6aaJn9VZwPy/hdFkYEDN3EjC3HDiHCNpjpEyTccZGTgjI8HASJiiY410tJGGNNLgW2BNDcRuHwyv74dvZjtbiHf++qtgbTdLh8foCHA9MVpPjNIRYzREiIoMkZNBAFg6MkxPgeop0E2z4EpCjJaI1pLgejJaQ4ZP9Kb95eX6x/fk/FboFCl2iZE6N1ZkVx1bEBczSSX//PHLv/7j7dvvP/GqKn2yXJ8y0ylBufhJt6TZbnGOsA1MOLVjohakpyZKicjuyg+7zoZw2+CyXqSaBJulw61MtI2JXhhGLAwjrFyknYdb5qVYWEmmCdziGMY0ijONJuiHYIvjiYujyVP9sUp81DQD5ZYV+dXlXvmhFWXxiqLQLy9dUZ9a1Zz2y4qdvMRpBpjVFDRaH6Ul4bzCjHV5ilsY75VlOfno+eFoKyvWNIFT9iL4TeCJWtDw1XBZL1xFgWmIEAMhWomPGrgeXXcoEH8mWENCLA4lzpARiwzMFC25rzKq8Wgg6WqkoB28zC/wyo7ZeUfdooN2XtrcMGaKkjQ/nKXsQ/ObI0UtEZo++MwAbnowXkuM1RHgagJGRUgQdyBUfUg1EW4V5rg1R8hVu1lNsNE68I2yoFNpH3WfAfM74OIOhKIPxm4EES8EDl6JkHdhJK3g8boAURfovRe3WYBZL9ZZW2Y9X2MCHgFUAXi9WGO+WGM+XRnfyhP/2MaG/crIs1XmE//4Y9/YQ88IkEfe0ce+sadu5gPn2J8eqETjraG7fhe+OzAqJKyrrbml7Vpo8PuRQbvQoKi46GhwQAA4JCjwwz8GfPhvYYE7wTGRUZHhGHRsHAySHAtLgcckIcILk2Cn9qHOZUEu7AXVFWFbj+5rLs8drjvBuHqYciZ/rKpYceOkovmkuv2ctvPC3ED9wkDtErXWugnWykTzGqf1tqDrrqjngZT4UNH/WEN7MTn2+SznK5P4ywXRV4viV2bZG5vyjUP9xqH+xqn+xqn+3q393q393qv71qf71qd/49ugajtY3/knf/BN/uCb/LPP8NcV48+yNg0EWA8CZv140/jD+tR3a4ZvVyd/8OhfO1SvXIpvvIpXbskbp+Qbm/jLRe5Xs+x7MvzyeP3CcDW39WRXZWF31cGOqtKBuqMSytllZc268YpbdcqpPObXn1mZPL02eWZFd8qnOeZRHXWrDnvUR94By6cu86vK/KpSIB51rleZ71Pk+WT5Xkm+W1LgEOfbxQUmYbaZn2Pm5FlY+VZ2gY2bbxPk2US5Zn7WIjd9npk0z0owsZOs3L02TraNs9/MSjOz0kybl6U3ZmmNJy9MJM6PJ8yP4+ZHsfOj2Plh3NxQwhwjaYaRaGQkbIE1xUAbGQgjHTK9TSvjIHCDJ25mIA5w5OdmbSwS/3tg9eF0BKSeGK0nRuhIURpSjIoMUZAhagJMS4Lr++GTVNgkFbY5RgIu74ZoCCglOVTfjxS3Rmo5VW//+R+mmU5+B9RIwCwNZMyNFc3xy/xTl0b6Djy8u/j3f/717bcv7y82uMTpq9p0qwzhEqU8URQZ6bGUc4EDZ6Nk3SjjEEaCBxPO7+49F8TrQMrwaMMgenEEZRmPtU4grRMoGxNt58U5hclmZqKNmbQ4jJ4kRSu7Q2cHkAZamLovilMXwqwLFbSGGulxfuWRdfUFv+zSquLEqqLEpyzxa4+v6E55FIV2fvLcEFZPQcnxMEUP1DKaeEeRvSpN8UgTvNz0hUGEgQQTNkWOXAnnNyNkvXBpX4S2H6IbBKlJ4bP9oOlB6HADpOFQEPlsuJIEXmAkTROQJgZqkhpHuBhVVxHUfD6E3wpfmti3Ii+388us3Oy5MbgSHz5NSdT1x2lIsVoSFBidujSCMQzAlX0gSVs4+0bERH2MuBNlGts7SUXPszKXFQebDr9PrYqhX4HVFocdxe1pKo+ZaIKPVkeKO8H8DmRbxc764j/wGtEaPI7fGiXuhbz3fI21LRtsvVhnASQ923Tq43XWJzfZn9xkP18f30Lt+RoT+MUX6+ynq8OPfaMPXOOPvZzHvokn3rHnK8zP74juesaf3lEzBup37vzdv//b+wE7gwgdbQ/WnDlZCTv++D/SktEYZDQCFIaMDEUEB4N37QrZtSMiOCAyIiw6KiIxIQ4JicbCQDlJcQfTsIfSMIeTERfzk5oOZ7aUZfQcz+0/VzJUe3ygqoxz/YS++5Ku44K2o3KaeGmOemWGeH6BcslCr14eqXOM1jvHGnwTTX5m810J4Z6U+EBJfaIZejY5+mKG+ek869NF9pdmyZdmyVdW8dfL0lcO2dcu6Su37LVHDiwG33i1gDgby8DNhd4PazM/rM38uD774/rsj+vzP67Pb349++P67J9vzm3lx5vGH28af1gz/rBm/HHNCKwWf1id+rPP8KNX/4NH971H/a1L+cYp+8Yhfb0s+d4hejk//kBFdDObNL1nR6oPUqpKaNcqhppOC/tPm5XX1hbqXbqqm9NX/fozTkXZqv7k6uTxFf0xv+6oT1vuVx/xq8t9qqMeZemyvNAhL3VIDnrkBz3qXLexwDpZalfsteouOoyNfsPxZWmOTXbAKi5yCffauTlOeYVzoXdWdsTM3e8WZnsFeRblIQM3xcw9uDzdaNacsHIzbbwsGz9jkV+8zNy3PJpmGkmaYacscdK9rEwvK2txIn1pIsXMyp4dSZ4fw5jH0XM07MJYhmIgTkGOUzPQ4mH01FDi5ETG9ECsgQabGUrTDKCMbPjkRJqUcUxLylDTstWUtLnBFBkhTMWASikQDSnaQAaGakUoqEFqIlJGgqlJkAUq0kCCyUkwbT9iDg+ZJaNlfaESMkLah50aSJ4fSVMSYZLeSBURpCBjjUSEhgiTEEEKUoSUHCfuwFNrsjYAACAASURBVOkJEAMlWt8PnyRipilwHR6sJSG0A9E6YpKCEiUnBE3i48ZvoNbtwrf/+MdNv4TdjlXhsfND6VND+8ycMp/opLC7+LFX9/btj/98/dW67rRDkODRZK2qILfF6Utj2Yw2aFtlJPM6WN2D0tKwUzQwqyaQeDJ0sC5U2gsx9IMXhsAzE2iLKN0vSFnhpK0IMauSDLcg2cFN8gr2u7gpplGYdSJxkhqoHUTPqi8vcEvdI8krkvI1zUWP9pRfe+Gu+tCauMAmOzCvKzJpjzhUF7zqi4vMJD01VoaPVFPC/YKEu7y0FUHGkjj1trzUIct1M1Oco4kzLNT0cLRtOG1hNNmiqbTLyvRUxMIQamYIN1QXVnfw96RLMZpB3DwNu0ADLzGLLCpi/5XIK8f/R3dV5FAdyjSSuiovnBlPVfTGzPZgF4lZwrZwTu0eeWeMuDVcS4IvjGIXhjCW0cTFAZyqD9VfGUa5AB69HqWnxmopSJ/usFNzkFETpsTHsxvBHceCTqd90FMZrabGS7rhwtbImaE4aW/MSE0kpxEhbAOL22OUndifgfVinb0F1naVALCAAAvGjWXjJljP11jP10efrTJfrPE/Xhc8W2U+9o0+8Y1+epP7eF1oXxoHg97/3b//r/CwaDQSd2d11agSl5RkJyTAkMioiNBdoPDA8N0fRuz4MOKDDyJ27QIFBaKgUCwSmZ2ekoiEY0GRGQjI0VTc8Yz4UxnYxsP7Gw/tvXEove5gasfJ3KHqclnX5VnqjUVqwyzxqrGvagp/fqb/0sLgFTO92jZcuzxa7xxr8DCb1jhtt/iddyWE+zLSQ9XAE83Qc8PEixnmp/OczxbYX5nEX5slX1mkm5vu0tce+RZY3/p0365s7Ftt08r4Dlh/vrnwq1r95db8j+vTP2UNWCdO/bAKrCUnf/Dpv/Nov3Or3jgV3zik3zikry3cr5dYn0zR14Vdi7RqSdsZ+pVDfacLCJcOkq7lGFiV96wdqzPXV6evrU9VrehOAPHrKrZtXR32KI74tEfd6oMr+mMr6hMeWdmavsyqPmjRnf38kezt24/f/nPl5a12myjfLS/zyQs97AwtY59d2/T271/YNC0WVr5XnLs8kW0XFhrGM2ZYZ9++fXbXMTRDz7GNpbk5OCMTN8feP89OnWVh5wVpU6PxCxPxZl66kZU2z0qYGYs3jCdMcdP0zOypsbI/P1N88Uj55W3+bfUVAwFno8ZPjWJ1DKiaCjcSU2ZoCXoqYklQ8d3Xvrc/rL/955NX9zl6Ssw8PXGSgdXR0LPkuMmuOB0ZNjkAMpBjZ6gJkyTkNAU13Y/WUxH6YYSaBlHhY1TUWAUlTEWOFnWl/e2B+hM3mY+PVFPCZygY/UCcsgPO70RzCAgpJeVvn0x/YhuX4MEaCsxAhxvpaG0/Qk+CzlDRhl7MFDFeT4HqSSAjKWGgOvLJHfXf/vof//EfL+67JLd018SdQZNj2Hl20ZrohIxQess395d//PWf336yoil3cFA+ZfaKCmseS5T0F716efPrT02y/nQNKdowErfASh2ujWg9HU6tDlJSUIZh5NQQeJGLMfGxXlmCnY9yqCCrskQfK2WFk+EVpS+LMB4p1s2JuynONAwWvv37o5ePlcuiwz71mVXN2Zvq4zcnT3lU+au6Qyuqc3fMhL99t/L27dO3P9hWRMVzxFgTBbIwArGwsXfkeSv8bL9s/111qVe+f0WaeVOW65FmusQYvyxLTkz68YeFb56OqYmo/5+u9wpqq2vzPb+auZma6TPVXd3nC/0mZ3LOGUywjXPOmGBwwiSbYMA2OYNAIoqkiHLOESRASEIoICGJaLJxAIzBZNhzgV9/7j5nqn4Xe9eWbn/1f5611rO6GwIFdSEN6fY5Mb/VvLBhgn26m4O5lU4KXAKw/QGae+Zt7N/bUl0I+bba1qBuWAiyyoleZi2ucGOW+yDfHIdnH6VXedMrAygV3qRyJ0KJLRfs1910kQfxh2V6QRI8qp9ZIN5Y00Duk7InPeSzqEJrFsSbXOHSmOaQcfNIdbI9A+LLqvGjlrmxaryIpW64Qo+OPPfWDEtMriMfEvaX6UH49GD7T3wX1oy+/YDpwbaDhvq0rnVK2/IjeU1qWya1rT+Y0EEn1M1TWsSktn1K13qwT+L9MHZylJHy/KLF8b/6+HgdPnLC2dm1srTowa0rfgHOPn7Olpa/W1kddrA+Zn3kD8fjR12OH3M5fszFwsLV2srHyTE8MCDE3e2ct/slP6+HoYGxp/xeXjuVE3Ux4aJP0jX/rKjTVS/vYgviKaUpzOIkdlGiqDxJVJHAK38qrknqbHgpaUrrhWbIml/JmzMH2t/o0QXD2JJhfMUIATRKgryjNUyxWma534W12In53IVZkuKWu7HLMvwXBXFFSfraT/5uqwH6z7b6puMdZKWfbMXf0Iv+G5sG8U8I//QXb32QuzHI3RjkrOvY6zrOhoa9rmZ9G2CsqiirSvJBzlrtRS12ti3wG6eZYB2qkFeZ0vLiflnU+dcRZ5rfRMipOaO95TreKz0/fZCboGE+UjMeqhn/FFY/5a6KdFdFut9PjhygRajpDzTkByrCHTU9QoyPmTOjgL3FHjGKionXdT2U4sM70ZdFyIt92Au8tvMM9Mu9rU0Np0YCuyhEhvGbwsWwcGH7VXRd9B4wr5LWUGuCpNCTfc3eQmQAry5I0BbIaPIUtZ/iQkOIYBdWk7u41V8KPdnbEihs9sVDfZAQf1LtNSWjtLU29Z2ytbv1nqDKS1zmTiuzo1TYkyDu3LogSVMQodCRXBsFAGvdQhi+I7eT+JRT78AEeXAgofRKN2K+DaPIiVRkRa6woRd7EoqdWGW29EJrQqEzMseWVGHDBjthC+zxFdbEMkvEm0Ns0LVPcgSu7BQs7xCu+AQ616a9wIZVf+OTEYeDXi9OcRiVt5nF+cQiF0aVG7HEFf7aCVfsSCyzxOQcJ+Q4EwtsWSBbaskJbpVvRdKJgd42YA/4tra1v7c1Kqgj5NvT6pzYjYF9rZc7qq7ML/bvA3sL77hyfLiJFqIhnx8ghbe8tqnOu7+ztw3sT/URH3HLLHta/Lqaw1tfWyfe+9f86H9nlvuKqv1Etb7cWldhs6sc7adGeitIgX2oMCk0uLPZr58QpiQEqXDBQ/gLasJtTMX1rc3ZyTGKhHhfznqspMbJ0JH9+LsqxgUV47YInrgxI/80o20Fv+yhverHXOVUenCq3dhQj06UnwYXYiScU2PODRCuGGg35eSLCtwVDfKchhgm7AgEpfm9m5GvztPIVT7cOi8CyLc81Tb9zn80JFtyQI7sJp+OEkdifeze3kp9VkjLK4uuhtO4cjc52LsbGkiodqMU2TLKPBHFnsRidzbETQgNYoCDETmeDal2tS9OwN/YsWsC+fXu+CLv2iTXmmfWbRl2qFyHkc6HHLhvQ8YvnHovYZMfOtctP9K6OtEWnWfPrvRn1wSic5ybUi2whS6EEvfWDEvUa3su2O8vk4Pw7+jbpwywP2mfMcLnhuCzBtiBsw5s9UNY7zTN7zT/XVijaujoQMuYqmlG3z6hg47rWj+MUThMiJfnUUdnC1t7u9t37pWVlaFgrTcunz38+/+0tzni4nDCzd7S3c4yzMfrtLeXj42tp7WV3ZFDrtZW7rY2od6eZ/28LwR43wwLiDoTEH3K9/nl4MRL/um3gt9Eni55eqXuVRQ27xk+7wm96Dm/IkVY/pxdGMsredRZkyhufNkFTetpeSVvzVK2Zg/A3urRBSZcyTCxcoRUPU6pe0drmmK1zHLb5/nt8yL4Z3HHZ3HHUhd2uRu/0ktc6SOvKqhfldSDPQqrf9rqIFL9ENZ/zVOiDb1oU9/1M1sGyQGbQ52bQ50H5to08Df0vE09d1PP3RwUbAxy13Wcb1rWtwHG2gB1rZ+yqiR/k2FXe1FLXW2z7NphYvkALJ9e9BwSdzkv4nRtyg16fYKUkC6nZxhEmUP8VD07ScN8pGHGapgHheEDDeOBhhGpYUSqKA8GaPfV1O83FMhJ9yS0NGB34v2giNR8nw2/1E24KsKe72UkmxSNyq4MBjhITM4C9rdVrHJG4xkuJdrcW6kVZFLrrqCgsTvAe3UvVCPMULNS+XWXJR03xzlpzJYb/ZwUGf7JACPN2FMkpz4V1Ib2wIO7oeFdrXeNPXkDnRnUhmsSYjoJndMBjSTXhDJrXFhV5xWYpyZRHrHpGgUSKGjwwpc7kpueAsA6B55YkvgbtsRJ2n5eSowR1N3gggIkmHu8lnO4Qjt4sTO38a66s6SPFMOoDx/gZGkFecz6C6gcZyn8Drf5PLPumpyQTKiOotffJJR7kqtPy+lp/YwX0LILo/04YO+zUlhOgFyHV94RtJyjFXlgSx3oDdH9VLAUF0dvOSOjv5AyMqjgc9giB0alJbvKA5JhAy2PBLa2gb29r1/VZMglZrEzu8pD0HSSXBXawyjZABaBvcVe9otupK+BEirHXiZWeBQ++p2LA8/MmGYmxDPKGk6J4wjtgY6RSgWfYyGeIiqvod/4iEv9hLUXTPyXY7LXfORNHTK4FxWqoafNDzaoBfH91Ntq0iUt+aaWnDysqWWgMzbWpxdGMTLcXRkjY0TVPNKP6sUmqPBhSlw4G5UGbI+blK2EslN9TSFiZDi37bJSkKlVFPYyo7sRoQbqnRFxqoYbryNFabqytKJXGtSNfkK0SZWNqHsy886wNsWjgM/JabFycS4Nk5YVadOa5EAudBfRYuWiLBgkeR/YwBZfJpf59lLidH214sY7xEwXWIYjueqyUVKiZmdK6q8IGrz4jR6EUueKJ8dz71mWxdjWJh3DFh1jVNtiClxA8ZatGU6UUv+mVCsZ/iazNbD86S+EEo/O5lO4Av+ce9alsRbQVAtKnj+hxKMm/kTpw9/IFW6i5pPtmdZNKUfpla5/mdIj/sk/hQWbNSFnjIgZI2LWAJ/Rw6YH26d0bVOa1v+WraZ0bVM62JQONjnUPmmATekRk9rWWRPinb59cggzZaZERob967/9n46O9v/xP/8W/TCmAwNHI5p7OgUetifcbY77Odj62duEurmd8fIKtHMIsnd0sT7uZHXC0fK4l5N9iLdnqLf75RDfC0FeN8K8Hl4OznlyOyfmcsHDi2WPLtcl323JiEa+eUgpTuCB0kSgVF5ZPLvkkaDsSVd1vKjhhRSa3teerYK/VcNztMg8PbrAiC0eJYPGKOAJav07BnSa3XogrPcC2CcR+rO4Y7ETcyCsr3LqqoK22k8/sNWamrOm5f5UAP4o8X6u/kSbBvF/89SWQbI9JN0ekm4Zuw7YNnZtDYm2hkSbBv6mgb9pFB2Er4PG1rqauaaif1NR1xX4VRl6uRv2XtA4yawZI4FkDa+xaQ/Kos6+vRvUlHWb054so6areRk6buoA/bmaEadmxKkZ0RpWlI4VpWNFDbJjBtkxOk7kAP32IPPOIPWmmnJNQrjRxy8EdhbGpQ1d6AtDjNsKQoyhq3B/WQt8mwOA0V50CgOdB+ytydklXMST5Y9dwJdhYMOgF9fAwM+B3dVvCyZg1QAAn3uoIHLDNWDDOD/ZBawpFczXq1OMzVUjAMzousBIqBMXHQUsaYBv5rlhjIKdtfOJu7OuBYARNSsbVeChF7YAO1PA3vzHqS5ewx0uxJtd641vjNvdX+2lvSHWBBLK/IQtUcDe9JigpDXVAdgamx0mIPN8xJQEYNkIbC7IuOXDSsjWqg7Ynd/+rICWXu3mvAa2J7Y+DnydVUyOdO1uClqqLk4PcgFgeGdWiqvP2F15B+yufpuVzSsRwLJ6w4RtynaXMFL2t0aBnY/GHrBOnL+xotsElvc/6kjgu/QaVzrIhQzyexN9lNL00qSA0tseYCtP8KtsuioCKSU++Pq7Kx8GAWB9vq+Z03ayryNATTrHaDxTk2jx5v5fPxpFZm2vWole/cSn1werOBkAsPB5mAuszwH706S22PYCtzljM7A1CGya59+LmG1nBntjga+GnY/qL6NQPeOxmnyzjx6zOCHa3/v09b0O2F77YCTKkM++vOsFNqf2Nt5/GeP14y5qMKewVXc3Vkwrn3uUpCc6RBin0U9OjgFWpJtfB4FtvY6bQ6qNAL5pJjSNnIZ731bUq5+lnS23FgeZAGD4utgLbC59MtDpkHsrI9jVzxpg/5NZjqmM9xDC0/a3h4D1keUJIwAA5OqIPtLL7S+qtUUtsKkjFN0pfxz4eUYKbOiBObqi8Tql0IFW5kAstq9LPFbzxL49zR/92o1YbI/JcWp8YVcU8wcs255ffxKZY99PvS1Ehza8dGx6YUsp88Lk+aRf+7047mh7pjUszR6Z79mW5VWdcAKdbytuDqKUeSGz7ciljv9FWNMG5PQQ/IADW31/1sMO+K/F4wHw7wwj5obR88PoSX37jBE+bcbMjjN6O1vdPY9aWB5ycXX/9bfDgUG+DQ3lD6NvvHqZEOricNLB5qS9ndfxY76WVt6Wlm7HT3haWlkd+dXm2O/ezg7BXh7hQb4XQ/xP+7uF+7lGXgtLjb3x9unttw8vF8Vdro6/AY6/CUuPQWTHkksTqSUJpILH7PJn4pokCSS5p/6ltCFV1vxKBX+rQ+UPogv0HYVD2GITvnSUAh6jQiboDZPM5mlW2xwPNs+HvxfAPgpRH8Xoz53YJQl+uZe0oqCu9tPX+llras6amvNNc2ArwUGjakMv+iGsH12qg9Jva6jzgG1j1w92TJIds3THLN02SbZNkh2T5MenLWPXlkm8aRRt6AUbg9wNDWtdzdwYYH5TEJd7UMs98KWetg8i6AyrVg8vEpUm0wrjEZlRlMpkMfq1nJHdz05Vc17quGkDtEcD9NgBeoyaGalmRmqZkVpmlJYZNch7oGHeNrAjDPS7Rs4dDvJ8F68Q2FvSS1/34C5oKOEC5O3lMeHSO2Xa4/MLE93TejoBXb4PLIuYr429TRtf9IXJt3X85p1Po7iGXGD/q0FBqnl7e3Fp4vOCBpzpvwGs7G1NCtAvMUUBzfmn0uMvDeo6d3enG6tPzZqpwLcJWHkErCygucS3Mjvs5cPApaXpxREeDHIe2JnspIMysiKA/RmjsJRR5sOu8qJAYzeArW+rI/srOpO4vinvwjbwdVhUWfHo6MLHcdMQEZp7ZmdDPjssAKWcbn4dVJPunfUkNDn2OrD7UcyoI6Fzgb39cTWtPOOSTsldXlE21cQDa4ugmkhwRkBJgh+fVLm/u4ioeNn4Nmp1aXRhiAPKPA9sThjV+IrXIfC8oPZs38yHbsVZicD++gAfhCq24dZ50Ku8SSWe1c9tIK/sUW+dyBU2zApbVpk9qthnZIAE7Hz9OMKWQq/0YgNlyFA6OKAo/jAo3rIx1W1nQSljtnRyC3Y35XzYDXJz8v4u0Mesjb8btLM+qZajUNBHAPBOTCxpLojeBxZVUtDEe+yXBX1TwW05/oqRESUnx3CpKQDwWcLFIWtfA3v7k3qGjJIP7Cw212fg298Cu1MK9iM95SKtJJyDLN/aXlv5YlDw03l1rh1vTjRleuckXt5aGlmd7wEX3AeAiWEtBlFwZXFpcuWzUYh8Cmyv9wlboOCYnc259VkmutgfW37q6W374rx4YH+mriJ2SEsF9hdKUu53kxB7wBYGGvtlnjUzPPDg9AmDgT6mZ6PrCjf2luOfhEPiXTpBwYTXzm0vjqOz7cglbmywPwccgsv1aU9zr33iWhRh8/buHw0vjtMqPWgg94meGGa7M+K1OzTVAltgC39jl33nP+sybJH5tlVPfqlOsSVVnELne7VlWTBAHsLGEHKZe1vmsb9MG9DTBuQ/+VNYPzNrgM8NIQ6YNcB/AvmDqRHkzDBqfhg9ZYBNDsLnR8lGLTnz5T03TwsLy6P/+PvvXp5+EEj5yxdRj2NvOFkfCXW297O0CLC28rOydj92zOHwYTcrKw87WyfLw1721j6OtiHuLmd8PC8EeF8N9b1+yj/qcsiTW6dTI87lxF4qiL1UFHexKv4q6Pk1aFoEOvcJsfg5pfg5s/y5CJzS05CmbMmUNaYrmjMH2t9oEblaZN4gumAIW2wmlI1RIeO0+ncM6BSrZYbdPs+FvefBF/iwBSHygwj1oRPzWYpf6qWsyOkr/czVAfZ3W2m4P9tqU991IKyf2+oHwto2/pMdU+cPdkckuyOSneGuHbN0x9yzY+zeMfbsGHu2hqWbZsmWSbw1JNrU87Z03E0tZ1PN+tKHW5Zjvqowi7L2eWH9Ar9xklTdX5fV8epeffy1lswHJEhCH/21ipc+wH5hELzSsuO17GdaVpyGGaNmRg4wItT0BwO0CA37npYVoaM+GCTdGxFE0drP8hi5+8C6pvdNH+mGkhxOht1eX9YvzckJsBfvdMwPMxIqFrIDzDMZmdPD/O1vZiGpSCttB9Y/sxFlADA3pII0ZXqYB+lbGxPo4qv7wMrYAIoEOsOqO63lZpp6Wxff9e6vTyHBcXsrpgkNllIV0NXiw2q7JGPm6XiQ1eXZWYOoqe4WAMwJUY+T4+yXPvbOmrGU4iB2hTetMXoT2Fb1MhSsFiEys6XiMgB81vFLqhNtvyyODRtaiA3xmzsTPcxXhFwbWqUXuTJcyyhWsBuBrXcKMZaJrAG2vmJr7pc8t5zWib7MDxS9OA2szU2NUFEVIaB0OxE1HwA+cFqSIWkXVldGJvUdUFAysP6J0/oUX2HLqPRlVZ1XEpMM/Kbt3ffDfQ2wfAtqlR2l2IFVYsMD+dGqAw6KREKpc2ux64CkBtj+vDAo4DZEi5uDenGh3Lrgqvgjb2L+2prpzmmM3ljSMWBvCfAEAJjqQcQwoMnA/mYP+WXclb99GpcOq3iE9lIAWBygZ7Vm+a6sjmrEiB4JDNhf0EtqJJhLetYDMeqZkF61ByzIWKVNRXf3ttZ1SlK/sAYAPit6oCJCPrA9YpTnShChBtydurRAMhIEAKubuyYp5hYNHDDa/VojadlcMS3PSWorIgBgeESH7yi9vLw0svTByEAmAVvbms6qwhSPySnpyjyZ3Bjajb2t5hd389qAvXlYe/7wMGt7UZkZ7V768vo+sN7WGLeyJJnSKxtyogZU5J314aaKLADYoeBrC5+6kIoDsdluNXFHIPFWmDwfQokHPNe+Ptm67OGJqhjb4gc2RdGW4OcW7Zm2xFLPSdkjeOWv7a/sySUenFpPZL5jbsxR6FtPZJFnxROLvIfHml+7dRS6YwqcMfl2mDxrXKEDJs/5QFj/G2f9qA0P0ta8EXnAD3PNDSHmhlDzRvQBM2PoKdP3kDU1hJwZoQmYDUd//7//+o//67fffjly2OrEcev8/FeJ8bdD/O193ezOuLmecXM95eIcYGPrfuKEr7OTj7uLi4PtSTeHU55uYR6uYa7Op91dL/q6Xw30unfmZNyl0GfXwl49uPA25kJe3KXsiLC6zAfwomeIN4/RuU+oFSlM0Eta2XMBOEXemtUHfaWoT+9vfKVqzupvzVa1vdYgcg2YIhOxbJxWO0FveMeATjFbfxbWnADxXoT60In51I1f6qUsK+hfVZzVAe6Brda1gh/COij61ge5G3reT7b678L62VY7ps7t0c7dkc7dEcnucPeOuWfX1Ltr6tsxyjZHpFvD0m2TZNMo2tILNwa5m1rOlob9TU1ZlmOW+tFLcvisqH6WXTtDrTEjikhvIpueX2tOf4AoiRViUrSiLFP3m0FeulGYMiRIMvCeDnLitOxoNfPBAC1CRb2v40VpmVFa8kMt/oGJ85CNusJlFmzsrRp6IFLMHSX5DrwuamNramnJMD0u+jirHlUTRbg2YG+ZiM+fGjPu7H6enxR+XNAvTCs5qKJNYH5I3UjPCZrpp2yuTKByb+7vfjH1QgiQ82pJ2f7OoELS8mlEDCxOY1ridvdNKlk9r/GMoDZ0uK8J2BqX8xs+r43PDfZgauKBnVVJa1RxtvfkqGBjRs4EhzNrPKjQKGBvq7M1s+2FAybfq778LLC7buyqqkl02Pv0YVTRhAIl7QIrMmx8R7lza1no0jjl20wnm1y8D4xJetAsbAOw95naElWUZmmQc4GVseLnjpjKNADY3JgR1+YECyiFwP5sFzyyNfPkzuqYuaemoS0b2JwStN4nlFuSwGdX3gl2lwdE1EoA+GDsbkLnOZHLHVgge0H1IU6lFanKhVzuQMr3gOX5GpUoYH/DrMOgK3x5VeFCRBAD6tea5VQU9UtTtj29+owA9mIfmP+6PLnwSb2z/01BTCE1RWztT2okGSkx1jMTclUvvQOas7X7ro+eiK0MfL+s/DRCAb0InjPwgb2VKQNeSX8sQcQrma3AzoRSkImriwS2dvu78Ao+BADW5t91Lw3L1z7K9F1ZUsyFAcpFPf0qKt+f0pwGAPNSdrWqt2Z/b4DNbtv8Mro6Jagvj9jbfzeuw2BKTi1/7p8Z7aGjM4C9bZ0gBVEY8GFOujhD5WKfA19lC3opG4UANpdRrfkL451f33GyHtk2lEbvbu9gG998+6rfXVyYMPZ/mtUtjbGfnHXA1dXvbi7r+1pheecwOW5NKQ5NKR6QJM+ciMNvo36pST4BeXms+aVF4wuH2mSnhmTH2ue2LWluZuGTpoJf6hJPUEt9O5uDMUVeL6//XvDUqfl1AOi5X9b9w3mx/2h6dYJR5U8qdoVnH+7Is+7IcfvLzBB2Zgg7bcBM6Tum9B2Tg8jJQeQ7HWJqCPmDSQNi0gB7p29/p2+fNSFnjehZI+Yn0HNm1IcxzIdR4ryJODGImDIh5qboqUl3/v3//X+srSzcXd1OHLPwcHF8nZkcGuxua/2bm4tFkIuzn4O9r5NdgKujl6ONh6O1p5OVp5PVVW+3O8E+VwNcL/jaXw5xvXPh5KUwv1O+7g/OByXeu5AZefnVvfD86IvQ9BhcQTKuIKUl8wHybSy28Am9Molfk9rTOA/CfAAAIABJREFUmKWC5/Y0ZCga0hT16YrGDGXzazU8bxBTOEQqM1Mrxsj145SGd7SmaSZ0htMyy22d57fP81s/dHZ87MJ+6sYv9hIX+6hflKyVfvbKAGdNJ1rTiVb14jVD57ehrnWjZN0kXTdJv+n53/T8dYNg3di5YeraNEu2hg/U071t6t4x9+yYe3bMvbvDsgO2Td2b5u6t4Z6t4Z7tkd7tsZ4DdsflO2N9u2N92yO9O2bptlm0ZeZtmziratqqirLWT/oqwy2KYZ8Fze9ZtePYEnFZKiY9qjb+au2La53IrCFhkV6QpRekmjpTjZ2JRvFjgzBOz3uo48RoWREa5l0z+34f6YaCG9lHv2nkRsqw0eTGZGD383sDmwW/1UW4ggTdA1anu7ktFa/8MWX+1IZrIgoYABZx+PKPc5rJka687MDaQmd4wWky9C2w8ckkL2yo8JseYX/7qGrIvbW/vTUhb8KVnwcWlUvvunKeu8i4pbu7a7CSe3vfJsdUWGaVH7nc69uKVKMhPbt2yKwXTQwRwaUZALAowz6teu6x/EU3Y6Ixck/Sql0oiGcAsCwmJ7FLj1HynFoqLgPASl9X6evHVt8+LkzIiLCSuK399ypqbsdbX0pbCrA3woFnxFxyWPr4Tt7JlmIq9oFPHOitphfW5n74xlpfe6XPy9v/0lAcCwCrSiKY3ZYJAB85iCetWb67K+8GFbCKytjt/fe8jvi2V4eIdTHAzhyiPiH93vGNVfOoHNaS40GqtWND7ERlHoIqL2yFJarcogN0dtbAAPY+9rBr6nL8KNUuXQ32nVBnZI1NSeIfTXF2XTVepGa3HknF3vowHZOpphUC+8CAtBYHjwaAz8OC168e+23MyAcURBwkCwAWupgRuCLXxY9T+3MiYoVHUWqQxsja3tOauW/FTbFUfNE34EsvuQJVHr0PbIhEDSJh1drXmdY3FyFvvbF5XgpiZC/p7AApfBBzRoO9jayKWlsb1Eh561/nVcyStBu/zE9wvixIGotu7GzpJ9VtsDcey1+nZt8paM1PgP1VtSCnJdV7ftY8a6TwySUAMFWWdSnyhh8ArOOhuQta5vj7nuy4XzDVD4HtHWJt2f7KBJPacDP4UGasY/5T59SrR887/I/G+lIAWCFCnlanH69MtiiPt6164lb60DE/wgL03A5TGgR969ic5wh97VD73LnkoWtZirtGGNmU8y+g+F/whf7UipONr9yfXvjjxU3L4id2RdEnXt39LT/2N3iOA63Sg1Hpza8JYlf6EfNd/jJrxM0acTND2JmhjmkDekqP+s5PwvqZ/1VYc6aOOTNq2oB8p0N8GqfODePmJyidvLrjh/6Ho61VUKC/lYXl4T8OwWEtMpkwwM/R1vp3J/vjHg62no52bvaWbvaWJ/08An3cgvxcw8P87oQFPL1x/uGl0LNeNnfCfSIuBN0+HRh15fzbZ5GFCZHFz+4XPbpe+yISU5CEzIlvSotueHEb+TaWWp7EqEjkVCXJoK8HYLmypkxFQ5qyIaMfmqlqfatB5BtwxSZKxQi9apxSN0Gtn6A3TDIbptlNs9zmOV7LHK9lQYz+0NnxsQvzuYewJCN96aN9UTJW+pmrGt6qlr+q5a/pBN8GhWsG0bch8bqx84ewNoaEm0P/dNb/n7C2zL1b5t7tkd6tkd7tUdnOWN8Bu+OK3XHFzph8Z1S2NSzdNndumQTbJt6ahrk2QP2moq724ZckiCVR6wK7bpxQNtBcwK9IbXl5p/TxGQLokV5YNMBKNYjSjeKXQ+Iko+iJQRin58UOch8OsqN17PtD9Ih+xn0l+4Gac1tNuaKjR0MLzn6c4ALA/Gh/o7bzFQJyZ3ZUCOzOdjFKVbx0ASaCRczd3RknYgt7BG0AMCPll3cynnVhEmH1sQDw7uM8m04p2NmafT9JB+f4b+0sTeqgdbm+m1+kuxvDuJaUj1P8PWC5MstLq0YDwJSKk9NaGr6yLJ+b72kD39rd+bD2XlSWdhfYfT+rxJEgGQAwq+LkkUBuRJATpfX57u4X7QBewciU4pJBxWEA8GXcLCAiEgHg84yGWJISvLxl3FtUEWpukNvzgM3pfiGkperJ9vonuZTJw+cCwEd644Oqp7bjA8Sdb0No8C1O2+OqrKcbu3MaTg29PX0XWO7m1DTmXNtd/zg3Rnt81x7YnV/40NkOuQmvSQSAZQ6/mdSeCQCrxs46XJ4LA2RPKLHlgvzYlT74IkdmxxNgQwssGVF1T+uLPEktrqRaR0qFd2fDZVRlQE2GJSMvoK/JB13t93Gyd2aCjSgPrUn2XJyd+zgpxMKSgf1Pw+zs8kS/j3NyzQC3MiMGAD4bBhr46HgAWJ5UNg8LI+iIOGU/EthVq0gvNYRXcHDqHrA2ZaZpBI3A/o5exmitTgD2Pi4MNvHot/rJEXLi7X7KBR09crqnRCcEjes4ADAjQhUCOwsmGRZeHr2zYVhbEEOyw/e+6ZZmFXJiNgCsrLxXwQquANuLHyeYClLRLrA0oiUSMbnA/jgKmt7WmLe3t4pvLx3kNwLAshDxekJO299arcuNe6cV7K0tNhfegzfcrspyr0nyznt2LvdNKgB8JtfH5cda5cUcqU6wgGU7tmXaQhKPlz8+Vv7Ysv6FV2WSfenj44X3Try+aV2W7KkTPUIU/4p8awPLdGh9ZZP38PfYM/9Iv2eXFXEkP+oYJNUBXehJqnQnlNhj8+yIRS4skD8PcvIv82bcvBk3Z8LOmbCzRszMEGpmCDVtQB7kqUkDYmoIOW3smDZ2zJgwM0bcrBH9Q1gH/5ozdcyZOuYMuGkdctaInjHj5yf4BW8e21n97uRo4+HpYmtra2FhUVlR0tHR4u1tb2X1m6XloRPHD1lbHXO0s/R0s3dztPZxdwz297wcHnIj1D/q0unHt85GXQyKPB8QezEk5lxIeuSd3Kf3ypKiSp7drXsZgy1MxhWlIHPioekxbZmRHblxjPJkeulzXmWSvDlbAc3urk1TQV/1QzMHWrI1sLxBdJGRUDpCqRyhV03Q6w54x6ydYtfPsBtmOY1z3IYPIthHMfJTJ+qTtGOxG7/cS/oiI6/0Ub6qWF9VrNUB9qrm+0LhwcrgjxXDDb1gwyD+vgJokmyauw84CFNb5t7tYdn2sGxrRLY92rc92rczJt8al29PKHbeKXfeKXfH+3fH+3fGlDsjfVvDPdsmyZZJuGUSbGrZmxrGhpr+TUH80o1alsAW+I2T1AoDqrKvOY9emVKbdq057zYPkdDPTjdKXw+JUg2iRIP4yZDokUHwyMCP0/MeGniRema0lhOjZD9Qsa6rKGe1tBvstmugt8HmUTGwvwRszqhljZWVdz8vqnc3pvbWTOO9DTT06+2vA93sUtCbKzNDAmB1Bvgy+FVHxjU+/fpZPmbsAra+LM6YRMScttxTe+sjEwpwXa4vteMFsDf55V3viIywuWJiNEYVvb42Oa4C9j6MqlFCaj2wu/zRxB4eZmxME1rfXKQjcoCvJuCrecKE49efIzcGM6tDaKCn20vTX9cmgPVpYFlXlOWl6iQDW1uzw7zRUdayCVce7w5tTgYWhwHAzGNA1H0EYHfcPEj/OCeXdrZhMVm7X5S89ujaVLchcd3HES4aErM3LwQWTPOzDGzV5Ybs0I8LOmB/hIXInDZ1L40iy2I8ifVvvqxO7O/Pi7AN8k7q3v7nYQVvelQyLQeRCmyFNS60CidqlRuqwEtBSAQ+j452Yxqzw9tfu1DKbdgga1GdO/r1CQMta1pe1/TWhl3m1NPgS6y9sP5ebtaWKNAh+GL3Pk79l1k6vD5yf0n1TpjZmOI0YsKru9AJ192FlEpgVQt86Z0ZI/PhD74MVgAbKuCLflze3M94buQnw8sv90lAwP7e3JBscrT3/UgHpOCMshsDbC1sfB3ane1QEWNkqHBBaxSwNAZsftn59n7ciG1I9+bTqgFgYdTAnZqWLk3T4SWXetigvT3g80jPyIj06wwfUXhGzG3b35gd10gnRjumDLC6ortfZrr3Pg2purAfZsU97MKm12eXPgwBq6PDUurn97ryV2feJJxbHtcBX8Z3VlVcTCKxPAJYHl9fnB3p7WjPC8u9Z5n/4HBrphW3zkMI9WJDvHCFHk0vHUsi7d7eP1QSe7Q+3rEi1r48xVFOv4co/INe6dqR44DNd67PcMi4Z/3qgX3K7X8UPbIgVwYSKzzIFc5siAe51KntlSXqrQO+2O0v70cJ8yP4+RH83DBu1twxa+6YMaFnTOifhTVjwsya8HNm4pyZOGPCzJgws2bsrAk/a8LPmrEHTKtx80OYaSPi/QRDK6fdu37++OHfQ4L9PTxdLCyO//LLL//4x98OHfq7q6ulldUfNtbHHRytTxw/5Oxg7eZo62pn4elgfS7I70JwwIPr5xKjb7+IvfXk5pnIcL9nl0ITr4Rn3bv54uaZN1GXq5MfQNMfwrIeN72Mqnl+E/b6EankOanwGa04gVWawK9MkoBfdoNfdoNTNG2vNW1vNPCcQWShAVNiwpeaSeUjlIoxBmSCAZlg1EwwaiYZ4GlW7Sy3bo5XvyBq/SBu+yiGf+pELEo6lruxX3oIX3oIB2P5VvvpayrGqpr5YwbDNy37m4a7ruVt6PgbesHB+uC2sesgav1vnDXatzUu3xqXb4/370yodiZUO5MDO5MD2+MDu2MDO6Oq7VHF9rBsx9yzbe7cMgm3B7k7Ou6mhrGuJH3tQ3/pgX8UN02za0w4UD+iSIku47dk0puS9OLSIUmBuTfXIE4dEqcYxM+MoidDwqdGwVOj8NGQ4OEQ93E/PULBvNtPv66hXVTgL/ZTHzDbroPyTzXmXaaC72lZj2ktZ6vfBMIqr9Pb78rIcZAiD2RjmJJ9X4AKq3nj1Vx6E1VzQwq7hS73by8Pq84OaCoMY7Re68XewuZ51L/16uu4rcDeBGU7gF77Ycuu1af5IUpPKWHnarNskI3PZkf5bdWXwWlu0MxT6NLTOa+sKOAwfuOl0pcu5Rn+DRUX4DUhQpA3tyGsp+4UPNml8oV3cbZvWVoQvOAcodor76kt9PWDpuyQ4rQT7LoQTk1gcZp9QYxjW8UFWEFwUZxVU1Zo/aug6mRHVOnJ3CQbSLYnseYkssC15MmJ5tyQ8jS3shT39vzLLaXe7CoP+AvL3GfeDYWnoLn+ec88mJUnuyo8wS8OZafYQfJPt+X65T09BM7xL09xLkqwx1X4s8Ce7GoHVo1TW569jPV6d9XAw9YiQfEsaAy/8TIp3wP/1pFe4t6eeri55NL+ByW5KZANsh5ov9xR7FGf4yrAnlTAXLm1Lg2vHNmIM+Dc4+2FPt2wC7QST1CGMyjFu/FVYEm8XcvbUGr9bRHiqhQegih06wDfZDYl9KATBkUJOu5jFSkeWnSG0BhJBd9oyvHXEKJkyCvQNwHIt+c7QGf4iHP9+Ptawl0i6Gp1/kVYcwyi8X4XOVre7Fry9EhjZgii4EJWnAUPGi5rCmnLcGgvP0evOVeZbt/TftmAPluXbQsrDSaBgyrSf+1C3kQXBFQnezemXU69bV3x0rYXewuV55kd79XyJjwr1v3xfYfceLu0B1aJN+wy74ZlPztfkRGWdO140q3A5/f83zy0aU13hGW5duS48etPKjrOKTFnFR3neuFn+fUnUdn+bdnOhGIXQXUQvtCjKcdeQb/WlvuLoNaND/bhQPyQRd6vHtimRtjmPraseeGCeGtPLHPh1HpK2kLE0DBSiXdLhm114pG/vB8l/K/OmjV3/ByvZoy4OTNxfpg0P0z67qkfqvrzdWmMO6XvmDQi5yc4LXWFR3791dbSKjDQ84TF4RMnjh09evTokUPHj/926NBfra2PHDv6x4mjv9taHXOwPuHtaO/tYBfoZB/s5HDRx/tCqO+lMN+4W+czH9/LjruddO1M+u2Lr25dzLx/FvwiCpr+sD3zcVtGbG3C7db0aGJJEqM0iVWewix5zi5J4JTE80ufdVcny+vSBuE5OmTeICrfgC4ewpYacSUmfKmJWDrBqBmnV4/RQGM00ASjeooFnuXWzfMbFkStB8761In43IVc6upYlmC+SPErfeSvcspXOWVVQV3tp30bYHwbYKyrmd8GmOtq1oaGvanhbej4m4OCLb1wSy/eMHUd8F+cNdxzEKy+Z6t/CkuzM6HeHh/YGVVtj/RvD8u2hnu2zZ3bZtGuQbBr4G9pmatK4qq8Y0WG/NzVPM+HjFEhWkw5B5wqgL4SwjLk9BydKEfX+XpInDHU+cLY9Xyo86lJHG8UPTOJnphEcXreQy03WsuNVNJuDjLvDbEiB0iROla8mhHf0xEhR90awN4a5z3T0R73Yu+oaHe0tAg541YfLUJHjRqi3VWSHgjQ96TEGwry1X78fRU+UoG9LUOFq3Bn5ahL/ZjbEliQrPVsX9tFKeocp+2kqPV0b3u4sMFX2RgghAa3FN+bGRTr+AWdTZckDedFbcE8eICwwV/UFiREhrGaQ9htIfxm/y6wN782qLPGq6fhJLc+gApx49V7i+v8OmvdSRBnZnWYCBLErHXg1rp2QgO4TWGcMjdMtTMH5M0t9aBVuNLK3QVlPrhsK1yVC67YkVzhTC53YFW6MUA+1NpATIUbtsSJXu0uBjtJyz0JpScxVU7kGjtipTcr376r2ocPdaNUuhNzPNggZ1qlHTHfiV3jRa9xJVe4MKs9WWD3jlIvASEdAOY/L89/Xhzf35/f3RnbXTd8mBBrpa18fDoNHquUIYGdKUrrGRrIXtF8XoYMkMA8euBe3S1uCnSIAhE8QAzqJ/ircKHdyEAFJowP9gY//7XmhTW71k8I9ZSjwozEcC0lREY+KSFcH6TFD9Ee9XMiB5gP9aQEI/uVAv1kjJmoIT/Q4G7oKZcHqTflLZd74UEDxPMmZrSRHaVlxHbjbyno19WUeybmHS3OtQvqJQJ5ddb4cuv9hE1uWrjXEDpY1n5ysOOiCnd2CBc+RQrvx57saQ8bwgd1twfI2sKUiJOiOve2TMemVBtahYsKdV7a7Isu82nJsm/Icq7McGvK9IBmeL2598fLW38rfupYle5anuKYdv1Q5v1fwC8OUXNcRdDA7vZTyo5LSsx1OfqqouOaCnOjH3NVBrveg7qoxJxVIU+JmoJw1e5yylVQwr+xqx2k0GBeXUBduv3D8L+9vG8DSnOvSnKsTzlGq/QSNARwanw54JMdeZ6Vz46CEk/85f0I6f0IaX6YOD9MnBvGHWhoxoQ5KAMPbPUjXs0Pk2ZNhFkT4Z/a+vPTxxH2pB4zM0oaHWLdu37297//p4udg63FYVdX28OHfj1y6LC1lcXRQ78cPfSPY4d/tTx29MTh3x1tLD0cbD1srQOcHD2OH/c8djTU0eFcsHf4SY8rYd6ZT+/XZCXkPb5b9Ph+XcbT5rdPUIVJHflJzanR7WkPsW+f4XKe0suS6UXPuRUvGIXPGAWPeSVPOysSFbWpitpUDfytFpGrRxcMdZQcCMuIKzHii8epoDFK1Si5cpRcOU4HTbEhc/yGBRH0vbjtvbjtY2f7gbAWJR3LEsyyBLfSRz5w1oGw1lT0A2d962esq5jrKuammr2p4W1p+ds6wbZO8GOD6Jax6+d+1vao7M/WlXx7QvHPnDWh+u6sMeXWiGxruGfT3LltFm0PCXaMwk0dc0VJ+KrEfO1DLUpaFoR1U+x6NbpY2vyGBU5h1CeIMakaQc5Qd75ZkmWSpJklySZJgrkz0SROMAmfmUSPdbwYLTe6n3ZvgBFxcJrfyHuuZ8XrhFEq1i0dL0rNeKiiRfbTr/czr/Wzb5voUYPcKDXzgZkRPUS6ZWDeV9HvKihXetjnleQ7auJ1DfW6jn5dTbioxF8XY0MVhMs97beUyOge5LVu3Llu3Lk+7IXOlsDu5rAuRPicpu7zMFkvzOA3B/Uiz0iQQTL4mZ7mIDHSVwz36mzxl7SHdkMDxfX+vEYfAdRL0BQgaAxjg715Nc7SBh8RJIje7Map8+FXezPBjpyGk/T6YF7jGQ7IkdTkzar1YNe4M2q9eNBAcW0gpdSdWO3LKHelV7oyKhzYlU68andhgy8T7MStc2BBvNlgJ1GlFwscxG51p0GOYitsBCBPJuQkA+ouqfOVVHqLoO5ssJOg0kNQ68YCuzKq3PlgP3KpDwfxHNj/CADrALAC7AMAsLcL7G0AwDYA7AD7ALC+sT4NAMD+ppmDuimEBvW2BfSjPTXoIFXLqR5EkAwRokWfGuw4pcedGkAHyzH+PR2eXXUesDzL0sQjJJCbkuKtxHob8GEKcrCOeU5Lv6OnxAxS7vfTb/SRbukpUSZmtIEVKydd0XDvDLBvKxgXtNwb/fjzA6RAPf6KlnhNTgg1sO6M0KJGiffGSTEm/HUBOpBR5yaAuHY2eHKavLgtXjK0f3ebuxp9RoW72EcMUpM9tETvPqJXH/qcDhMqg/kpMWfkcF9xo1tTtm1zthUb7NSDCOppdccVOtU+PwRNP4EtdscV+jSmuJY/tKlMtGrL8KpNdS2Nt4alOlLLXUQtPgNt56RtYQrMpT7MlT7MNSXhbj/ugQITqSbG9iHuynG31YSbOszVXvh5RlOotONq5eO/Masdu6Ch0tZzdelO9wL/LfmGRVmSS8VzO/hrJ2yhK7nMHZvvDMuygyQer0m0IJQG/OUgNx1IZ9aEnzHiDvhZSf8V0g9hzZkJc2bCnJk4ZybPj1CnzKSFSR6LUmd5+G+Wfxxys7VzsDxy/MgvzvY2tpYWv//nP6yPH7azPHb4139YHjlmb21hdfzIicO/Oxw/6mJ5ws/BPtjF5ayX18Uwvxvngs8HeqTF3m0pzSpOjkm5dQaU+rA+M7oxMxqceBfy/A48LZacm8AsTqEVPKcXPWeXJDALn7ELnnRWJPZWJ8tqUvqqU/pbswba3+iQeQZ0sRFXZsKXmgllZmLpOLFqhFA5QiwfIVWM0UDvOLWz4qb3kpYFCexDF+xDF+KjBLko6ViUdCxJcUtS3I+E9VVJ/WGrdTVzXUHfUDI2+5kbA6xNNXdLw9vW8re1/J93je6YJDvG7gO2RyTbI93bI93bo7KdMfnOmPx792pCtTOh2h7v3xlTbo30bg1LN4dFm8PCjSHhtlH4Tcv6osD/KSzoJ3HDO3rNCAUkb89lgBIxxVHd2FcTcpBRmj/akzPS82q454VZmmjsTDSJE4aET43CR4PCR6bOJzpOtJoZOcB8OCSM1zBjjJxYEzPGzI8cYNzQcx4a2c+0lAgt7eYA5bqZ9lBBvq/h3jXz7hnpdzTM2yrGTTnxdh/zupYWoSJd6iZe7CPdGCBck8AuC7GhEuw5Bf5WH/K6DHW2Gx3aSwgXIoK7EIFdsKuIEhdUuQ8bepnbclqMChbDg3uR4b2ISwrUmW5MSHd7kAwZKm4P7Ws9w27wFaH8OM0ewjZ/DsSHXesjgPpwG9y7mk9ymz049W4CqB+3yUHUeprTEMiB+PCbPOkgNx7EmQ92ZNW4sMGugmonQbUrvcyFVunBqHJh17hzwF6cSg9+lYew1o1ceYIF9mdA3Xg1XpyaQDbEjQWypYIdubXulFovUoUDv9qbXelGr7ZnQ9xoFa6MamdahQu3wZNe7U6pOA18knya7cPBX7eV3oFXROHrX+ulgv21VWB/E9hb393e2d0CgH3g6wKL3hTKrnOXo4PkCL9+uM9A2zkl9lQf3F+BDhnEn9VgTg9gQgaJQX0dbgr4SRzIpzbFBl3ozEW6KwkBA5gwNSVUTQrTEa8NUu5raLeN7KghdpyOHm1mRuqI91TEMxryRQ316iD9ooZ4aQB7cQAdqkQ7d7a4s+rsu1p81ZiTo9RTJsI1Feoip84HX2RJKrKil9kIIE7SZndZu6ca7aPH+Kuwp9SY03psgBZ9Sob0UaLDBzH+vW0ePciT3S0B7EqfqpfWtekWXa1eEqQLvsQCnW2LzfGmlLozKpxgWXYNL11rk1yb00Nb0jwLog43priyK072tYXJ0We05JsyxLV+/F0l/r6CGNlPievDP+ztiFXhnykwj2XYaAXmvg5zVwa/LEFf7kJdQmVZcWo9mSB/NjikLs0tOvSXhKuW+XHW4CSXlix7xFt7WqUXucy97ZUVLMuOVuUnbDr1l1kz+YAZM2HahJ824aeMuCkj9ofFDkT2T5eZSDNmwowZP2PGzw4TZocJs8PEWTN5foI6OUx6PyUqK3r+7//yf9ifOGZ/7Kj1od+PHf5Pdyf73//+91//+lebE0dcbCytDh22P25tZXns6JHfLY8dtrU4anvssP2xI65WFh5WlueCvc8He986e/LxnYsFKQ9rc1PqcxNKUyKrU++UxV+rfHoDmvwAk/2MkpNAyX1KzXvKLEpgFsXzypJE5UlSUIqk4rmo6LEMlNTXlK5syVLD3upRRUZcmZlQNkwsHyaVjeMrR/EVZlz5MLF8jAaa5NbNdTa/727/IEUe8Ena8Un63VZLUtxXOfWrnPqjjXVQCa5pWOsK+g9nbalYPwlL9PM29x/C2hnu2hru2hqWbo9074zKDrrvO2PKnXfKP4Ul3x6VbQ13bY2IN4eF34aEWybhqpa5qMCtKDpW+xBLEugncd0Mu26MVmOm1HQ2vmJBElhNTyWElH5O5lhv7pgsa6T35XB3kqkryShMHBI+NQjj9KKnen6cSfDIwI9TsWP6aBEy8o1+2jUj/Z6eHTcoSJTRohW0u4OcCBXpro76ZJB8Q82OlNKvqhg3dbSHSvodJfvmAOOBinR3kBChIZ3rpV7vJl/Xkq+rUBG9HTd6cTcksIsy2HklLFyJON+DutyDuihDnumEn+lEnRU2hcqh5xWwS13IU53wIFl7iAh1qhsRLGwLkbWdkcIDuYgAaWuoCBnCrAvm1Yf2tJySNgUJGkNo9QG85iBxU2AnOIBXG8yqD2bXOnIqg4RgX36VBwMSyKv15VQyd68sAAAgAElEQVQHM6r86DWOdLADG+zLqfHnQ9xpYA9KpS233o1V78uu9hFWeXKrnagQB0a5K7H2BB/sKAT58so8JVU+9Co7foMTv9FWWu3Br/Zn1HhwwU60Sgca2JNd486vdGQ2OcIqbESwiHUTtqHgDLTEF1HsiSyybH5r8yb2aHXGFTkH/XXhHQCs7+1/2Vg1SxlJjCZvUat9X8epPtTpXpSjGnO6DxXYj/buxnj1E/zlaD85xl+D9hjE+alQJ9n1ZxHJtsgMa1qrfy/2pAp1Uo8N0FMuDGGvGxnRWlaEmRGtI0X1kyOM1LsaUpyefctIj9DT7gwQwg3UK2ryKSXeR45x50CciSUW1HJHfr2bFObWjQgmVtkjM6ygL482v7HvKHZllDlK6txVqBBVR/AAzkNBDlVhTxmJ/jpcuIpwUoYN60V7ahEh3e3+siZfZpFTVfJhWI6drNlX3GpLAnmgXtsTCr07G/34YMe2LKuGdPv6TMfaJPfcR/9a/PBf8W+9+1BXFPBwNfq6hHi1F3lbiYtWEB8rSPEKUkIP9lEvNk5Ne6YiJ/URn/R1PBjouN0DOzfAuMFr9W1L/zuu2K453aou2aLsmU3iFevM+2650VZF0SdACYc7ilzELaGdzaGEQmd0jgOl3A1bZPc9Yf0UsgizJsKM8Z/p6c8akDBrIs2aSD9+Pz9Mmh+m/OD9KG1+nGnUksODnQ79/a9OFg5OllbHfvmPI7//ZnHi2OFDvx85/IeNtaWLnZ3DCQvrQ4ctj/1y4vAvrrZW9seOeNrZuFta+NnbnHZ3DvVxenA5LOXe5VcRV2tSn7QXvqzPja8vSmzPeVafHo0pSMLmJeLePGcXp3OKUvnFaZySBG55gqAqWVCVKKhIEFXESyqe91Qm9tYl6pBvDR0FRlzJMLHSSCg3k8rNpHIjrsxErBihgMYYkHe8uilR05ykda67ba4bPy/Fvu/BLnRjP3XjPvcQFrtJi1LKgbBWFbQ1JX1N+d1Z3waY6yrm9/miGt7moGDTINwaEm0bxVs/ztwMdW4NibYNom2DaEsv3BuW7A1LDva7H5hra1i6OSI9iF3fX82SHy2wLSN/TcdaVdO+qUkrio6PXdB5PmReUPNJABmnVQzTqgapZTLCG3b7c2x1ZFvRLRk1bUyeP9aXNtqXNN6XMi5LM4uTDfznQ8L4IWG8QfDMwHs6yHmsYz/SsuJ0zDgtO0rLjhrkxhygZUepmZEqesTBwenvU+H/HPzw/QIx0m0F6baCfFNJvKEkXjugH3tT0XGtD3WlF3GpB36xF3Hp4EJWKeKsFHFWAg+XIE53wU9JYWGS9lAJLFgKDzm4feeAH/e2ilu+I2oOEkEDD0aVHiBo9Bc0+n+/gKfWl1vry4H4/DyV9ODi++/Ue3FqPTm1nmyIGxvixga7ssGubLDznw+uHIjbAdxad26t+5+vLn9yMKzZU9zgzW9woVTa4gpcCCUe1EoHFsRZ3BTUCXHsqnPn1Xihc5yrE21BSR6wgivMpqf02nM86Cl+k6e42U2JClKigmRwr36MRy/KR4b2VWAD+vFBByiwAXKMv4Z0VtTi05D6Kzj5CK/+pAIX0ofx1hBDtKRTWvL5QepNHe2ejnFfx7ivoz7QUaO0lEgt9b6edkdPvz5IvThIOaslndHiQ+UdPr0onx6Efzfcr/P/Y+2uouJMt33hr+szxrf3Wqst6biHJLgVVUXhkqAh7iEkuBMkRHF3KKQEKXd3d6eqoCicpDvanqSTjnSvs7+LlxBatpzzfWP8L+jA6MvfmHO+83kedLBgwJfSenDi3r6xW/tRVfuwd70YLUG8bpBiKMSEhdqIoVYC1EoItRHDJ4kxk8QYGyHaggs3YWBGQrgeFaEeiMRWe/WV7iC0+4qHArSoADUqmtroCy/ZQawPwtcGjN/zH7sL7irwvHn68/6i/dSmYBUqxoQ9rMccNhOOGXHHTcR0IynTTC02Usq0+GIjpWySed1CK7ARr2vx2QbCeQfx6CThyH3NFfZwKLxiB7E2uCvPsz7Dq/L0gdwjO2quHmgrPFRzybcz9xC50U82HMJsAw9c9xytDSC1Brdlf/E3AKO1YmptuP6h11sLHQDr8cK6zDPW8rWb/nCBM4G85eOxMeDQAc/dHru+3LTjy0899uzet3f3AY99n3/2SVCgf9LheD+PAx7bdxzy2Ol9YHeg54Fgz4Ngb0/QgX1xIUEJ0OCTR2A5p5NLzqVWnj9am3m2uyIL0VgGry+GV18buZk1UVtAbihlNpVxm66z64rYtYXCliJRexEAlritQNaap2zL17QXGgbLtPBS2+gdN6FlhtgyTWyeIjQ48fWL9K4lVs8Kp++BYPChFPFIiX6qGX+qm3iiJj5RE59pVsH6QUP5UUt/rlnVahWsDxUWcBvyG5vg48R9RvF+3fHmP5v125z8tznlb3PKX+eV7+cU7+cUb+cUb+c+HtkB/vHdrBw4Wvh2RvQXYIn7vpfCH4vgLmrLDKfTyW3V0e665d0GRg2u64RTVrVsrFwyli5oi9yKomlRvltaBMyz3LICtyR/RpznEuVOC3OmhTlOwRWn4MqUMAP4AQBrknv5z2ABZpnpZ1fNop+y0E6tgWUiHTcQ0nS4VA0mGYgWm6LDpWqxSUCAx3i0E/HaiXjgDYv/72AJ+6F/QdUHsIQDgFlB/L5AwUez/qdgCXqD+T0gfpcfr9eL2+vL6wnl9cJ4vQGcHh9uV5Cs11/c6y/sCeD2BLN6QbSuEFxb0HiTv3D4sAwdrRwLVaKCtehQ00SUCR9pxIUCYBkJMDMp3EKOMpMiTcQIIyHcTIzW4SKJjZ79ZXsZ7WAdLtJAAE9SI+zUWAc9yck44WSddXLOOTnnnKyLDsZlJ/OSg3nOyTjpYKQ6GUlO+hEnPd5Jj7dRIxyM+Clmoo0ao5kIEQ54szo8ac2erI5AarMPo81f0BsiHQCpECATFjpJgFnwUCshzEaIBMCy4qPM2DATFmoihmkQUGEbeKLq0GDFHkKLN7/fX9LvrUJGczrAqKr9w+X74KV7x+8Gom+Dai5tu33uU1pLqAGTYsIn6sdjtWPxFuLJKfplKy3XQs230q5baJUGUrmJUm6lXTdRiibJFSZKgZmWPkk8phuLWVJncEZg/RXbkRUHe/IOdRUF3TrvWZi8p6s0qO+6773zhxoydlGaAwQDAUPlO+5d/gJ5y5fWHtqZveVvD93kNbOezNOeLtCfLtCfLTL+UHk9nqOv5q+0ejzPeLjAWXGza29eggV5BBw6sHvrzt1bt3rt27F3zy6P/Xt37dzu4+0ZHBQQBgGHBgcHHvLct2+bx95tnvt3+3rsDTzokRgReiY5/kR85PF4aO6ZlLwTR3ISo6+fTmrMvdh7s6DvdtFAdRam8fpEXRGluZTbWcltLZV0Vci7q8RtJZL2YklniaS9UNiSJ2nOkbfkqlrzDYNluv4yx0SNm9AyjW9yEZqd+HoXqek+uw/YwPpaNPxIhnysGl0FS0V4qiY80xC/0xK+15J/1FJ+0tFeaBmvzNyfzdxXFt4rC++19ePRwrd2EbDT8HbqQw84q3o/q3o/q3nnVr//PVvvXbLfZmXv3dL1eTcrfTcr/W1ODuTXD3/wbkbybkbyxiV85eS9srNf2agvTPjvlKhn0sGnkv6f5KgH3J5ZRvs0o8NIrteTa2dkPfTBPCO7atlUv2ComtcVzWuK51RlLlnRrKx4QVWyoCqZVxbPKYrmZIUAWzPivGnRVUArBz/dzrts510Gai7HOrM+vmTBPA+ABTzU+juwyKlGUooen6LDJWuxKYBWOlyaDpe8atbqo4fxQACw1sxaAwu4Yfm/Bevjw/d/okrYBxb2gdeBBfq/BkvQG8Lv8uH2eAoGAkQDoYIBqGAggNfny+nyFfcFCPr8eT3+7C5fdpc/txckGgyVjkQo0XFaTKyZGKubgMmGQ3TjUTbSYQMuag0sEzHCTIo0E6NNhCgTIcpCjjCRIjk9wfDrB4j1IC0mWo8DW0ihdmq0g5rgYKQ5WCed7FNO9ikH88wU44KdcdrJOOlkHnMyU9bActDibNQoByN+ipFgp8aacRA1yl82GCDpC1CiIsRwkGQwSI4IVgwHqBBBxnGoGQMzY8MsuHAbIdpGiLbioyy4cBMWasJCjXiIYSyC3xE6WuWJqPagdQQJB0I47Z7M1kBOB5jaFIy64dmdt3uowruv1Pvepc2DZfvEg7FGbLJuLMaMO2IjHZ2knHVQL08yCs3UQjOt3Ey/ZaRWG2lVZmqFkVI2SSk3UvPM1Aw76aQSEbmgzGCNhKLvHRgo3tmZvW+oIqT2indZ2p7BG5ChSp+7Z/fcS99BaQ2RI8JGb++9l/6P3tI9hAYIotzrb4/mqUAAhp4s0p8s0p8uMf6zSuqvtGI9nmd9vcAzaTBlBadCAw767N/rtf/AgT07d239cvOmjYcOeuzfv3fbti3eXodg4BBoUFDAwUMHDuz09Tl4yGO3n6dHTCg4AuSfEg07mRhVlnHy+pWT97Iv3kk/c/PCsaa8yx2lWS0l1/qrcgntN8ltlYyuClZnKbUhW9BZrBqokrSXSjtKpB0lotZ8YVOOqDFL2pStbMnT9JbYkLdcmAbHeN0UrtFNanWTmheZnffZA/c58K94Q18JRx5KUQ8Vo4+VmMdqLADWt2rid1rCDzrKTzrqcz39hYH1yiJ4bRX+bBO+mhS9tot/cUiAq5DX7ud7N6N4515dcH83rwV+WM36Cxvc0l/d0vczkvczkndrcYv/NSf7bVb626z0V7fk/Yz4/Yz4nUv0ziUC7n1/ZWe/stGfG3E/qEe/kQ09lcCfiYcfCeBThAYlsprVXSIfv0vqzmYh8uc1LfPaGremYsVU4VYVu2RFc6ryOVXZgrJsQVk2ryidk5e4pUVuSeGMuGBGXDAjyXKJM52CDAf/ip2XbuelAwWXg3v5D2b9ASwz47SFdspCO2GhnTBTj5vISUZSspGUbCAm6/EpevxRIB8KrkT1RIIac1gzHq8Zj1ursP5rsOSIiI9gDYVLh8Ilg2F/AAvg6c8BwFoza42n/1OwJAMB/F5fwUCAcCCE2xfE7/cXwgMEfX78fj9+vz+/35/fGwA88CPuBUv6IPqJRDMhyU5NNhFiZQiwegxmIcWYCFEGLNSAhRpxoSZ8uJkQZSZEmfExZnzMJC3SSAoVD4NHqrxw90KU6BgtBmQhQRyUCDs13kFPcjKPOthpDnaak3HCST9rpx1zMo9NsdJc7FQXO3mKmbjaFTLiJ6nxNnKslRQ1SQqzEaDWCagJHaabiFYiIerREB0GpBsL0qGDjWMw03iEcSLMjI2w4qM+NoMYiBED0WGCdeNR3A4YovzQ6K2DnB4wryeE1uCFuX2IUONDbQom1oPGbwXBy3wbr+1sztrJ7oLIhqOkgzAxHKRCRujGE4y445Pki1Z6oYlSZCCXGmlVJtpNE+2mlV5lZVSaySVaYpaOdGmSdFqFipmVX6EPgmm9IfQm0Mh1T3iZ981zO7NiPusu9B697Q8v9u0rA2FqwNyeMEY7CF65u6t4O7YuSNyf8LenSwwAKSBrSH38xwXmurAfLTJ/HzaQBwt8EWc4EnLw4M4tHju2bdu4ce/ObZu+/Hzrlk2bvtzw5ZcbPv/80/379gT4eHvu2+e738PTa7+vz0EIOAgSHBDi6xUfBj4aH5Z98UT+2eSCM8nVV07XXDvbkHWhrSCjtTCjvSSztzwLfiNn6MbV0dtX8HXXaI3XuG15os5CSXuppL1Y3FYkaM7lN2QJ6q/JGrNVzXnavjIr4qZpqNo4fNsxXjdDbFmgtS8xO1ZY/SvsgQfcwQcCxNcS9NeyiUcK7CMV7omK8FRNfKYhfq8l/6in/mSgvzCyXxi5ryYlryYlr+3S1w7ZL075mynFmynF22nlO7f6nVv9cdkKOHkzr/91Tgfk/azm48R9VgWciH43I3s3I3m/GvH7GTFA1XqtgIv9Xk/xX09xX9nZP1tpzw2EHzXj3ymQz6TD30oRX/F63ZRmQXfJ+O0MeOXZ1uIECa5iUnzXKb0xrby+bLkxoyyZlhbPqyuWdJWzylK3omRWVuyWFs1ICl3iApcof1qY55bkukTZwElpB/+Kg78KFnCXFmDWWmNoY11Ym2SZGcArhyeAmMhJJnKSiZxiIqcaiUcNhFQALKDa0mASNZhENeawduLwX4K1ZpZi3TMW8vVF1hpYcNj6d6TXhBL1Q9ZHuIraqlnCPtB/A1Z/EL8vcNWgfn9+XyC/L5jfFyLu9+f1+AoHgkWDQbx+f8FAgBAeyOv14vb78vp8eX3e/D5vYa+nsO+gsOeAoNtDP5FsJR6fop+dpBzVYSLV42A9DmwmhwJgGbBQIy7MiAsz4SPNhCgLMdpCDjOSoapx2NhdH/QNPyE8TDMBsVHC7OQwByXKTjvsYCY5WYlOVrKDkeqgHncw0pzMo9OsVBc7dYaTMsNJmeEcdXPT3NzUKWaynZIwSYlzUqOnKJHTpJgpQrwSFSFDgFWjECMu1ICFGidCzdgoCyZaPxZmwkRa8VFWfIQJAzOMQw0TYCMGoh4LEMHBxHpQf9F+9M0DzPYgcr03sdYXd8d74tbBsZsHxm/7UpuiEFWg2vTNHQW7ZSPhRky8bjxKDAexO/zIjT6MdogOe8pCzTNTC03UUgO13ESvNDOqbMyqSdYNCylfT8nUky5Y8Cc1o4fnZFdIvYFiZKSsP5LSCMLXBnUWHKg6sW2g1ItY5zda6d1VFNB0dfdIuZcIHiMYihmr80fd8qS3hPztyQrzyQrz8TLj8TLj0RL90RL94SLt4SLt8TLj8RJrLWswPVxirgt7LV8vy5pr8z13b/Ldt3fP5i0H9u7auWPLho2f7ti+dfv2rRs2fL5v3579+/d6ex2CBAb6e3pCwIGH46NTEuKPJh4+lZKYc/lM9sUTF44dPhcHLTmXWnUh7Xb6ycbsC+2FGf2VOYPV+f2lmSM3skmNxYzWIkZzFqslk9eaLWzLlbaWiNuKhC0FvMZsXn2mqP6arDFb3ZJvglca4FVG+E0Hum5ytM4+UbdI71hmdS4xepeYAyvswfs85Fei0a9lmEcK3CMl/omS9FRFfqYhfaujfG+g/WhkPTfzXliErx3y1w75L07FmynlG5fqjUv1dkb9dkb9bkH3bkH3bkG/LsZ3C8b1Zq1n6/2s6sN4C7jOQfreLf3V/ddavZkS/Ozgvp7ivnZwALCe6zA/KEefSYfvs7qXmG1z9GbNSPVQ6bnGzCR8e9acuschrVkw1Lk1lbPa8jl1xZy6ckFTuaSrdCvK3IqyGXmpW1oyIyl2iYumRYVTwoIZcZ5LlD0tzJoSZDoFGR9HWh/A+oNZAFgWxjkALCv9JACWkZJioqaaKEfN1DQT5ZiBdFRPTNMRjhoIaYBcOlyyDpesxyYAWQPrD0XWGlhyZOTvwYqUDkX+HqwQ4UDIH5wS9UPEA1DxABQAa+3PhH0gYR9I0Bv8X4Al6A8SDAT8ASxBjw+vO1DQDxLCA/hwf8A1Xq8Xu9uL1+crhAeIBgKF/UGi3kBxX5CkP0QzmmAlnJpiXJxinrFRjmgxIPWYnwkXDHixFhMeZiaEWYjhZlKkiQLRYMETtZ7D5QdZnVDNeJgJD7OToHZyuJ0a62DEO1hxDlacg55op6a6WMemmClORpKDnminJTjoiU5G8hQzxUyM045HqZAR2rFwKz7KToq1YGOMozH0tmBKix+rK1AEB4sHQ6RDICUSpkbAtOhQ40QE0AwaxqG6UbBuFGoYh8mGvDg9IEwduKtgL7JyH6PJB3/Pk1wfgr/rQ2nww9w9OFCyB1kR2J3v1XhtK/K2p2Y0wkFNtBMPa5Ch0kEoudFrpHLPRI2fevy8mZJtYxSZ6UUWeqmVUWahlVhoRRZylpWZZaZdMoyn6scS5hVXCJ2+YlSEYTROjYyTDEeO3vZvueZBqAvh94AotT59pQfrLmxtzdg5cceP1A4dawD1XN/fWbD5bwBVf86TZfaTZfY6szhA/lKrh0vspXlxU20RyOvQ/m07923dtmPrxi83frpx4xdAvvjis23btgQE+Pl4e/p5efp7ekIhwZEwyPnTJ1IT4k+lJJ44Ep1xJvVS2uGSc6k1OZdKTyWWHItvK7zcV3a1OedU/bVjA0VXB4vTsTevkWuu0esyuE2ZgpZsUVuuuLlI3FzAb8rjN2Rx666J6q8pmnO1bYX6vgp9X4V15O7UWIMVVWNF3Z3GN8xSmt3EzllK9wK9b5E1tMJH3RePfS3FPVQQHitpj1WUpxrKMz3tOxPzBzP3J6vwuU38i1P12qn6ZUr9Zlrz1qV949a9cevezuqBtfW3S4a3S4a3i6b3a5k3vp83/vY7trS/zWrfzenezQMnotXvZ1Ufrp2RrbWHwL3JwI3vv0wJX9pZAFgvLdTnBsILPf5H1dg3UsTX3L4VdtsMqVbQWYgov9h0NRnfniUllFoEtxaNjXP6W/P6G/Oaqjl15ayqfEFTPq+umFdXzKnK3YqyWdkqW8BFNC5RrkuU7RJlu8SZa/OsKf6V9UXWmllrnwstzDMAWIBZJsoxE+WYmXp8tUOkHNMTU3WEFAMhDQgw3jLgEg24xL8ECzDrL8GSjYSvgfWhKwSvBwtAan1Ev+scV8ES9oH+j8Hq9uUD71H3evEGfHi9QdyeQH6fp2w4RDIYLIaDhAMQYT9U0BfK74Vxu2CSkVATPs3FujzDvuhgpJoJYdrRQA0y0IgLM2BhegxEj4HosSFGPNhMhFrJMCs53kSBaPEgYosXvHQvtsZbNgI1YqMmiRA7CTZJjbDToxzMKAcj2k477KAmT7NSp5gpDnqihRSnw0TIkRABPJjTG8ho96G2eFObfTjdAZJhkGw4hNcdTG30HblxCF6+f7jKY/yOJ+aeF7H+EKPdh9Xpo0FBDeMwKz7CggvXj0E0KLAWHWoYi5AP+zK6QAOVvk2ZO0arD3BbA4i13vha0MTNQ8zWQEabP6LSozf/4N1zW9rzd7H7ws34WP1ouH4sTD8absTGKhBRY7c9WnM2kJpC5egTZupVEzXTQs+1MvJM5CwdPsNKzjBRrtjoF01jqRZM4pIig9jpLRsNs2HjLfgEHSZy/M6hzux9rHaoCgEW9wQSW7xGrnv05u1vvba1JW9XX1VgR7HXvSsb//ZwkQYUVo+XGUC19fQ+6+l9FgDWh3D/G7AWuVNOdn7myS2ffbJv8849m7fs2Lpx2/Yvt+3YCjSDW7ZsCgjwA4GCAvx9QwIDoEFBoADfpMOxx5ITkmOjU2KiUqJh6ccTs8+lXT+fVnjsSMXZlNuX0+qvnmjNO9Oad6q94DT6ejb6+lVs9VXynXRWfYawNUfSmitrLRA1FQob83iNubz6zDWwdO1F8rZCbU+FafCWYaDajLhrQ9/TDVUaEFVOTIsT1zpD6p6l9S+wh5f4o/dFEw+k+IdK6iMV7YmG9o2e+Z2R/b1V8KNN/NOk7Jcp9ZpWv8xoAa3ezurfrZjer5jeLZnX8nbR8nbRAoD1B7N+m9UBxdf7eT1wjcyvc2rgo+GaVgBYay/r/B4s0hpYT0VDS8yWZXazuKvg3qmIu+djSV25Jt69JWPHsrnZra1eNN5yaypnVVWzqgq3omRJd2NRW7WgqZxXVywoy+cV1+fkZbOy0mlhjkuUOyPOc0tyZyRZ06KrTsEVO+/yFP8KYNafwVo1ax1YVvpJE+WEmXrSQjsF9IlAkaUjpOhwaTpc6trnQh3mCBDNRMz/H2AF/5mqP4C1WmT9j8FaNesDWNwOL343hNsN4vZ68eG+vF4QqzOA2+PJ7wwS9AaL4SDJMEg8FCAc8uUNe/GGD/HhvnpCooub7uKmT7GOT1LiDKOh8r4AMzYMmBMZJkBGDMiMB1mJoEky2EpKMFEgBlIwuz+gv2R7f8k2Xi/IRkqwEUB2EsxBibAzIh3MCAczyk6Ps1MSHPQkJyPZQU80E2NlCDCl9eDIjc1dBZ+gb2yfuLOXWO9Fb/Wjt3kTGzxQN3fDy3b0lR5sz9vdkb+vt9ijr2Qfomovrs6D0rJfjQwxjEOt+AgzLlQ3ClYjQ7QomGEsyjAOxTX4VV/YWH1uA+Ger6gbRLzriaj0xNzyJNd7M9r9iA0BI9f9b5/Z1FW0V4KKseJieV1essEgw3i4ChWmGYvl9IDhFbu6CrcxOiO02DM6wkUjNcNKzzSQ0jUT5+yUdPXECTPprHUi1Uk4uixPp3Z767BRxrEI43ikZjwUfWtPZ9ZObmeoaiRQPQgSI72ozX5jVf7NGVvuXNrcXQbpuQ6tz9z7tyfL3L/M45UPWeav5cmK4PEK+6t59pMVwbOvBPfnyF8v0p4+4D9eFknE+Nho0O6tW3dv2u6xa8+mLz7dtXPrpk0bN27c9Omnn+/cvsvf2ycqNAzqHxBw4CDUzzfA39fP19PnkEeIr1diROj5hOjzMaHZqbEZCWHXz6fW5F24k3WqIe9sU+7pjvxzI5VXCVVX8beuYm9eIt+8JLyXJavJkdzJEd/LFd7LkTXki+qyJA058pZcZWuhvDlf01HGa8yXd5WYBissQzd0PTeUHVXa/tsWVJ2D0DTH6HGz4G72kJM24KQN2ikDs6wRN3tklodckeC+NXO+t/J+npG9mJb86BD+Mq38ZUb7ekb/atb0es786+Lkv5Yn/2PF9mbJtJoFI5Bf5g2/zBvez2p/ndO9m9O9nde9A361ZHqzZPp1yfjbovHXBcP7Bd1v87pf59S/zqp+nVUBFwG+dYlXPw5Oi147Ba8c/Fd27ksb+5WV/bOF9dxAeWEkv9Bjn8lGHnE7HzCbH/J6dMN3evJO11w8IsfWLJsGZ1UNs+q6WfXdWc2dBc3tBe1NIPOaqnlN1byqck5ZMau87laUAWDNqcpmlcVziiK3LM8lyZkWZ04JrzoFGZOcK0DsvCwjSxQAACAASURBVHQHd7U3dPAu2jmXbKwLFuYZI+2kgXrCQD1mop8w0U/Y6OeAh1ottFMWykkz+YSZfMJEStPh0vT4YwbCcQPhuAl/3IBN1Y4nacYSP+43jMWqRmOUo5EKdIQCHfHhhzA5CiZHhMpGYLLhCOlQOIAX8JVQOAAR9IP5fSH8vpC1T4fr83Ek//sI+sG83qAPCVhd0eoL5Pf783oD/jo9vh/iz+tZfWaV2xUg6g8RDQQDEcNBYngQEOFAsAmXNMvNmOOlT7HSbLR4Ay5aiYjUTEB02FADPkyPg+kxEAMWaiGGT1KiDFioGRs2RY3T46MQtzxa8nYRm4JkyEDLOMRODLOSYWYyxM6InGLFO+lHHNSEaVriFD15ip7soCabcHFyRCi315fefoDafEA6BDJio3QTMBUapEKD5IhgQb+PbDCS0uCHLN87WnWQ1hQk6ocoEGAlKlCFDtKPherRMAsmyoKJME+Ey+Ah0kGYsC9y7JbPzbOf1WduJ7ZGEJtAPfmbCHe8OB0gVkcgo81/6Pre/jKv2oztbcW78O2BtFbQ+G0PequffChKjTysH0sR9cGwd3f3FW5FVe0X9kVa8CfMuOMW4kk79ayFeGoKe8o+kWKZiNeOxdvo59ziTEZ3oGY8TDUSasRGm3GJmDs+3TlbRT1gLTJUAYdqUTBBdyDxrie8aPdg8UFEdXBrwcHqS5v/D8B6siJ4siJ4uMR+el/4ZEX0cIn9cIn5eIX9aIn3aEnIYaMD/fdt/OSTzZ9s2LVlm8eenTu2b/7ss08++3zDF198sWPbdl9vH3BQoM/B/f4HPcB+PiGBfkF+3mHg4JhQ8MmEuONR0GSw74mwgJIzSU1FGcVnEm5cSm0tuthVeAFecglxPYNcnUmvyWXUZXPqsyUNebKaHMHta8J7Ofx72aK6HGljrrDuqqI1T9KQI2/OV7WViFvLpK1FouZsYUO2rK1U1XNTP1Qzhe9YZPc6yW0OSred3G3Etk/ThqZpQ7P0IdNYqxbRYEA3W/Fd+rEW/ViLldg7w0J8JcF/q2O/dMp/mdW9ntG/cunezOnfL5rergswvQIClFTAAP7dghH4gzdLJuDeq38tmf61ZPptyfCvBT3QHn64rVS6VmG9dgqAhYaXNubrSdbPVsYLI/mlifTSgPtGjlihN88Q77rwtQbEvb6Cs6VpoUx4mUvZOa9pmtc2zGnuzWnvzmlvz2uqgSxob3w0S1W+ZtYaWMAhnmlxNnCLlp2bsZq/BItxzkQ/ZaSdNNKOm+gnzIyTVto5K+2shXrGQj1jppw2k0+YSMdNpON6/LG1GLCpekyKdjxJO56kwxwBBvCrYKGj/xIsOSJMNhIuG45QICNlI+FrWgkHICI4VDwYCoD1Z7Z+9yXxd2YBiw7Ba1r9p1T9Dix/IKsFWk8QAJYYDlqXIDE8SAQHWYmpC4JrC8J0F+e4nXHETIzVjcUoR0E6bCiwfqXHQLTjIUZcqI0cacRDzLhQByXKiI8crTnYlLNj/J6vZBhkGIPYiOEWUqiZHAqA5aAddlATbKR4O+XIFD3ZxUybZhy1U5PNxDgDLtqIjTZgosz4mEny4UnyYTM+xoSLMePjxQOhzNZASoMPuz1YPhyhG4/STcC04yHq0RAVAqQfDTeNR1gwERZcpGQwRAIPpbfCmjO3lh3/R0+ZJ74Rgr7pMXHLQzEQxemAYu8dwNd74hpA3SU+Tdn7xmp88S0He/N3wEt29RZub8/ePFCyj9sdLRuKw9V4dGZvQVZ6SAfjTLijRmyyEZtswCSZcCmmsVTLeJINl6SdSDBST7uEV6kdPmZClGEswoiNMkzEjd/y6i/YLh2EaZChkl6QpD9Q1BvMbApElh8Yvu6FqA5uyd9/8/KW/w6s32klerIienKf9/S+8NGS4PEy/9lXvK8WmA/mOI8Wxe1tlVs2/tuOTZt2bdmx+fMN3gf379yx5ZN//n3jpi937Nq5Y8c2KCQEHOQf7O8DCwmMDA0B+XhFgkHRUHBYoH+on1diaNDRsMALh2G3r53JTo3OSYmsvXaqPe9sT/5ZTHU2tvIqufIKqyaX31woai1UtBRJa3P5d67xarN4d6+J6nJEdVnihkxxQ6a4PltcnytrKhA2FFOr0zm1V4WNefzGImlXtQ7R4CB2WTEN+tFaDbpOiahRDNfqkI2irhvSrmpVz015Z5Wso1LZXW0YrJF3VgmbS2UdlUZk3RSx+75o4omG9szA/dYieDmtWBu0r3Z58/r3Hy7q+21e99v87+7AWnVt3vB+0fSvFfN/PLD+x4rlt0Xju3ntL27Vv2bVv84o37tkb6ckq499OXiv7OzXTtbPdsbrSdYrG/2FkfyzhfjSgP1GMfyA2TpHqXUR64zImrHqrOx4Xya8ZNkEX9C3LOqbFnT187p7AFhzqptzqpsL2hurZn0oslbNUpWtfkCUF85Ic12SnGlx9pTomoN3dTX8K461eRbvItAbWpnnLcwzZsZpM+O0hXnGwjxjpl2w0s5ZqGfNlDMm8mkz+ZSJdNJEOmkgHNfjj+lwaVrsUQ0mWTfxIZgjfzZLiY5eHb2jwxToMAUStgaWHBEhHQ4TwaGCfrCgHyyCQ6XDYQpk5B+2tNay1g/+KWCgnQT2swCVuD3+/5lc3G4fbrcfQBXQP4r6Q0T9IeIBsHgAvB4syWCIZDBYBAfZKMeXxdkL4gwXJ83BirNRY6zEeNUoRDsBMxLCTcQIAxamm4DqMRAjLtRECDHjIJOkCAsphtDi25i9HX79AL8XrEaGmLFhZmKoiQSdpEU6mXEAWA5qgpOW6GKmznJOzHJPznJPujknZjhpbnaaGR8jHwkRw4MUiFA1KlI+HCHsDSXUHiDVH2S1+0qHwCoUVIkKkSMCFcggFRqsQIB16DDdKEw/FqoehchGoKKB0OGb/tdP/PPG2Y3oe+DxWr/h8m28jkDTWDytMXigdDv6rieuJawuc3d30QFBfzin+9BgwS7Mbb/W3B15yf+rOO2fXcXepKZQUr1/f/He4XIPETzGiE3WjR/Wj8cDi1pGbKKVmGqnnNBMHJ1kpTu4lxk9vpOUGN0ozIiL0E3Eom949BZsk8BDtSiYfACiQoC1qEheF3TkusdQmSf6Nqjvum9b4f7/HKzfd4KrWq2IHi3xnt4Xf/OV7Ol98dcLnOUZ+sNFwcqMsLz00paN/7Z1w4YtX2zatmmzp8feLRs/3/DFZ1u2bd6+c9uePbsCg3zBIYG+PgehIQGBfp5++/cFHPAI8fYK8faMAQcdjYQcj4KciYOcjwanx0Jqr55pyz3XnXcGVZpOqs5k1RSQKy6z7mZyGvJETfmKliJZQ66g5hq/IYtbc5Vfl8mtuSJuyBTVX5M05AhqsgQ1WeybWYSyc8y76dyGHHlPtQPfbcF1qpC1/K5ixdBN/XjjJLHHRRmYoQyYkE0WZLO2+6a2+6ah7462o0rfVW3orHYO1c8gm23IO5OjdVP4Nhejf46PWpLinhjYz53S398sqv3XnA4IANZv87r3C6tsvZ3XvZ3XfZzKLxreLxrWvPuPef2/ZrXvpuW/OESv7LyfJzmv7Ox1YDFe2egvjMSXZsJL48Q3isElRvMCrd6EqtIh7+HvFRSnhuA6shYNvcumziVj26KxcUFfM6+7M6u55VbfnFPdXNTdWtTdWm8WUGfNqcpnlaWzylK3osgtK5iR5gJsOYWZTmGmk3/NKchwCjIc/HQnL93Jv/SHLYe1mGmrsVDPmynnTOTTJvJpE/GUkXTSQDyhw6VpMMnqiSQNJlmPSTHgkg24ZD024YNZ8eqx2LVTO8rRSOVo+AewQuWIMDkiYn0BJRmCyUbCFchIJSrq45Drg1xA/tAkrkU6HCoZgooHISI4GDCL2+MPgPWXBRfQA/J6/AV9gcI+kHgALIFDpINQ8SBkXULWIoCHTFJPLIpzZgWXHZyUSUaUjRplp8Yb8ZF6bLhmPFQ7ATNgYUZcmB4Tqh2HGIkhZhzERgy3UWPYfaDm3B2tOTtprSGSwWDdBMyEDzcSoDZqhJ0eY6fGO6gJ04zkaUbyNCNlmpk2zTw+zTw+zUxzsY652Ucd1AT5CJjS5IGv2Utt8ibX+47e2D96Yzep/qCwP0iFBitRwZKhAOlQsAoVqkRCNKNhagRUjYQokCB+v58CFcXshtRc212Y9kl95t7RO8HjNV6kxkM6dIRqCDp2a39/2d7hW0FtxZ6VFz4Zr/UxYuK1SKiwE6RGH8E2QarTt2Ym/zM36R9NmbuI9aDxu8GoG56cbpgBk6AdjTaMRVmwMTb8YQMxyYhP0WLShEMJ08IcC+s8p9ffjI3QjMIM2HDNWOTw9d3deZvEA1D9aLh6OFSFAGvHIrmdkMGSvSPl3rj6sJFbQX3lnv9DsERrebjCf7gserQifbgserDIW5hh3J8XuWyca1dSNm/4f7Z88cXWjVu2bdq8bdOGTV98+sm//9s/Pvn7hg2f79q1w9fP09/Py9/P09/P09fLIxYSEgsJiYWCo0BBiRGhaVHQFFjQ0bDA7NTY2sxzbXkXO3PO9Oacwly/TK68wrh5jXsnk1ubw6rN5NVly5sLFU35woZMQWOmoDGbcy+dV5vBrU2XNmWL6rIENVnM6ivkkovE0rPUmxeEbYUmZIMW0cBuL+d1V5gxjTZixxStb0U4vsIbfcAf+4qLWqTBXePtTnSLsf+uuq3CDq+19Nw2tVea2itdqLtTqDvOiXoXpWOWPbAgRH2tJn1v5b35sDUK7IX+5lb95lb9a1b927wGeGbi1zktcI/7G/dq3s3pfl0w/LZo/HXJ+H7R8HZe92ZO+7/ndL+5NevB+nmS9crOfuVgvpykv7LRgbWGFyb8C8P4Mzn8a17nAq3RMlot7ikfKDoLr7hg5bXPajpXzF3LpvYlU9OisX5Bfxcwa1Zza0F/e0l/e71Z69maVV53K0pm5MWrx3dkedPi7Glx9pQoCxhpra6/8y9NfjhmuP6VVjvnspWRbmWkW+gXAbMs1PNmyhkz5YyZctpIPq4npulwqVpsig6XrMenGAipRvwaW0nr2Ir7YFa4chSmRIcCRZYcESYcgIgHQ6XDYXJEhBIVpURFKZCRCmSkHBGxljW8AL/+UHMB+fArqHgQsr7O+jjP+r1Z3B5/4LeC/iARHCwehEiGoNLh0DWtJENQyRB4LTw41Eo9MyfInuZctDETzZQwCwnmIMdMUo+YCDHaCZh6DKodD9VjgI+GoUZisBEXaiWE2anRUjSst3Rfw9VtE/dAvN4AJTpUjw034WE2cqSdGmujxNlpCU76ESct0UFPctLTphjHppnHXZyTLs5JJyPJxU61kOL5fYHjd3aOVGxFV+/F3PEk1/sy2/xFA8FKJESBBEmHghWIUO1orBwJVqNh8hGoAgGRIyGcXn9OHwx1x6vo1MaSU1+25B0cKD9EbvLXjUfZ8HH8Lh/EjZ0jN/zaC4Iqzm5qL9kuGw1z0pImJw5bcbBJ6hEROqbt+v68Y5/kp3xSc3kLssoLe8+P0hzE6wOrR6O0Y+GGsQgrLt6AjuQPwYjNgYhqz67SvbKJY0b6KWZngIOUaMbHmnDRKnTkQPH23oIt0kGofixMMQThdR0SDQRTmwPgpXvRtwJJzRHDN3za8rb/7cky/y/zl1o9WRGtzHOePJA+WpEvubkrc9z5acayW2TV0uKjfLZs/LcdWzZ/+dnGT/7xzw2f/mPXts0bPv3ks88+27Jpc2CAn5+vd1Cgr4/3QX+fg37eB6C+3nFQcDQYFAUKSoRBTsVHJYcGHosILjudcv10Uu3l40MlVzAVGZSb1zg12Yxb6dKWQklLIbchh1eXLWsqkDfmieqvCRqvCZuyuHUZvPoMYeM1UWOWuD6bd/caveoytewy904mp/Yqsy6TUZdLqysQdFaZJ1rmWP2LfMQcZ/iJmvydjv69nvHcyPhWSfxGQbrPRs1T+l3YTjuiwdh109Jz0z5w195XaR+qnpmoW2J0LnP757mDK5LRpxrSK4f4tfPjUzrvpuXvXYpfZ1YP6LxzK9/OKN7OqN64lL9MK4C8cSnfudW/zmnfL+jezenezmrfuDXA2Z0305LXTtErB/9nB/elnfPSzno5SX9upb600F+YKT/qCD8ZsD9px59I4Q/5XfO0RuvYTVZzfk/Bqa6SU8LxSg27etnU+REsQ+2C/i7A1qLhzqLhzsJ6szRV86rKWVWFW3l9zSy3omhtnrXWHk4JrwK7Dg7+JRvn4iT3kp2XDlReqyvy3IxJVvokK93GvGxjXrYyLtno5620c1baOQvtlJl60kQ5YSQfNxKPrsVASDMQUj8c5UkC1krVmMPqsVjVWJRqLGIVLBRUgYQpkDDBAEQ0GCpDRCjR0UD/uLpcivz98cO1/KnmArJmGVBkrW2W/mdgAV8PhQMha1pJhqAfNISuj3QYIh2GiBAxk4xLbn6OnXnBSk80kWEmAtROinbQEyepR4BdBBUarB6FGLDhVlKMgRRiwofb8BFOaqQeF42649VwdcdQuT+jw1+KgOowEUZcmJUUNUmJAcCaZiW52Kku9lEX68QM+/QM54ybe9bNO22nJbrYqS52qh4bxer0wdftozR583ogEjiM3wPidvuJBgLlIyEKBEQ+AlWMhClQUOkwRDESJh2GKJDhfHjY6F2/+sztpee337m6r63wUH/pfn4veIqerB0LJzfuR9/17C3zqz6zqyl7vxgZ62AmOKgJdkKqnRxmJED5I8HdFdvqsrag7obg6kIGineiq3fLRsJV6HAlEqIdC9OPhmuR0aIeMKbOp7Nge136xtsXPqX2hKvwKQNlm8U9YdrRWAM2VjsWDy/d3V+0QzgQokaHKoZCRH0+wv4gcqPPQMmekSofYmMY+pZff9ne/was32slfrIifnRf9HBZsuDiOszklTn+4/uyrxcVAsaI94Evdm79ZMeWzZ998vm2LVt379r25eeffPGPf3z+j892bdse6OsX4OPr7+0FCvD18zoICvANOLgX4usdHhQA8fGKBwfH+HsfDvLJSIkvPZVccTq5K+8SPP88piKDdOMK7c4VYVOOpDlP1JrPbcrl1GeL63Ml9ZnCugxR01Vu41Ve0zVhU6a8PY9XmyGszeTczmDduMK/lc2/c41zL13YkidsL1H23Zol9y0xB1f4yAeSsSl6/wxreF6Avi8Zf6wifG+gfmfhfmtgPVWRH0sw85R+G6rRNlw3N9Fqbi8zdJbYhm7MkppXOD33+UOPZGM/6CjPJ3kvbLyXk/yf7QLgcve3U5K3U5LVV1Fd8l+mZb9MSV87Ja/s0ld26Ztpyc92wY9m7ncG1ndG9nOb6JVL8XZOs/r0jkvyelr4elr4s5P/0sF7Yec8t9B/NFGfm6g/Gsjfa3A/aLE/qMceieBfcTuWmC123F1+R0nLtZSmnCTGUKGef3PR2LFkbFsytiyZGhaNdUvGmiVj3ZKxbsl4FzBr6fdmzaoq3MryD2aVfkixW5b38buh6NofwHLwr0wJr66um/I/DLw4GQ5uup1zeZJ9yc68aGdesDMvWOmn12KhnbBQjptIaSZSmpF4zEg8traftWrWRIJ6LFY9Hg2ApVpnlngIJh0JlyMj18ACth+ANYiPmxBreK2rttbn9wXXx85uPVjrzRLBQeu7P8kQdP3/QToc+vtAlOMp05zsWUGhnXlxkplqpUWYCNBJYtTaOoKJEKMZhalQUAM23EaO1RPBZkLUJD7aSY20UuNIraDmrN3d+V6kVh/RYKh2IsKIi7CSomzkaCs51k5L+LDafszNOTXDOTPDOeNin55mnZpipszyjru5aZPUIwZclB4bqcdG6TExJly0CgWVDgUrEGDNKEyNDlUiIUokBKhelagI8WCoYADK7AnrKPKoOrv1xtU9jQWeHYUHJ+74aMfipxhHhQPBo7d3DVQH12bsqrm0jd0ZPc04M81Ms1IS7fSjk9R4EyFKOBSIb9hPaw3SjqcokbGYe3vJjXsNmEgrKUo7DtGMwjToKCk8itoQhK72Giw+OFLuO1juqSYel4wdvnPuf/Xl7KA2+osGQhXIeHjp/v7i3fy+YCUqRDkSokWHKJFQVkdwf9ne7sK96FsBEzUBuPrA/wqs9aOrNbCePJDOOhkL0/yvFiVLbq7DTF6YFqlE+HDI/i0b/2339m27duze+MWGnTu2bPzsn5/9+79v2bDZY/d+fy8/Py/vQG/f0ODgQG/vkADf+DBwUnRYVEgwzN83KQx6IirsZAS0+Myx2msXGq6e6y++OlaRialIp93Not25wqxNZ927wmnMYjdks2ozhbXZonsZwporsuZMdv0VXtM1ZVehvCNf0HCVfesy985Vzs2r3OqryuYCbm06t/GaZuDmDKF7iQ7XwW+JeioVI3dNuDYXe9jJGloSjz7WEL81Un+YFn9nFzx3iH6dVbyx899aOT/KCY85yPvjrVPwW9aByumJ2mVm11d8+GMp+nsN4QcL+0cr5ycb94WNt/Y+xRun+M2M9M2M9BeX5Jcp6SuH+Ge76OWk8KVN/J2e+q2W9o2G+lRDeaalf6Nnfm/i/WgRvJjiv5wW/OwSvpoRvZoRvZwWPHfyfnJwfzTRvzdQfzLQftBRvlPjv9fgvlOivxb0fyMZXGa1LrHb9aga1I2MtoKjEmzVtKZ50dixaFoFa8lUv2SqXzbVr5gblow1gFlrRRZg1qyqAjBr9ndmFc8o8t2yvBlprkuS9Qew7LzLTkHGtOjahxX5bCc/a7Xg4l1x8q4Aq1sO1kUH66KZcdrGODPJPGtnnZlknrbRTgJmrQPr6BpYGkziGliqsbD1YK0VU2tC/WU+mvVXfeKfwQL6O+lw6B/AWjNLMgReX0Z9nKMNh61mJHRdIHrCqVlB4ayoxMFKd7DTJhkxFhLMToqeYqZMMVMc9CQrOd6AidSNhxswkWZClA4PNuNj7IQ4ByXCzohn9Ya15+1vzT6Ib/bhD0I1Y5EGbLiFGLkGlp122EFPnGKmuFgnXOzTH7Q66aClTLNSp5jJdtphOz1ump3gZCTYKHEWYrgBC9VNwPSYMO14KDB0V6ICFSioARurHo0RwaGUtoCJOv+m3P1V53Zdv7S1If9AR5EHoy3UQUmbYhzl9Qcjbu2szfKpPLthqPKAlXjcgkuzU05ZqEcn2Sk2StoU45hmLFKFCjNhD6uQEaKBQMlQgAYFMmGhDkqEhRiuHoWoUdHSgVjiPdD4zQDcLTC1IRpfD11S5ssmEvqKdqHL/QeKt+FrD3G6YT35e+Cle0VwsAoNlg8FK0cClUioEB6GqPZsy9vZX3oAdcub2BDwt3X1lBDIwxXhw2XR2n/+IY++Urun2TYb6f59yYMHcquRYtLQuJSRUzFRntu27t+1fdPGL7dt27Zhw4ZP//7vGz/5ZPOmjft37wr09g44eCjg0IEQX+8QX29ogF80JOjSyaPnUhNTI2A5p44VXjhZevlkecaZW5ePdxdnwEsujVdkEG6kM25fEdTnyJryxK2Z4tZMcUu2sPGauDlL0pgpacwS1GbwmjJZdVdk7fm6/jJZW664IVPWnCNtyLK2l1m6ytQdBcreYiOiWthehKu8xK0v1qFrHgnGflIznkgoT7WsrzX0FSXxmYn2nY3zzEz/xkz/xkD9xkD90cz8zsR8qqO+MJIfi5Cz5A4XrsVNap+nda/wBh/LR39U437Sk1+YmC8s3JdW3mu78O206H+7ZW9dUsCs19PCnx3cF1bGcwPluZb0WIZ5LME8lRG+k1OeSYjLHJSD2GXENCtRdy3E1kX+8Ddq3E9m2s8O9gsH6xsz5TsL+0cr6+dJ7nM97bmW8FKHfyYZeSjo/0aFfigcWKC36FDV4/cujDVdXND2PbIN3rd0rpg7ViwtK6bGZWPDkqF+yVC/qG9YNNUsGWsWDffWzAICbMO7leUuedmMrGxGVuaWX59VlM+pyhZV12ckxfPykilBtkOQMSm6bBOfN7Ly3NJStyTfzrvoEmfMCAqnhSU2UYZLmukQZDkFuVMCYF0+w8ZOd4lyjewLVt4JJ/+cg3XJxb0wxbjoYl510I6ZSGkaTKKRlGKlpenwiTpcspl8wkA4rsYma/HJyol4FTZWMREtHQuTj0dJRyNM2ETFcLR+Ilk9mqRCJ+rGUnSjicaJJPlEmGIsRok6rEImqFBxSlSUAhUlQ0fJRyMlyDAZOgL4AfhZjIBJh6KlQ5HSoVW/gAGZHBGmQEGlIyGrd9H0g4CRmWQwTIEOlaPChcNhwuEw8RBMioCpUDHykVhFH1iGAvPRYAEyQj4cr0UkqNHxivE4HfX8vLxoRpTp5qdPMU9NUlIshFgbOdZOTnHSkpy0RDf7qIt1zEJM1GEiLaQ4E/HwLDPBQYDpsKFTzEQtCoaq8GjN9Z1ohgiGI+QjISYMzICJNBMOW0hxk5QoCyF2knzEQU+aZqVOM9OmGEcnaak2aoqbd9LNO+7iHrXTk6bZJ1ycky7OcRc3xcZOMNNiTPhwEwZmxsD0Y6EKBFg4GCRARonhIGEfiA4PR7eDuiv3VJ3bWHXZ73a2752s3e0lO2XIpGn6BQsx0Uo+zOwMvJexrTHrM2aXn4WY7KBeNBIum+jpZu4lLSHKyT7lYl0w4dO043FKdKgcESwbCdJNwIy4CCMuTDsOUSDA4gEwqy2IUOMzcvMgriaQ3npg7O6nS7LL3EEIs9dHPZpAbNyDrd2PvOnVkrUfUR2oQEXLhkFaFEw14i8bCeLBoci7/q35Xk3Zvk3Z3h0FPmtgCf+HYH29JHU76AtuzrNHqkf3FYsusZQ1eqf0CuSQx54vN2z+4tOtWzZt27H97//8x9///vfNmzZu3vzl/n17vD08QD5esAD/wIMHAg8eiIGEJISDEyMg51MOZxxPyTyRXHb5TO7JpEsJ4XVZ5wbKsxEVV7HVV0k3M1h3r/LrsmVNefz6PWL+iwAAIABJREFUdElLJqCVqClT0ZEvbcmVteap+8rF7Xny7iJtX5msNU/elm/qLzf3V2m6ywWN2fqB66q+ImL1SURBgrKnbArTNEPq1A7dVQzcNWO7DIReM7XfLUA81ZGeKEmzrJGvxeNfCdALzMFH4vHvtZRXVs73BvJzC/1nK+MHLfGxCL3Mgj9gDz0VjX4jG/tWhftBR/nRyPrJwvnZxn87LfrXjPQDWOI/gPVENvqNbOwbyfgT4dgT4dgjIWqJM+CidFgITQ5Sqx3fOolrcdN6HoiQT1T4bw2UHyzMnyys50b6T3rySx3xuQb7rQz5gNP7tXjwsQg+OXFbPVI5cuPkRMvlJ47Rr8z99y2d9y2dK5aWZXPjsrHhg1mNAFiAWWsD+P8SrPI5eZlLXDAlyHUKs92ygilpzoyyYFZW7OBlukV5Nna6g5Ph4ubMiwqX5fnT4myXJG+Sd83OvzotzHLyrzn4V5yCK3ZB+iTvjJN/yUI9Y2edsTMvGIgn9ZTjFsppC+X0JP2MhXJcj08xENJMpJMG/AkjJk0/kawbTzDhkrTjcerRGBM+UY2O1RPjjaREAy7BiE/SThzWThxWY+Llo9HyiQjFWKwKfUSFilOho1XoSAUqSoaOVo3GypFRSnSMEh0jQ0QCvaQMESEb/pCRcDkiYlUrZLgSDZWOBAkHfbi9XpxuP0E/SDYC1YyHS0fCRYMwBTJeOhIlR4VLEVAZMkyJjpEMR3KHgiXoSDkiTI+K0iHiJMNhEkyCjZU1K86fE1918U47mSlW8mEbKcGEPWyhJU1x05zcVDf/mJt30sFINRHj7IxEAzXKRgm34iOUE5FWWqqVlICt8W7I3TPaABGNxOnGIyaJcUZsrG4iFmgPLYQ4OyUBOD84zUqdYhx1Mo+6OMcXBBdmOEfd/KOz/DMu9rl5wcVl8fl5wQkLM85KjbGSIix4mGEcqh6FyJEQMRIqHYnidIAojYGEtmBsq39D3hd3MrbfywXV5vvX5e8duuOhwR6ZZqZNM484GUkq1GFcgx+5NVCPT3GyLjqZGTZGpoNTYOcWGAknrZSzTvp5B/2EjXJYj4NpxyF6TNgk+YiFEKtGhwr7gasvwNRGf1TFvr6y/cRGGK8PzBnwX1Jlk7r8xCPBJmyibDiE2xM4ccenPn0b/LqndCRCNBAgHwRpkMGSwSBWV9DwDa+mHI+6ax51V3e35e772+O/0urhsujhivAv83RJujjFerQi/XpJ/GBeujwtxiNacs4nxoICPXdv27F546YvN3z22Webt2759NNP//nPf+7Zu8PP1xMS5B8FCQkPCAg66AH19Y4ICoiH+EcHeyfBgi8kxlw9euRyYlTeiSNVl4+3FVwZrsoZv5VLuJ1FuX2NW5vFrckUN+UKaq+I6q+KmjJFTZni5ixuXYaoOVs/UD6FaTCN3FL3lat7yhSdxarOEl1vuXGgStRexG/IEjdcG7gAxmTHqltzVO0F7LtXhvKP1Z4Ob7yS2JR97N7V5M7i07S2UsngbftY5wp95D51cIHYMzXWZEPXL9IGvpXinmrxP9roL53snyYZPxgp38oxjzkjT5hDj4SIJ7Lxb9XE7w20H83sl5P8N1PC9zOSty7pmxnxmxnx62nBzw7ucwsdAOuZdPiZdPiZePiZYPARp2+Z0TlHbXGTm2bIrXZsvQl5W9VfKe+uMCBq7bh2B77zgRD9RI59Khn7Vjb2jXT0qRjxrQz9WDj8UDL0gNszOXbLgKwmNFxB1J752or42gZ/YO26b+m8b21dsTQBRdaysWHJ0Lhkrl021X4w687S7z8azqoqZhTX17SaVZTPKSvm5GVz8pI5WaFbWuQUF86qqubVdx6Yry9bKu9P3ls21S9q6tzyqmlh3hwfuCOwYEqUZedlT4sKncLsSf5lu+CCQ5TjlpZMC3MsjHNW1tlJ3jkr97yBftFGv2imnDGSTpkppy3UM0bSST3huIl82kJKMxGSreRUHTbOgI8zEQ8rRyMN+MNacoIaF6fGxGvG43WYI/LRGOVEvIpwRDERqxyPU48dVo3GqEcjlKPhSnS0EnVYhT6iRB1WjcarRuMVqGgFKlqJjpEjI4ElCSDAd0YFMlyBDJcjIiTDweJhP26vj6AfrELFKZCRSnQoDw6VDEVLhqLlyBjlaKQcBZOjwiXISDEqQkk4oiacNVCP6TCH1ehYLSFCT01wcnJnhdkuwTkbM3GKnTBJPuygpDqIx6ycZKfwmFt8coqfNs07ZmelWOmJVsoRHe3/5esuv9tOs3zRZ+aeOXfOzNyenunq7uJKUmHHATsxxswos2VmZmammJltWZYlWczMzCyZZMtsBypVqa6mOeu+uS9claqZ6XvW+i6tpX/gs/azf3s/j5cU5iKBeIo2w1X4OA06Ejv2rL/iq+VOV+qcv2Q9wIAK0SDDZNBQ0ZqPCOQhg/pp0aEGXISJANimxFgo0SYSYIsaY8YDdqhxe8yEXWbqDj17j5a3R0s94iSYaGE6fIAScTVF4SFc82SvetCXPOmT3oQRb2i3C7TrCWrQZabVoTn/bmvBk6bMB13Fn1OW3A1kgJUZo0X5KuABzFkv2pSDaC3ATMoyEvO1+HwjtXSLUW8k1moxGWpUigYZr0FHqpEBGrS/Hh1mQMfoUOHyjQDWnBNh5CFt0om36EMcdlupuzNYeGOk6O54xa2NwWe7ojLMtLMA7CEH+crXvSVgX+yQS1/2l3PV9xiz7qyZp9xZJ9GSG3fOmTThvNr2ZLTcbrD4/nj5XXCHw7X/pNUVVf/HvD0R7OiwuybCkZV1csAzqggM7OJET02M3wtvR/t7X31689PfX//8k4d29z///NMbN766dfu6i7NjkK+Xv5uL8/17znfv+jk6Bjk7x/u/iPV1C3NzBAZ4Jgd6lSaEtecn95dmjFdkLzTkb7QVw1vzMa15tN4iUkcua6CU05fP7S/gDRZxh4tFk1WMoSLmSIlotla31qVeaedP1HJGq+Szzcr5Vtlsg2qxRTVbz2zLgmT4o3NCBY2ZiPyoriDH9hDnQjf7PB/HODc7vyc3Ipzve9/5/WBRMqy3ZigpDNNYfI5f/QMLdo6b24ONqhc7tav9xwzQOR96Id68lKO+0xB+UBHe8eAXxOUz+sold/0bMfJbBfa9mviDjvIXE+PHHeYt1l+3mP8drFPK1BFu9Iww+Yoye06eOsKNWjFD24iBXdSgEdKrWGxTLHbIFjrFs+2SuQ7ZapcBOriLHjshzbxiLL1iLL1mgy4YyxeshVPKlHG9TTRbC2lPXekEaun9+7LxI+34sWb8WDt8pHl5Zdahst+mGLCp+mzKH83al3fafjar+efWO6/2x/JKUL/FrbOKGi2ssm1u2S6vysCo3OF3cOClPZVR+SlexTlBtUURYx3pyLVcNbtsl1NjYVZb2EVWYZmRXmphVps55TpG9ragWEptmu4I58JzzKxCHSVTSwHqqEAtKe/qG6IKDZQj4hXIBDkyVroZLYFHSZHxYkS0GAGQogDCzVABLFSCjORDw/jwcBE0XLYBUG7EyMHRcmiMbDNOAAcIIMFX9y+LwIGidV8h2Ee4FigEhYvXQkSgYPFaiAgUKFwNuCq+hKCrkVQfPsjnP/W8Vr25C8GseQ8ByIO75M1dCBYsATjzgYJVP8F6IG8tgLvsL14PZs57cFZ9uauBrOVgwVoyaiK2uzQoM+qrnkonDqRIjUndJWdvU3PN5HQzJclAijKTo4z4SBM6SgONMDFjzPTYbVbiHjvJTIvZpsVuU+OMuCgF1l8KcVPCfZWYKAUuWoMOpU67jtffmWxyRI+/EIK8NcgAHSZMjYqQwQLlMB/ZRoAKEaRCBGlQIWZylJkcaSSGWygAKx2wR483UeK2mSm7zPwdWsEBM2OLHLRNjzAQg1TIqykwb86qN2XuBWbSBTHgBhvwArc7bXY5ocbDq/Mdqgqe1WXc6ci1X+qyV+Ijt+nJemy4BhUiBPkSRp+Shx9K1gJNxEwtsUBNKDFRq8yUKi2mwEiKV6IACniEEhGmhAfr0AAzFmjGZKjggeI1L8aMI23KQbjqJYcEsec8Ed32c7X23ZnXG1M+6Sy+ISFmQ0cciBOPOZOO/EUXGcSXOukxUnB9tcmOu+jOnX/Gn3ESzDoLFl+w5rxhvc9na+0nKu6ttDxkL/hf+xu11Y9h/82c2Fi2PZp1h3Z5JrLtcfjMNSEN3FmXFfD0TrjLY4frv7v/8a+//Ld//vrT33792cfXP/v47p0bj+zuPLd/8PzBPVe7Bx6P7Hwe24e5Oke4OQJePI/1dUsJ9skI863PjG/NSugrShstS5+vyVlryoc1ZqFbcul9xeTOPNZAqWCwWDJazhssEo5VKBcajRvdssVGzmSFAdKlW+tSr3Tq1vp2keMH2MkdxJAJ2sPpySPWJpLLYmklCavxgePR/n3xYTnujjF3bgfdux3p/ry5rODZzS9drn/ZmJ6GGBtFddTDm8uYLxss4KFX5OXvWJAzytIhYWEXPn5IWDhjrx9x1w9YIBsLdEIHnZCXL5ig1/yN7+So9xrcH/TkPxppf7Ew//cW9z+2mH/dYv7FwvglWO/FiAvG8jl1/hg/eYAcOUCOHGMnTghTx7jprc3+HcTQAXbcRpg+JCxc0MFv2NALGmSfuLCFHDPDB7fgLw9wo6fk2UPijI0wfUKbeUWb3YZ20QcLwU1A0lz5qWb50rx8rJs41k0c60aOtYM/mqUeOFS+tKn6DlV9NmXvlVk2WadN1mmTt+9Lm62SpqtT4Yfaak/YsM1r3ObV7gtrrcIqA63EwqnX05u6ShxSQ5/lJEc/vPMxMNwhN/5Zd6unilds5dXu8Zp2eKWH0iozu8rAqDYwS4ycEiO7uiTH684n14jgQgu3ykQt0BGSNbg4IzFfT0m7mpVX4hJl6DjRZpQQHiGAhSsQKVIYUIlKVqKACmSiGpOsxqSq0ekKVJQEGiHfAKig0QpItAgUqkDECjfCRBshIkiYCBIhhAQLIQFCSIAIHCJai/j5pkBw4E8r1j4/xU+4FnB1WuSv+vNX/Xir3mJwOGvBi7viIQD5C0GhvOUQ1oIPf9WPu+bBB/vxVny5iz4CkL9wPZSzGiGAJPWUuhVEP8iPcZseyCpKfxLj9VsWOGeLXmHExytRUTp8/DYj3UxJ3qUmWQgxWniQBhOyRYnfoabsUhP12LA9WtQuJXaLEK/HxOjggRZMqAIVrEAFWwgA3qLPQuPjoRp7xIirGOKjRvlpMEEKVLAaHWwihurQEarNEPG6txDspUIF6fHhBkKYmRxppQO2aOEmWryZVSxBpZmoSUqk/zYZoCWE63BhalSIDBbIBfmRZz2Qo27QAefVPnfISw9Yjyt9Jqa5yOOjj64lxz2pS/66r+wuFwbY41RayOUSWJgGHaqCR8G67GgjbioowExONVLydcQKA7nKQMhToWJNVIAMEayAA/QYoAGToEVG65DROkSsEu4rBLmxFxz4Ky4KmI8KHiACeTJnnakzQQsNT1rSvipP+B1rE7jQ8wDSc5864kAbdxCBvEljbiOFX8J7HKTrPsJlJ/6ME2faVbDgTZvxWO98OldvP1V9f6XlAW/F79p/r61OD5mnh39bqzMb+/RIYLOyD/ZYh/ucbSNFQFvm4Rd6alKHS9IJEz24sS5Ib1NPYVrYs4e3fvMvdz75zd1bX937+itnezuPxw9f2D/wsrfzfvQwxPl5rLdrqPOTEJenAE+nrMig4riQpvTYwZLMkZLk+epMUF0WrDEL257L6C+h9RSyX5YJh0p4g0WsgULOcIl0vt4I7TFC+xSrbdLFesVy8x5m/Iy6fEiYOyTOHODHtOvtrJcFyOo4dns2vhy4kBaxXpELaqpKeuEUe+d+2MMHPo/tYv38nG7e8rxtV52SRYOh99jk73USE2JBONWuXuzchY58y4YeExYvcfPHmBkbftaCHpeDe5SQPiNiRA8f+gDW91r8D0bSn0y0v1iYf93i/McW/a/b9L9s0f5sof7RQPoA1hs+/C0PdskAnZLnj3HTx7jZY8LiKWn5AD91Ql04pi8fUVfOORtXE2HfCNGv+HAbZeGAMG3FjhzgRo6IEzbcxAll/pg8dUGZPsUO80bLFioAkL60Cz3ozTboRD95op881o0c64d+Ydbgobr/SN3/waxDedehvMsm6zyQtXwosj5otSdssEqadvh1O4LaPX71Fq/awqnfE3UY2K2vzRM4SGtc+JcWQde+eGBf27snrzpi1Wyx6nZ4pbuiij1hi4VXZ2AXmvmNmJncIJ+nSVFPqfASE6fSQi8yEbNNpAwtJs1ATb2iSoEBagipWmKaEpskQcTpkQnazTg9Mk6HjNYionSIWO1mnHYzToOLlMJDNKgoFQIgh4WrEADZZrgcESGGhog3IkUb0UII4Mov8Xro1XK1dCPkar/66le4FiBeDxJCAoSQYAE4RAAO46+F8kBBXJAfF+TDB3ldPY0hBPuJ1n1F6758kBd7yYMH8eKueQlA/kKQP3/Vn7UUINlMmW9+lp5oV5PjVZVmZ+A26XlNCUG/6qh0NkmaDPgYPSFBjU3UkzPM1IwtWooWHWrCh22TYraJSVv4VDMuwUqLNxOCjdjwLUL8LinjgJBoQISosREaXLgRG66BRqy2PBtrcESMvpBCA1RIXw0mSIkOUWPDLBSAmRCjQYZJoQGSDV85PECDDtXgwtXYsC1itIESuC8ummsNKY373ZYgXk/xMaCSlJgoKSKcBw5kLPmSZ3zwE96oIS/YgNf6sBdyzIe2ELXaH+X+7PeBwY5lOV7NmXcXe57si8qpc5n5/r9jLvvpSaG81fC5Kjv6lL8WHWckJRqI6TpsvgFfrMOn6giRRlK8BhOvRSUZsKlGbKIOHaFG+CtgPqI1V+7SM86io2jNVQn3ViN81Qh/DTJAvBEO7XFoSfqkMfULzmZCf+Vn0zV3CINuuP7HgmVfwqj7YOFnm70OwjUP4bKTYMGVM/OCPuUG73k8U3t/ofnZSsuz1dbH5IkX1/5LYXWl1f8pNoFJS9jWk/eNNL1wU0Je1DPXlcRFI3zWtDlnhs0qQWOSlQnkQFtLZmL4c3tHu3uPbl93sb/v6/jE64l94LMnAU5PPR7dj/FyjfV1Twz2yUsAZAKCSuMjugvSO7OBE6WpKw15oLosREsusbuQ9bKM/bKMM1guGC5l9hcIxyrEU9WSuTr5QrNl8+UOaliyUMOfrlQst1o2h3ZQowf4CfNmL2usSDReKxmpItalgDJDUJWprP5G/vTLobxU4L1bUfZ3ve/fcLnxWZi9fcAdu96yGhwEamDTXmslfzVL3/ExFsiwcanvcHPqFLf4irpyQV76hgm2oacYgxXk3mLVctf25ugJefGcvfaNBPadGv0HA/EPJuofLYw//y2w3stQ78WoP2hIb4SbZyzQG87aexHsOwH8DXvjkrH+jRD5rRTzXkX4XkP6TkP+QUf7QUP9Vk54ryS9k6Be8cCn1Jld1EszrGcXNXhKnn3HB11SpnchnbLp2sXKKEhf2rFq8dK8fGqYOjVMnehHj/VDJ7ofzTrSDF2B9ZNZ3UeKH836JVi7gvorsKyixh1h3dWNNPvCBquocU/caOBWmQW1l7qxisyQqpwXZ/K2HWaNSdi6K2s+5bRb+Y3b3DI9o9jAqDayK7YkpRZed0cuIMLHsa8x3Cho1NKzDZQsA6nISC3VU3LUxGQNKU2OTZKiUtSEHC0pT4nLkqJS1GiggZCmRidosUADIUWLTdbjU/W4NAUi2kBKlWOBUnyyGAtU4JKl8FgZPFYCC5ZAAeKNBMFGomgjVgQBSCBhEkiYaCNECg8XbYQI10OvtoIE4AgRBCCGXv0FCMEA/lo4DxRyBRZ7yV22AZCAY0RrEYI1XyHYSwYN4y2Hslf9BOAQzoKvcDVAAPLngwPVxLSVbufWmjjvh79Z6fHTEHM11IraHPvM6HsmWbuFkmGipOspaTpKmpGRqiPGS6EBWnSoCRtjpeQc0It2yBkmEsBIDbbQo3cYKQeM7CNaqgERpScmKbAxWlS4CRsP73edbPJAjPhKYKEqRKCOEKXBx2px0RZynIkYo8cBjIRoIyFahQxVIMNV6EgpPESNDNYR4zkbOd73/sdIo4eCGi7afCFaieeAI2hLQbgpL/SYJ3bClzARhBsNxgyFEkbdsaPeyMnY9JiHgZ53K7N8B2t8uosfkJejDxU1ozUuY5UvFPhYBT6MNhcxVfWQMvdCR4zXE2J1mFgtCmjCpxsIKXpSggodrccnG7ApGlSsFhWuRQfJod6CFXf2wjPO4nP+iosU4qlG+GtRgXpMsAEboiNGoIfsOpJ/M1X5RIlPGSj/vDvn5mT5w422h6w5X9yw28uCT2F9T9jLTtwlB9GKO3vOgzDybKb2Rl/Bl8ut7tA+/6XGJ5D2J/8drA8wcf9mXh3LtjVkBQe6rcCpGGALB7rPhREnm7FtRcz+GulEO3+khdRTA28th/U0lUb6Oz+673jvlv1Xnz+7fdP70YNgJ4cQt+e+jo+iPV0AHq5JoQHpgNCa7JTG3JTugvTBkqzpigxwSyG4IQfdXkDpK+EMVfBHqnjDlbzhUuFYhXaldRvWp15t1YO7dxBDu+iRLWT3LmZwGzmkh/SpVjtVq+3ylSbRQqVmvFU73kwqTwIl+hHLgMqX9dqp7gPoPLW3vj7aJ8nTPsjuq2i7eynOzvXp6RQUwqZWvt81/ce26q9K5g885Cvc0hF06gK1ZCPOWNHjr6hLR8hxZlchoTFDPtlgWunex06fUJdeCdbfKZHvddjvjZQfzPQ/Wdh/Aywp5r0Y9VqKfC2GX/DWjunzh+TpI/LcMWXxmLL8WoT+TkX6wUD/wcT84xb7z1ucP5mY32sob+XEdwrcWzH0DW9lHz+kXWsxQDot8L5XrMU39Lkj5ACrL38023e6PnJHOHFqXPwA1olh+KrIOtYOHmmGjjQDvwCr9wNYNnnrFVi7oob/BJaoxipp3BM2nCi79sVNFl61WVhxoKpX0KuDve1o2P59UeU2q3JHPY6D5Is26g4lzXuCyn1J476k80Bef6CuYkLL3L74pDA+UMXqsMoqjcyMLXbuNruevpYhIqSamblaUpaakGOml2sJxaRZAHEmUkcsoa9lzbS+ECKLGOvp6OlYNbmGBy+UYCq3KGUaQgF8KgQxDxARi0Yan3LWksSQtJ/AShZupAkgSaKNaCkkUroeJoKGS+BRoo0owXqkGBojhMTw12JEkEQJFCDeiBKtRwnB0YK1yA9gGbBJotVEbH8EayZeCY9XwAEqeDJ/MUUKj5NsxAiWQ8VrIYJVHxUWoCQkmLmFY61xvnf/SYFNV5FSDbz6nNiPC6LvHSiqZdBk1nKYnpq+J8o1c1KNdKCZkqTeBOyQU+hT/sg+9312oZ4M2OICFMQQCyd1n5O1Q0o8Yuep8JmcDYCJDNTjovHTXoPVL+CDAUpknBYDMBATNLgEHQG4w0jbpiZYyHFWZvIuPVmFDJfCw1ToKDkiQonylm5mNaa7J/rdpCMK6PBQznoweTxgc8QLMeqNGvfFTQYQpkKJE2H40QjcUDh33I23ELE0GO/h+nly5LPF1qjB4gfQqVAVsQm35MNYjzazGjSUZAUukTwTPVN7n7TiZGYlbFESjZhYPSp6i5hkIKSoMclCSJASBdDjovW4CAMuVLkZwFv0Zkx5cRacRSAPBdRfvRmkQ4Xq0aEaRJB8w1eB8aLPPV6tv08aDjaQUicabnfn3uvPt19puE+e8IL3OfXnf4Ycfs4DuXKXHARLrtwlb9yI43Dpp83pv51tcAZ3+YyW3h0u+uraiY1xlf9SW50f8c8Oeac27vE++8jKOrKyDq30Qyv90MY360liDljD2VBg5uSrA4SmXFBm2EKU73JmFLq5iNJZzWqvZbdUYxqKepMCfR/dfX7zM4evP3988/Nnd2+EejinhPpFuj+P9HBKDPCJ9vKI8/XOi4msSU1ozIwbqsxZbi1YbynEdZTRB2qYg9W0oQr2WJVwpk692qQBtapBbfKlFvlSixrUYYD1mBH9++xZG3P2jL1wQpveQvZbED3SxVrudJlislU51MityiFlxpBz40kliZTWHNl8yxFqSLnSwp5rgnUUT+SmjGZk8OaXvjdZ3lrkb3XiSwH1NQv7lrr5DWn9DzTo9zTIWzrEhpvZQQ3vwPsgJeGo8hj1eINlqVe92Li12XfCmn4lXXurgX9vwv3JTPmTkfrnHepftih/3SL91Yh9L4O/Yi2/Yqy84268o62cYya3l9qlYxXyuTrdRpcO1mfaHDDhZrYIc/u0lfcqwh+05O80xO/05D+Y6d+qCe8UuLdi+LciyBl12gzvUCxXGzaaTkkj39JnX2MmVFMNM0VBxJnCM/3SoX7m3DRxbpo4M46fGcfPDGOn+tFT/eiJbuTEMHxiGL6quQ7V/bYfz4a9B4oOm7zdKmnZFTXtCBv3hE1WUfO+uMUkKLep2m2yzn1p64Gk+VjZti9seKMbWBkpiQu8caiYOxV3WoVdFblOhTkeYZ4f0TbLVax+FWNivi9eTCo7Nk5U5Xk9e/j75vaC8Z4UBb7UzCgw8Js7G4PSEm8PdHhuCYvVtAItvsiAK6/Pti8t8gz1/TfeZs7mcH7g048E9M7ZiYRA55utpTGJob9rKfUR0Zrrcp4WZfpFR9pB5jOifD7urQ6V45JV+HTsZFRV/J3GzFtdhY/l+CrKaoQcVQ2ejV/qDhRBksTo6LE+t/T4h3XZLqLN3M2xyFLg7fyE2z1lTwUrkRpYqGA9UICOXB4MywF8kR3xqDr7MXw5HDqfk5/wIjrgt+j1SsxcBGcFwF2PEG/GqhEJcniIlV+YF+3SnuX1ll+1Q4yUcGr8ff9toMEfs5BTlvgoL/TxQocXH5rGgSVq6VlcUIoOH2PklKTF30mOu37iT8qCAAAgAElEQVSoqjERIrepwC1umomZuktOPhLlskCldekPiuM/Ii3HW5VVnSVOIS6ftuS6QebC8StRrXlP/R2uUUC5XHw1H5toYmWfyWsQ44kJfjfbyp5us5KsuDA9NQ4FinFz+FVhjNt00wv0Qnhb+fOsuAeFcb8FdQSu9AaudoT0l/u+ePR3023hiPmcpaFI+mJSd66vx6O7tUWxY7U+6/1+K5O+3RnPMxPcS5PvbYxFwCdTy2PvxPr+fmoAAB0PN9ELt6lAIzbcTIwy4GP0OIAaGcRedxTDfbWoSAMmUoP0k0Cd+aDn7GUXEchbBvFVwQM1iCANIkiLCtShgwzYEB0iQAJxps89FkNDVGjgTNPN2cZ7Pbk3pos/Y857Qvqch4u/Jk88k607CxedxcvujAVH7LDDYqPdeMWdheanU3WP2zNvduc++RmsExvjl2CdHfL+Zq7AkrLBNOgIYaIF3pCzURS/mR+DSI8GZ8XMZABgldmCrkZWcyWprWK1OiPd1/n5Vx853vz00Y3PHn39VaDL89Qw/5Rg37TwgGhv1yhPt8zI0Mq0xOaclIHSrLnm0pXWAkhrEa6jjNZfzRiqpg9XsseqhFO1ytVG2VKDbLFRvtQiX2lVgtoNsJ493MgOdeKAMXPEnD1jz7/mLp3RpyRz1dSBHNFQjWKoTjdQJ6rLYZYmU6tSaa25hLZsXneheqHNhp/dQ8/sIRbPSZtndNw+DbvNRB6wUedczBsW6g0F+goPOscuXuAWLymrh/jZbeRLw1o7ohKALgfwuvKUozWyySrDWvs+cfiEt/BKCv5Wg/yDjvC9lvhHE/G9BvOdCvG9Cv6deOOcvmBFj+/ARrbAXfyXxaSmVOl4jRE2RJtsmKkEDmRFTpYDx0vi4Z1F2o3RN/zN14LNbxW471SE7zSE79T4d1L4Gx7oFXP+kDgkX6qSL1WekkbeUqZOEMOikcqhDA/mSvX7fcSRYf7cNHVumjozTv4SrFP96C/BOtIM/KIHf9V6b90TN++KmnZFP4K1LazelzYfyNr2xI0H0qZ9cdOesOVcPZwS9aKmyMWmGTiSD0+1xqZEPelpT89OchvuTowPfNyQA3S69evC5OdK4VR0+J3GqoyCkhi7638PHc0xMAdyEx5HBDwa6inoaoww88pM/Bwzt7qv1C/S83Z3a3Z0yE0+oampKMDhxr9iQF29DRH3P7m2NJg+P5L+/MFHNRnAFD+7rpqEjMQn871J1SkhwQ6fkZYBtI2SKM9fgUazBlsic5M+4eAq4rxuFgLcgQFODz++tjKYDpnIDHH6l9X+3IrEp5Ch1HDnf5kbAvY2h+TGfqYnVIjX4uVoIB2aGOD+cV0hMCncvaU6NtDjS8/nHxVlB7g9uZMe4+Jrf60l65GCWCZGAUWQMBkmTErOCPb6n+i5LAst08JKW58qeP7oo4WxksQA++H2lAyA3cZYRkrwrxiI0pFWn9SgX+3wWukrSQkhv430/42eXnXEyjigp+7RM/cZqTu8UgOvPsr7q5Hu6PLsR1PdWZXZ7sEu9xIB4WUZcTFhro73rrVVxHg6Pk4DOPi4XY8P/MKqGBqocXH++p87qnKH2kON7Lx9Wp6Nk7EyGBDt/6/omXTJRnln3qP00I9JoLbEoNuLvWGFsZ4ut/6lvMDRy/vLsMD7QcH3PJ7/mgwpDXf7KCMtKibaKynkLhlcBwj/fV1hcEmeX3Whv/uz3/u6fNFaEPzC/tPIiBAPu38YqvHaY1fr8clb9DQVNlqLj9DhghToADk8QAoJFIP8JGBv6bq3cM2DvegiXPWQrvuoN4O0yBAdKkSLDNahQvToUO1moBLuyV9z0WBjRNDI+aavoP1PQO2OG80P2Itea51PRkpu0WZdZOuu/Pnn/AVX5uIz4vhzaI/DYtOj+YYHkzUPXpbcHSiy/wAW68TG+uVh8OyQd37E/5ArrU5t3EMr17rFkLPXWdBRZG8VqARIqMokl6SySjPJlZmEurzF9KjVtFhCZT6+oRjRUlgX5Rlw79Nn13///O4tx/v3/Fycon090sP884GAzJiQvARASXLsQE3pRHMFuL8JOti42pwPbfkbYInnq+XLjWpwu26jxwjv30IN7eBH9ohje+RxG33axpzdJo+qYZ0acJtstlY2WaUYr7UstB8sdVsmWlj1WYy6bGFPuW6yVTVQKx+q08y0ySda5GPNuvke7VLfLnpmm7C4g1s4o4AvaZA3tI0L0toWbNIAHrHhF06oKzbSlG61ldqWSqlLoDcmifuLJKPl+qXmXVT/EX36lXDlOxXiT1rcHzX4PxuJ79XId1LoewnkOyHkkr54gBrfhgxtgbssqx2XuFkTeHC6OKEwxDnJ/UmUw4OqON+ZupyWBP8eYBC4KmMHOfUXFfHPGsK3CvQ3EtgbAfiCMX9GnTwjj6pXquUL5Qeovgv86DFyWDpVN1bor8B2/3CIPjUvXZinf2HW5M9mGUd+Cdbhzw34zquxLKuk5cNtf/vilgNp04GkeV/cdKhoPdG07YqabNIBIaL63o1PIIvpp9vdKla/j8MXWfFedeUxPOZGTJTz3S//jgYbbikFpCc9pVLH/bzuZCX5YrBdQR6f4pZbxjvSU6KdejtKIgIeNZWGwIfjTJwiDqrU9/nNmFDnqiJ/NKQhC2jf15EWG+Y02FqSn/C8GHjn1Taoqz7Ey/Wr4BfeiYEPG8u8VuaSOytcpzsKfBy+EBCq48IeFWR5sGj9IX5fb6xlD/cFffqP/5gP9MAutT6z/7ux0ay02CelCfZKXAMFVBHlfb+u0B2PLgn0/hV8MXey2Zk8FyXDZ3UUu7+w/3VJcuBEV+ZMT97X/3atrcKbsln97Ppv64ujYny/rM32XBmNg4x6arDJFl4JbCk30Ot/8XCVel65RdwW4/FleXZ4Xqav471/L05zW5tK6akMzoy8ruPPRHp+vjAQTV2pTfP+EjxV4u38MXq2FD3qb2Nn79NzDuipZ9rm0Uav9DB7i3pII2qpz/ErSnLuronzd7lXmxN795OPc4G3ZPQR5we3SlKf5wI9MxKcYcvFPs/+sa8pBxDytKHKZ7rbTUdOvZQ0VyU/qi64f7k1QJzNC3j092xsZX9jSHacGw9T7PHg8zCnz+iY2sgQx0jfB6U5MeFeDyGj2cFOvyrIDg8LdOirSlrtK3v+4J+Kc1znB2JXpovvfHHtZVMMAVT+5Pq1/JSkCK9b012xSz3e5IUgLTlDTcgwEDPMhFQLOUa5GUCbcsD225GGHAULPrL1YBnEX7DiLl331iCCDJhwAyZchwq9ihYZokH7y+A+W7QU1orves/X9AV3zmIAe8qbD/KZb7w3WHSdPucqWXPmLTgLlzyo886w/ocb3U8Rg67grqeLrY9Anc5LrU7Xjg+YV1qd2FgnB5wPvaqzQ8GHnNr4x/vcwz22bZdl0pHFHAgVNoab7sT11i7nxC0Dg8nFKeS8JGRWLLooZbMwCZIZt5EHRNXlEboqFopjS/wdvW9/6nzv6xu//53DvTsxfp75seG1hakVWQm5CRGVGYntxVlTzeVT9YVTdTmgpnx4SzGho5zaV0UfrGKMVHHGqwWTNYK5SsVqsxHeu4Ua2saOWomT++QJK2l8nzBmJY3bmLOHnHkrfdJGGt/b7DcuNG+ttG+vduwsd1hBvafQUeXLWklP1f7CwPHasGWuSznScHUZg2mpRzXTalztM4AGLJDhI/TcBQH0irLxioE4p8HPGIgfNMwzLvyIvmqE9HP7C2lNqbSmVG53Lr83XzZeaQC17KL6T2jTb0Vr72WI9zLEn7SYH5TIq0du3rBWXtOWX1NWvqGsfUNdvcTN74BHhlND090eFEX6AX3cgx7bGbj4Aym9AuA7lJs4lBH5MiXQABn632riD0r0W/7aK9biK+b8MWnsCD9gWm/SLFdbET2n2NHdjV5id+5oUZCZPf5mF3q5tXpmnj0zz16YZ39p1plh7NQ4cmocOdUPn+iGPoB11YD/afy9Y1/SbhW3XWVX0Hgoa7WKG/ZlDVZp/Zaw+ZVxfqo59OHtz5SsjiNdOwlWdfezf4DPtBqE4LrKmP/1D9eWp1IujGuBjv9eXxVSV5v9T9f+brA1GQ4q83z8a8xSb5DzlzXFEZ31acDQJ51l4VJ4/jankLSW6+L4u4nRbCWnrzHP3+f5/aGuRjeH29FBnr4Ot8daUjbGywGeN9uqY7y87oJmqmj4rvrq54illNJ0d2C052h39lcf/ftgV2l40Ffuj24vjFY9u/s/nG/f4FObwUM54d6fTozU2F3/VV91qIpa310bdPfz3413VAAjHwS72Y+3prbl3RWjkpXk9Io4p5jAh1RM19p0ifvDfw1w/rWM1V6X9zTG6yvqen/w89+2lcW2VrhxN2N0+BgTp6C+wj078cGZuV/Fq64tcMgM+NgiWI0IfJif4iGRQCDrRS4OvwbGOJQXA65//n9hkc3xoY+iXjztbc27e/NXxZlB3VWuYizwSFK0z8k+MTcXpH6Zl/rcrBvZXEt3ffD/1OQHdjTExIZfjw+69fTe73mUhon+EKdH/ySkNcaFXe+uKk6LeOb1+HdrE01RQZ/XFj4kgML3hLG7wvaIF9dbawMNop5I1y8jPB6BZmtvfXatqCSzosD7xid/D13Ih8zl2l3/e8JqXmnS02xgZG1e8KPr/xO8OhIb6VKSGpAe5hbqZcejjTMQDe4uvw3z/HcDqz0v/W6g1z+DJwvd7D7qrwkZqHiMmvRCT77gbwC0WKAeHWshxqoR/ozZx4ium/D2+5Rhd9GSn2Ld96rdrkEEGbHhRmyEHh2mQ4VrkWEGXIQGEyDZ9NnjZNIWPXCTdjKYpwoeqAKHisG+M3VfDxXfYMy7ScEugkU3waInvP/pROUX8/V3SVMBqCGPxaaHGz1O8H73a8cHzOMD5vE+++SA81N4pzb+4T7n6IB7csg/OeSf2ARH+zzbHmd/h2XSUaVcOGy6oyM7ZrEsczUPiCxIwRekYHMSoBlR0KxoaHYMOCsGUpAIr8rCtJWg6tOH08MiH914duMzh1tfez93jPHzzokKTQzzSAj1TI8OrkhPKE+O7ipKGypL68uPAzXmIZqLiZ0V1L4q6mAlc7SaO1EjmKwRz1dLlxq0kE4LcnAHM7KNHt7GDVtJ4/v4kWPqtJU2tU0Zt9KmbKQJG2r4cHPQvNK2vd5lhfUfIUcPoMMXiOnt+T5+W5l+qs0GHj6CjL/GLb0jg7+lQS5xq6eoxYP18WPY9Ali/gILuiTBLqjIN1zSGz75XEw6EWAvhGgteJDRXczuLuD2FlDbMzldOaLBEs1crQXScUgYe8NZ/k688Z0IdvXCzXvR+mv20gVl7pKy+C1z/U9cxP76LKuzltZaOZISUR3p3VuUnhsR4Pz153sKnklAq0iKZIGm+KDx2Yrk8ZxQ9kj1G8bS9/y116zF16yFC+rkEX5wF9FpgjQfYgYuiZP7iGFoY8psbfSlEfp2D/ZqG3RuWTi3LJyZ539h1vipYezMNPoBrGPtyw89+A/TpFfDWQfSjh/NEjWfqrr3xU274lqrvPFA0XWsmqhJexjg9vmxcnaX36bn9XdWBVanOQxU+00PJDZUBJtlDQfS7qGakOpC55G+wtJUPzmlgo+qyQfcnmiOn+6JyYz9fLIrQkHpMrN6tyg5KiRQTa6rKXIpyLjeXWEPGUhtygsPc78F8L811l8V5G7XWBhUEv9kuTdFw2gpKnhYnv6gpcR5cThcRSlZ6A9Oifp6sAEADL6bEXl9sjusMM5xqBbQlO202J2gZucQF9Pyo74aaUxsyA0McftNKuBrX6fPH974oizZbbQtpCTueX+5L30lXrQZJUFHYkZysgF3a7If9Ff5Vqc8XewLVFJqmrPsVnoD5YTmppwHlSmP6LA8DTnRhIs8EJQCfH6d6Pdgut2jAPiblsJHFnLpK83A3GBcQdLn9aWuUwNBuLX8/PgH413JtcWuLRWOE53hyaH3/Z1+k5visDZXFuf/ayU5c5eTskPL25aU41dTorx+k5fw1XR3KHg4syT5zmRfCA2aP1D2oqXIXUGunWpz6697bOaU9lc6lcc7QcfiKlKu91V4q+mNW/yiQ1HGLiNsX17VUuLm8+z/bi161FrgBvD5sqclvL3aOzPVvqvSv7P6uZ5VsjYQVJ/9tQabstDkmhR+s78mOMTp4zCP6xU5jynQQtxSYUHCvYZ8l8ES15psJ9hIuAyeVJ//YH0snLEaVQy815R7W4IECqHBkN4H0zVfrrfdVYCCzXiACR+mhHvSpx2QvXbYvifMKWfRiit/xUkK8dSiAk34MBMuwoAJuyqvjPgINdpfsuljE+SSZl2Ziw5qpIca5i0HBYrAnvONt6eq7/JWvWUbHsIlD/qU63zDo768T8fKb2OH/dY7XF7mfzlTfW+j+/m14332h5wc8D5kf5dps7KPbbzTQ+HpofD4QHho5R/scs06FhW71JAbn+BiP5GXCq/MhxekE0pzoNkxKykh8JwYWG7MamYkojIDUpUJq89F16WNpodme9h7fv2xt/1dgLd7OiC8ABiflwLISYooy0zMj48oToioTYocLkkfLU1Zq89FtpQQOysovZUfwBJOVIvmqhQrTYaN7m3k0C56ZAczsoMZ2sUObyP6bcQxG3XqgDZ1xJw9pc++Ya28YSxtw/q2YX0H6NG9zREbcvIIMX0EnzYv9GvnO7ZX+rcW+o5h02eYhUPk/DFi0QaZudiYPYfNHUNmz1E/gvWKTThjYo85mHdK2g4RROgqw9dns9rz6e059K48QU+BdKhUM1NjWWs7xA295Sx9L4a8l0D/IIP+QQZ9L1p/y1l+xVh6y1j9lrnxLRN6DF/WTw8KepsXchOrQz0zfJ+FPr7lf/96bUZyRnhgQ366lIw8UrAM+BVsZ9Fcbhi/v+gCN/GGMntBmT4nTx0SRmz44SPS8CFm8Bg3uocYmimLnG2KOzPALrYgb3YhF1tL55bFK7POTTM/97NMo2em0TPDlVmDR5qBY83AkfrHlZ1DVc+HUuvHOkvScjVZuitq2BbX74ibTzTDLGgJeCRph9O3x+k8kPQfqoaVlDqrqPuVaXJfM7DFr91iVx3K2i2Shh1lu0lYY+bl7bLr9rjtu4JOq7zZIirdk9SYWcVqcpqFkrZDLjCRK828NuZmkY5ea+U36silqPlYFadtYSQ7LdpOz+8ysKp0lCIjPVNDrZBCs3T4UiO1RI9KNhAz9IxCIyVfRgQKMdFqcooCm6rBZ2iJ6VpyOhsSKMNGqTAJKlyKDJcLGk+oLfRNj3tamvFcTS3io4OV+GQtKUUMA0jgUZLNEDk8SwwH0pci5ZupOnyqCh0tBIUbsClaVKQcn2RmZJiZFQZmkZ6YeMjMOuKVERbzWjJ9WzIeExeANmGDhQA0UxJ3RHlKauoeo+CVqPqVqPitpOWVtP1YWHEhqTkXlYhxGcy1+CNpMxeZCRkMPOIX79OTrJQiCy31VF4v2sxmraaciFsuZLUX6nKbPFsEiSC+DESOeAtXoy2EbAMlWg3z36GmbzGSbZK0Q1m2VZi3x8s5FuZaacAzbrJVEL0jLCEvR+tIGefqKjEJaBLlWEWZe4KkXVLGDi1xhxCtR8cqcAAFNFKPyhFhEqnLkevdIdMNLlpKok2SdiIpNFBTORuxB6TMM1ahARstWvPZpqRZ8Am8FTcRMtFIT96mRevxodxln5Wmu8t1t+ij7hKwrxIWoEYGyWH+3KUXjBkn9uwz4bKTEOQi2/DQovyNuGAjLtiADdFjgvWYYCM6UI3ykSH9joQF+Ckn7qqTctNdCXFVgnzF4BeLTbdm6x4I1nwVMB/hig9p9PlSk9NIya3RsluLDU+mKuyG828u1tkh+38Gi3u8z/1JK/7JAf9qNPTYxjuxCY4PhAe73F0Le8vIoBPXlya7qzPjIp7cK/XzgNeW4epKNwrSIEUJ8KKE5dTQlfSQ+fRQVEM2baAGXJWBasheKIov83eIfnIj/Nk9wIvnEZ7uSWGhwCi/2DDvaP8XScE+hXERDamxvbmJU+WZ4LpcdGspqauS3FNBeVnBGK/hTdYKxqv4k2XK5SYzrHcHMbSHGrFix/Yww9vIlyZotxUzdE6fe81eumAtnNLn3/BANsrMIWnWip3Yx0ydEuaPcfOXZNAryto5ceWCuPIKs3S+MXmwNrK7PrK1PngAHd1d6jtYGD4GTZxCZ89RK6fY1RPC2hkVdsbYPGFAt7GLlIFqYnOe7GWNqLOQXJ/M6cnjdeeLXxbLx8t1iw1WRN8lY+4dH/SNAPReAvleuvFetP4Nb/Udd+09F/ItG/qaCj6Gze4tj1hXxs/QIBseAm2vyfV1zXB7Fu/4LN3fDz4zsasWnRgll0rmCQlMbMxFFEaY55pPEMMnuPFT4uQZfeaSNf+KvXCIGTwljJuh/eMlYejJ0je7mHPL+ptdyIVl5cKy8pNZs1f9rHPTxLl57JdgHWtf/gyWuudQ1XOk7j1U9Rwouvak7VZx27GmZ1fSYZV1HSi69hWt+9LmA2nHuXboXDNiFXccSNqt/GYLp9am7tgR1h/wGnd4LfuibiO1dptTZWQV65k5W5zCbU7VLqtKRywzUKuN9FILs1SLz9cQMzVUoJERZ6blb1FyjMTcLUa7gdukZ+bvkiuMnBITv60k/uFAecCBsNVIylCiklXYDD2uZBtbYiIUGimFRmSWDpWqwAB1SKAUHSlHAmSbEQpErAQWJoFGaHGpcjRQAo2WwyJlkFDpZrQEWzDTFdRVYU8Ah0mRGdLNaDksUrweKoXGSmCxElioGBokQkaIkfFcaCgP6qfExUs3o4XQYAUmTEvKMhHjzIRUEz1zi5WzT886YKdb2EVbwhKboulUVLdNSjWT4o34BAM2SU/OtNBSt2k5R9ycHXrmHrfIxCzYZpfvc/P2Jbmn/Kw9auIuK3OPl2djpVupqbuMvC1enIWXYpUX7YvLDgSlO8wcFTFRR080MpPIUxHgYRf2eqgcC5SRADpihIoUbCFF6fFAIz1ZTwNs0RO3iCkH9HQbE3ggjNwTpW5zMg7ZaVZmspmbbOGk7lHTlKRwEy5ZiYky4xPV2HgxMUyKiuZAI/FLHkxYuJFVfiKr2+YnGtmRanKslpwgwoUp0AADIliDixThIiRofzk6mLMeyF8LVcJDt0iR25SYLUqibDNCtObDmXMkjT7DDT0jjbsLQAGKzWAZ1Fuw6spfdBKD3eTQFxqkjx7jfxUDzs+I9zei/DQoTznK/0hYgJl0Emx4qBAecoibbiNAtOY6W/flbN09IdhPAfMRLHtjBx2XWlym6+xn6+7N1tyfqbIHNTmiel1JY27XPmj1k1n8qxzbeB8Og/s7nC0jQ6ciqqR4nYI12FHj8/h25FO7LLfn1X4etK6mzfK8+VwAqioNnBM5C/Rbyokk95TRBmsRLYX49jJUS1FrtGdVuFuw3RfOX3/6+PoXrvb2QV7PooO9kgCB6YDQ/Jiw7ry02brixboCSG0uurWU8t/AEk6WSWdqtCutlo0+C2zAAhvYRgzsoYcsiD4bfvQIN7aPGjohzRySpy94q2f8tUvu+gl16YS8fElZvSSDTkkrF3TwBWPjErf6HWH9rxToW+SsDTayDx84QQwdgToPFgetCy8P18eP4NMn2IUz8uoxafmUsmrDz4unWymdhcrROvVApaQ9l9eWwWhJFQ+UyIbLVFNVxuWmA9TAa9bCd6K1b0XgN7yVd8K1bwSg1+yl1+yVd9yNb9jQN7T1c9SUdfXlW/TiG8LaOzb2f2sl52y6eROx2dYF63v52mLeNyoOdOK3Wv4lFa4ZbeXUZWiHa/bXei4Ik+e02fei9e/E6+fM+Uvi+GvarGi2viHuGXW14Y+ntFc70AsL6Hxr5cKycrG1dAXWTz34H8E6N47+EqxjzcCPYGl6P4BllXVYxW02ddeutHNL1G6Vde2Im23yFjO3aptXaxO1GXilem7RHrd2l9toFteZBVWngqYjccUOv8jCqzGxanc4FXucUjOjwMTKNtFT9ZQcPS1/i1Wix+eaiMU6SoaGGaOmZm9xmq3M0iNmoYFYLmNnqZmJB/h6FSNXRa3uzH3GnM3aIRZuk5L1hDQVIU+OTdBgkjSUZBkpSUdKl2FjFeRkHTZTjUtXouMVSIASlqhEJkg3AVIEUIQO0KIiFbAwOSxcBo/mgmMEMKACnyZGx0uQMYrNBMVGjAoWJ4FGyxAxMkSkDBGohMco4AAVAiDdCFXC45TQWPVmtBEbryAAtZgACzbKTE0zM4qsjHIbO9tIzZLTAzXchD1qwR4uQ4ULNRCSrORCAzlRQ4rdpmXsMNKtvDQLN9PCrTqUNO/zS3WsXBsr3UpKMVGSLTzgHjd1m5FpFmYcclN3Wdk7nKxdZqqNlX7Eyj5k5e6yknfYQMFy4saQG2XJVYGK0tNSt8gxFmagiRC5TU/e4iUYWVFmGtBCjtmmResJCRZ2hpaRYWIB93nAfX66WZBkYEft0zNU9EgNKmqLFatDhepRyRpishISwFn04K4FmBhJh4J8Gyt9nwWwshJNOKABHatBBYsxqVuI2CNiqpIQqyD5ijGBSmisBOKjQweZscE71DgTKUWFS1aiosTr3sxZH3CL/UTpzdVWO+qcq3jjhWzDS7Hue/UskAbpo8P46DA+eqyPEe9nIvhvY/10qBfyTV8bvwA37SZF+KtRXvL1F0Z4EH/l2VTNJwuNdlJokALmw13wgnc/HK+ym65/sNHrAOlyWG99jur1QPc74QafXDs9Elw1qo5tvKMD7uE+x2Zl26zsfSv79ERk2+Mc7QvObFKVBCfnYxYm2iK9Hb2f3XO880Wcl9tqS1NjWPBgQgx/qHetNHq9LH4xJ2w43mOlMIrUWYBtz0a0pENLYxHVySulCXWhrvFPbwfeuw5wcvCzswtzfZ4TE+Ef/j0AACAASURBVAbwdg1xf1KdGTPeWDhRmzFdkw6uy0W1lpK6qsm91aSX1fTRWs5EDW+8SjZdK5ut04DatOAO5UqLCd5zgBvZRb20Ykf2caMH+Ilj8twFc+UNF/KWB/uGDz9jLZ0zls9oi6fk+VPy4ill6YwOOmWsvSKvXpKWLnGzx/Cx/fXBA8jQKWr6FWH5ADm3B5+0oqZtuBkbbuoYN32AHDOv9rBGyyXTdaqpJtVIneplpbirgNuWxevKVoxXqWfqjCut5vXOI9zoJWv+kr34XgL5VgT+VgR5J9h4x4O+5UDecNbesFbesJfe4RZfIWfe4JdfEVasmzNHuLU/Smn/r0HwJxnznZR2IaMcSwn7fKSNArogLr8nrhgHq0zj1aebA2+ps29YoB8kqB/Em2/Zq29IMyfoafF0x0BWKA/a88qCfGdFfW9FX+6AL3dAF9urV2xdmhcuTPMXpvkL08SZYexUP3w1+36sHTzRXeXHrcMj1cChsv+n4ayrS0p79uXdVlnXvqT9l/34nz4mNu4JGz48KL0nqt8X1u/x63a4NVvsSguz1EQvNNLydlilJkaugZatJmUqSblqWoGKmq1iZhkZhUZOmVFYquMUm1iV25zCPX6xgVKjYuXoebkaRraKVGiiV+qoOXpqlgqfqcZEa4hAFSFVjklRooA6bKoGmybHZMhx0XJMvAQWL4PHyjbDBev+ClSMCpciQgVzYQF8WLAIFiLeCBeDI6XrIQqovwoWL4fEKaBABTRBDo+XwaOFGyGSzRA5LFwCC5XCw2RwgBwer0alqFFJGkyilhCjwcXp8cl6XpxWkbvDrb7g5m+zc3f5OVZBjpECNBDjNNgoCxW4z8vcYiQbiBlmVryJGaenJVm4aVucwl1e7a64cIeWt0PJ3mcD93kJO5ycA17hASvzmJGzy6o65uSfCFNfc3KstEItt3CXknpOiztmVajgkRudnrgxPyk6XEcFauiRGnqoihZvoKaaSBE7xMhDeswBLdZKy96hx5mYqdv8DBM3zsiI3WeHHrMizmh5F5zMHWK6mZCqJyZZqCkWYqICFiaDhuqI8dvUyD1xmlWcs0/PsJCSDMwUJTnKTI5SEsIUuGgdIUGLByiR/iZSmJYYKEd7ymAvrlYaDcQEDSaeNOFKHncWgwK5y76sBS94r/1i3Y2l+pvogaeCVT/Jmr9sw0sB81IhPDSoF1q0hxbtpUX5apBXWnmLkcEHohz82GMpxFMO9ZRDPbWwQO6iz0TFl5Dux/KNMNGqL3feF9xi15t/Z6Lm8eawC3rMATHovNbpNVzxZLTO/toHrf4LWCfHwkMb7/iAf2jlm7VUmQDVWJn2wvGmj+M9z6f3Qj2eBzs+GsjLmSnIbQr03SjPx9Snr5fEjid6D8W4rxVFI+vSCO050Lqk1YIweA1woyZtOBNQ4PMsxe1ppp9Hgoer/5P7gBfPU8P8qrPjB2rzX5anDZYBp2vS1+tzfjwSdldRBqrpo7XciRrBeJVyrkE2WyeZq1MsNxuhPbuYQStmaGuzz0YcOyZPXTAWX7FWX3PW3/I23otRP0hx78Sb7wSwb7iwN0zIK/r6JQ18yVi/YKxf0iDnxJVjzNwRYvoYOXOKnjvDL50RVi+Ja4fouUPM9AF20gIb0IM6tUttmrlm1WKTabXdMN+qHKwUtOezmzL4HTmK4VLFeJVmtt6w3LIN7TnGj5/T597wVr4Tr19p9Q0f8g134yewQG9YK2+xC6ewiTPk7AVuyQqbNoJGzZDJHcTCCWHtNRtxwUfZmBtW0uIhbv4YPmZb7d2abtpdbn9DmXovXHsvhv9RhftWAr9kL7+izR0T56XLfYSJBj174a2NcL4LPzWtX+6AL3fAF9url1urF1tLl+bFD2CdG8dP9aNXFzkcawdPdEOn+uET3cjPGzyqgatZh1+CtS/vPpD+/AFxT9T6/weWVVD3S7DMjCITPd/MKNhiFxhoWRpyhoGeZ2AVGFh5W4KCHW7lnqDSwisy8/O17AIto05BqDQyK/TsXB0zU0PLNDJy9bRsIzPD+P9RdpfPdadXvuh9ak7NzcycOSeTZG7S0+lOmtxtt9ltkgWWJYOYmXlLW8wsWRZLFljMsLWZmZmZWcxglmx3J6m598VudzqTOufWrVp/wO/Vp77P+q1nPbREDTlBi03XkrIk6CQlLkWLS9XiksXwaCUhVUPOkqISVLhEBTJOCouVI+KF0EgZOloIixPCo0TwUBEiiD3vq0BFymBhCmSoHBGiQIZJoaH8hUDOvL8YGiKGBinQYcLFKMb0fQHYj7/0UAAJl6NSFUiAHJGrpkYaaUlGdLYel7IszV8RNOhJpQpSygo3187McLDTzPRYJzfBQA5T4wId7Dg7K9pIf2jnRJkYCQ5eyrKgwMmtdPILTMRMMzF3hQ1wsNNM9HQTPdXBTLVTMi3MdBM3XUHLtrNS7bQ4AzXZTIlzUFI3uUAZLIz09CFx6D5vKVSGihPAIoTwcC0hUkOJtIuz5bhkEz11hZVgxEWbieEmWpSFEefgZhpYcU5RjpaQrycCbYxUOzXZQInQUPx11FAZPFiyFKQlRDpFiav8JDMnWUuLN5NibNR4KSZMhgvV44OVqHA5MkCK8FVh/bSYEDUyzEKM0qDvaxCBOnSYARejwUaq0KHk4RuLjachLRegbReQXVcw3dfBzReHi3/fD/z3+fovGSPufw+WCu79E1gihJ+Dl4Z5ck4C8pKAPCQgDx3sPmvCozf/t/PNZ2TgB5JFb/6MF/Txt71F33YDv1l47IYb9IJ1egyX36pL/Ko68ZNTLqpcWrnAcpXTwbLbGFYLQ68maeTExanOkrzY1rq8qtxUYHL0vZuXLn3y24roiNG8nKH0hLaIh5jy1Pns8I6gG10ht7AVKeiKRER5/FJJ9CwwEFoRD65K6U0PLPa7GX/9bIrXd5n33cNuXUx54NGSn9KUm1iXGdmcFdkNjJmoTF+ozEDW5xGbi4iPi0jtRbTeMnZfKbe3SNBfKhurkk/VKmcbDJDHenCLCdK6ju1zYHqc2N4VXP8GaWybNrPHXDxggQ/ZsF0OeJe1tEtf3KHOb5PmdwhzW8S5LeLcOn5uFTuzgp5YRY6uocbW0ZMbmJl17OwOfnodNeqE99mgXealVvPiY8tCi366QT9da5yq1T6tkLQD+U1ZvOYscSdQM1ShGCzTjFXrpxsc0M4N3MAWZeS5YPEZf+E5f+kZD3zEXTpigw9ZSwfMhX3G/B5jZhs5tgkf2YSP7GAmDolzB+T5NeSocb7HMNe9DB9eQYyYFntM850b0P5d+JPNxfYD3NA2tn+bNLBGGlynTx6KYUdS6KFk8Yg3u0qekCx2m5nzVvnS1gp6wwlfMc7v2H40a9c8s2Oa3jVO7Bondo3ju4ahbd2ga+p9Xd2zru5xgbWpffL3YP08Z/1/gmXjV/wMrHIXWGZGgZGWa6TlWFgAHSVdTUw20DKsbICRmaWhpGqpaUZKsYNRZKPnaqkpVkV9W0VYsNtHCmqehVaswuaqcNmuFYAaYrqakKYhpRrxpRo8UE3K1JBSVegELS5ZQ0hWkxNk2CQJMlmFyZbBkmTwGBkiUgiNEICjBJBwISyID30ogPlxQA+F0AgxNJkHShMj/SWoIAUuQgoP4S4ESGDhAlCocClMBAkUwwKliEABLECMiBDCI9XEZB0tVcdMd7CydYgMIzzFQY5fk7SXprrN9PgcCBrWmeU2GtDKBDi4ADM1SU+IsVOTVnjxq/wEOyPFTk+30hJWOBkOJsDBynSwEu3MrBVepokZY6DF6GlhJnqwjhTh5OdNj/p7u/2Sg0pd5yTa8fEWdrSVm2vnJq8K85TYYAU6RIuPUWHDVNgIOTJMAQ2w8BKGOm7np3+p4wFlmCALKcJBizESA03ESAs50yEqRE6n3fjmnxBT8RYx0EANNrOi1NRwIdJPgvDTYMPt3HQbP9PJizGx4h2CZAcn1MkO0VLC5Gh/OcxLAbkvBt1VIvyU6CAFKtCID1XB/PXwMCUkSAWJ0CLijPhYHTZYCvVFd18azP94ouqPCw1fU556Msd8UJ3fTVb+cbbmM/LADenSHRnYQwHzUCE8fwQL4aWE3VHB3CQQLwkqwMZJQfWclYG9xYvuEpCXHnGPPnqzB/gbSMc5FeKhaOEWf9aNNHh1pPrco/TPBwovT9XeGCq92J79bVXs58URH51ac3L+vlYdbJuNtbYq0GspJi2dz4KV5MVC5weGeutTQx66nf/61rnTN778Y9T1q0OAdHh1SXukHzgvdi49pDfEvTfEDVUciyiOhRTH0lrySI8zoNXxkOrkcWBkfYRXpse5In+36gifovC7JZG+5bH+VQlBHfkJHYDoweKkoeLEhao0ZD2A2FxAbikithXSuovZPcW87kJBf6lkpEoyXqWarTfD202QVhOkdQ3Tt4LvW8H3reIHNkhjO/RZl1YHLOg+B7zHXtpngfboC3vUhX3y/D5pbp80t02a3yLObeOntwlTO/ipHfz0Dm52GzuzBhtyQPrMS+26uSb9fJMZ1GJdbDHNNGnHSjVDJbKefEl7nqQdqOguUvWXaocrVUMVmrEa01zzCqJnEz+0Q5twZavnfNhzLvQ5F/oBLNA+Y3GfsbiFndglTO+TZp9TFl7Rl56R5w+Jsy9o86+5sBMe4i0H8Ya29Io4+4o0/YYy/YYyuU8Y3SYMbpIG1kiDO5y51yrsiQ73gxH7Wg7eZS/QhusRAxXrJozTCluzQ1ct4B0baMcG+nuzXM2sTd3AuqZvXdO3rund0D7Z1PVtaJ98mHXoWlN1rv11PutHs/53YNkEVT8Hy8Yvs3PLbZwyK7vUBZaJDjDRARYOQE1OMdAyTIwMPS3ZyEg1M7Md7AIjrcKAy3VSgXZuBWGpwufW+cj752TUIhu11EIu1eJzDdRsAzVbT8lVYrPUhCwtKk+BThMjIyXIcBMpRYtN1OIT1KRYAzVZiUlWINKksFg1LlKG8pPAg4RLYTJotBAUKEUEK1DhElSIFB0sw8QIoPEydKQQFiJDhAvBQbz5ACk0UgqJUkBiheAgEThADAmQQINkiHAlOkJLCdfRQyzMdBs5Qw6Pli9G7LDy0OMp3535Jz46c5dbvs4qdbDK7dwKK7vURAc42Vlr7AwHK9FKSzbjM5wUwBozw4APVyFCdfiYdW6yg5FhZiZryZFGUryFGm+mR9k5GXx47q0bv/S8ep4EKtrk5WyQUsy8GBs/zcaulCGL1sX5q/ysFXaek53kZKVYqPHLjDQVLf3O1X+sL3PXC7KkGD89KdBIjjBQAqzkyGV6loldlRD63fnTv54ZCrYKU420IBUpXIKJlmPjDaR4BzNtlZtvZZZY6Wk2eu4qL8/BiLDTwzWoKPFiqAzkrwTfUcHvadChKlSUDB6oRPiYMH46aIASet+EjzHjk7TIKB0mSAm/x5q4jeu9iej4Ft19gT3pqYAGKCEB/Glv2vB1xuhN6ZKnHOLpAkuFcFchPJVwTwXMQwm5LQZ7ynGBRnossvuMAuojnHcTL3qqwfcI/de6cn+D7L2igN1nT17hTl8XzHuB26935ZztzLz0JO9SW+ZnLRmfdwC+6S06f2rZyV52sleWOf+lnE6+VIpGwAZNBjZ0sX9yuJVJhBRkxbp/+6XP9Ut3rp73OHv6/P/8l6pgf2R9eWPw3aHYhwNRPr0h7pNJD6EFUeiKREx1KvUxkDNQBKtJGM8LnSmKHcgIbor0Lg+40RDp2ZL8MPf+lfIwz9q4+80pgS0pgf35sYP5cQtVKciGbGIzkPQon9hWQOksZHUXcTrzRYOVwoEy8XCZeq7OCm+zITrtsE4nonuNMLhBGtqhTezSp3cZc/vMpSMO9AUf9UIAfc5fOuIuHrDm9mjTe6SJXdzoNmZ4Hz+9jRndQA5uop7uYEd2sCMb8KfLoH7dZItlvnMZ3ruJHVjHPLEutugn63QTtdqRYtVAoawnX9KVL+kqUDwpUT8t1wxVaEerNWM1NlDrGqp/izB8wJp7xgM944Ff8uEv+fAXPNhzLvQZB+Jia58F2qctPmdDX7DAR9SFQ8r8AXHqGWnmhAV+xkU8Z8NfMeFv6LBXZNARYfaIPPOcMXdIGt/A9K/jejfIT1+Klv6sJbyUQHY5k69EC7v0aXRbfnd+uJY75TAs7TgRmxbIrn3pr2aZ51w/DfdM07um0R3jyJZ+aEM7uK7p29D2b+oGNnUDm7q+vx+CX1O2/z1YLrP+C1gftKqw8kp/AsvCKrIw882MXDMzx8DIVBFTjIxsHS1VS4m3sDNMdICVWaqhFZhp+VYawMx+BIjzTU8MrKu4p+ZX2ei5JlqWjpKmp6cZmVlaapqWlKElpGvQiVpiihgVrqckabGJWlSCiZyhwCXqCak6QqKemCBHhknhIRp8lHDpgRT+QAYLk0ADZbAIFSpFAo2Uofyk6EAJIkYCjZLBo0WQYAHITwoLloIDFbAw8WKweCmJNxeqgIWpEaGypWADNtmATzeRcrY4hTZCjpwQKMX5Ozml8f7/d0bM+Q1Ri4OVuCEBLguLHMIKh7BiQ1ZuZiZbmbEair8SE6rFxtooKU5aspUSo8WEWShpJmKkjhCrIoXqSKFGbIKDlOakp64JixvzfSOCbzbmx4pQhQZi9AotycrNcrAyKxK/yA3+aE2Sb+OkLLPznJzUFW6WjZ2+p2kcavD1/OaXEkKFkR2jI4UZ6JEqcoiZEaHBhe4p8iceh/ndvpSX7snHpdpYISZKtBwbKoAHGWlpdlrOGrNgg1dkpWXb6Nl2Wo6DkWFjxjjYMRpEuGQhVI2IVkED5ZA7CvhdPTZWuhSuRPgZCD4qhLsKc0eLDbRTk/XoGBM+So8N0qAC1IhA0aKnGOQlWbqjQvrq0A9UcB855I5o4bYM7CGHeCrhniqEpwrhqYR7KGDucqi7AuwmBLlryGFqYjiy5xsl7K5g7rZo3ks6exfVeaU96zewzquCOW/ayEXG6DXWxG1El1s/8Hx7+oXO7K8fZ/xHa+bHY1XncINep5wOzrKT66qVZd7KMm91hb+6wl9dlUilWB4HvuqUoaFjJMw8fGE0NvSe/60rD9y+871x+e7Fb72/+Cz52uXpotyWCL+2AK8nkT6dIbfBwAhkWTymOpnUDCC15FLasp6m3uuIuTMKCBvPjZouih0GhPSk+D6Ou9OZer8xyqs20qs9NagtNWisNGW8LHW+OhnRmIV/BCS05BNa88kdBYzOAnYHkN9TIugvVUxU60FNhqVmM7TNieheQfWt4AZX8U/XiaObpMkt6vQOfX6PATpggV8KwM95oEP2/A5tYh0/5ET02hbbzXOPN+B967AnK7CuZWjnMrRzGdzhWGi3zbU6F/s2kEPb+OEdwtAmrt8BbjNM1evH6zRDZfK+QnlfsbK/TD1YoRuu1o1UqQbLdGM1uok6J6RjHT2wS5o4YoMOOaDnfNgbEfq1EPlaCH/Jh77gQZ7xwEdcyBEHesSBvhFjXvDge9SFZwzQKxbkJQ10RJo75KJeCXEnQsIxD/uKjXrBhB0xwQdM0CvG/DP65AvW1C55eIMwvE2d3KKMbVCGnrMn1jFDpI5iTG+ZijayZUEcLmP3LIhdO3jXDt6xgfasf2OWq/u+pRvZ1D117cza1D3d0g+5RrR+Zlany6yfnwpdA6Uus/53YFm4JTZOiZVd+hNYFmaehQXQ0VLVpHQ9DWBgZJrZGVZujolRbGe1WCR1WlbBmqIOOpLh73EuM/U2GpZpVrYa6JU6RqGSBuSjAWIMQEPO0hLS1agsLSlBhk1SkfJUpHwdCahAZUgRmRxwugKbKkYmyzBpFnaBjpqhwCWocIkaQgpnKUSBi+ND4hjTiSoMQAQPFsFDJbB0JSZVgU6SoaMlyFAhPFAKD1GiYyTQSD40XAoPE4H9VbBwIyrJhMky4/KM+NwNdtY6p1zPSpHQUuFjWe4XTjFRwA1hnVNSsSypdYjq7IJGp6jZKawzc4rtwmKzIFOKTxQhw7TEcDsjycmJt7EjteRIOyfDLiyWkeMkmEDRoh9vykePT3Swa2KDLof7nZ1/EsEB+/HBbgpcxIasTY8trUr5g5KYa+bGG5gRNna6lZ27LK5ZltTZFD1xdz/vKQjbUTxelxXbuaVmXo6RF2dnJ9q5qQZOVkrgtw/dLk70xtq4QAP6rgQVoKOkOAWly/ziTVHhKivDREpycoFr0pJ1AcBIibXx09SUaCU+kg8JIc/5GwhJalygHh+ogoWqYKF6UqCGdN9Ij5Vg/A30KDU+VIMOVSGDjbhwEyFYhfTVYe/rsL4qhKce66PD3JFDb6sQnmqYhxzqroB5/ASWAuYuh96Wgm/Jl9z4C25GRrQU44/q/doFlmDWQzZ3D911rSfvY1TvLf7sXebYdfyT8wuNX05UftUD+LIXcHa04sJs4+W5pu9mmy6CWs+ecjo4rnKB5dJqbVXgsIuIhBmjgWO3iEeHWqdHuyFzI+P97WF3bn7z0a88Lp31vnA25PLF4NNf9qbEP44Mbvb3fBL7cCTZj9SYSW7JwtSnkdvzSe2F0PKY3njvjijPjhif/pSA+dL4xfL4kTz/5ojvHkffao68XR/i1hb/oDcjrA8QNVaaMlebBGvKwLXk4VrycK1AYkc+tTOf1Z7H6y4W9JfKx6s08/VGSJMd2bGC6nXCejaIE+uE8XXC+CZpcpcxt89a2GeB9piLW/jxHeLkNnlqlzqzS53ap0ztkSb2CaM72KEdwsgucXgTP7iKfrKK7N1CDuxihnbRE89IMwfEiS304Bqix7bwWDNSLesvNUw1aMZqNKN1urF67WidbqzWMFajGSrTjdWaZpqWId2b2KcH1OkjNuiIC3nOh70VY96KMcdi5Bsx7LUI+kIAfSGAP+fDngkQrySYYwn2tRD1jAXZI83tEGYOyPNblIWXPNR7GeW9jHIixh+LMc+50G3a3IkA+po3/1YKfsmf22NMPeMuPhfMH/FmXnGmdkkTrP5qzvTjAzPhaJWwa0Me2FC7DojLrD0raNeyuGuec5m1Z5rcNY5v60c3tcMbmiGXVtuG4W3DwN+Dtabq+Pmp8O/Bsglq/h4sK7vYyi52gWVlFVhZQAsLoKenGRkAPSPfxAHqWBkmXp6N3yhC19UXemTGfSyiP8pL8gj1vTDUncKlNNQXe1aku0kodXx8ZfDtXxOmikysUiMpXQnOVDEAIkJpf0MIIOrsQm+Uhd8CiPyopcTDJn6cE/7xfE/iZFfEZOdDMaFAgivvr/DNivgKOpr8qOBmZfIlNblKSohTEpPoUynDdbdn2+6ylhJ5iGQxNpOPyOyvuoEbT1TQ08T4WBkmRgGPXaEXOKm5Tma2gRxn4YQ7eGXjTX6FCW5h926Vp7vv6hrUpPQa4MPsmAsKSuum6qmN17om7zfzutAT2bW5V+d6I1UUIB8eJoBGq4hxemb0igxoYNf31gXlJpydf/JQAAqjDnkoUNkTTYlf//6f68v8Jcw6OSaCD/aVkQGE6dSp5igWqMDCLTEwk1fFgBVR6aZ8gA4qr8y8Dsxxi/L+xs7pWJc3THVE5USdH2+7s67IsdKSlqX5M/3Bp3//3yqA4UJik4VZqEUHamgZHHj2aFMAdS7DwS1eF+c5eEAdrXiuP1KKzXUIG6Z6w7JjPh1q9pzvDUoK+4OSBFAQwpXIh0pIgAEXbGYG6WjJ4P6ogZrr6DFfIdJPgX1oJISZCZEa1EM97p4Wc0+LvqvD3DURfI14HzXSQwV1/y9gueKVDOImBd+QL7lx59ysnHg+zBfTd0YB9RbM3ebPuCsX7yPaL/UV/J4y6i0D+wnnPOkj18At38zUfAVrvY7t80b03JpvvjrXeGup5Tak/eoph539X8BaWxWsrQrEIiyHDXc6JCo5ra+nvr25HA2ZHn7SVpIa7X7hK/eLX3ud+ybo4vng06eTL194FBk8n5/SE/vgaYo/vimT2g6gdxfyh2oo3SXg0pipnJApQMR4Vnh3/H1kQxa5EwhvTJ7M9+9L8e6I9WyP9e5MuN+dFtSbHTFZnjZblwRtzsA+/huw6O25nM5i4UCZYqJaPV9jhDQtozpXUL0OaPcafmKDOLVFntmhzmzTZlxmHXJAB4TZA/L8IXXxiLn0jAV+zlx8Tl94QZs/pM0c0mb2aJM7tLEtysgOZfyQOv2CNruLnjwizB6SpvfwI5voPgeozTLTvLLQsYHsX4H2OME9xqkWSV+Z5EmxbqTKOF6tHa2xLTx2LHVu4UaeMRYOWUvPeNDnPPh7Ke6dFH0iRRxLoG/EkFci6Esh7KUQcSREHCsJ79XkYwn+JQ/1iod6yUE/Z8D3aQsv+Yi3UtxbGfGtDP9eSfhegXsrRb+To14KFt4poCcy8EvR0jsF+lgJOxROv+bPHLFm+WNNtPGmPSNu24rcc6CPHJhdB2TPAXGFrF3Loitk7Zrn9kyTu8aJbf3YpnbYVVu6kW39qAusn5nV9WPI+v8JlplT/AGs4p/AsrJzTaxMExOooQJ1zDwVLc0kKBZiSwtjzrdWpEcHn5kdb/S4eiY36R4Z2pIe8V13fVrMg/MEaAl8FnD+96cgA7kWXoESG+wk50noZdVAz8bSxMyoOy1lgWJKk9eVU9X5d5WsEd9r/zP4zkfdjdGeV/55qC25qeBBQ65vbvLd+rKHg62xUT6f9Nf7Gnll850PU+58NlgXmBH0+7me6Lme6JLUc1WZt659dio95HJTkWdN9jkFschIA9oZeSscoJmRpsRFGbilTXnflkRcxs8237n9CWY6T08Epvp90lJT6nH5Y9RU0Y5ucFncZBe1VWZeeVwSMNqRDYi+QgVllyb+Gw+UO1jlPt/tbeQ0FCR/VVccmRbv+bjKQ0GIlaLu8SCJoW6fxwc9KEr3Cn7wsQiWs86tbcq/Aoj6dVPxvbzQT/SsNIcwW0OL2lCVIEeTJ5MUdQAAIABJREFUgj3/lQipAeYFFCTeeWZtrc/7tDg9KjM2MC/ui01Fno2StCwrKcxyT096UJrv//DG/8CMhK+LSqY7wlOCPhlpiQVGn2GB8igz8SZ2lQgHvPjFKQoIONIanBx9pSjXLyvua/hMwT3vL6szzolxEVLUDTXyjg4VYKTEPio4DYy7Wp3qmeL/L0JUoIrgYyQGmghhJkKwAX9fg76vRfka8ff1WB8NylOL8JIvucmX3OTQ2wqYuxLuqUJ4KeEecuhtKfiGZOm6DHSLPXPTwU/igL2x/Wc/gOWhWLy70PhlJ+DXjEkfNSJQBb+nRQYoYYGC2fvCBX/2zH14z9Whsm8GCq5OVd1ebLh+atnBd5XTKVxeFi07JctOiWNZIuCjhALM2qqKQlzKyYhpqS+eGunoelwxM/wk5J77jTN/9Lrw9YMr58OvXQ758pOB+OCBVP8G/xszuQm09jrBcAdrsFk41MTpriCX5UwkhcPLciFVBaPABOzjPNzjdOLjJFJjIrQ0fAwQ+CTtYV9m8GB2RF9G+HhB4mJ1KrguHdGYgX2UQ2wFkNvzae0FtPYifk8Jt7dINFiqnKzRLTYawY9siPYV7JMVQv8KYWCNNLxBGd2mTu7SJ/cYU/vMyUPazCFt7pC2cEhbOKQuHtFAR/TFI/riPgO0zwAd0EEH9MUD+uLRh3pJmNvHTO5hJteQIyvIpyuY4V3a7C5jbhs37ljqVQ42SLoqRR2lxolHxplHsrEq23Src6FrFda3jhnZJEzt0haesSCveKgTKe5EijuWYI+lmBMJ5kSCeitFv5UhX0mRb+ToNzLsSyn6uRj1XIx6LSO8VVFeKHAvFLhXSvwbNfFYQzrRkt9rKe+1lGMV+pUc8UwMOeQvHPHmn/EXXgmX3oghR7zRZ7wZE7JfBO56tUzfd2L3nZjDZey+A360gjpcge/YlnYtiwd28L59cds8+1PU2jZO7RjGdwxj24bhLf2Q61L0lq7XNQS/qe3Z0vRsqrs3PkyWriraXNv+XGvgnYImp7DBIah3CGp/1nQvs3DLLNwyM6fUwiqysAvMrDzXY/dWfr6FXWBhFxgYmVpmpl3WXJPnHX3/Rn62b3PjvamnJfdunBNTp3OTfB7cupAW415fdhMGqqmvTooIvtRee1/NqOBDk6yMysG2lFvf/qI00yMt/AxisqanPqkmNyQ55CaT3u5x4R96Kr1X1WPJ0d4PfO543viyINUjJ/by/GBeV3ViephXVuy3PEq1n/uvRnriYYuF9zw+YlFac5K9P/3VqYl+YFLI3fOf//fs9JQ7l38vROWK4SkmWuGKqNxELVlhA0B9aWHu/2YStww0Rntc+L8MsicVgIdhvl+W5vg1FoXquU8MnKZtfe9ka0qSv/uWA5QZ8nkjIKy6LDoj7ksTdzjw5j/CBwPaS0Nunfvn2ny/woSr1NlsGTrRyEqhQdM8Lv4iPvz2cEu4x60/IiZzSSDgd+f/gTaXNNYdXZ3vbuMCjejEdVaykV4Uc//jyf4QA7/r4plT81MZFFKV29V/aiyOzgz7movM1lMLnOIoBy0tPcoXGOcz1Jbn7XV2qOmOjNPsc+mXFEQhdv5RTtI3cnZPkOdnElrVbG+i+8U/cIgjt8//Kj/lSkbMx/OD8UMtwc154Q8u/ruSBJBAwjQYLwsjZqQ6MMb7V2p6R1HOmfrC8xRQNGvRRwG/Y8LeM2F9dSg3E+GBFvVhoSjingrqroLd1KJuihfdJKDbUrCbHHpbDr0tg9yWgG6LF93kMC/+jLuTn0qYvoHp+Vq64M6ZvaUE+fBnvEZLvm3L/AT39KYcel8Jva+A3ONN+2JH7oC6vhupPdOe91lL1hfNmV80pH/SVfTVqQ9a8Z1OodMp/ACW1AWW0yEDLw411BQsTg9MDLU1VOV2tdXHhT747utPb5/76t6l8wHnzsSc/bI/Lmg4M7g1zHOpKI3d20jvqWc+aeAPNlAfF5KrAHNZcdi6Ykg1cKEym9xZgmtJwzfF42sTYBXRcwXh/Wl+fWmBA1nhA1nh4wXxC1Up4JpUeEM6pjmb8DiH0gqktuXTWgv5XcW87kJRf7Fyolo/V29abLJDW1dQPa5fhGuEoQ3S2BZlYoc2tceY2WNMHVCnD6izf6vV/BF9/ogNdtVzNuQ5G/qCA3PVSwr4BQV8SF3cIs++4MFeCRCvBIhnHMgWakwz8kjcUyXpqBC0FevHmnSTjcrxGtNog32+bQ3atwIf3MCO79MWXnBgL7nwYwn2WII9kfyo1YkE9VaCeCtBvJahXksxrnopxbyUYl7LcccK0hs10UXVWzXprZp0oiIeKwnHcvxrBfK1DPFKCn8lgr4ULb0UgF7wF5/zFvbZQwfsSSvmKWumeUePOlzB7zsxz1bx+w744TLycBm5awfvWZcO7OB929KOZW7vZ8fDbdPEjmFsWz+6bRj+qYf1E1guszbUnRsfru+sKh7/BJZD2PSz8dFqm6DSJqi0CctdYFm4ZWZOsUsol1kWbpGVXWygFehp2RZ+oYZZdefCP+bGPoQs5NKIZbfO/0NjUbCS+8T9wr9U50ZilsqI8PLb1379uKEkKyk01Pvz+uzvaLMZdlZLTPBX/l6fzY2k0rCVqeE3UyJuPe1Ju+f5eUV+QpjXx8vi/sW+hPs3Pg/1fRjufWu2JxUHzS8HXhruSvS68svZkcSakrsxAVeZ5Lo7V35XXxgx3Z//+b/9t+q8ezJW960zvyoDXGpvyU2NdIeP5Q43BNg4j02sUhu7dl/ZlBx4urHQX8p8dPWrU4WpHjRMzY0z/6OuOJyCbGBimzrKA0389m3DcLjXp0tjFVPDeZ5Xfzs/WHz+m9+M9qXW5PsF3P3KIHvy0OtCwM3Lvc2hZHBOe9EtOQa4IiuAjCac++jjlNhzyMkoH6+PJOTuSN9f1paEIgZzL31+Cjxf+6TpO3T//T1F/XR7pJ/bFwpxHyDl9LefnxLQBxLCrgffPTszmCKmlD2p+Q4zGmgTAnTostO/+5fEwLNk+KNb3/2RC68FJp8pzbvH59RdvfCL0afpjXW+bpd/ycDV1RTcTg5xiw+84nnhNz2PfGmY3I7KhyMt8TF3vy7Lvg8ajmgv/FJDjePBs++e+01XQ1DPo+A7V35HWCirzf4M0e/Jm7vDnrkgWbqugPq4Gu1qxF0l3JM/d5U/fVm6eFO+5CZauC1edJOC3WSQH82Sgt2kYDcJ2I03c8spSMZNXiMOnJODPPkL7qolX8Hs/ba0L/ID/9d43bfcOX85OAjZea4l5V9rE39dl/yr2sRfN6R81A38thPwbWPqH7sLzpz6uVZOh9illWNZyuXAZVLi+pp6dKi1tbl8cXqgvbm0qiSjtbXW757bpa8/vXX2C69z34RduRj59WddEX7DmcEdkd6wsgzFaKdkrEMy1iZ+2sR4XAQpiJ/OiSE9roDW5MNqgdSOEnxjGrExEVMTj65NWiqNeZoZ2JvycCAjeDAnbLwwdqE8aak6BVabimrMxD3KIrXkUlryKC35vPZCXke+qKdQNVRhmK41zzXYQY9WoZ0r2CeruP413NMNwugWaXKHMr1LndmjzR5QZ38Ei7ZwRF98xlh4xlh4xpg7ZC0eshaP2OBnHMhzLuwFF/mSh3rJw7wTk17yMC9F+Ddy4g86xvdK0nM21A4Z1Iw8YrUUijoq5N3Vsu4K60ybcbpRM1GjG652zLaugLuXIb1ryKFD2sIrDvQlC3osxhyL0cdi9IkE81aCOhHDXXX8Qas3MuyxHH+sJLyW417JsG+VxHcq0ns1+XsN5XsN5Xsl6Z2ccCLFncjQJzLksRTxRgJ/LYK+Ei694C++4C8ecEd2mRM27BBppHpZBnq5SfmQsJAHTsSB88fu+4EdfGAH71oWdy2LLrM+gDXuMuvH3aT6/i1d389z1oam62dgtf20Utkp+uvtaLuw2i6scoHleunewi1zNbNcZlnYQAu3zMwsMTGK9dQ8E7tIz6mNuvvb2twQ5GxJa+W9kmTPtKAro48T3E7/a28lADxaVJ33wM/9W0BSwpWvPkkKOkeazzAwgTZBfnaMb8S9s8jZ8ubywFi/60lh9x7eOeN16w9JKQ+iQy/0Nib43vxFW6tvZblPbMglyFhxdb7b3GgYYi7X7ey/Vef7+t74rd+Nq6XZd25/9R812feT/S54ff0JF92wNJTkd+k/FLTK2gLviHtnMyJupQVfWJH2OfgFK+KiA0NFWcbdKN/TT5qCi1I8/W79rjbfI8j9j8OPs2ATxVWAy2xkrkNRv6waCPH+fVzYOR+Pr33czz1tjYq4/2Va6FcJQaejwy73d0Y+uHM+4d7N8Y64WsBpxFCIjVPmEJVAx+JO/+7U3NMsUH/4Q49POkrir312KjvuYXG4v+/VP6TFe3bWXjUyABvSYvBgtM+V39UXe7ZW3fG5+JvKzOCMyBvZsZdRUwWtxbcn2+5aeBUWYZYSXXL+s1PTfUF4SOaNC//aWxTmfeG/Z0YH5KZeu3X+t4Xp/lX5XuE+XxYm3pzrT5DzC6sLLgbe/AQzUT9YHzT0yFtCyn949VTsg2u1gOu0pWA16z4ZFHLti1OZMWeDPD8L9/6iPO06pD9QjoukTV1lTl4mPb0kmPMWzLvz528pYO5y6C3uzEXu9HfiRU/htAd78jpn6gZ/9rpw4bpo8boYdEO0eF20eF2weI07fd3OS0QMX6SNXJYtevEX3OULdykjvtUxn2c9+PeWrC8mqi+DW6/1F/2+IuoXj9M/mW28hn5yB97lPtd4oyfvq17gaWzfg1NO51/BsjvFdqfY7pQ4lqU8LlIhJ29tGOanBwafPIItjo4NttWWZ9+9537x4ldnv/jo7rXzoR63fE5/HnPuq0Z/r+7EewNJDwkNQOVoq2y8lf+0kdFRSm7MQ1SmLpUkk1srlsoBCyUZpEeFhPp0SlMatj4FW58GLosdzQkaSPcfyAh8mhU8kR81X5YIqkiC1qSgGjLwTZmkZgD5US75EZDfVsBrzRN15qsHyoyjVebJWvtso3OxdQXVs4p+soYZ2MAOb+HHd4jTLrNcbO1R5/dpCwf0xUPmwhFr/hl77pA9f8QGPeNAXvDgL/ioV0LcayHxlZj8Xs1+KaOeaFnfm7k/GDmHbJhpoZfbXsZvLeW2FKv7GjT9DZqBupWFDut8i3ay1jBaa519tLzUtQrrW0cN75OmnzFAL1jgNyL0sRhzIsG8k2DfSdEus94KYScy7LEUcyzFHMtx71SkdyrSsRz/Uow+keLeyvDfK0l/UlP+rKb8SUX+XkF8Lye8k2HeStHHYuRrEdRVxxL4iRRxyBs/5M6s06eZ000OycKzDdLeMuZolbDnRO4vo/YdyD07bM8B2XNADuyQfdvSnhX0Uxv+w+3oiR3D32wo3db3u8z6cEe6e/1nZrne2nGB5RQ1OkR1DlGNXVhlF1bZRRXWH4cbyq280h8b8JxCK6fQyCo00gttnDIzs9DCLbGLGznIsv768PGOEA4uR8NsXuxJoyzks2FlT+tCJtsjZORi4hKwPOd2b0O4lFBnYJSq8Ol2TgEHUd1f6/Okxp0wny4kNDaV3K0vvkNF1yZEuJdluy0NRmNnwnT8QhYma6jBe7zJi7gQJyIlsZEp0+1R8JFY0mJ6V7kfYiyJMJU13nqbBkonTOZpGUAuIoE2W2AXF8lxBZCRtN6miO76oA1Fu4OX4RQkrMqTVYxqUH+4AJctI5dMd/hKiDlidNFEi9dsR4Se2m4XF1n4hZuaIT6hCgtpKs/NuO/5rUPSoyAWIDrCdMQa0GgoDZSqpDU8bfDsq7m+2OstRcfaWIBlfrGKAVia9DZwqpT4nNH2h7jRDOJMZl/TfT60cn4gfPiRnxQbZ6UlmIlhJlIOpCuMMBlu45SBn4TQFrONvJKFpzcGG25SZjJXRTVmTqqBG6slpEMm/PmEKC0vCzEVTR1P58HyRhrCRKhC/HjqQluElVWDexqO6A21MvJkzAANJwX8JGik/j5yKEiGj5ThwzAjPnMdAUJokhYXrcJ7qonhow232wrPUmezFvq8cFP+RkaSlnjPQPCWLnlSh65Rh66ypq6wpi4JF29IIbddI6D8GQ9C3yXy4CXq8CXG2GXW5EXO9CXuzGXuzGXO9CXu3BXezDULO3ax92vm+HfiOTfunJto2gPT71ER9Xlu0KcVCZ+2Zn0J6/TCDXrhhh5QhgNVyHgzOVmNiWTPPIR2fIfovqFGRJ/6ebxyaeUqpYKiVjEcNvnYUEdjbVHX46oSYIrnzXOnz/zx7Nk/Xvn2sxh/3xCPWz5nT2fduVkXdKcrwXc8K5TeUsjrKpcMN8hHHwn6agg12fDKhMWieFxTMbqhBF4D5PbWMdoLyU0ZpEeZ2Ib0pdKY6bywMUDwYEbAYGbQODB6vjQBVJEErU5G1qfjGjOITTmUZgClKY/Tms9rzRN35mv6So3DFaaxastUnXO+ZQ3RvYboWUP1b2CGtrBj24SJHeLkLmlilzq1S51xgXXIAB2xFp+xF55z5l8KwK8EsNdC5LEEeywjv1XQ36lY79XcYw3rB4vwB4vgjYb2XIjWzHYyW4q4LUXy7mr902b7ZKd5tNU4+sgy3WqdbzHNNdnmWmzzbSvg7i3k0x3s2A5+6oA6/5IFfSPEHosxb6W493LC9zL8Own2RIw8FiHeyfCu9tY7OeEHNekHNelEgX8l+ZDFpNh3Mtx7Ke6dBPtWjDkRoU9E6DcixBsR4liMPJaiTmToEyX6rQpzolh8JQZtMmdl8O4tPfzlNuVgFbfnwOw50HtO5J4T6Ypa+07ovhN6sAzbt4H3rEsfZh1mfjJryziybRj+sIimf1vfv61/8rOc9V/Mal0WP1oWNy2Lm1yvRjtE1Q5RtV1U4TobWvkVNn6ZyyzXoINTVG7jFlk5hXZeoYkDtPDK9exqh6TLLi93KPIMnBynsMbELrDyC5el1RZ+qZ4eo2OnGYWFVnGZkQEwEDN0mGwLudRAS9gU1Zvp2UZ6ooGabeEDVhSFLGjmjc//F2461y4BGFjRclyqkVJspmdvivL05HANJk2LTTcQ0/TUeBkmyM7OVWAjheh4NS1FSUzQ0wAGRqqVm+XkVti4WcuM1FVJoUlUqWWXrIqq7LScVW7WsiBrU160wi80UBMttORlbsYqN93JzHyuKtqQ5W8KujYETcvcBgfv8bqu5mQblvjA18f9c5uoYVNe9FzcsM7OXZak7YoBa8KUbWXOsjhBgn7Imr5nwWdscAHLovQNba6dH+NkpRmZMVpytJ2Ts28qsQsS1YxIPsqHD7ltxEXaSQkmTIKDmmFjRunJ/nZWqpOTaqAmbskBe5rcNWGxnV5opsVLUCF6YoJDkmVmJ1k48SuypBVu0jIvaUuZYqQFGWj+y5zENU7akbxoi5trp8RqKeEWVsKqMN7JizKSo8TgYBU6wkAJsHNDtThfIybaiA0TQb2Z8w/osz58sK+W6qejemsJHhaKn5MSaMb7qMDugsnbgqUrIvAtwaIHY+wWceA7Qv9l4uBFfN9ZyvBV2uh3zMmrnJnvePNXfyrB4jUZ2MvKiZvt/Jw/6+YCSzh1GzNwvTH1y5rkr2vSPu7I/Yw7F24kpRkpeXpcrhabrsbGGQgJRmKyAhEjXQpVwkNPfchWf41XdqfE5pSJhFi5jLKzZRrobS4vzqoty73rfing3i13j2sXzn527dwXd69d9Lx47v7lcxHXvm1JDm6P8RlJD+J0Fgt7ygV9lcL+KulAPbWxAFOZACmORVbn4JpKIJV51PYqelcZpj6N0pZDeJQBLo+eL4yYzgsbTPMfTA8ey4tZKEtcKk+C1aRg6jMITZmUZgD1US61GchpL+C05Yk+gOUKWba5R6vQzjVY9zrsyQZycAs9tIUb2iGM7BCGdijju9SJPdrsAWP+kAF6xgY95yy94IJe8aGvBIg3YswbGeGtivZWy3pv4H1vFP7JIf5/VuT/aebv08GG2S5yPYBSkynrrtA9bbBPta8t9q8u9K0u9Vnn2u2gjhVY1zKk27HUvQrr28NPHBJnd/DTB5SFVzzEGzHhREp6ryD/oKD8oCR9ryC+lWKPxej3csI7Gf69nPC9gvi9ivi9ivheSXinwL+VYk8kmDci1Gsh8hUP/pILe8GBuuqVAHEiwbxT4N+p8e+0hLca/Ika904FeauAHQjAZtr4vgVztE44XCMcLBP2nZhdO2rXjtpfRh0uo/cd8AMn4mgVcWCH7NvA+zbwz83aMU9uGce2jGMf2Hrq+mnoMuunnLX2AaxVRZtT2uJaT+qQNNgltXZJjU1cbRNXuqLWjy2tH6NWuZVXviapXBGVWjn5Jg7QKS618UtswnITt9jEy9ExsoyMPC01TUdJU+AytOQ8AyvHiM/RU3K19GwNJdnESDKS4gyEJDMpy0JK0CIyjRiAHpOkwyUp0VEWRvZwpVuEx29kxFolNVVFjZdj0jT4NDkmQo5JMqATLegqHRyggafrMUlaTJACFqKGJ0iQmVpCoZqQpSakGagAAy1zTVi0zCuwk9OcnFSnAOAQ5K3yS1Y5Feu8Ahs928lK3+IVrjJzbJREHTrMRkpcpadZiRE2Ruo6t3qT37gpLFsX1ToE+W9WuiNufpWV6rZlemQVF61ygCusJCMzZoUT7uCFWelpa8IULSlIDg2Wg0JX6AkrvESHIHVHnLzKzLExY9S4hwZCipWRbGZEaIjxAownc8ldCAvS4mOW2akWRrSOFmjlRTtZ6WZyqpGYaqYk6vCRJlKSCZ+iQ8dpcdEmSrSTm+hkZq5ys+ysSC3uvpMZLSf6yvEP7NwwGyvWwUy10JK1+Bg9KdpGjbdSYlRoHwX8oXghQA0P06HDzOSHUpynjnRfhw230uN4MDfo4AXEwC320h0l0l2F8lAjvQzoexZcgI3oZ0DeNaF9dYS7wiU3bN/F2fovpmu/gLefpY1eESxcFy54iRY9pRAvOcxLifBSIrwUcE9XGXH+dl7ibOfnMrCXEuIphrjL5j1Jo991Ab8arLw6UntmpPIL3nyAgZBkJueZqVU6YpGOkG+hlVrIxQZ8ngGfqUTEnXI4BH+vlc0pM+jZXA6Ky8ZMjHQBcxJLgWm15YDq0mxvzxvnT3/qefW8+8UznpfOX/3yk5Bb59qB8e1xvv1J93HVaYyWHFpLNqExG1eTCS9MhuWHLuSEgQsSsXWF8JoCXEsps68K2ZRJaM2gtGWhauJBxRGTgKCBVP+nGWFjuXGgsiRwRTKyJhXbkElszqI+yqU/yqM357O6CtkdQEFXvqq/VD9cYRirMk7VWuaaV8Gda5CudWjvBrxvEzWwjR3YJgxuE/q3KcM71NE92vQBY/6IufScDXnBgb7kwl5yYa8EyNci9LGc+FZFe6fnvDfxf7AI/3Nd9t7IfM1HmqY66NWZuMJYQUuusq/UNNpgmWzZBA+sgQe3EKMbyKE11OAGZsgJ71uGDWygR/ZJs4eUhQMK6BkL9kaIfSOlnMhp71XMP2uYf9Ywf1BR38lJJ1LCD3Ly9wqii7D3cvw7Bf57FfFPGuIPSuI7Ge5YjH7Jhz/nQl0f+YoHf8GDvxIgTmTYdyriey35rY74Rot/rcG908KOlbB9/qKNOXFox7zcpjzfJO878ftO7I4NuWtHHaygD1cxrn7Ws1X0nh12YIf9DKy5n3LWlvGvG0pdj+787fKs7nV11/qHDaUusJzSZoekwSGts0tq7JIam7jSIa50iKp/PCF+uK9j5ZWvS+qWBRVWXrGZU2jllTpFlUZ2no6WbhcBrZxCKwvo5OcZKOkWZr6FmW+gZ9mpRSZ6voaaY6Dn6EhpBmKaFpeqJWRriak6YpaBkKvDZeiJSRpiooaYTZqIZo6nGskFJnK6FpNmQGUZMcl6TLwak6xCJquQmWpMshqVJYOlqAgRCky8EJyoJeSbqBXL/HIrG2Dj5NnY2U5++ooAaGUCHMzUFTZgmZuxIspz8IuWRZlrYoCZHr3Kz7Iz0xzcWD0lREeMcnKTbcyIZX7phqTKyctdFqY4+flrorIVMZA0kS7Ala6rKszigmV+3pYob1WYb2ckqegRZnq2k1/g4ALkyADhgpcG4b8pyrTzk5ystDVuvpOVYqGHGchxGmykiRZpIKaq8UnMBX8u7KEE62dkhhkZESZWooqaaGElGWgJOnKgjhSqJ6QYyHFagr8KE2xlxi/z4x2seBszZY2fa6dnWukpRnKSlhRnZEQ4OElmWqKBEqUiRJnZCRZ+pJWaqkJFKTH+KlSUkRRjpQcYCRFadISa8EBPCtViA2WoANyYB6j7JqT3hhR1T43y0WGCtOgAK9XfyQx00qOs5DAzyU+K8EX3n5+u+3S2/nPsk6vCRR818oES4a1GPtCi/XTYhwb8QyPhgQH/UI97oMM+VKN8HNQIGzdhpuMzFdxHh/RWIL20MG/OzPX+ws/mH9+gTHsRh2+oEaFWYoqDXKgmlapJpTpSmYlapyNUanHFemKeCBZ1yuEQ2ByCn8CyfQBrY12FQU89HXjU39NcXZ7b/bim81FVXMSDq99+c+3slx6XznpcOnv59Odnfv+bm6d/V5kW3BzhOZD8AFoUja2MQ1fHISsSIEXxqJI0alUCFBgxlx0FL8tB1RdjHpdxR5tRrXnYRymMLgC+KXmpJHwiO2Aw2W84K2IsNx5UlgSpTEHWpOLqM0mPsmkteS6w6N2FrK58QU+BarBMN1KhG68yTNea55vXQB3rS53r0N4NWM8Wqm8L07uD790m9mxTnu5QR/Zokx/Agrr+4r0RoI7FmLcy4jsl7b2e9Sez4C92yZ8d0mMz81AAt4P72fUAXG4UvSxe1VOkGSxfXWizzzzegg/a5rtWIIM7+Klt3Pg6atgG719BPt3CT+6T5p7RQC+YsNcC3ImU9EZGO1EwftBw/qzj/lnH/UHDfK+gvpWRf5CT/6TprLTXAAAgAElEQVT4sUXlOgD+oCb8RUf+k4b8vYJwIsG8FiJfCRBvRKh3EuwPcsKPvTAZ9kSBf6MmvNES3+gJb/SEEzXkjQK6L1qyMsZ3zYiX25Rn25TDFeLeMnbHhtqxIQ9XcIermAMn6sCJeL6G2XfA9+ywfRvY1c9yhaxd88yHg+HYh+VZH8ByLSnV9X7YSPN/AssuqXL8zCzbhxUONn7FMr/Wwau0CyqXxTV2fpWTX2nn5S+L8izckmVhiYOXb6blG0hAPSnTxMg2Ugt15GQtJV1DByhJ2SZaoYGUryMB1ZQ8HStLSy2QERIVxCgtJVuMTZSTEhQkoI6craPHqSipOnKhCpekJcWpyUlifLyGGi9GR0lxEWJsnIKUoiBmqIglRm7uMr/RyqqyMSuW+aUrggoLs9DGyl3mVJgFCQ5u5Aoj1clIcIoybdICiyjZzsswcJIc4nwTB6Bjxanp0TpmuoaeqOfE6rlJZk6xU5Rj42XbuEV2QZaekWjjAdbYmetsoEWUui7I3+UVLbNyl6klGkaamZto4WeuiIE6SpQK5WckRFhoyVZO+gq73MkvMFPTbNx4KyfORIvR08IMpHgjOl2BiOFC7rIXPAykcDstzkRJNDGTTexUEy/UwIww0DLM9CwzI8VATXTyM5cFGU5h2gov08aNdfBSLNQsHT1RS40xExOtdD87Jd6EizeRQhyMDB05eVmcpKPEieHRfJivDBtgpIWpCQ8U6BAF7q4RF27ERBnxPhKwG7TDbabxNm38nhLhY6VEmSn+Jvp9KytAT7mnp9yzsyKlsICltm9nGr9A9FwQLNxVo/1NpDALJUyNfqjD+OtxfkaCn4nobyL6Gwl+Bry/HuenRt1bpsVYWAmTrX9QwX0M6LtqrLcR5cOevDJc8kfUk9tKbKAY5G1Ah1twSSZ0npQEUJLzlaRiLaVSS6hUE4rkmCTy9J1TJiNneVVmsvBX15UWu8hiFznWlGaHRGvgEklLeOxicX5aa0NF7+PazPiw2xdO3/zmmxtnvvG+fuXmxbMXvvr060///eN/+8V99yuPokOawu5O5IQiKxKwVano8lRoWTK7u4LTkoetSJtIDp5ICQMVpRHaiqVz7bgnRaiaRFZXHuVRGro6dqEwZDQzYDo/dqYwea4yE1IHQNRnoevS8Y0ZxIYMckMm83EepRXI6irktANlvcXqgTLNUIVxskE/WW9beGyff7wB6VwHd6yDO7Zg3Ruw7h1M/w5hZI80cUSde8GEvOQiX/Gxr4S4V0LMSzH2WEE50TBPtKz3Bu5frKL/tPH/08z9i4ayh5uSdJYgM4NxWcHChkx5V6FuuNYwXOeY71yDD9oWepdBA8+I8wfk+U3ClB075sRPrBNnd+mQZ1zUKzHpjYz2Sk471vLfaDh/sUr/0yp5q2KcyCk/aJjfKykvFbgXcuyJivi9jvq9hvKDlvIXHfV7FfG9gvheQfxeQfxBTvhehn8vx58o8MdK/Hsp/r2U+F5Geqskv1WTTrTkYz35WE9+o0O/kcBf8Je2ePMv1+kHO7T9DeK+A72/TNhfwe2v4A5X8IcruKNV/NEa9mgNe+BE7Dvghw6462y4ZwXt/fjf8G8W0bju7mxpn+6a+7cMvZva7k1t95auZ1PbvaHuXFO2u16vcAqanKJmq7jBLKrf1LWvSOudsppVdZmRU7ci6nNKqhzichu/0cAqsQmqLLxyq6jCyC8wcoCrkmY7p8bOKXIKSk2sUgOnysQqNdEBZnq2iZ6nJQOdtEwLo1hNKVMSgTp8ipWcbCFn6kh5Uny2mh6rpcWaGBk6SpSWGKrBJuoIuU5cvhGboSEnyEgRGmrM/8vWfX9HeW15wuftd9Z0T/e9fX1tsMnCxmRsDCYjRBRBSAKhHKtUqpJKOeeccwLlAEgop4pP5aqncs45l7IQGYSQAN+35wf5ejzvzFr7b/isfc757n3UZIhgMkCChcoACH/SS4WHK/DBCiBMSUqyiep4mKZH9RADv8gAZhoIibNcuJFxzwBCFOQICwtmpYbYqEGzQICGBlFz4LPUEAMjSM+KNHMiraxIBzNSCwTI8b56MFxBDzQRgiwsqF2UoWNnaKnRChTMRk6cASNtjAgTE27gQYy8aBsv3sSIsDLjDSDERo+cZkOtjEgLGKunB8jwHlpKsJYSKKeH6xkhy9wQ6khw38P7FhZUy7hrJIeoyaF62h3eqDP42E0w4aUAfAyUsFl28Bw3ykD111C8jcwwHQ2ipfqbqMEmAnyelWSnh9kZwTYqzEZBzoBIMzlEjw9SEAI15AA1wVtL8lWTfYzMMC09vqv0ImX4tg68J5vy0eECNcTbWrKnAusmm7xlGfOUUa4LGDdxLVcfp1/oLDhOG7qmxd9UEa5piG4agqeB6mmg3dSQLwvHzk42/DhQvZvYeUU+FW6kQHUUbyXgqQJ8dKQgFd5PBfioAS814KEjuOsI7nrAU4+/p8HeNJADxSifJxX7VMBNJeaidOKSfOo2vc+lJX3rROMhBfq6bNJNNnlLPOmqIwVpidEaQowGiNcDSUpUjGISIZuAENtcN9mnxTaH2GoXmSx8tY5psopss3K2AKfUMG12+eDTNrcbF6JhQRV5qVDvO24XT146duziTz9d+OXnIz/sOrRnx0GnrU7f/u3IDzsy3W8U3XdthNweTw8Fq5PHMsIH0yHslnxBYxq5OAaVEdEF8xpKDmc9KGC2FYyVIMezQskV0fhC6FR20NMk745Ij0eJwX0psL6MiJHcyD/AwhfA8QVwSlkMoTKWWp0AVsXw6xMlTSmyB2mqjhxFR46mJ1/bW2DpL7P1l9mflk8PVztGqhemGp9h254BXS+Ij19RBjfAesfFvOeh3/Fxq1LSRyX9o4qxpga/6JifNLR1JfENOKLqLiVnwXCxvjikl7AIKa9LUT7I1nYXGfurHOMPbaMPp0dbl9G9S7hHi4THdkyXHdO1QHr6nD62TBt9ycGsSKkrctpHNfeLQfAPo/CLnvtFx/6iZnxSUj4pKa8E6NdCzAcF8EVD+aKh/KamfFGRP0rxH0XYjyLsuhj3SYT7JMJ+kuDWpbiPUtwnPmZNgFkTYdfEuI9S/AcFsKLEf1AB7xQT7wXDb9iDz3iDb2coi7PAsxnccwt62YZbtuGW7Zj/K1jP/gTW4v8NrHlV24ZZ85r6WVXtH2DNKWtn5dXT0kqzqHRGVmHlFerBXCOvSMfN29hHauGXWkTpM9JcMyffzM22CXJNrGwLJ19LyzCyM02cTCMnzcjOMICZNmbONDfHxEzSMRM1rEQtPV5LjjHT41UEhJyEsBBS1PgEJSlJTUpQYiB6HERPjFJgE9QMhASPlOGQMhxEQ4TL0VGicYQcjZSOectQvjJ8gBQfIsfBZGioAoBKgQA5wU9FhCmBSC0FYWDEmblZDmkN1P1QOuyMQ15k48XO8RLtIMLBjLRzkGZumB4M15ODp1lwM85PQoRqePGzTIiKHKgmh5oYEVqSv4kabgMRGnKQnh5hYoUb6TA9Ay7AQsz8JBMrXEvy1QMBVmrYNJhgZ6U6RHANPcDICLeC4QYSwkSPttIS7WC8hRZjZyeYwDAjGGSgh+ioQTpGgAUMtrMTfa59lxJx1sFLVhNuGwBvAyNITbyhBjzE4168cTdw+KYCH6gj+xpYIRK8j4IUoGNAdTSojga1ciItbISOHqhnhJhYEDM7zMQKVVP81JQAHT1YTwwykWEGio+W5KOh3zNyI8Zaw26d/H9og75Kkp8GB9XhAtUkNwnqjgq4Lx130457a6l+HJRfV/6Z5oTDk41nxNgbJoa/huCpI/lY6MEmmp+GeFuMcqb2/AK0/sIdvazChRpJ8RogVI71VODuaQhBaiBQhQ9Q4f1UgJeG4KkhuusATx1wTwfcU2NuGKgBwsn7fZUHVcAtJeaibPKyfOo2oetcS/p2TPNRFdpVg/HQAZ6yqaviCTfplI9k0l+BDtPg4So0RAdANZgAcseFTWarwGITGkxcnYEtVzGMFqFax2bzsFabbHpGMzLU9dOh3XmpcdiRx1mxEV7Xzl87fsz56NHTBw/s27Ft746tu7/9xum7zTs3f33/yP7acN8y32utEe60qhRUYfR4QRTlQRb3YSqrIZlRk0KvTuM1FbAb8yg1aeO58IksGFAcjc2DTeVCh1IDOpBeT5JDB7MQA5nwsdyoiTzExqU7thCOK0IQy+MINfGU2nh6TSyvLkHcmChpSlK0pMlaMpSdOeruPNOTEnNfqfVp+fRw9cxY7SKqaRnX/gLofkHse0UZfM0Ye8dGr/BxHwT4DyLSuoL+ScP8pGGuq+lrKsqqDP+WPzmP7hI1ZpMyw4mJgZOwO+wcmLgiUVyVpOst0fZVmEcazSPN06OtS1Pds1Ods+jOBeKTaXSXA90zD/QtUkfeCoBVJWNFSV9VsX4zCv/LIfsvs+CTDvyiY3zSUl4Jp95LgfdSYE1F+aKmfVZRN2pNTloTA+siYF0EfBbjv0iALxvhBjnwWYD9LMCuC7HrYuwGYR/l+I9y/IpsdE068YYztMDuf2nGL00TXi9RX00Tntvxz+345w7sCzv2hR3zJ7AmNsz65+37wD/NevTHZdaCumMDrDll65y6fmO6cEZeM6esnVfVzStrZ+XVNmmFXVw6LS628UuMvGKLuNzAyZsW5duFDQ5RkUOSPi3JsvDyjKxcEyvbyMzRM7I2CDNxMq38HBsn28rMtDIybJwMLRinBKN0rFg9Pd7ESNbT46WkcA06QYaKFmPCRZhAGTZQjYOKx0J15ESgJ4LcF64mR0sxcDkmUYFHmECkhpRqZMeryVFyHExFQMixEBkmVEkMVpKDlUCknpRjZRVYuXkmduG8snmqM+HEzv/GmkyZlqZbOVEOZryVDrODMAsTYeXCpcQgHQViIIebSMFyagK639/BgZqYcAsl2EqHWVlBJhBqBpF2DtIGRlsYMIswuyXvXlbYTxYu3AB6W2jROnyEDOUhGw01keNMzAgHD6nAeIlHb0nG/TRAsIEOtTLjLWCclhBmIEPMTIiSeE9N9tGTvRdEyL5GrzNH/l8mNt3KQ5iJ3mpUsAJ3S0f2NJCCVXg/9uhVfLcLZ/S+YMpLQQpWkULkuBAzJcpGR+qp8GlBvJmDMLLCjaxwuyBKxwjT0kMVpAAlOVBLD7VRQkz4CA3hnpbqp6J5qcBo9zNbE0KP6+gICdZTB4RpCX4K/B3h1F3BmLt08p4eH2SgeU+2XK9OPTxQc1GB9jUxPDTUYCMVYqbBbAy4gRwoQ99iDZ6lPjotHL+pofiZ6DEmaoqGGKEk+GspoVoyVAmEKIEgJSFQSfBVE++piZ5qwEMN3FUDXirsDQM1gDN2r7/qkAZ/S4m5KJ+6JJ+6jX14ujV1O/DwuAZzQ4f11OPuyKeuiMdc2YMXqY/OcgZdtUCAkRigJ3irsLeY/Sc36Y0ck1loMPL1Jr5axzbbxDIlKFcxTWap1SzLzYy75nxyqLdt4nF7AiTg2qmjl44cPn9w/7Hv9+zbse37bd9t37x599atO7Z857JzR66PR124VyPkTjfS90lyaGdyAKE5g9YQz2/PptcmgbXpvOY8alkSszodk4NA5UbiCqOxuZHoPPhwekh3rE9fGmQoFzmcBZ/Mj0IXRKHz4LjCKExhJLo4CihPAOriKPVxjLpYXn2csD5W0hgvbU6WNierurM1vbnG/iJLf5ltoGJ6tGZuon4J3fwC17EB1gvq8Gtw8h0XsyoEVsXENSnti4r1Dy37sxbc0OoNb+I54+nsRIums1RcncrJi8TH+YCZ4YqqFP2DfHVngaq7WN5VwqpJZ5QmSxvzDT01M2Otjsk2y8hD42CTZbx9kTz0mod7L6O8VzHeSWkfVaw1NXNVRV1REN9Kse+kmA8K/GcVdaPVWpNTVqWkjzLymor2ScP4LKN8llG+SEn/qzbMEmA/C7CfRNhPYvS6GL0uxWywtSIZ+SSfesl8Osvqf20mLk+TXy/QXs9SXjiAjXrpwP1h1nP71HPr5HPr5J/N2khmLemfLOn/FHRQ/d5kzSjqp+V1G3v+5lV1C+r6BVXNvLJ6Rlkzq6xyiIockgojt9LIq7GJK+blpRZhhU1YvaRutEsKjbxsO7/Gyq2y8LJ1YKqZVWUXVZmFGUZOmpGZoyWn2NnZWnqihpkqpyXp2BlaerKelqylpUhJiXIsRI6DyQlQLQjT0aM05AQ5NpozFnD9yL+Uxv5k5MSIgSAtJV5JjmWMBlSn/FydefNRpTd3JFqKgSmJwSpKkAQXqCQi9KQUM5inYybquVkmYdGy6VGM36lI70NzsmaLMG5ZneLgJFnpsXYwzsFJNDEjtHSokhCoRAcuS5LLko74XN2kA0O0ZKiDFjYNQjUUXw3d38SKNTESzTT4DCuBRy48+/2/tObdWFLF6RlBS9JcBzdeBXipsFAVHq6lIKz0eDsNpkZ7ysbv88evq0CveWmGmRlroENNVISZGaGle+tB/2lh0KI0K9TrUALk9KwyRwV6z4ChciDAQHI30yFmeqKSFCDB3Sb0XplquwyO+pk5CCsnZJoZ6qAGzzGDZlhBz+TxFiHMzAo1MQNnRBAdzZ8/eVuGv6sm+0wLYGZGqIEcriWHaajhZn78YKPvrzs30SZj1EwfA8tHRwpSEr1lgDdn3FdO8JNjPfWUQCH+2sPCQ1Wpe4BHnlZ2ppkTbKTDjDSkDYw2kiE6oq8M7cYbuSzH3DbR/LTUMA0pSkOM11GjDAy4nhalJsEVQJiSGKokBikJvkrifRXBQ0XwUAN3Vfh7Sux1Iy2QPuA2UPOTFrijRDkrpy7LJ29gH55tS9tFajupwbiqJ24qxi7LJ521mNuC0TPEziP41iOcpy7KKTc15pYKc1U2dW6TwSzQ6DlGi1Cj52n0PJNZrFKzZXKGxSTFoJ56ul25f+daa01ZZgzM49LpO+dPXD565PSBHw/t2L5329bvd+zY5+S0e+v2bd9s2f+Xv7od2V8D8xvMiGyP9G+L8u1NDR6viCZVx7IepDGb0xl1qYKH+Zy6TGpJwlQaFCiIIRTG4vOR2ALkaCb0UVLg04zwofyosRw4qhCJKYzE5CNwhVHYoih0UTS+IpFUH0+pi2XVxXFqY4R1MeKGOHF9grgxUdWZoevNMz4pNA+UWAbK7YOVc2N1CxMNLzCdL4DeF+T+l/TRN2zUOz7ug4jwUUJal9F/U7P/oWV/UTPWFIQVEeYVa2SJ3LeE6XQMN5h7SuV1aZyiSFJyMKcwRtOYY+woVLfks6tS+hH3q2+crrt5tg9yl5oXI2jKlbeXGAca7eMddlTvHGnwJR/3XkFdU7I+yGjvpeRXAuwLzth7MXpdhf8gmVwR4T5KCWsy4qqU8EFC/CAnr6vpv+k5/1CD/1CDv6kYX5T03xS0L3LyFynps4T4SYT7JMJ9EqM/iafWJVPrG2yJsauioVXh8Byla5E39GmW+XqaumgjPJ+lvpohv5ohvpwmvHTgXjpwv4NlQ/9vZlmG/7c+y/BkSf9kY8xwTtMxr2qfV7XPKh9MyxumZbUz8ro/gVXpUNYuauvmlZVLmpaR9gj8QPKyvsciLLPIyhzyjqHGeOZE5pKhRogvHqiPmNMUmEXZfFR5T5WvVZalYadMS+pM7MKND6WN3PKR9vChh4F2cbmJk0MejOyo8DGxU6TEMCmAUNHyO0o9x9uD9KwiESb9cbW/kIgw8BLZkzFySrqclsJGpdekehckhlSl3SX3IfSMNNYUDN8fZOUV6mkpFkq6npZoFeWYpfX9bUFPmpH3XfaRxiKm5WUGXj5lKNzASrcLU/E9fuMP7lt4iVpKqBbno0H5m5mxU21B1KF4kzDJRI0wEaFWJkTHCFcxA0S4qPr0cxpq+JygICvhTvDNn+3CRjMvZkZeAo6kSIC4aSHSzEx9XHqdPeqvwAfrcCHTzGAtyd/CRjKmwvtqvbTkFDsXoaWEGukwuyDaKkjoa7w20BDqcX0XOBHjECDklHDqk0AxiLCzw2hPvYfqfYzsOBnBk95/kzbgPtJyd7TNyy7ME6Ngdk6cjQt18NP6Gtxxw752QcyMIE8wgVCTEUZmpI2bJAcQMjxMSguVUENklITJLs+uMrcE79PpYQeNfLiCFUYZ8gAHg7WM2J5q58Fmd6swWk66bWDAepuuInz29Fae0IFxAy0R450eDiZCS0EYaOF6kp+e4KXCuKnw7iaGr4HmbQQjtGSkihCtIkZoKQgdJVpFQMjxoSpSiJIYpCL5KIn3VIQ7SsBNBbgpcXdk2CsGRhDpsetQ3TEtcEeJclGhriimbqKbz7Sn7aF2nlFPXpWPXpGNXlBNnTdgbykxzrzB0+jG/QMle3DNv4hHr2pwN9T4q5s0eo5Ky9EZBQazSG8QGIxipYqjN4j4XFJxftrZ44eiocFN5YVBd67fOX/i0s/7r5w4dnzvnv07th1w2vmj0859Tk5bv/5669ebd/31P49v21KDDHucDO+OCmqP8O2K86U0JLObMpkN6eymTO6DXHFbEbM6jVgQQyqIIRQhNxKhuMLo0Yzw/rTQwVzEcAFyIg+BKY7BFkVhCyLxRUhsUTS6KAYoTyTXJFCqY1k1cdzqWFFNrLQ+QVQXL2lIVrWm6rqyDD05xieF5v5iW3/Z7HD1wkjtMqr9Ba7nJeXpG+bEOz5uRUxaFZN/B0vF/E0DrivIqxLcCh/1mjn6jNS/hO9cwrTPjDZo2vMVzVm0vAhGXiSzAKmqSeOXJfDKkjhFiZQU+HiE7+OgO09h9wh5SGZFiq6nenqk3TzcYkf1PgenXvJxr7n4NzzgLQ//jot6wxl7BQ7OA52GkZpFUt9r5ugKH7UmBtblpHUF9bOK/g8D+78MvP/Sc3/Tcz5rWZ9V9E9y6mcZ5bOE/EmC/yTBfZJg1iUT65KJNfHkmgi1JsKsC4ZW+IMzlE47/dF7E+X9LHPRSno2R389S3k9S3k1Q3w1Tdhosp7b0L+DZZ9atv3eZG2E4P/os/7YnLVh1qy6fU7ZOqNonpE1zCrq51X1C5raeWXlnKJiWtUwLa9Y0tS9sfaVpN6C+RzT8Nps8odCsCAeetrf9cz9q3tezjyuzPKKCbzg0FcvWR62Fkf6un4/Z26Us/LHOiPExDwJMY+HjXfIuwoT74R5/KCkl5gElf0PIK6nv8P3RatZqTxMWlb4Xf/rp66f/e+k0ZQEP+dHdUEaflZV2qWw678WxbvKWblNpXfjQ9yiQq9jnmYoGQVcXG5M0FmXn/6O7oqe4eXZ6El2braWVRkTcioJ4Rp850KYx68GWZaKn9FWFuJ6fGtewrE5Q2lK2NFchMuMolRPCtNivFUT3iJMbOjNLf0NIRRUPLHHVUdJZY0FyajRM+rMR7Xe1376b2ZxIWM06fThrxKCLj3Mu8XDxg91RLue2p0WfuaVsZqFSr53bjtjPERJvSceD5CiPUxs+OiDsCi/q3dO/pALP/Fck66h+Vg48Upyahpkd3ygS+CNUxEBP9iEmSZmQm3OjYuH/1KUefK1sbws5WRc0Em7rFyEvc8fvWPjI3Phv5w5/G/VOYHXf93SWn5fyS9GBp+7cf7o3Ts7xbTkhhxfH5f9JckXHKqakXZIctivEI8dI70eQnpsY9HNUI+/Z8GvuB7eRhoItssQ+JG40Du7vC9+KyIUFCRcgHruEREjtKyA8RavgNsnr/x8OClg63Njnafr/srsW/PceA0Fqib5G2heKuwNOcrVRPMxMXyVJE8dDWpkxOgo0QogTEkI34inKImhGnLIxiZoNclNRbylIrgq8TeU+BtSzGUjGIztvDRSf0IHeCpRLmr0VcXE9fG6420ZToye87LxS/LRKxrUFS3monzURTZ1XoW5Dvaee5Tr1J3thHtwij90TYm5uUmhYSs0bLmKabSI1RqeVieQykCtTgBgRoryUl3OHM9PS2ytKgm6c9315NHLP+0/f/TQgZ1bD+7eefTH7/fu3r7zu83b/v63bX//257tO7f9+79Cr55vj4X1RIZ0R/ihciPJlXGMinRWTQatKhWsy2Q3ZRNK4iilCaTCWKAwAihEkEpisAXIkSzYcA5itChmuDhmogCOKY3Gl0Rji6KA4mhcYTS2MIZYlkypjKOVxXIqY/kVMaKqOGldkqguUdqYqmxO0Len6TozTY8KrH3F9r6ypeHaZyP1y5OtL3A9r6lD77ioFTFhVUpZlVJWxeQ1KfWzgvZJSVmV4d8LUe95U2+ZE88pQwuErmeE7kWg3TZWax2o1nYX6TuKhTXpwqIYWlYEPQ/JKkoAc2IJyTBMIoSSH0POiwZLEnk1Waq2MsvTB3Pox8/Ioy/oky9ZmFUB8TU4+ZY58YE9rn1URipCcOsTp6daX5D737PHVwXodQnho5TwUUb+TQP+fwb+P4z83wy8zzr2Jy3rswr8rGD8pqB9kgLrUty6FLUmnViXjK2Jxz8Kpz4K0Z+Fg6uCwXl6jxrX4uAPr86yX80xlxeYb+dpb+aor2dJr2eIr6bxf4D1+8HQPvXc+nsC/p9m/X6ZtaB/vKB9NK/pnlN3zam7FtQdc8rWWXnzBljz6po5RcWMvMQubZhX1S1qGhSMqoZiyF3Xw9nJ7u+fAbERLkWZQZmxwUUZwSJmKzzwgt+dY0ZVl4T5IB3hd8v5BxmvBT9S4H75P03S1iyEa1PRdZ2gKxl+Ndz7lyTYcZOotaUCEge95XfbSUypyIm8kgL1S4sNQkaeyk+/cf34HhGtqjHf3+/qocZcaHbMtdIM9/tuOwnooivOX/c0hdEnCu5e+dHD9XxOMmygOWpJXGZjRDyX12dHnYuBHX82R/d3P91SGTyjq4+FnvC6dig/OTAv4yoNKPS7cTrS94pWUuDgJOpwgUYCpL3i/i+7N5HGi+GwczVZP+L6Y0LctksoaRpucW6Uu8tP34BA2cTTrDsXtxNGIMShgD27kkcAACAASURBVJrce0f3/yU7w7uu3EvFqKjI8nY/fxTzFGaVxvEmgsRAEGkoBHLnl9bq7KDbp4YfIObk6VZBmF2QmxiwvyzpokP+1PPq4d7G+0pqWVzAGa8bh9PjgquzrsrohSFee++5HpeA5QpiuGTSw8YLz4WcPbJ700hvYntdXPD9X7NSLqfE3cpODivM86rKdw302FWV6xkdeqixzNPN5d9BXHFixPHWSjdsf8LtC//JIZX01Mb7XNunExR01bneurYrI8YnHnJ9sDuyON3j7qV9hYnHzYIcn+t74N63vS+fe1wPwY2k3LzyfQri3KKkQIL3V1N9zUwvNf66En3bSAkwUANUFB8lMVhPizLQkWoyREkI11HiDbRYLRWiIwfoyL5asqeGdFNNvKoGLqvwl1S4KxL0JRMzeLL1wljjSR3gqZi6qMNcU0xcH6w63Jq5i9XnLJt0kY1fVk9d1qCdRcMXxONnFKir0nE3bNO5rsx93bn7J+pPgH1XNkmVIJOL4/ABnoBMZ6A5XAKHS0BP9ZUWZsQhIW7XLsaFh4Z53bl8/PCvP2w/tuubn/c67d26+cgPuw7/4LR725Yd33zl9N3mb//y7067du/d+u3lfbsL77u3QQL6I4NHEkNIJUiwLINanEosSQLrMgWtBbSaVFpVCqk4Dpsfhi+EkkqQmHzESBZsLB85WZYwWpowUYTAlEZjS6NwxZFAcTS+KAZXEEcsS6aVxVOLo7kV8fyyGFFVnLw+WVKbJGtKUzbFb4BlfVLg6C+dflrxYrzx1Xjz0vjD59juN7ThFT5mVUr6KKOuSikfRKSPEtInBXlNQfggxrwTTK3wpt6xJl9Tx14xny6Su5ZIXUvkDsdEo32odnakSdNWrK3PFFYkCarThNWZgvJ0MD8emx6Bzoxgl6fwqzMo+bFgSZL16YMlbP8irv8tiH4Fol+BqI88/EfO1CK6w9JXPT1QtTBSN4/ueE3pX2GNvWePf+Cj3vPQ74XYdQX1NwPvi5H32cBdN3A/6dmftawvauZvKuaaDFiT4delqDXp2EfJ6B9gfeEPvOP0LbKfqLAPjfTH7x3g63nW8hLr7Tzt7TztzRz5T2D9r+fCPzdZG2b9cTBc0PX9GaxFTee8qm1O8eD3oWhV9ay8fFpW7JA1OqRVb22dqMdx3U1pd2+dqquM5jIfHjuwExp4ozAnlMPoC7h3bqCnPNj31OCTnIhAl5bKgrvXf+loSA33u1qUdZtHK7/00145o6a9Jqy9Phrq/0tLZSh1qqQw3Ssh6g4k4CgXaLl2fBvE63R83GU0kH/TdUtPY6Kc1XLr/JbHD8J04geDHRnOv3zLoNRXVXq63/iaAzTcu3yoPDcxMMjNz/d0e6UP7VHYHDsdfJTred5Jr2pvqIv4cee/GqX9neUxIV4X2hoyz57YWVMRHeR7pqOxwPXc3pHHkYynPgZyuIEckYpwcbu4o68z/dez30sYiSlR5+NCXM3S2ij//U25GV5Xj1WXIBPj7qTAf31uqaGMwm+c3Z1fkHD1xpGinICk0FPVhZGFKZDC1Gu0MSQPFaFlpWRFnnT55ZsI2NHuFij6cRR9xPeFLoX4JNTHZYtZ0lKbfe6H7ZtMkrKiFFdk6M2SosCrl35uzYFAvL9vqom85+bSXh8yUH9RDXgZwQDErcNl8Z7PzM2V2bfuXzl3+cSWUO89WbFXQEzN3bP7R7sCTdJ8fH+a28md4x3xjxq8b5z8FwG2HHL7eHNJoIRVd2zfv+SmXhezS90v7XzwMNbj1hFY0KnMtOMP62DeN061lgb3VPj8tO/rwDv7G4o9hrpSwoMu9nelR/nvpQzCGcO3tXRfK9vLQvcwkX30xCADHaqlBWkpoQYawkiP1FEgSiBMjonQECINdKie4qejeOnIdzQkVy3xihq4qMY7q3EuYsxFMytk/OGF8aZTG2DpsdcVE9f7qw49TN/BGnBRYa5Kxy6Jhs8pps4rJq8oMc6i8YvySXdG983evCMPU/f0Fh6Yaj61Salhq7QcuYIukdJIhGEAN9z2oBoW6g8P9Y+CBnm6Xr518dyFnw8e/3H3iQPfH9+/57DTrh+2f7dvz84fd25z2vz1kV279mz+dveWrbt2OW3969/3/eVv0VeuNIb6jaUg8PlIsDqRUpGML45jN2WDjVn0hjRyZQJYn0YqixvMhOBK4zCFSGwBEpWLQBdEYYpjcOUJuLIYfEk0oQiJL0JiS6Nx5bGkinh6ZSKjIpZegWTXxgsakoX1iZKGRFlTsrg+QdWaqmlPN3Zm2R7lO/pL54aq58Ya58cezGPanuEfvaaOrLBxa0LSupiyJiN+lOJXJcBHEfajELPKQ61wJt+yx16zR1+yR18yh2cJ3dP49jlC+zSuxYF+4EC32FGtjtFGQ1+lorNY3lGk6S3XPqpQdBYLm/MoZUhKWQy2IJJQEifpKLVPdS0S+pdIQ9OUwTnK0HP6yGvq0MJEh/VxzXx/3bvJjlf0oTfgyHv2+Apn4j138gMf9VGE/SwjrGmo6zrws5n3xSr8zSL8zcT/omN/UTPX1KSPcmBNAXyWAxtjhusi1BpvYoXeucrpXyD2snrLGf01bx2sl/Pgi2fg6xnGmzn6uwX6y2nCsh3zzIZetmOeWTfYwjy3oZ9bN14MJzZiWX+sVJ439C/oHy/oH8/reuZ1PQu69iVd66K2ZVH7YFH7YFHTuFHT2oJ5bcWirnFW04UeyT5x9N9G+iq9b52+dHofj/xYwujxunHY19O5tjz76L6vPa4f8PW80dFUvmfbf/f1POlyamtGnJef20n3S0eBwdL85DPopwmuJ7f31qUkI46PP4m5+PPfclO8EhHuJw78x2hvKptYkwy/fvLQ/+htiUZC75w8+BVuLFXGrgl2Oxtw+0RvS/wP2/6tPicwL+7+9q83VZYiwwKdkaEXnzSEiAnJz03FFYmulw5vGesp9Hf/+fwvf33yMPXU3i3JYacfFkGi/C9G+F1LiPAqzITt3bkpKvwKfcR3lhnyUlBUmerp7/0zMvSOy9HdzaX3923Z9LAquCjT/drZH+rKUw/u+xev+4d//XVbQYarnF4e5r7z1JGvOhuyQtz2F8R63HD+tbow9YrzIeezX7dW3jIyYqz0+Dj/PX53fgKxuSPdvgVxP6sYOUvGyuyoU+7nfxzqSrrrevjXn/7jQRP0l0ObMqJuVWW6xwX/Eu1/DXbPubwuwmnXfyK8fyJ2+diIkUqcv5fb5oHeyJY6j5vnvs6KvnX5+FcjPWlUIDMBefLkgU3AFJQLwkPvHr5+csfTzpD92zZFeLlWZHvs3bypqSS0LNPjwHeb0iNdY8OOnzv8PzrrI6DeTsWJlya7A4fbwlx+3tzWHOt88RuXC1vJ4wUsVPH5Y3+LRrjFR908efhfM+Pc00N/4mOgVhFUDwaaQKiRFmhgBGnIIWpqqJYO1TPgWhpcTQpXkcLU5FAdDaIjuOmIt7XEq1riJQ3BRUNw0RCuaIBrCvwlMzN8pOEcvuesErgsR51XYa6Kxlza8/b1FDkJxl0UaGcF2lk+6SwcOSccOScYusQfOS+dcpZOXplsON6de3Co8tRg5fFNUiWo0fO0Bq7ZIjEZhOiJJzWluWX5mZGQQOdffz595IDzz0fOHj5w5vCPv+zddWDnt/t2bD/8w54fdm3bu2Pr/h3bjuzatfvrzd/+9T937NzttG3Hnr/81ffX4/XQIHxpGrE8gVYbz6hJA+szWM059PoMYmUS2Jglai8ilSUMpIXiimPQBVHYAiQqPxJViMSUxuKr4rHlSHxJFKEoEl8ciS2NwlVEEypjKZVx9PIYsCqGUxPPr08SNyZLG5MkDYnSxiRVS7qmLdPYmWXtzXP0l84OV8+N1S9MNC9g25eB3tfUkfcs9EcBcU1MXBMDqxLcqgS3AdYH7tR79sQb1uhL5vAyOPQCHJgldM/8Eyw7psWBaXeg2+YxLfbxBvNwnWmoVv+0SvOkXNtfbR5pVHQW85uywKpUXnOu+nGNYaDZNNI+i3kyRxlZZoy/5aDfgOPz6C7L07qZgcYXqPZX4Mh77uRHIWZVgN4ItX8Qoj7J8OsK8rqa/tnA+WIW/A6WnvNZy1rXkNcUhE8KwhcFYU2EWRehvojQa7yJVbD7FaV7gdhLby8ark19aaG/mGG8WGS+m2e9maNvnArfL1FezuAXLVPLNtwfrdafwdq4zFo0DW58XbFoePL/A+v/NGvJ1DCjrJmW1S6bHsm5jWH+h/JS3YljlanIW4Wpt6tz3Sb60hIirwb5nIwOdxbQGlIQ96E+zuHep7mEh+O9GX43fnjSlJiFuJkf68olpipYJVE+J+MCL9CmknWCqpxI13Cvs48aI7OiLmRFXM9H3h5piyxNuR5863BffUxc8EWY74nI4JunD/x87cTBgsQb1en3wm8dGnoYXZF12+fmjvFHMXO6GqMw2iaA2cRxzPE4hPe+otRLIL4g3McpC3lmoDkaemNfVdo5iySfNB4VG3wuzP10UvhpHjVND6YaufF8XHbAzUNw38PYnthM6MnChPMPSkNiww5V5rgmQZ0jvE/439oFYkoaiwK9XHeVJjr3VPhGBRyLCTokRMfo6OlF8aeifK+E3D36pN3HKIy2sfys1LCpVl+Y99G8yEtVqb+IAZiJD7VJg6ij/qG3dlWmudMm04I9t+Uln3vSGA65vacx58K0Ip+NiU4NPgXzOxrq+yMbi7AJYHZODG0o5p77rtKk++He3w62e/JwqdE+BzLhzhmI4yOdsBTo+QivQ0VJzg+LA6Geh9MiTlVleIZ5OHVXBFel3Im4uxN4iqjPvhFya8tgc0gB8grs7gHSEFzFRNokEA4qIC5gPyLgx4r86xF+J0vizrcXXqvPd0MEnA68dTg/5hKfWFAY+TN7ItAmCNfSgrTkMCMj3MwMVxNDNNRgHT1UT4fqaBA1OURFDNCQA7RUfy1wW0u4oSVe1RBcNERnDcFFDVxSA5cVgIsJDBuuP4vvOaskXJKjzyrRV4SjF9vz9vYW7xZO/BOsCZcNsMSjl7kDvwrHf1Xjr1Ifne0t+LE7/8Bo7alNIhlNpeOqtBwqbaKjtSIlDgoLvAfxu3vq6IGDu7ZdP/2r24Wzp/bvPXNw3y8/OB3c/t333239ccfOXdu+/dFpx2GnXQe3b9u9+Run77Zs3+20c/uO7X/5jzM7tjbHRRBqc8i1qcSqGLAumdOcIewsBMoTKDVpvNZCQUvxVHbUSGo4UByHLYjGFUaj8uFThQhUCQJTjsRVRAFlkUAJAl8Mx5YisOWRQAWSXBFNK4tmV8dxauIFtYnS5lRZU7KkIVHenKJqydS0ZRs7c6y9efa+ktnhyrmxuvnJxkVcxzLQ+4oy+I41+YGH+yjAfRRhV4WYNTHuowi7KkCv8KbessdegcPL9IElav8y7fEs0OHAPpzGtTiwrTZMmx3bacN0LBE6TCM1qv4K01jDNKbVjnpomXxonWqxDDebBpv0/fWmoYdz6McL+MElwvAr2uRzEPWag33Pxb9jo9+Ao88pT1+Q+9/QB15xJldEuHU5YVWCe8sdf8UaeccZXROh1sTAuozyScP8YuR+MQu+WPhfjNwvBtZvWuq6kvhZSfxNSVwXo9dFqC+iqXX++Brr8QrjsWXyYU8GpDkdMqfArz0Xv1pgrSxy118I3y2Aq8vgyjPq6znCcwd2A6z/06xly9jS7yuVBxaMT5eMfRufsC7oexf1HYv6jqXf+6wHG7WkbZrTtcwqm55p2x3S5mld+6yx26Zqf2Z6YpC2cYEcs6RqXt8uYVZNPI3TSxsXjC1qZgNxKMkiaTQLKyzicoe0alpab+RW6nn5BkG2mp2m5xTq2AUGbpaKkaJj5anBHIesWEaJpw6GKCnJUkKMnJooJaVaGHkSQvqjJkhGom/I/RuFiZ4mbqmRnmSgF82KS+yCXAOYbefnWTixs2KkhR2qpAUbOPE6Tua0ssQmz9bxssz8YiM700zPnBZkmrixRm4sayIQ1+ulIMXpwWQNLWmgJ+zevcN3XHYosBk2RoICH6Vh5FokRQpmooGfJsIhJ1vviiYibWCGjhQ30RvCmYRZuXkyIN0ApusIweJRd/F48FjLHcYkxMhPUhJDDfgAPcZPTw+nTd4n9NzljfuIUX5KbIieHGxkQk2sKCMHaWRG2kSpdlm6kZOiJafMCFLswggDO0qCheHbg/WsFAMvXEm9NSvPaigMC/HfZWa3mLjpNkmohQtXEeOBLl/2MIyPgmB6fbrL3dHdQWxUBNAXwBxHyinpQpKfmhSvJiUoCDATG6GmwHX0KD0DqaMmaRixKkqIkuSnp3lIce5yPJQ24sVE+VPG7gsmfOf5cQ5pAnXch9jv5RAkG/lwK6fIyk3QM0L0NIiVFWNjRxsY4VoqREv109H89fQAPcVPS76vId3VkDy0FHcN4KoBrmkIlzVEZzXhgppwQQ1cVOFd5PiLBnrIQM2vhMfnFICzDHVKgXLhD19ozXF6XOr0B1iy8YuiUeeN4g7+Ipw4piVdlKCuDFcfaMnYPVx1alNLd23fYMuTpw8qq7Iqy9JL8pJioP7+7jfC/e67nj/tf/vGlRPHzh85eGr/3iO7tp86fPDgru+3b968e/t3Pzrt+HH71h+3fee05Zsfdm379rttWzdv+eZf//WnLd9URYWhytNx5fGU2nhabSznQRrYlIEti+O2FgvbK8TtFZM50YPxYbjcGExOJLYAiS5AoEoQmIpIfHUUrgIBlMGBkgh8MQxTCsOWw/EVCFJ5JL0smlUVy6uOF9YlSZtT5c0psqZkxYNUdWu2rjXb0JFt6cm39RXODFXMjdcsTDUu4TuXCd2vqANvwNEVDmqFN/WBj1oRTG2wtcJHvedOvGaOLNMHFshP5oiPFomdM9gWO+aBHfPAhmmxY9ut2E4LpnMO6DaNP9QNN5qnWmcJvQvU/hes0fdC9HPq8Dv21GvW1DJt9BWIessD3nDxrzm4dzzSewHxLQ//hov5IMZ/lOJXJdiPUtxbMW5FRvioIm7kVF+zR9+whle4Y+s89LoI+KSkfdaxP5t5Xyz830ycL0b2P3S0TyriFxXpNyWwLkaviya/iCfW+CPrzMevKN3WqTbRYKMM0yMjP3lpZ31YFs1o8TRU/etZ2soS+OEZ490C9YUDWLJgXjqAf5qFfm5DP7dO/t5nWYafWYaXzIOLpoElY9+SsW/jp/tFfdeGWQv61iVd65Lu4YZZs9rW58auF4aOWUX9vO7BnL5pRl0/q6iZ0z6ckdcsqKpmFJUz6voZbZNdVm4VF8wqq5YNtXPqEoso3chPMvOTbMJ0My9Nx4818FI1rEQDJ07PjDExk3S0OC0NrgYj5OQYLT3RxIoys6K0lCQNOVECQHT4KBUZIqHGZ8X9UpxxVkBIkAMRBlKwjRdvZMQYaUgrI3IaTNAT4rXEWBsr3siKMLDCtCBMwwzXc8NmJOlWVoqK7K/CB5iZERYW3MyGmjmhFnaonRVhY8AFU0FRkLPnzjnV5N+YYSdpgQAtLURLg2uZ4XoQYuNFOHjweUG0gxmpQntbaYFmPsLOh6nJIRoyXEuG6fDeGqy3bCyAP3lPSvASYd2U+HtqlLce5y9CuytBbw3FVzDhSulxZj25q5gKNVD9dQxPPdPbwgiwcyO0oJ+JHWAFwy1giJUbpAfDLfzQ5/wkGwhRULysPG89L/36uR31Rc6Lqgw9CNGB92xM+DQ7xs4K1ZOD+WM38d0uY00XHpcff1R6YqzxKrbNg/L4HqX/KmfkkgR1R4r20JH9NEQfDclLAdwUo6/KydcVxNt6ir8K5y2ecGcNXsV1/wSOnVFQ3Wa5sDl2xKwMbuJDlkSJDlaUkR1i56XqaQgDHWqkwy1grI0da2DADEyogeZloHkZqJ56ioeW5KYhuWqJV3Wka2r8VTVwWQ1cVBMuqIDzKuC8Cu+sxF2U4y/qqEF9lb8Qn5xVAM7SqZPyqYucgbMPs3b1lX8vmrwkR12QT12Ujv2ulWD4vGjstAx1Sok/pyVcpz0+15O3ryf/p01jmD4aEwOyMSND7R2tFXVl2aXZSRV5qRAfT9+b113PnLx28vilY8d+3uN0YOf2Ewf2Hfvx4Pc7djjt2Lpnx3d7t323b/vW3Zu/3vLVXzZ/9fdv//rVrr/97edt36b73+3LiUaXxIB1ibyWVEFbxmQBnNaQKeysFLRVStqrJ7Njh+MhQF4sLg+JLYqeKkRMFoWjSsIxZRFAZSSxDEEsiSAUw3AlMGxZBFAGJ5chmGUxzDIkrzpe3JAiaUpRPEhVtaQrHqTqWnM2wDJ351mfFMwMVcxN1i6gm54BHcvEnpeUvjf0obfM0XessXec8Xec8RXe1Hve1Hv+5Fvu+Evm8BK1f47YM4PrnAfaZ4E2O+aBDd3swLU5CF0OoMeO75kj9M0R+hZIT+fJQ/PU4SXG2DJn6pUA/1ZK+KCgvZdR3kpIbyXklwJgmYt9wSd8EFJXJdS3fMIrLva1EPdWjHsrxa6qCR/kxBUFsKIAVuT4FQlmRTD1jjX2Dhz6yJ5cE2A+y0ifteAXI/ezmfPFyP5sBP+ho31W/g7WmnhyTTj2STjykTPwgdGzTOgEH+Y8yY8m9VZN9ZSVZQQ3lUcVJHkPdmS9X2C/cJBfz5LeL9Jez5KWbbg/p0n/MOu5dXLZOrJsHXlmGVoyDz4z9S8Z+5aMjxcNj5YM3Ru1qO94pu/YOB4u6R7OaBvmNQ2LqoZlffOSvsmhqrFLyxYV1RZRpV1UMSsucwhLzIISA7/IJiqZFhaZ+CUmfrFZWGAT55sFOTp2upGXbRXlO0RFFl6OhZulIica6Kk6cqKBnKTCxWvBJAUlVkVJkOGirWC2jpKqJiapKSlKbIqKHK6kIHT0dAUZLiWEy3DRJkainpZoBlMMVOQcN8bOiDKSo01grIUbOc1PtHLhJmaEiRWuYwRYWTFz3LRZPszGhNs4sGlBhAGEqIlhRgrUTAuxMPzE6ECfa9/FQn9V0dO0ZJiWHiqjeCkJvgpMsJ4ENVDC7KwIByvKwYo10mE2DtwOwiwMqIkRoSOGm0CYhRumYwQoCIFSjB938qYEf12CuaYj+kqm7oux95V0Px3ZT4G/Q++/ALS6EDuvSVCecsDLxISbqWFqAkxPh5rYITYW1MwIMrG8LfxgLRs6wwy00gLNrCAr21sMwMPvOgmm4gzcYAMTZuchLdSEGU68neunp/hriYF6SiBn+Aax88pkg/NI1aX+4vO4lqukruvckeviKTfJ1D0NEKwjBakJvnKspxx3S03y11J9NFQP0eRtsP8Grf8af/KWnHBLRfWb4UbamDCrEGHhJU6DeTZauo4daRfEWDnRDm60iRFhYiBs7GgtNUxN8zfSPA1UDyPFTU+6oSNd1RKvaAguGuCiCu+iwruo8M4qvLMSd0GJu6DAnldgnWXYixpyQG/pUVLfGQVwXjL5q2zShdV/tjljx0DVPvHUZTnqghx1QTrmLB67KBp1Fg6dl05cVKCdpahzWsJ1GdptvO5Ea9q+TSweUSShM0AUeupx36PGxsqcR221seEBV88cv3XxzN0rLhePHT11YP/+HdsO7t517MC+77duO/D993uddv7otOPg7p07//63Xd98vfWbr7Z+vXnLX/72/ZbvDm/9Nuza+Z5MBFCZSCpH8ttS8BWIwcxQsClP2Fkt7q5lN5cMpcD7kP7orKipHAS2KBpVBMeUwHHlcKAyklQZRSmPpBTDiUUwfDEMVwIjlkSQS+Cs0hhmaRS/Ol7amCptTFE8SNW0ZSofpunbcgxtOYa2LFNXtuVRoX2ofG6ifgHd/IzYuUzqekF+9Ir65A194A1z6C1z9C1z9A1r9C177A1n7DV79AU4tEh5PAd0T2M7ZvDtM0CHHffQgm6axrfPk3pniI9miI/mCE9ngX4Hvm+aOPgMnHwtBN5KSO+klJdS4isZ6ZWM9FZBW1GDr2WUF2LiOyV9VQ6uyumvBPgXPPRbKf6tFPtKPLWixH+U41fkuBU57oMC/1EOrIlxH7hT7xija8zxNS7qk5T4WUX/rGd+NrA+GRifdPTftNTPSuJvSuCLHPNRMLrGH1rnD35g972n9y6RutBViS3p0LGWwqG2wt7G9IHOfLMC91+rhndL3NcLjJXnrNcLlJdzpOczhJfThJfThBfTv6dJf9/lYJt8bht9bhtdtg4/swwtm58+M/U/Mz1ZMj5eMvb+2axFQ9szfdszfduSpXlRVz+vrF5Q1y/qGp+bHi6o6+dl1Q5p1Zy8dk5cNSOscIgrDdzCeVm1hZlvE5fbJKXT8hKTMMckzDHwsyziPD03S8/IsHJzzJxMIyPZBKaYGWlaUoKGGC8lRsopERo60kBP1VKSVKRICRaqJCVI8EkaKkKJi9Bi4rU4mAwTJsNF65npOkqqnoG0cqKsLKSFGWXnwy08iA4MMoORdk7MrCDJyorU0yA6EtJKj5/mRphAqAmE6WgwIyPaBCJNDARvxE2JvW+gRyuIiSpinIYUpSFFych+YpKbihikx0E0eH8N4K3C+83wY6cFsTY+UscINxPCLMwoKzPOwYo1gTA9N0wvgJo4UDXZV0fz1dMDdNQQNREqx4cqSX5i/E051tNIv68C7nOH7qFaLmLaLlEe3RFMBqrxISZGopEVoWf5aCh+enKoAYQYOUg1M8TC9Znlxjm48TPcSAc33cLJtjCSjFyEjR9pZIZY2Qg9LdgAemkovgZGuIMbamUFqQF/Oc6dPeTKeOLGHXHlj18WTHqK0LelOE8Z/p6K7KGh+MrxvmqyrxIbJMX6irBu7DE39riHGOeho0G0VIhNCHEIEDY+0iBAGrmxc5yMeVGOQZRkYEL19AgrC2llh9tYYRYwTEPxM3H8TAwPE/XOhlY60lUNwUWNd1ZinJW4i3+UAuuswDrLMRfkmAtSjsO+RgAAIABJREFUjIuKGNBVdIjy9IICcJZMnpJOXGI8OtOYtmOo5pAEdXUDLMnYOfHYBfHYBen4edn4xrzhJS3hho7gTup07s7dv2ls7BGBMFZXk19empaWDGuqyWupK/Z1v3bm5wNnjx08cWDviQN7D+7acchp96HvnfY5Of2wfev3O7d99+3fd+/49qe93/+4dev3W7d9+9VXO7Z89903m7dv3rx/5/az+3e2ZSLQFfH40ghmYwKmBD6YCQGb8pR9zdrBVrChsC8h9GmMPyYnEpWLwBUjUUVwbHEErgQOlETQKmJopUhaUSSpEE4oghOK4KQiBLUQwSyJZpdH86vjJQ0p8uY0VUu6ujVD1ZZhaMsytGUZ2jKMnVnm3gL7YOXcRMMiumWZ1PWc3P2C0vOS8njDrLeMwdeM4Ze0wZeMoVeskReskWfg00XK41l81zSm3Yh6aMG2Gaaa9OO1VkzzDNAxje+cxnfOAo/mif1L9OGXnMlXAvQrEe6NBHgrI76Skd4rqO/klLcy8gcVY0VJfyMlv5VRVtXgipL+Qoh/JcKtqshvxOgl9vBLwdiqaOqDBLUqw60qgXUlcV2C/8jHrrJRa8zxdS7qk5jwWUX9pAM/6ejrWtq6hvybmrIuBz7LcZ+kqA+84VXuwCqn/x3Y8w58NI1roXUUfDBy1mYV/3htWnuhWbZxVpZkc0bKkpX2bonzeoH2fIbwZpH6co60AdaGWRsjOxtmvbCPPbeNPreNLFuHn1sGls1Pn5mePDM9WTL2Lhl7nxl7lgzdS4bOJUPnor7jmb5tydwyr2mYV9YuaRufGZpnNDVLuvolZc2sqnpJ0zAjrHAIyx2SCqu4xC4oneVXzkgKpyV5Rn6akZ9iEqTapVlqZpyOk2xgJRhZqXpmvJIKM7Cj9MxYPTNey0DqmfFKcqyOmmRlZmgJ8QZqsoGWqCZHK6lIBSVUiQ/XYGJU6HA9Fa4D4zSMRAc7xcqKNDKhNl6smR0zLYq2cMOmBREOPmyamzTLT50VJFjAWBszyUhDbixd0JFCdNQQMzPcykboqVAZ2kcNBKpJ4XYQ7mCF6yjhUmyohuhj5wQZGHAtIUxF8FCT3AST7gogQEcPtPIgZhZiiR9lZMGNTKSZEmFnIcx8hIEX4WBHmpkRdna4gx1mZYZY2eFGJtTKjtAAvgZSqI50z84MM1CDuKMu+DaXidpblC4P5sA1BQDVgSF6lqeVFWQgh5sZMSZmkokdYOGH2phJM+yUOWGyjRU/zUbaedHTwiQzJ3haGDIrCLFz/dQUdyXljgGEmOkQEz1kmh3j4AbbOSFmKlJP8deS78kBTzHuigy4LcW5i3FXpPhbMpyPFOeuwbnLUHf5E3ck2DA5MdAi8DFzw22cOAMTZuHEWgVZKnaymR+/IIyxC2IMsiyLAG7lxtl50VZukJnpZWJ466n39PTbJoaHnuqmIV3TEq9oiVc0hMtKnMv/5Os+g6JQ9zXRO/fcOXN2WGspksWsmLOSQTHnAJKhG5qck+SMgiIoIEFyzjSpc86Zzk3nRM5JUZeembpzP7S63fvcuVXPh6aqi4+/et5/v4E//NMpZwHEmT/mZAhv1JE7elUI932fcxTb5cSHOXLAF7mDV3BN9m+T9vSVnuKOXuMNORnAGh904Aza8odteWBHLviyYOSqCOoqgl4jdzn1vT6+TSKit7W8K3qemp4SVvEmFzrUWpidcOHU/nNH95+x3mtz6uil40fPWh+yO3v6+KFDB/fuObjL/MBuiwP7rawsjPeZGh8wNT20y8rcyNjU2GTnzp27dlns32Ox3+QvBRFP+19Ewl6GidryFP2l/VnBrPqX0p5aSVc19nVGbbBba8TToYzgoayQ0YLw0YJQaEEYvDAUVRiGL4oiFEbg88IwuSGI3GBEfggqLwSXG0rID6cWRzFKYtllCcKqVFF1irAmRVKXLq9N/Z66NANY0+CK2bHaZXSjIb+atYHvWsZ0LuO6Vog9y6TeX8ES9r2VgitEfa/53UVycJlmrFIz8k4zXD2DbJqENU6jWpcpfcv0gVlSzyypZ4kJ3uAgP3DR62zEGgu+xcNs8TAbbMQGG/FRjP8oxm9wER948I886DS+QzFWrUc1fqT3fWaD/xRC/xQjvwqRX8cRX5mIbwz4VzL4G33k2zjsmxDzTYL7OoH7KsZ+FSL/pwj9Jw/2jQf5Oj68RevZorR/orRuEhqXUO+1Y9UvAm+/zw7HDdQSxlqUfNTyJHNGjudRemYUqA8L1I15/OdV8udV8trsj/M6/1KytKMruoEV3cCvYC2p2n+C9atZ38FS1i3Kahcl75blVfOKyllZ6bT45ayoaGqiaFr4Ynq8aIrzQsPJV7NzpjgvphlFU+znWnqOhpY5xc6b5OTqWNlaZraKlqGl50mJUXJytIyYLKckT5DClfQYOTmVDw8WISIl8BgJNEqBileg4mXoWDE8lI8KFiCBIkQoezBUjk6QYsMnsNEKUvo0JX6Bla4kRitIYWpGrJYer6dHLHCDtQxPDSlGT02YYkSvCLInGUkyfPAELkSLC5DBvRUYXw3ZV0Z8pCS4TyB9ZPAQMcZbjvCYQDwVYb0FcG/F2FMV0mcCD+RBgoToJzz4nfFRL1a/F2/UjT/iJoWFa0kgJSNKSY+TowB6AlBLD9Izg2eIAB0pTIMPnCL7q4lPJ3CPpTgPDQGgxQRq0H4avLsGC5CjfeTYB4yeR+QWX3zLNVzHRUzbHeaIxwTeawLuq8EE6aj+atpTNdZbQgiW4yP0pGA1DaAhBqmxIRpWkgofO0kLFsN8NSTgLCtEgvEch90VIUFyXLCGClQQgrS0gGlWuJYcJ8cHynHBKuJTEfKmGOExPuTFGLjDGnzAHnzCHr4hHn4ggT6U4+9LcUAlJVTN9FLTQVp6qJKYoqbECYnhUkaKgpowRQuTkXy5tCA1O1RGjlCSQtS0p0rSHQX+vorwWI6/qcQ/kmHvipHXRQjXCeRVMeyqYMyVO+zyT1qNuvBHXXgjzrxRR+7oNQHMpzb7KLbLhQ9z5gzajA+4Yhvt3iTu6S87yx29YQCL028zDrbjDNrwhs8IRxx5Q1eEo9f4Y068UQfWgAOk9sS2jq7a3r4GyGhXUUE6GjJQUfL8/Kljp48dPrlv33lr60snjrvYXLzqYHf++NEje3efOXJ47x7L/fusdu+x2LXLwmqXxS4z011GO/fsNNtrbL7X1GzvLnMrcxPT3/7D86pt14v43vwgNbpW0FkMexFLKM/hdlQL+t73Z4a98brcnug7kAXsT/cCZ/jCckGQ3DBofuhIbiAiLwjzPBSZHwTLAcBzgbAcIDwHhCmMpBXHkp6Ho7MDaS+jBNWp/KpkYU2KtCFTVZcqrUlS1qdqW3I0bbm6zoLJvpf63uLZkfJleM0yun4RU7+IbVrGty2gW6dhDVPwukVi+zK5ex7XuULuW8S1zyDeC9ufi9ry1X0l+oFSVWeRqrtY2fNSO1o+j61bIHbPE7qXyH1z+K5l8uBHLnyDDVtnQZfYo8sc6AoXucpDr/NwG+PYDxz0RxbqgxC/wceu8VAfRJgPAsQMvkczUjcJaZzFtm5whjZ5Y5si2EcJ8oMAsSVAfuKjv3Kghp8stxgjf3KgX/mIbwLkVz7q2zj0K3vkC3PwC7P/K7PnM731A6luDVe1BKvWjNbwRxqyo70CPFzKiqJFzOH/tSabllPntaSlKczKLGprmfhxibS5QNhcIKzPwNem4WvT8NUp2I+SBVnRwZa+Lwn7DKvCn2YZsqhsWVS2/GrWvLx6Xl49L3+3IKtckFUsyN7Oy0oXpKVzkpJpYbF2vEDD+h7DTcpaZraWma1hZKnpGRp6hpqWqqKmqKgpKnK8khSnJMUpiLFyQoycECPDR8vw0WJUrBgVLUZFi1ARYmSECBFqiAQdKkaGff8TFTaBDZcRIhSkCA01XE0JU1NCVeQQLTVETw+bYoZNs8Kn2JFTrJhJRvwkI0lPT9TTE3S0WB09WksGqIn+CpyPFO0tQXpKEN6GKBHeYpwPD+kmhblLIE/4SC8xNkAK9eVC/PgoDwH66QTGR4YIpnfewXdexLTfEA8HqjGRKjxQSw1REiOUZOA0O0SNi5ygRmqwADnGU4x9IsU8EuPdpEQfHdJbQQLICXdVpEcTGD8VDSgneSowvhOjj6kD19AtNyg914SI2woMSIMLVxHc9VRvPcVfzYjVsKMm0AAlyV/DDVDR4vX4lGkSgE8AjKM9ODh3LRmggj4kDjmzkA/U1NhpcuAUyUfPipogJ6ko6WpyqoaRoyKHiEluE8QQEdZDjLgnHgpgdz8RjNydgPtOkIOFFC8x1kOND9WzAic5vlpiuJ6TJSXFKyixCnyqnJgnZ8TJ6V4ynJ+S7KGnP5xAu0kwN1UEVyXuqYbiriK6yHDXpNirEvRVEfKKEOrCH3XhDjuNDznzRh0N4Y44/Mz4sD2t/yIPElydd5bQ6yyCuHD77PjDl0frTr5KsgKXnxOOXOcO2o2D7dhg23GwnWDYUQq/zh925g7Zc4fsx8F2vGEH/ogDZ9BmW1XNSyxuGI8dqasuLcxKvnPV6cLp4+dOHj28y/Lkgf0n9u+zO3va1d72wukTZ44fOX3Mepel6W4rcwNY5mYmFibGe03NDlhYWW032rVzx24LU6tdZia//fXcPtPiaM+RN4kTkHLsuyRIUQSpKpv0/jmyMrsMcCvrxqnGOK/eLEBvhvdgpu9YPmgsLwRaEAYtBCHyglAFwcj8IHguEJYDgOUAEbnBmMJI0vNw0vNw+qsY2suo8Yok8fs0QfUzeVO2sj5VUZeiaszUteaqW/J0nc+n+l9ND5TMj1QsQquWkXVL2IYlXPMSrnUB3TqHaJpBNiwQ2lYoPSuUngVCxzymWdhZyGrIELY/Vw+UKXtKlJ0v5e1FusEy7cjbGUTNFLp1GtO2TOlbpvSvUQe32GMfmGMfWZB11tgqC7LCgq2w4KtsxAYH9XEc85mL2eJjPwvxn0XYT0LMOmtsBt0+A29eJ/TOY1o3mYOb48OfRPBvctyfEvQXHvIj6/tDFVv071tJv3Hh/8lDfOPC/5MD/cYZ/U/W0H+y+/+kd3wk1K+iKlaR5bMjFfT6fHzLazy4DgttamvIf5UbWvv6GZ868nGJuzyNXZiEfVgmbcwTNxdIG/P49RnE+gziJ1g/7nKA/AtYi9/B+mlW638Bq9Zg1j/Akr75CZaOW6hhFWjZhVp24U+wNIwsA1hqWvp3ragpKnKskhTzE6wfz4LF/n+CJYSHiFEhhs9iZJgYHS7FRShIUSpKlOE2KDUlVEUBaShBOlrwJCN0mh2qZ4br6JE6WqyOFq+lxmko0RpqpIYapiEFqIn+aqK/ihCgwPnJMf4ytJ8U5avBAgRIDzHGW4vzmyQCBGhPMTZADgfwkEEyIkiMfqog+gpgfkKE1wTegwH2YPTdJna4cIYfiJC+KhJQSwNqyQFqgreCFCVBPZJinkjQ/nKMvxTnNYH15A3d5qIfKyn+AsQjBdFPSQ6Q4NwUpKdSlJsU6yuEeuHa7Wi91yRwoAIfoqUH69iBWnqsjBIpo0fKyXETuDAtI0xOAKmxITLMAy7iiRj/dILgJ0P7CUcfkPpuc6DuenawjgiaokWoxhNUvFwlM0XHjlMx4pXECA0bpGXFy8kAJfGhhuinwHooKW4amreYFMPFe2oo7nq8v5rkpab560hhGmLiDDN5mh6pIfmrSJEqSoya6jVN8dOyAqY5EWoKQEHyVJGeSHG35YTbMrSrFHt1AuMqRrkKEZd/AeufnDJQZQh94BIPElSVe+ZfwCpJ3j387pxw5DoPbM8dsuMM2XGG7PgjDhNwV+GYM3/EkTfswB2y5w07GD5sG4N2T0iZBNxoVfkLX88HD25fvXXVxXr/7iN7dx/dt+fovj1njhy2PXPq/Knjxw8fOLTXymqX2S5LUwNYxjt3mBrt2GNuftBy974dxgfMzfZZWezZvWu3hanVjr/dvHCg6UUUrbNw7E3s6MtIZEUyo724MdkXdHF3ksuxmhjPrixgT5ZPX6aPASxIQTCyOBSZD0LmByHzgxB5gdDsAGg2AJkXgi4Iw+UFG2ZY3PIkflUK712S+H2aqjVPWZeuaszWteZrWvOVLbmazqKZgbL5ofL5kYrFsXeL8NpVbOMKrmUJ07KAallAtSzh2+bQTXO4thVK1xSqbqL/Ja0uhd+WzW0tlPa8lneV8GtzFC3F2u6yafA77UD5JKRuElK3gG5fwnauYLvWCb0fyINfWZCP1JFN6vAaZWSVOrZKgazRIBsM2CYT+icf84WH/sxFfObBPjCHJyEN/Nai8fr8SWjtOqV3izvyRYT4KkF9FiL+5MH/5EC/MUc/04e3qOAtKvgLY+QrB/JtHPqVA/lE6f9M7fvG6P9fzN4/yc3ryIp1WNlH9Ns5SM0rv+uBrmcEBPCnVfnyLLf6beq9Kyep2L5vGxNrc6TFKeT6An51Bre5QPqwSFydRazOIv5ryVrWgZe0g/9i1rK6a1nd8Y+S9R2sxgV5/by81mDWD7Aq5qVvFqRv5ifKpoWvdNwXBq207EINq0DFyPuhVaaKlm4AS0l5pqQ8U5KjlaQYJSlGQYyVE+Jk+FgZLl6KjTOAJUJGiVARIkS4QaufESFCJahIKS5KQYxWU2O19FgtPVRDC1FTg1WUQA0VqKMHTTKDp1jBenqEnhapo0bpqDFaSqSWEq6lhmkowSqCn5roryUDtORALTlQTQQo8f5yrK8KC+DBvERoHynSS0cCKEiACRxIgQ6XkJKZQ8FSlL+S5Cenxo6jY1nQEDk+cnzkHhN8jQF+xB72kKI9NAR/NcZPS3ygQPvLiF4aWqASF6gkBmrwIAXaX8XwZKL8aMN+UiRQhvJUEkECpDsfdUeC8ZTivKUoX0b/tXGwmwjmLcEB5NRM7KinABerpIUradETxAQpIWGKGq0h+gigjzlj9yfgvgosUIMLVeL9GaPXCG1XJAg3GdlTRw5VkIOFjHgWKW8cl6FhPpOT49TEVA0tboKQpKTGqqg+aqqHmu45LYhgI7xh3SE8XJQa76dBecmwbmKsnxwfKUHHqUmhs6zwCYK3ip7EQ0QpyR4KvCcVEkgZiKENevFhQC7Md4J0S46/PoG4LkFfEaMui5BXBHAXAcSZN+poAOunUIZwfhhEH7jEHQt8l3OS0OdoAEswcmXk/YnXKVYjNReFo9cEww68H98XjDqKoS4S2GUR5IdZYEcu2FEw4rINgwdDYT3vKp5HhfndveZ477qLo83ZE9YHTlgfPHvU+syRw2ePWp87duTsUevjhw/st7LYv89qz26LXVZmZmYmO3b8sdNou6WpiZWpudXvvx8wN7M03WlpaWlubm6+8w/Tv27Lin6KrMvqeRmNqs2hthdXJTz1PW/hfmh7/n2X6miv7ixQf3bAQIbPWG4QJDsQkgPAFAWj8kCIHCAqLwiVD4Rk+MGyAtD5wej8UGwuiFocxSiJEValimpTee+SpA3p6rZcRX2mtiVP1/5C3VaobMnXdBbNDr5ZHKlcGK6YH6lYgtWs4ZpW8a0GsJZRrUv4jjl00zS6cRL5XjlcRq9PZdansOtT5J2lwoZCzpt0YXmWrCpfUpHHK8sUvcuXNBSL615MNBQrW0tVbWXq9jf67sp5cN06onsT1buJHdwkjn6gQDYpkE3q6Dpt+NM4/NM4/PM49D/58G88yBK2XdZbKmp9sYhtWSJ1LFO7VlgDW0LIVwnqqxDxiTP2lTH0hTa4Re7bIvd9oQ1+ZQx9Y4K/MgY/ENo/ETq+Uru+Uds/YWpWR0s3IaVfMZXy7tcp9y7Z7fpbUXLopIK+OMP7n5+mwN3v4sO8tDLc8ixpc5G8Pk9cnSWuzRE25vFrc8ifZq1Owb6bNQld1oEN+VG1en+sDTsMZi0qWxb/Mclq/AFW7YK0ymDWvLTcANaMqOQXsPI1rDw1M1dNz1TTM78/CEZNM2ilICcrydFKcrSCGP0dLFy8FJsgxSb8n8DiQ0ECWLAIES7FRMsJMWpKnI4RN8mK09KDNTSQmhqkogA0VKCWBtQzgiaZoElG+CQjcpIepadF6ukROlqojhasowcp8b4Gs9REfzURoCYCVIQAJd5fgQ0QwL2V2CAVzl+O9RJjvCXY0FlWbkv5/XfPXLSEuNnxRNpY6h2HHWUZrjPjKSpKjAwXKkKCJCigGOGmJQKnySA17vEk3kdG9ZeRfLVkgIoEnKUBdQQ/JSc21M28r+LmDDVOg/abJEXKcUF85CMJBsAZuSmEeolhbpTOO/Thm1xscITP+Qc3/m8pOVpHAajxwXJqlIYZo8D4CmE3hWgfOcN/kuipJwA1SAAP5o0eeIRvvC6FeOsYYRqSv5IRMMHLuXdtT2n642VhlQr/XEsu1DFy1bR8FSVbTY3WsUBaTvRg/YPYoCNZSbahHvslsGQFIkBOBKpYSc+C9vbWPlEzQxS0YDU//03ew1i/3VpBCAXi7n9/19Wz24C3tvGhMYUJR1G9l3W0B2r8PRHyihBxWQB34UGd+GNOhjLFATv8FIozZMcG2/4MY9CGMwKozD6B73UQjjnz+u0FI1eGao6VpVlCGy6Jxq6KRp0EY/bcEXvOkK1wzEkEdZQiL4uhLgawxgcdxgedRGNXt41BOrDogeLC1Nuutq4O5685Xbxif+HCSesjB/acOnro5IF9pw8dOHfk8Lkjh88ePXxwj+Whfbv37rE0NTMyMtpubGxkarLTbKeRubGJ1e+/7zM1sTAx2rt3r4XFrl1mxvst/v48HdSUHwW6dfF5pG+c+xXg5aP+Nnv9Tu3OuOXUGOPbnwEayQaOpPtCM4HwDCAs3R+bH4jKC0LkAFH5QGQeAJLpA830R+WBUHkhuLxgYmHY+NvE8beJ/KpkRXOOvClT0Zw18T5T01qo6yxStxUqWgu0XcWz4NL50bfzQ+Vzw+Xz0Oo1XNMaoc0A1hKmbZXUPY9pXsA1zaDq5P2vWO9T+fUZzIpERkkq/UUSMS2CnhEjLkxTluRKi7InirMlpTmikixJaY6muniqvlRX/1rfUDrV9EbX8m6qvWa2p3FhsG1prGsJ3ruE6l3C9CyT+lbI/Wvkvi360H+Oj31hDq4T2zcIbZ/Z4DVG7zylY4bSvsTq3RKOfhZCP44P/0kHf6L0fiR1fyR1f6Z0/0nr/ZPW+4Xa85Xa9Sel409S+ydc4zqsfBH8cnm45CPsDfxlrL/NwavWlvcdTnc3vZHwscoJMhbWVVOa199etrU2/mGVsbFAWp7Gr84SNxZIa7PotVn06gzqh1nQ1SnoyiTEcB/pd7Z+MevXkrX0S8ky7Cb9BazKeWn5wkT5wkT5jKhEzyvScZ7rOAU6ToGWnW8AS0XL+P7kKiVVQU42PFxoaFgKYvT39eB3sBLFqFgRMkqEjBIiw0WI8J/dig8NEcBCJahIOS5WRY7X0uMnWQlT7HgdI0RLD1ZTgSoKQE0J0FABOjpAzwDq6SF6epieHmagSksL1NKAWhpQRQhQ4n0VOB851tsQBc5HifeV4/1lKICeFKYlgeQEHzneX0dPxnWD/O7vpA1FzbBTxNi0CC/7E3v/+3AbcF6UOtroWxB1REGJVVIDJ7BeCrynluKlIvipUb58/BMp5b4S7y/FgWSE6xq6R22x+/WTf+UjAvVkoBbrq0T5iWH+XNhjHsybD73P6H8gRLrRwHc5KLeq57fO7LZIiLJZ4iZo0O46bJCaHqhgeAuQ91iQG3iwb3XReR3JbZrhp8F5EXsDQj33jtY46Yn+alqYAu+2OJFYmn/3/GGj1jLQLOulnlQyycrXcQq0nFwVLUtHT5aTAqXU+FA38456kED44vKF3zpfP1UQQ+W0vKzEi9ft/gM3EMEae6KgBdeX3z2xd1tezMWtycKuKteMaIf+DjfSoNscNzMj/mh2rNUU1UMEdeXDnPkwZx7UiftTq/+CFGvQ5meYYFv2cEBF1nF8r4NwzInXbyscdQVXH32TYYlssRVBXSVQJyHEbnzMYXzYTgRxFkAcJAgXIdTZsLRkD9pzwE5CyNVtg/0NLY1lfh53rtqfvXPZxvak9alDe21OHT1/6tix/XtO7t97cs9uh5Mnrtvbnj504JCVxd5d5rssTY12/r59++9mZibm5qamJjvNjU0s/vjd+I+/mZvttLCw2LNnj5W5ydF9OxsrMttLU/f+fZvxv23b/8e/3Tu72/uiFcjuQMY9p7ZY3/6UAEhWwGiaLyw1AJkBQqQD0dlAdG4gOjcQkwdE5QTAM33hmf7onCBsXig+P5hYGEp/Fc0ui+VXJcubMlWtObLGDGFNmqq1QNNZZLgPS99bPD1QMg1+NTv0dnakfB5es4RtWCG0LuFaFzFtS5i2eUzzHLppBvGe35Y3lOnXGfOwxudy+SObVt97/UA3eKg/JhTAjItixUfLc7Ln3pROvX09+aZEU/pyuqpsoeHdYmPVYkvNQvM7fX2lvr5S31A12Vwz1V431d0wM9g0M9yiHqzRDdaqeyu1/VWLkIZ1VMsHbPsXUtefXPBHdv86p2+O2jZJbFpkdG6y+7Y4A19o/Vvknk1i+yaxfYvU/onc8Ync8YnS/oXc+pnUsoVv3EDXrMIqlyHlK6NvV0bf1id63zy4/YnNicunDyWG+yklVDJmgEOBd9S9zUgEfFgZ/7jGXJ4jLk8TPizRlqYw63OY9TnM2ix6dRaxMgNfm4YZzFqeHPnVLEPPWtb2L/+6MPylZH0H6/tW0qoFWeW8tMIA1qyobJJfrOM8148X6scLtZxcDdtwOXK6kpqu+P6OTrKclCQnJRkWg7/UqzhDwxIhY/4rWAJYsAAWaqhXSkK8hpqoZyZOseOnOLF6ZqihZKkoADUFoKYEaGlAHT1QSwvUUIEaKlBDBagpAWpKgIrsryL7GiqVHOstw3hJ0Z4yjJcJsKm7AAAgAElEQVQc66XAeYtxXlKEnxoNmsD4Kch+k9RQPTUzKcD6bcGDeWWOipP8IulKuMetgKcnJnhJE9TEYLc9VQWuOl6KjAaa5sdLSe4alreaGqsgBImJPhLiIzHaQ4QGqujeuvFY/ztHK7MfqZlhcjxAifeVYDwFyCDm2EMuzI03+lSI8hYRvKfEaQ1vLod52HrfuNXRBFoWpC4wn83S0jT0UD7uMQ/roeU+K0g5VZJxQ8eI4yLuiLHuxYlXH105iOy8r2F4KVhhc4Io+nC0x42TGXFuHEz2ouTFJCtXQkmSM7PlzHglI0pFDtfSg2TkiASAKWTAg0KJuurw9+bSe3JmfHb8tVtXDvp6nEB3eI73u+kp/hRoYKC7VX/FwzVhfkXGqd4W90l9Mh9zV88CVby5EuZnocF5CSFXuGNO3DGn8VFHzj9rxRq8ZAhz4OKvYQ3bsoZ9yzOPGcDiD9iJxq4MvDv0NtsS22kvgl2eQDiJ4A5ciD17xE4EcxJAnIRQZ/6Yo+GfswftOWAH7rDTtvbGN+lJIV4PrgU9vedx+8q5Q3v2Gf1he/Ko/cWzZ60P2R47ev7AgWvnzt1zdDy5f+/RPVa7LUzNzXbuNP5j584dJmbGZmYmpiY7jY12WhjvMDH6bfceC0tLy6PWR/ZbmR/dux3aWw7ver3f5H/sMv79+G6TspTg5CeXgp32Zj916Iz37U30Gs3wG03zhaT6I3NC4VnB8GwgKgeIyQOicwHIbH9Elh8iKwCZBcTmBRMKQoiFoYSCEHZZLO9dkqj2maY9T96UOV6VJG/NVXUUKNryNF0FU4Mv9f3Ptb0FU+CymbGKOWTtAqZ+idCyTGhfwncsYtpmsc2LuFbFYBn2dUx/oifkWcBwlNcgyL0P4D4U6An2cYf5eeGCAlkxsczYWG5Skig9W5KTK8nLk78s1lWUTddXLXc2L3U2LrXUL7U0Lrc2Lbc1L3e2rvS1rQx1rIx2LICbVkeaF/re61vKVPVFyroX2tZXiwNVa7iWFVzLBq1rntgyia5bILSskdo3yZ1btL5NcucaoW2D0LJJbN0it30kNX8gNn3A134k1G9ga1eRNevo9x9wTSuI2snB0vLYpx521g9sT146sifA/U5jVXFVSU5ssM9dVzvEUNOnNeHqPGVrjb21wlyZIXxYoqzN49bmMWuzaMPacGUGtjoFXZ0eW5mE/EvPMpi1ouk2mPULWM2LiqZ5WYPh1M53sKRV89KKhYmKRWnFrKhskvdKP/7CAJZuPE/DzvmhVdqPB1Z/PApNjDfkF7DiJjCxBrCEiEghMlwID/uhVbAQHmaoV2pSopaWNMlKmmTFTXFi9cxwHSNMQwOpKIEqcoCaAtBQAVoaUEf1N0RL8dOQfTVkXw3JX030+zG68lcR/BQ4HznWy5Bx1CPB8BPpmN8Exk+M9ZBjANSeEMAdKyr8BWLYJz/VMTHYJTvWOzv+6qQ8vbsa8PCyObI/Qs3Pw/QGd1fdk7OiyWM+hXHneLhAPtxbjPIRY/0E6OC6Itf85Mt+d3bxSSkyekprySNo+6MJWnxR8oX+964cuL8A4ilAeWMH/Jsr/ALcDr3M8A94YENH5zS+utlS5tv+1nPw/WMVM51LSKt9/RDRG0LHZVUV3aSNuQ803r5ttyfW/yoZ8UxCTH9fcYWPS6rMenrX8VB7Y6Ra+K6ryo+OSNEISutK3Iijfmp2qAwXoKcFqKlBDMgTCTGsvvzuTaf/Ae+OTI84HubnGB74OCzInjjwRAEJ0BHdhdSUQI/d5F5fFSY+8slfspKOVJQ6CFFPZzihBQX2gT4mOoIfd8SB8yPs71rZssE2bLDNT6EY/Rd+DXvEjjnkU555BN9rJxh1NIDVX3mwPMcC3+sghl+WoZzECHse1IE9YiOCOQmhLtwRhx8I2rDBtpwhO9agzbYI0NNA73upMSDQ03u37M5dst5/4dDeQ6Y7D+4yv3DsyIWDB+2srR2sj5y2sjq2y/Lo7l17LM3MzXaaWxibmZkYGe8wMtpuZLR9++9/bP/7X0yM/zAz37lnj9W+PXstd/52+oARYaTuTX6glcm/7d9jcfbIPiG2ryUf4GOzPdP7Qnu8d3uc+1C693Caz0iaPyo/EpEfBs0JQmcDcXmBmBwAMssHleWPzAxAZgLw+SG4PBA+P5j+KppaHM4ojf4+wGrJYFcmSJuzle258tZsbe/zaXCxrq9Q2ZmjHXw9A6mcR72fw9Qt4puXSB3LhM55TOsstlkx9IZRnzlel6XueMl7nUbPiqOnxfJfZDAyEqkJUezEeFFaGichgZOQJErPVBS8nC6tnHz7bvLdO23VO837d9Ot9dqm2sl3FTM1NUuNjRvt7R97erbAfZ/G+j/C+lf7Gj8Mtn7ob1zver/eUT3XVKqqypOVZ8lanuvB5VuUrhVCq26sYgr6bgXT8Inc8ZHeYwBrldC8QWj+QG7+QGzaJDRuEes+keo/4OtW0LWbhOaP5PY5WK24/TmmqfBVrO/ti8ceuzo4XzhenJv8IjPhjtOFEL+nUj7uy4Zka429vkjbXGaszpLmdci1edzaPG59DvMTrLUZyD/Amhpd0Y+s6IeWdeBl3cC/gqVo+1my/hmsml/Aqvz/B0v+/TnofwJLTogzTNyluBgpLmYCG/1/AkuEiJxAxyjwCRpyko6ebABrkh3zA6wQFSVQRQKqKQA1BaChAifpvpN0Xz3NR0/z01F9dVR/LTlASw7QU0F6KmiSFqSnBmrJASqCrxzrJcW483GPJRAPyYiPEOE1DnuoJ4ePVXlEeZ1iol/Hhhw7vvc3f3cbmyP/0VOdMCMvvWu/KwZwvafZt7XS7ZGjZYT7UcJIVEmWy7Vzf2NiooWwJxKEr4wYnxFkkR93MyLANS/aRsAOT4+4ePei9ZuCGwRYqvOZv1e9uKxm5gqgjwRY3/cvn547aHrdef+DG2ah3ockpFeeD/edPLIjKeZ20KO9iPakEO/TMYEO3dWPYOCQa7Z7hxqAwKd77E+ZvM653d0OCri369F9i46aII+rh4L9bAjEnLhQlyeXLzzP8GDjKuyO/A3WE7AwkaIjh05SAybQbhLifQXyWfDdE7lxDiWp9xyt/+Jx7+jpI8Z3r+4mQp/IUQFyojts8Jn7g2MsRKCOnoLqBbWW+zmfMWotsJ9lJDx1t8xKO63FewrgTuxhe0NY37uVzU+wfnWK3nfeEANYbzOs/wWsilxLYr+TASwJ0oEHtWOP2IjhziKoKwfsYFhOMvovssG2nCFbet/5bQ+uO0YFeiUE+Ya4379tc97lzMkz+/cd2737yunjT6+63Hewu2V3yebIoeNWFqf27jlgvHPvHovdVmaWFiZmpkbb//jN1NjEZKfpH79tNzcytrAw22702/7deyzNd/2x/a92563IQ2Ulifcu7P/bYXMjx9PW7ZXp3ZUxHo6WiR7OzYnebUm+vemA4ezgkeygsSwgPDcQlQeCZwfBsgCQDD9Elh8mLwCR5QPP9MXmgyhFYZSiMOqLUNrzUF5ZnLwuTdWSrWzOEtUki94nKrtTZZ3PxO2pqv4CdW+evCtjsb94BfpueqxyEdf6cXx4ndm3RGpbJrbqxt4xqlJpZYmShjxBfR69MoNTlSesKeKVF9IKU0lpcezMZG5GijAtQ51fpHv+erL07VR55Xxt/Wpb12pP32pf//JA3+Jg31xn91xn93xXz0J3z2JP71Jv33Jf/3Jf/2zb+5nmqpnG8um60pmaV1PvnuvLstWv0ql5EcyiWG1zgbbjheB9qrQlb264Yg3esIJpWMc3r+GalnGNm8SWDXzDGrp6E1O9jnm3gq5eJzRsEpo/k9q2SJ3zqHZG2xs+uis9+PFtm6PVzzOAj+/cu+KQ8yx2pKc1JzWs/FXK1qr44yp3bYG6vkTdWmF8WKKtL+A35rEGsNbmkOsz8LVp2No07Oc8a3XyV7PAS5ruxR8b3xcUrfPypnlZ47zs1wOGtd9PREsrFiYqZiVvZiVvZkVlM6KSaWHxlKBoivdiklegZmWpmJlKRpqCnqqkpSioz+SUZDkl0bC5wTCAVxAS5fgEGS5ehouXYhNFyBghIlKMDhehwngw0DgExIOFKAiJKnKilpakZyRNMROmWHGTzGg9I1JNCVNTwjTUcC0tQksP1TFAelagngXQ0Tx1NE8d1VtH9TaApaP66yiAX5vXP8oX2VeO95djfSfJYUo0SEsNmeJE9VbfivE+vDTZmpXg8CzUSUJr9rm/FzWcA+5KdbU3knCziPB037tnPW7YpUc9eP38QV7aHcCTK/UvvdBdd/SUsIYMT4D77tGxaFenvRBw0sssj3s3zz++Z/e2GJiVdjcm8m5C8BVoLYA95qMaD4F0B911+buYUZ0a6fQi88ZQb/K50/+t8lWAgFbmdmOH27XTge7XsuPvZ0ZfiQI+eHz9YmyYw13XfVmpTiRySETQhQeu50ICnYvyff2eHuVQa9ITbwT52YYArqck+Be9DooMcal/5UYHe8ux3jKcn4wSxCd7v8q/7HV772hzcMtr166KO721gXccLPrao+dZCSpKoF7k2V5+I8LjhGI8vqXsKg11Xy71D3xoE+l/mIqM93Q1gjTdEcBvscE29BFbxpANpf88beAcc8iGOXCRNWgjgDgzwJeYQzaMIVvqgA2p+zyp4yy16wyj+xy17xKtz+NdmjVl4AoXYi+AXhIhXbpKD9XmWNDBdjzYJSHMRgix4UPPCuEXJUin8WE77oj9+LA9c+ASc+ASG2zL6LOhdJ3fFhPsG+7rFunrDnp059bFsw5HrS8cPnTH2TnM/dH186evnz/rcubkid2WB82ND5ib7jczsTTZsW+3uYWJkaXpThNjI2OjnUZGRkZGxrvNLCwsTcwtjC1NzUx3mBjt+Pshq//RVBRWl+97xvK/n7DcefXcseIk3+bnoOj7ZxIe2LckeLfEefVnBkJyw4bSAkbTAzAFIcjcIGRWEDonCJUDRGT5IbP90dkBqCwAKgtIeR5CzA8i5QXRX4TxyuIk1cnS+jRZY4a0LktYmyhreyZuTpR2pE2CXyg6M6Rtz3Qd+erOwqnRihVK1wfuyAZnaIHUroPX8FsLuLWZ/JpMfk0muypD0Phc1lEmri9mvclilKSNv0onpEYgIoGE+IjxzDTdmzJt+Zvp2tr5pub5to6F7p5VMHh5ZHAB3PcRDvsIh20h4J+QiM8o5Bc06k8M+k8MegsyvNrfOddWP9f6frWjfqWleqrqpfxlNjUzUliSMl6SiM0KhKb6UIoiNa3P10ffz0Or1/HNG4SWRUz9Gq7pI6n5A75uE1P9hVC/hW/cJDR/JLV+ZXSvEFoV0HoRpHl+glRVmPDQ5UxaJCDo6f3DVibhAK9vH5cVIjIV17+1JtlYYn9YYW4s0z6sMtbmSD/B+lmyfpj1Ayw95J/B6l1Udy2qu35ufDeY9c9g1RjAmpf+C1ivvoPFfW4AS8XMVDIyDK9DK2kpSlrK/wksJTFFjIrlQcMEiDARKkKIDBfAIwTwKDU5VUNJ0dFT9IykSUainhGjo0dqaeFaWsSPhGvpoVp6kJYRqGX4a+k+hugY/jo6QEcH6OiBOnqgnh6mp4fo6SE6WrCOFqylgrRUkIYSpCaDtCTQAituhhqnIgVr6KHwDo9ngSdwwyXX7f6dCEvlEF643zAvSnsa7nfppuPvdHx5kM9FkLdzLOhhgKfT/ZvWYcAb96/bAh8eQHU8mKQlpLi5pIXdjQi5uN/470XPQLbHfs9OBTx5cP7xLesrDvtAwIeOZ42bip5M4HzF5EifG/teZt5cVDVHeJ5ODrdNi3l45YoVdPhVVJBdqLeN++3zuckBHvfP3LY/EPD0xh3X0zdcjY8f+FtjTfK7yoeuTkaFWQCfBxeAT2zDPJ2bylKuXbBqLEvzuH3J+56dr+9VoOctt8v7W0uu8NGPsT13yjOv5UU9unrBuLEkdKztMbzTlQMH9VcH3LHdiR5JInQ+pQy5zUhjMqNOvkxy5xJSHjv/XxxMKJsSdevS7tJs9+y4M3lx1hz0I/KAHbXvEqnHlj7oxBp2ZoLtaf0XGYM27GFH9rAjrt0G126DbbuEbL2AajmLaT1NaD9J7jhF7btE7/f8FSwhwrmr9FDLi4PsUScBwlaMsJciHcVIGyH8ogDiwBmyHR+24406cEcc2GBbRv9Fet8FZr/ttsyE8LSIoASgd+CDW3dtL1w/f/bGpUu3nZxunDvreuaU48ljp/ftPnFg9yEri/1W5nt2mR7eY269Z5eV2c5dZsaWFmYWFhbbt2/fYWRsbmxibmliamZkaWy6y8TC3HiH9a6/VKT6pfrbH9u+zdroL3cuHH0e7vYm6mHczVPPvW81Rj/tSPAZTAOOZgaOpgdAMgDonCBsXjAqOxCTC8LlgdDZQGRmACYnCJcdhEgNIOeDCDlAUl4Q62UkvzxBUJUoqn020ZShas4X1iRPNCTxamMV7Zkz4CJJU/JEY5yyJXuiNW8KUr1M7l5hDK4yB6axTaqRcnZtxnhVurg2U1yfK27KV/a+VfVV8huKWJXZrIoM1tt0ZskzSkE8/XnyxLtidV25rvm9tqlW39Y429u1AO6bB/fNj/QtwcBbBMQWAfGJiPxMwnwhY/+kEL5Sid9opP+HQvmCQW9ARtaH+j8M930Ad6/3ta10NG501y21v5vvKF8H16obC7FZgbTCiMmWF1Mjb1exjZvE1iVswxquaZPUtEmo/0io/4JtXEfWraIbPlHa14jN84TGSUrP/16XcfEDJdnRT65fdLvpMNzd9PTBNQujv5LxMI2UTkR1f1wVL81Q1xdp60vU9UXa2gJ1Y5GwsUjYmMf/LFk/zDLscoCu6iGGkvUTLINZ/1Sy5E0LcsPo/fuq8PtVWdKKuYnyWcnbWVHZjLB0WvhqSvDyB1jZP5KlYWT+jIqapvr+u2GKgpAsxyfJcIkyXKKKlDKBiRfAIwwRIqIl6HgF4ZmOlqmnZ+rp6XrGMz09QUuLUlPCVOQQBTFYQQxWkkKUpGAVBaSmBqlpADXNf4oVMsUKmWIaNr5HTrMip1nR06zoaWbMNDNmihE9xYyaZEROMsINPyZqKKF6epieEqbGh0sxQC0jjAkJyo85U1HgmRl7bIIdP8GOfZF8KifGBtWbGOln9SLtWu3rx3Fhe2reXOXRCpoq/CMDToT6H8QMAcQEPxXFu7fkXozP3ra6x6mRzoVJl2sK74b7W6KGw9mYvPToy35uR5rfuispzyY5flxUULy33VBLALj57ttsp6gAs7e54RGg8001T96XXhPTXqZGn8hMOkJFJw00+CeC7CP8jqCGw56n3I7yO19bdiM78Uxy5H4hJYtHyEoPs+4sf/oy2SY76qiMnkeFRkSFXwz2Pt5c9pQODcL1320ssb1xcdsjV6uQJ2e9XfeHu/0Bb7/Kx/jUP7d9ZPfvLHhOYZxJb821ynwHl5PbgPf3Iwf84333pwJPhXqaBD3anxfjGudviQHfocEc0R1nqT1X6P0ujIHLzEFner8jA+zIhVyjDTiO1h7teHm64+XJ7tLT/ZVnxurOoVvPEbvOUXvO0gdsGQNe79Ksyf2XeVAnIcxGAHfqfH245cVBLsRVinORY6/IUC4iuK0IbiuCufBGHQyTe86QnWHuzh1xEMEub0uPDo7wcQtzf+B744r3DVePa65Xzp+zP3XK7tDBGxfOOZ06fs76wNF9u3eZ7zx8aO/+A1aHLEwOmO3cb2ZiaWJkaWqyb98eEzNTs12WFiam5pYmJqY79piYH7DYY7Jju7Xl36syQFWp3meM/5vdbmPAFZtnj5xynzjEOFln3nFojnTvSvDuT/YDP/ODZgIROYE/qcLmBhEKQnB5IEwmEJsFwmaB4M8ApJxAUk4grSCEUxItqEgUVicJ61LETemqtqyJhmeC2ujxykhFS4a+64WoJlnyPknf+0Le/UIzUrFA6lxnDy9Se9SQaunAa1FTDr8mXfI+S9FaKO96KestlXa/5TcVCZqLWbV5vPrnmr53iq630vYy/UCDsqtW1VWn7m3S9rVpBzsmh3tnoP3zCPAccmABB17AgRdxI0t4yDIBukJErBLRq0T0BwL2AwH7AYdaR0JWIIPLwz2L4I5lcPtsR+18V+0KuPEzqnNpqIb7NoVdEqeoy54aebuEer+Ob14jtqwRW1axDWvYui1y0yqybhnZsI5v3aJ0rJNalkht/NHqscYXpXnxDDwYPdr++LajUsKUCejmxn9xsjsjYKFWZkUfV8WrC8zVecrmMmNjib6xxNxYIBnMWl/A/mrWz62kP8H6bpa2z3DA8FezFhStC/8wq27ul+v9foD15vu79oKXU7ziSe5zDSvve9g5OlaO4aSOlpn9K1hK4jM5PslgloKQLMMlTmDixahYPiyKD4tS4FOnmfnTrNwpZvYkI0NHT9ZS41TkcAUxWE4IkmAAE1igDB+kJAWrqcE6RoieGTzJDp5lx82y42bZCYbMcZINMbA1xYyYYkZMMkINx6T1DJAI7aMk+ctwfmp8sAwHlBL91YxYPip+HJMkZyYJSYFSaoCSHqKkxk7zcmWkNBEsbpadraVFqBkBUkLgBCae1OPDQ3izMR5cqI8U5TaB8pASAqW0CAklSUINmmJGaGie0xz/KVbcBD6RhwpVkoMEkPt08G1U+5OanAcFsUer848ju25r+cmvkp++TXswI8jQMcJm2elSfLCCDlDTgXoWaAITq2MkLIpjZjiZImTMFCdmihM1ww/VckF6fpiWE6IbD53mhuk5wGk+QM30pGL8yEhP4sij4UbnkcYbw013exquj/XdQfQ97q540vP2MX3IiwO7RR++Tup1F8CjWTB38pAn+L0n+D0A2upLhXhzoKHgdz5jTQ946MCxxseEfk/66DUK+BK1z5bSdpMDdmEOOtMH7OkD9qzhy6zRq+h2246SQ2+TrStTD9flHusqPT1afwHTYUPsvkjqPssYtGOBvQ1gCeAuIrgdH+bcUXKosWDf+NgVKc5FgXOVIi8LYbZCmK0Idpk1eMkw/OIM2QqhLhKEqwx9XYm7tS3M50mkr7vPzSseV50eO9vbHzl8/tDBM4cP2Rw5dOnIoYvHDp85fHCvmbGF6Q4z0x1Wu0yPWpqdO7jv6B4rK2Mj4+2/mZoaGxnvNLMwN9lpamT8h6nZDssdRgfM91mYGFsZ/fuLOJ/KZL8Lpv9+3doq5MrFhKvn8+7bxtgdLHzk0hbl1hHztDfRZzDZdzTNH5UHwuWHwDP9CQUgTA4Anx9Meh5OyA3GZoEwmUHINAAuw5+cG0QvDGW9jBwvixVWJ4nqU4UNqfL2FEVrEq86fLw8SlqXIX2fy69MkVSlKTpy1f3Fs8jaTfbACqNfA69TDVfqxt5NtObLmvOUTXnSplxhc66486W87620+620u1LY/kY3Wj8Na1YM1kr7aqS973WjbbOIngX0wDxmaBE3tkyCrdNQH5joDRZyg43Y5CA/cNAfx3FbXPwnLukTl/KZR/2TS91iElaIsEXM0Dyibw7WvQDrnIe26fobF6Gda5jeD4T+T6Q+XV8ZqzJZVJc5NVK2gq7bILSsk1rXiC1L2PplTO0moX4B17RG6dhi9W1S2jeJLZrRKmh5Rl6IOxHV97+/LcmElKgQz6ba11sbM/duOd28as+hQ1bmBGsLvM2V8fVl5sdV1uYya3WetrlI3lwkf2fL0LNm0WtzyJ9grU3+XBWOLOuGl385FL34yy0O8/IWQ8+alzXMSd/Pyb7foTwnqZwVV8yK3swIy6YFr6f4JVO84ile8a8b33WsPC0z15B/AetnyZLjEwxVS4pNFCMTJKhEDTlzgVs0y8mZYWdPMtO0tAQ1OUZBDJUTQDJ8kJwAUhCDlaRgDS1ExwibYofPjEfOcqOm2JFT7MhpTtQ/wo6ZZsfomcF6FkjPAumYQTomUMsAaBkALcNfQwvR0IEKoq+GEqxjhCjIfgoKUMNIkJHD5MRICTpEjguepIaqCaBpRpKW9GyeFqtEhEwRw9RYTx3Bb5IQqsOBpIj7YpyXGhepxvjpiB5akq+SCFCSg1R0by0JNAG/Jx69Pz7ojWt3I3TeRjU5wqqdO144lcRcfOa/ryrbjj4YqGVE6jjJ0d77Bip9ZrkxKqL3FDlGTQYpyR5TDOAcM3SBEzfPjp5hATUk4DwnTE/3NMzmlBRfNc1Xy/QV4+7LSI/VVI8J3GMO5DZ97DG87drAO6fetw59FQ7g9w4jrVcg7TdIYw4c1H0+0os5eps+7MKD3xKh7/FhN+lDD1hjd/goDxEmQIwO4MKe0sBXRfAnfPhjFsSBj7jLGrrOGrrOGnAaHzrHHbjNBNuPjzqyR+zoYBtKny2mwwbWaAOps20vtm15cbbpxfG2kmMDVSfgzWcI3ecovedZQw7sIZ/K1MOk3itCxGUxwp4HcW5/dait+PD42BURykGCdJpAuAigNtzRSxywA7HjOHPgogDiJEFckaGvyTE35JgbMvT1bY+vOUb6uoOe3L1nd97x2OELh/afPXzQ5vRJu1PHjuyxOGt96NyRw7tNjE4c3HfC+uCRA3vtjh+5bnPhzKEDR/ZaHdhtaWqy08ho+x87tv/2t99/++Ovv/3+Hzv/+jfLnZY7dxht/8s2t8unnz294WD5m/Nuo+hrtln3HbJvX4h3tM6+b9MU9rAz1qMnwbMvwWs0PQCdH4zKC4JlBeAKgtC5AHx+MKUokvQ8HJMThMkEYDIBqDQfQg6QWhhCLQxhvIzgVsSJap8J3j+TdqTIOpI51RGct1Gi6jT+2xTemyTxu1RJc5p2sHge836Z3D6FadTCaucQdfrht5KWXFlznqIxV9KQLWzOneh+qRqsVPdXKHprtcMNekizarROOVIvB9fLBhu0kPYZTM80uncOO7hMha2xUGss1BoH+VGA2+CiNnnoD3zMRxamJ+gAACAASURBVAFuS4j/JCR9EpI+i8jfpPQ/xZRPAvwnPvYLD/2Fi/jAHNmkghcIA5tM6GcuYpUysErqXsQ2ybqLxuvTdeCSVcz7TWLLCr5phdC8RmxextUtY2pnMA1LpLZNevcmpf0zpZPXWpTy0Lk0Nhgx2kXFj83pRY01L9+8zJjTSzweXn8WG1xdno1FtK0vC1YXmFsb3I/r42uLrNV5xsbyP8xaX8Abetb6HGZtCvkDLNhPsH4MswaWf5i1oOpcUHUuKjsM1/vNfwerfk76flZaPSutNoA1J66YEZZNC0qn+CVTvFdTvFf68WL9eLGOU6RhPdcy8jX0PDUtV0XNUX/f+P6vYEkJCWJsvAgdLyM8U5Iz1NQMPTNnZrxgjps+w0mdZCZraHEqUqScECLDB8vwQSpyuIocqiKHqKnBGlqIhhaipYdq6aFaVoAhOjbgn8ICGaJlBmmZQRpGoCFaWoSOGaRngTTUMD0jcpIdrCQHSHHAKXa4HO8/TQ+fZcRo8WFT1GgtMVRHC5fifUQoPykucALjJ0Z7iNEecoKPiuKpovppqP5zbICeAlDjgBpSAHXwHqL9dm/tbXjjTVjN1fbXLu1vXXsrHQcqnVteOZfGHc8AWtfmnSH0uU2znunpCSpa4jjWTzEerOH5qmheemaojg3Qcr1VNMAkI1HLCtAwAqd5IVqW3yTPQ0G/r6J7SwmBQtgTGd6bj3zEQzxkjt3DdF7Dd92F1l8fqrjaXmzb+dK5t/RqX7kzuuMqqu0Kpu0esd+J0GdHHrhCAV9mDN1kDtznjNxkDl6RoB4wh1y40MvjY9e40Mus4cvjY3acUXvOsCtr+BJzyIbcc47Rc5k34sqDnBJDrvFhNzijlyn9l4g9Zwnd5xAtZ2GNF3GdlxFNzpAGu5G68yP1J6HNp9Adp8k952j9F9nD9uMjfpWph4k9l0UIVzHCkTvm1FZ8uKv0iABxVYJxFCPsBWO2nOFz7KHzbLAtG3xRCHWUoV3lmOtyzHUF9sYE0pU/5rTN++GNqACPpzdcbl467XTqqN2pY+eOWR85sHevpenxw/sdzp+xOX3iyO5dh8zNLxw5ct/FJeDx3TuOdif37z6829LKzNjCxNjSwszc1GyXhdXuvZZm5kb7zMz3Wx0wM7c0MfrLiT2/AV1s7584cOOgReqjK1n3HeKdrZOuHct+eLE68HZvok9fknd3vPtIui88NxCWA0AVgFA5fpg8IL4whPgijFQUTigAYXL90Tk+6Ew/XA6AlBdEKQimvwgbL4sWVidN1KfJugokrZnsyhjWm2huedJ4aTz7dTi/KlrUlKQfLp5HVU/Cq1RjlTOImjlYlbqnWNSaK2nKkTZkSpty5R2Fst4SVd8bVc9bDbhWM/x+oq9cMVyjhzfp4c1zqPZJaIse0TGP71+ijq4wYBsc1CcRYUtM3BBgNnnoH2Bht4S4TyL8ZzHhi4T4SUL5JCF9kpC+SIhfxLgvYsyfYtRXCWqZNbTMGtrkQ9c5o4uknlVS5wKmXt5TpB18tYSsXsM1LuMa10itG9S2VULTIqZ2Fln7kd7zidG9jm2aGa0cLYy6vs8o/umD5Xm1RsHraatOiQ96FhcY5Pfo/+Xsvr+iUNN9we9Z6675YW53797BjOQgSUDJVCajIIoRRUBUDKCIWck5Ss45QxGqCirnnHMVFBXIORe4u89Zs2bmzA/ltve5ffusO7PW8zd81vM87/t+XyebU8GAiy31uVo19Tfj9MG2+OuB+HBPeLAtNO5IDrbZ/zBrk7q/Qfl2y2EJt7eE+wdY86jvYH0z6/d4P5NZpgzldU3n2kybqclaVTeuTtevqerWVDVryupVRdWyrHxJWmYCa0lcuigqmRcUGfj5enaOlpmloWfM0D7rWR91zA9axvtZ+jst7e0s9Y2G8nqGnK4ip8kJqUpimo75YUmQvSzKXhJmLAk/rUler4heLfBS9aynWvpjDfWhqfTMJ6a0Bj0rSc9K1LOSdMwHOsbDeX7SguDhguDhgiDpj7UkTFkSpiwKni8KUhZ4qQu81Hnui3nui1XR+wX+s3le8gLnxRIvbUX0fFn4ZF38co77RMtKmOMkynGxvPHbtMHrlOEr2L4gfN914mA0ri+S1H+d2BeDagvBdAQz4dd5yGtsVASxLxjfEYVpvgyvgtRn+ry6b/vqsW1fBQjfETTY4NdfDyD2R011hMJbAxs+uzflunDR15aEz1b4Lw20l3O8VwbZPa00Vse7b2AnGNgJGsY9vSBujh+voz3R86/NC2NnWbd1vKtyKkTNDFHRouTE6yrcdSk6hjoUMdUR2l8Fas7zKX/rUv7mfO0719Y8l+b8c4PVwPGmIEwniDIQgO/wpnbB6AMANjycOgSljwSy4ZfEqDAl+poMB1RgI8WTQTJ0JHfCUzQJEqGDFPir/PEgEQpGG/Cm9l/kjAJF6CD2hDe535/aH4pp80c2n8d1u9MHvaj9Fyl9nrR+P0KvO23YkzcZIMaDJTigaDKAN+7NHfEUIvzFyHsmsJQ4mAoHECGB3UV2/eX2chx0mhygwvlLkd7CCXfppJcSA9EQYRoibIYAnSEEaohBM4RAJQYsQfr/cPdq2L0roeH+F6EXnH2d7QLcXc7ZWNhYmDmesznvbO/p5nzO8uy5s2d8nZxiAoOe3469Fgx2MDtpZ3bC1cbK7MSvtubmNhbmZ8+YnTh28sef/nTs+F/Pnjhx5rjZSbOzv/z6J/Nj/y3cwS7Q+kyo3anUEK83wR6fwjzehrq+jnCpiQvuSb0x+iEO/ub2yJsbiE93cTmJhLykyU+3iHmJ5PxHlLyH9MJH9MIkUu5dQvYtUlY8KSuelpPIKXjMK3oiLH8mr0/XdWZoh77I2rP5Nenc8lRhZZqo4imn7L64NkHX92luJFc3XqRDVGxR27fJbdN9ebKW94quLE1Ptq4rW93+WdmRqeotmB0s1w9VraM75D3F6uFyLbJ2ZrxqYapxndi1SexdxveuEAe3GYgDIf6rnHKkoB4qKUcq6j9pRf67ivJ3FWVfSjtU0r+q6X+bpv+mIB3JcYeSqUPJ1J4UtStB7omQByLUFntog9q9S+vcwDYsjBatTlZt4hp3KO2H7L4DZs8OpW2H0mIktf/G6D2idR+SOxbGqoazHr+5FZ529+bh3urOhqEw+/Wtq4G3rgY+iI2E+bv1tdasL0kX9ZzNVcFvh8r9bd7OBvtwV2zckRh3ON/N+r3JovwXYO0uTnw36/dH0YP/Eix145qqbk1V91+Apefm61g5GnrGNPWTmvLxX4ElxT2X4VNmqG8WeJmr4rwVcc6S8NOy+OOaNG1Z9GKe90zHevxHsBa4KQvcZwvcp4v8J0uC5O+j37LwjalWRG9XRG9XRK9NtSp+typ+tyJ8tyL8sCz4uMz/vMTLWOJl6BlvFvlpi4KUec7rVcGnNXG66SmikpzGGLuDaAvqKPFqzPEqeeNW8Mol//W58tc+dRnnm/Nc2gv9eoqgXYUBnXm+g6WBPdXevbUXm4q867MuVr5zKk5zfffY+eVDl9T7NkMVYPXUNd5kKLIDhG8P449fay+zHagI5+OuaDiJBtbLBea7VU7ePOf1NCdJx4k1MB+tsBKWmLcXGPFL3Lh5VtQqO2aeHbPAuaWn35mlRmsolyVTwRw4WIyKUOBh7AnoeItvfZ5LxvOzH5PPfn56NuelVWOWd2e520CjG2YgGDMQTBkG0oYChOPh4rFgIdJPig6R4sPE2HAV6aqc4KcmAeWEYPHUFTXlEmcsjNzvTeyFcCaiqUMRYw3OhF5f5mggDxXEx4DJw76jTZ71WeeaMy40ZzkNVbrjurxoA57MES/+uL8QARChPaVEHyU1QEUDKMgAOR6gxACVGIgIGSBBxdW8s6MOgJQ4mAoLEiGBXYX2/eW2EjRQjvNWYHyUaF8V3kdDAukoYSattOQgAy1USw5RYSHyKaACDfrh7vWoKyFQPxf7YG+PIB8Pn/OO553tbe0s7GxO2FmddLY1c7O1BHu4h/j6RAAA7tbWtlZmF1wdPM5ZeTpYgdycAG6OrrYWp376y8lfj5389ZfjP/946tjPVuanrM6ePvHLX3/685+8rSwhDtahTmb3fe2eA+3TYE6fbvi/uub15R6060U0IiNu/HPsyJtrk5l3JzNiMdlxxNzHhJxHuJxEXF4CpfQhs+IZrfgxPjuRmPWAlBVPzrlHzYtjFSbwSx5JKl7IvqTPDBRqB4uFdW8UjW9EFU/ZRfGc4vuzbS9VLa/ETS/nJ4pWcLWblNZlbJ2w5YO87bN+KE8/WDDblzvdl6cZLNKNlBpGK/VjX/TwCt1IuW60cm6i2jBeM4+oW5xqnEfVbzDGtlgTOxzknmDKKMYeyQgmm4xi7KEEdyTFf5X+5w5rmv5VTfs6TfmqIh8pCYcKvFGBMSowW1LUthi5K5zY5w3vsfv3Gd17jM5descOvmUd07A0VbtOaD5gde/SO9bxjZu4RuNUz78x+7YpdXuMelpNaklCaOX7BwBPq9i4yynP71QUv0mKvZT/LvVmZNDrtEQaY4zHGsZPNh9sS4w7UuOO5GhXbNwW/rYvPtjhHOxwTAt44ybbuMkybtCNG9SDDcL+On5vDbe7itlbRu8uo3aWkNuL38Danodv/Q8dlr5nQ/97wt9/Snyv+756X1FWfpsKpaXfdvDS0gVx8ffMGS0nS8f+oP2nkVBDeiXHvNCQ385xsheFuQvinBVJ7oo0c0XyaUX2cU7wel6QZuClLPJfLAvTFrgpy/xXG9L0NemrVXH6muT1hvLjliprU5W3rsjbVBZtq0u21IXripxlScaSOHNFkrtuihgU5K9JijclRUu8zAV+xpo0Z12RtyxMXxK8XhS+XRJ9MHDeijAP0J3hfZW+rfk+nUWAtgJQQw6wPhtU89Gv8o1n1TvP2o/eLVk+3cU+g5V+IzUBozXA0Woo/EvQaA0QXg0YrwOPVAO6ijxbcz1ac7waszyzkq1K3zmhuyPUpPtixCVKhz+uGYioAzMmQjWshCVhqoGZOsd6aWC/0LAf6wXJc5ykOU6inntXz7ul48bouTFzrGvzzOvz/LsG7h0t6+Y09bqCGC3BXhZOXeKjwsWoCN5oKHUAiusCTnYGoHsBuBEIaTxIiA0W4UJlhMtK8pVp2rVpWvQM7coMLVLDCNWxrmgZMWrSdSXhmpocraaEK0iBWnykBh+lQF3mDAfh2wPGar2GvlwY+uKJaPCm9IN5iEAuAsgeB9KGgMhGn448x+bPbj1FPvAan4kmV1yvHRfhqsYDdcRwPTNIQ4WoCCAlHqgmgmfI0N+TsyAKwp2az/bUYZiCDFYSAvgT4Obs04PlljI0VI0HqvH+GgJwhgicJYNmKAAFDqAmgmfIgSoCTDIF4I56MwYvUvvcf7h7/fKVIFC4/8XAC87A8w4XHKzcne2cHG19PZ1B/h6+bucunrP1dXUOBwHcbW1drax8L7oFeJ73crKFep6PAPpcPGdtdfIXq1PHz546efbUybOnjh//5S8///h/nDr285kTx3/685/cjp8C21tf9bBPBjinQxxzI72+JIRk3vQruu7X+TxqID0GnR0//uEm6vOdqcy7+NwHpOxHpLxHpIJHhPxEYsEDasljamEyJe8h9lMC7lMcIfMuMSuWlHGHnh3PLUzmFz9XduXoBoqENa9lta/ZhQ9o2Xe5RQmKmueSulRV57s1TNUOo21+qlrel6cdLtGPlKi7MhdHSzW9OZK2TzMDhZrBIkV3nnqgWDdSPj9epRut1I1WLUw2LKCaDMiGJUzrAqF3idS/QhvaYI3uCJAHEvSRHPebkmDS6lCK/yon/kMrNe2rqVTkIyXpUIE/VOCP5JgjOWZHgtoRI3YFoyaw9pjdu4zOHXrHPql9n9KxTW7bprTvM7v2aB0bhKYtfNO/0YaNzO41ev0qsZpe9bLkNizW387L7k8utj9dDfN5mXTjcWzUtTBAc00uATsAH2nq7y7EIhsPtmRHe/LDXenBttC4LTzcERzscA52uP8ZLKpxg/xfg7WzMPqHDqv/vwDLtHf/DpZp9b4sK1uRl6/Iy01gzQvzTZkzWk7WH19Ea+jfwJolp2tpbxf5WSuSgmVx/rqqeGe6dEtduCHP2VIVb6oKNpXZ6/JPG7L369J3y/xXM+RHalKiDBcnnLzNQ9ziIO5wEPc4E/eZ4/e5iETB5AMJ7oGc+FBJeThNT9ZxUuYFacuy14uitGVh2rIwbZ6bomM9VlETJcR7AtRd2sh1bHcksiV8tD6ovxLYVerdUXyhs9Cro8i3vdi3qxTYVwnrrQjsKgZ3FQC7C2H9pTB4deBEAxTZDEO3BuM6woldUbhOGLEnlNAdMtkKg9eA+8uAfSXQvvLg2oyLhen2NdmujJErs+S75E7AcLkrrjNIRogxcBNXRE/nuY91rEd67tM54QudIHWenWTgxOu5d/W8mzpujJ59zQSWlhEzS782S7+mocVoaDEz1OumUuLDVYQIJfGymnplhnlNy785J749L7u9IEhaFD5cFj5eFj1aFiUtCuMW+LfneTc0jHAt69Is89IMPVxNCVeRwxTEEBk+SIwKYQ2DcZ3+k81+8BrP7lLn/krXqQ5/ch9AgAqW4kL5KCBrzJc1CqQMBEy2eI7VBgxVeg9XeeG6/TkT/pxxNzbcTYzwmyaDVESAkhCgIoBmyNAZMnSaBFHiwTPkQDn+dvUnOzo8aIYRpCQECBCQzkLz4S+WchxURQBNEwI0BOA0ATRDBKpJAAUOpMCBVASIAgfhj/uSe1zwHU7ELpcfst+9vAT1hV5whrmdA7rYeTtaebraeZx3CIf5B3i6XHC09XS083I6d9HRwdnK8qKz40Xncz7nHX1c7L0dbdyszRzMjttbnLIxP21hfvrM6WMnjv904tcfT/z647Gf/vLrX3/69a8/2f34s8epE5ecLZ8AXTJDPGpvQ9oehRfEeBXF+DY/ChtIj0Fl3MPk3B9/fwP16S42Mx73OZFa+IRe+oyY/xCXG0/Mf0gtTKbmPyJlPcV9TCBmJtDykqjZ9ykZ9xg5D3hFzySN7/W9BcLKNFFFKivvAenjHUZ2nLDkMf/LU1XH+5WpqnVSs2q0RNiVuYKpnx0qFjW+0fbn6QcLNAMFs0PF6r58eVf2zFCpYbTSAK8yjNfMIevmJ5vmMS0LuI4FXMcCqW+R3L9MHVxjjGxwxrZ4EzsC5K4QtS+e2hdPHUjQRgnuUIo/VBAPFcQjJeU3NeWrivy9vTqSYw5l6EMZek+E2BNO7PFH9zlD+6y+PWb3Dr1jk95+SO/+G7v/iN13wOreY3Ruk1u3Cc27pNYjepeR271KbZIO5hddB7Y+ihnJTo6H2NwLdH18BRrh4w5yt3v24MoUohGDbEeNdjAo/RoV/uue6mhPfrQnM+6IjvYkhzuigx3+wQ7/YIt3sMUxbrKMm4xvYK2T/hmsnSXk7uLE7uKECazvZ4Wb+v5/Bdaqsvpbqb6sqr6sKb+sKipNtxz+CJapydLzcn6PnfmgY73/vcl6NUt9Ncf6oCC8FGFSxPhXUuJrEe6FFP9SRXolw79hwB+S+2MFkw9k2Adi9H0RKpYxFI1uD0K1QMcbgPBa/5GagMFqYF8FoKcM0FMa2FsG66uA9FcCB6uBY43QqY4wfG8kFR5DG4mhDkaT+iLxXZdQzUGD1cCuMp/hWnBniVd9pmv1R+eaTy71ma5thRd6K/xQjcGIRhiiCTzaCByq9Rus9OsvD+grCejIA/YUgQcrwKO1IGQjGN0GxXUGEXtC0e3+xF4YoTtwqg2KaIQNVoC7C0HdxUGtRcCKT+4l75yGa8G8sauUHshksw9nIsrAiZ/nxS+LkuZ58RrGPQP/6ZLkjY6fPsdOMHDi9Jzbem6MjhOtZ0fPsa4ZmDE61u/FvP699KwbOtZVLTNay4yeZURqmJc0rAgNK2yWHTrHTZjjJszz4ue49/Sc2zpWjIZ+eZoWpqKGy4iBYjxQiPUTYgMEaKAIEyzBRVCGwaMNbn2VTqMNFyaavUYb3LA93vypECESKkJBJGiIFAOVYqASNESIAvIRAfSRwIlGz+5Sl+EaD/JAgAgNkWACeOMXpBgfGdZXjvNTEUBqIlhNBMuxAZIpXzURKsPdqP5kRxoAa5jB02SQCAXpKrKAV1soCbBpMmiGCJgmANR4oBIPVBICVASYHAtW4CAqfKAQ4U/pdSN0OtP6PX5ISYq9Fgy8HHAxyMPpgsVJf2dbn/MOF87b+bo5OZifOm9j4WJl4Wpj5WBh5ubk4GRn7WJt6WZr7evk4O1o42B23P7sSRdbK3urs6dO/mJhfurMmV9O/Prn0yd+Njt+/Phff/7lzz9Z/Piz7U9/BtucSAa55F/xaYwFtSYGVcUGlN8GNj8IGUi7ivgUi8mKx2bGj6ZfR76PxWckkPMfM0qe00qekgoeEXOTiLlJ1LzHzMJ0UuYTwucHjIJkTlEyNTOeknGfW5gsrEwzdOWJKlIFJc/EpSmMrETi+1hO3iNe5RN567tVdPUStl46mM/v+LyAql5G1egG8iXN71SdWbrhYkV3tqwzSzNYND1UND9epYVXGBC1C1PNhqmmeWz7IqlnjtBlCnFfYwxtsEY22fAt3phpfb4nQu6LUQcStFGKOZBhjXKcySxTb3WkJHz9XSujdPJQOnkgROwLxg5+B2uX0bXF6Niktx8wuo/Yfb9x+4/YvTuUtjVcwya+/oDWdshoM9LbV7ENna9igT//b28v+44XPMm/7RXvY37F2eI+DNRYmNnemMWkdc+qSTNSxtIce2NFuLMhPtyT/82oPNqTHWwL9zb5B9vCg23hP8Daoh1uUoybxIN10nezTBEO///AWlFUfTdrTV31/Wv772CZnhmazDLwc3W8bzGkJrP0jDc6+mstLV1DeU3ouTNUHdFfdbm38nJPxaXesoiOosCydO/MR3alr5yHqoOmWiMmW4LxneG4jhBUCxTVAp1qC8R1hRJ6LuG7ItFtl5CN4aN1l4arQ/oqIB1Fvs25FxuzPRqzLzZlezVkerXl+7Vke9W9c69KP1+e5lr8wqXslUd3aUBHkW9Lnmdzlkd7nldvqd/QF9BINWi4PABeHYBuA+O7IVNtAcgm4HgdeKQC1Jbj15Hv11cKGKuBoFsDCd1BhB4orguIavHDdADxXTBcVzC2M2y8HtZbEtBW4NteCvyS4VmV6dVc6NtV7DFe58lFhM9y7i3w4ubYcQv8B3OcpFlGkoGXsih+Pct7aWDdM7BvGzg39OxoPTtax7qiY13VsWLmWNfmWNfmWNcNzBgDM0bPuKZnXNPRr+qYN7WMG7P0axp6tJYWpWNc0jMv6ZmXZhgRGualb8UIn6aFqiiBChJUiIlgjIEJ/T64vouY7otTnV6YLn9CL2yiyWew2hnR6kGDA5ljAOa4v3AKKsUFCyb8eGN+vLEAMQoix8AUWKgCB1HgQDwUFNPp3VF0ruq9RUueHXkAqCSFSrH+ErS3ySwF3l+BA5i0EqG8ZRiAHH+zNsMe1ealokI1VIhkCtaebzZab6kmwzRU8AzJf5oAUGFBChxIjgUqcBDpFEiGBitxMBkayhvzY49488b8fkh/mnA9FAzzcAy96AJxtfc5Z+VideaCs815W2vrk8cdzE5bnzhme/qko5W5jfnp804OFxzs3Gytz9tYuFidcbI45WB+yvQthdmZ4xYWJ+xtzKzMT5w+9tPZY7+YHzt54i+/mP31Z7vjP0Gdzz4OdM2L8amJBTTGQzqehNXegzUlBvekRMJfX8dmxhNzkxDv7iBe3yFmJ+Iz48n5j1kVL1gVL0h5j4hZDyi5j2h5qZTsZ7iPCYSMBFZ+Mj07kfAhlvw5jlPweLbpo6I6nV/8VFr5Ulr+gpaRyPicyK94ounKWEJUzMCLVaMlM6OlhomKRcQXRXsGszJV2PBW3Zsraf8s78rSw8tm4aV6eNncRLUBUW1A1i3i2uYJnQZ85xKlb5nWt0LvX2MObrCHt7jwXd7YvmDiQIg4EKEORCijeNIonTqUob8q8F8VeJNTXxX4IznuSI45kqIPpZNGCcooQRkFYwf80QPu8AG7f4/Zu0Pv3KS3b9Dadmjt29S2fXqnkdm9Q2xZRVdv4OqM9PY9SsMRuVXRlHvH8YzHr/97sNvpz3eAnS8iUkG2jwHnP929Wf7x5SS8bnGOurcl/7pr2N2Uba6KttaER/uqoz35wbZ4d4O3t8k/2BYfbAuN2/yDLc7hFvMbWBvkb2CtEU0PDL/lZC0h95YQu4sTu4tjOwujO/Omb3UG/lc6rDVVzZqqZl1VtaGu3lBXm8AyrbEWxYUms+aF+QZBpp6fYeB+0v8e9K5npuuZ6UpiOqkvrrc8rCEH3JAdWJ8FK33l9SHB9s09y7xnTsPVEQz4fT4iXopJVOKT5Nh4OT7BVApCooKQKEEn8CbusYbvkPsjSH3hhJ5QbGcQqiUQXgPuK/PvKvTtKPIfqQ1CNISNVgcOloPacn2+vDtf+sq5Ld+vrxw6VB00WAEerASO1wdNNoWgGoPHamBj1UBUIxDXAcK2A7FtkKmmwNFqcF8poKvQt7vQd7gShGkLJfeFknuh+C7/qVYIsgk41QLDdYXiukLR7UHwWv+OEreWfJ+abJ/KDO+CNIeitDNj9Z5q2s05UbyBfXOOHTfHeTTHSZ3nvFoQvF4QvtTznuhZt/SsG3r2NR07UseO1DKjtMxoLfOanhGto1/R0a9oaVFaWtQsNXKWGqmhXJ6mXJmhRmvo0Tr6FR0jUseI1NEitNRwNT1QTQ9U0WAqSqCcCBNjwYJJEBcBxPdAkS0Bw9Xeg1+8+yu8O4vc2/Kd2/IdBysvTrZ6s8eBMiJQRQYoCQHiyQAO3Ic94ilCAsUoCBcO4I76S6cgSjxUhgGI0BD6MGCs/kJTtt2XN2fbC2zx3RekUTyYdwAAIABJREFUGJAC76ckBJimQgXeX44NkGH8pWg/GQagINyqy3QYbXBT02BaOkyKDmzLOzPWYDVNCdRQwRpygAksORYsxQJkaLBkEihGAaRTIDkGIkODxSiAYCLgh5yPr66Fgf2dbSGu9jA3xws2Zm625o7WZtanTzhbWdibnbY3O33O3MzNwdbB2tzB1uKig4OHve0FBxtnSzMH81MuNubOVhb25mbWFqdtrcwcbc3PO1i5WFvanTlt8cuxU3/+6eyPP7qcPR7hZfsA5pgZfbHmHqAhAdTxPKz+PqwpPqgzOXww9QouK4GQmUjLf4r+cB//+T4hK4GU94henMIsfcEoSaXlJ5OzkwiZj5gFz8lZjzAf7tGyk9j5jygZ97Fvb9Ey4qXlL6br34nKUvjFT9V1byVlqeSP93jFD2X16YL6dGl31hK2bhFdI+n6zGtIm+3Ln+7OETW+Y9e+EjS/V3RnzwwU6MbKZuElurFy/USlAVUzj2laJLQvELuWyL0r1J5VWu8qrXeD3rfJ6N9iDmyzBnfYQ1vskW0OfIc7usMf2+VP7AkQ+0LkvhB5JMcdyXFHUvR3rQ7EE0bRhFEAN/JGjOyhA3b/PqN7l9a5TevYoLVtUlrXiU1bpJZdUusmvn4dW7tFaNijtKxMlm1M1FTfCvH+7/8tzNMZ7GZx3du86UnEl4SwD1Gg7Ps3OsuyBdSxtQXO14OZw93Zv33VHe6pD/fUR/uqvS3x/o7YuCPZ3xL8Dhb3YJv9O1i0w03at6nwG1jYb03W4uTeEmJvCfE/gLVlGPjXO6z67zdI11Q166qaP3ZYf7xKuiguXBQXzgmz5oRZBkHGHO+znvtez36jY78ysF6pSK84iMeojttjTTcHa2OqPwPyUz2q3gf0lofiumM1tLd69ptZ2vMF3qtF7ksd/amW8XSG+lBFSlQSE9SkRDUxSYl/KMc+ECCv8xExnLFoFjya2n8F2xYxURcyXBE48AUyVhc4UQdDNEDRrSHolrDBSmBDlnt7AWC0LhzdcRXVHAavAY98AcKrQPBK4Gg1eLwOjG6BEbuCiF1B+A7YVAtsoh6MaIAOlPl15Hl1FfjAqyCY1kB8Jxjb4YduDR6rBY7WAMbqQeMNQEQTcLzRr/eLW2u+T3sJuOyD+6fkM815LhJMzIIwUc28qWdfn+fFL3CfLfJer4o+roheL/CfLPAT9OzrBuZVA+uKgXVZz7ykZUZpmFc0jKt69nUdK2aWcXWGFqmmXFIQw2T4EBk+SE0NVVNDp2mh07TQWVqYhhqqoYZpqGESfKAYBxNjoHwUmD0Gog4CSN1++Hbf0VqvgYoLXYXunfkXugs9uwo9OvJd2vMdR754UQegvHEAD+GhIHipSf5SdIAUBRCigHJcoBwbLJ6ECpFgKQYqngLyJnzkuEAZJogzDiX1gVEtfr0lDqM1NrwJXxUxYJoMnKGAZihgNQmoIgJURIBpNlSR7jRkO8IbXLTsYC0dKpmCdRaZjTVYqSiBMzTwNDlghgg0ra5kOKCaGKgiwEyZ8QocRIGDSNFAEcr/h4Kc9/dvRAV5nQe52oNd7C/YmLvZWtqcOXne0d7F1tri2K9OlhYu1lZWp44721s72Fqc/eVny+O/nrezdLW1sDM74Wxp5mhuZn38uPmp4462lq521uftLH1dHf1dnF3Mzlr8+Ffrv/zobX3mNsjtSZDL58vuDffBLQ8Cu55FtD4IbU4IbnsYAn91Hfk+Fvc5nlH4nJb7DP/5HjE7kZCTRMx9TC1IYZW9ZJe8YBQ8IWQmMgufsoufU3KSKJmJ7PxkVt5D4se7pHd3WDlJyppX4soUZv4DceUzVV0aKz+BkX2P+Pk2JvvuzGDe0lSVoP3tVH4cq/aZYahkbrhU2ZHJrX8tbvuk6s2d7s+fHiqchRdNjxToJsrnJqvnJmsXsK2rxJ5lfNc6rXed1rtB7V2n9KyRuzdI3evErnVi1zqtd4Pet0Hv22IMbbKGTX5tc0a/yjB/1MoomjgQjh8Ix/cEI/u8QSNn4IDZt0fv2qV1blPatyitG7S2DXLLJrF5A1e3gandIzXvU1s3cHV7+EZkVtJN1zNg69MwV6fLXm6XnE7VPokeynry7iooOQJQm/FSwcL+bd9wZNRub8v3dtR7O8qj/enDPeXhnvxwX3Z0IN/bFB5sCw92+MZt7sE283CLadxkHG4yDjdYxg3qP4O1uzS1v4z8/wTWt29Wv2/fldWmKw7fwVqWlS1Li5elxSa25kXZ86LsOWHmPD/DwPtg4LzVc9L1nHQNPY03mUQavosfvDfUEPklw7O1CMwaezzLfDcv+LQmy1gQvNazns9zXyxyXxqYz+c4z7XMR2pKgpIQp8DfU+DvK3EJcnSCYCKOOxrLGrnBGIphDMVQ+64Ru6KxbVEjNeGDFbCBsoDRGiCx+xIbfgPbEd5Z4tWU7ddVDITXBU+2hKKaAsdqQaNVgNEqALIZNtUShG6BTTaBJptAU81AbAeE2BdM6g1BNcEGywG9RYDBEvB4NWSqGYhpA2A7AlFNkPE6ELwWAK8BmtiCN/gPlIKbcr2L3zo25HuwJmKWhU8W+A+m6bd0rDtzvMQF/pMFYeqyKHWR/3iOc3eJd0fHumpgXZljRhqYl/SMiFnmJQ3zyjQjeo5zy8C5oWPFaOjRKnKEghgmxQVLsEFqaqiKEqwgBUpwED4KyBoDUAf9SX1++G5vfLcnoceL0HMR1+WBa/fAtHpMNXtMNvtN1F+EV7vBa1yRTRexHX7YDr+pVm9sJ2CyxRNea49qPcefDJimhcqJMMFUgIIUJCNAZQSomhqkpobICFAhGshDAtQ42DQJpiKBleQgBTGCPw6jDXgyhz1EkxflON9pMlBDhWiokGkyaJoMmqGAZ8jQGWpsc57LUK2jlh2sY8BEk6D2gtOj9dZKctAMDTxNBqpJQCUerCCAFQTgDDl4hhxsOmGUY4EilK940k+GAfzQ39XS8KXk4a2rwRfdgM4OXvY2dmdOudpZe7q5uDk52J09Y3fmtL3ZGcuTx2zNTp05/vPJv/7FwcLMzcHW9sxxB/NTF8/Zn7e0sD950urkKevTJ52tLDwd7fxdHIHnnQMcHT0sLBz/9BeovUXKZeCHK365UReb7kO6HoeNpMf0p1xtiIP1P48aSYtBvL6FfBNLy33GKU6j5j7AfLo39SmOnP+EVphKznvGLEqRVL8hZseTsxO4pSmckufkjARKRgIr7yEtKwH/+iblU5yw9KmoKpVekEDLj5fXpsqrUxiZsZi31/A5d1U9GZLuj5TK5PGM66Kml/rB4vmRslVE9XRfHrH0CaEkWdL+WTNSrB7O1YwWzI4V68YrFqfqlzDNy9i2dWLXCrF9hdi+SupYJ3ZskDo3SZ1b5K4tctc2Y2CbMbDDHNxhD+1xRve5Ywe88QPe+DetJFNGCcooQpq02hfC9wRD+7zBfc7AAbNvn961S+3YobRvk9u2GB079I5tcusqunodXfMbs+srq2tlqpJd+bL4PuyKn/UFqxPBrq5RLq7Xz9vlx0WQmvOKHl+Ng5yvy0zTC+m/7S4c7M3uH6r3d6ePjJqvh7NfD9RfD5R7W+KvRsXRnuxgh3+wwzXucP4B1gbrcINtAutgnbS3Svj9W53/OVjbc4P/BVjbs81bmiZT5sz3G6Qr8i9/BGtFVmIya1labArMmhNmzgs+zfHfz/HeGLiv9Zw0PTdViI0nw2/CW0Lr8i40F/tRR+/NCT/ruGlLkvcLwlcGXoqB/UzPerrIS51jpejZybOMh2pKvIoYpyTcU2DvSqdixahYzugt1sh1xnAUcySSBY9kjV6iDYWS+gKRzVFDlZDeEk94jQ+lP1SGvcNDXptoATTn+Nd99mjOvThSDZpqCULWQ8aqAeM1wMk2EKoFPFrjD6/yRTYAMO1gXA+IOhxIHQzBdwVP1AUNlkH7i0CDpQFjNf7IRr/JVn90GxjZCIbXAkaqQUNfAMNVwLFGaH8RsOSVXfkHZ3TvZS3n8Yoo2cCJV1Pv6NjxBm6CQfBgTpho4N3TsW8YmDHzrGsG1hUDK9LAvGRghusZETrGpRlG1DQjWsO4pmFcm6FfnaFHT9OuTNMj1bTLatplNSVSTYlUkSIlmHDmaCC63X+w0r2j0BnV7IFuv0DouUgd8mKNe/MRfkJUgGgSwBwJYsIh9BEfOtydg/ASogFcBJA66D9U69hTbjfa4I7rAaC7vHF9F1lIXwHOT0mGKchgJQWkpoFVVLCcBJITA9WU8GksVInzVpM9p2m+0xSogRU5TQym9zkzhh35CHcF3s/UZE2TQWoSUE0CqgigWfq91oLz3eXW03SoCazGrF/hdVYKUuA05RtYKgJISQQpiQA5FijHAlUEiJoIFaG8mcOu3DEPBQ7wQ19rQ87bV5ALbgHOzlAPj4s2Nn7Ozu62tudtrS+csz9nedbB4qyDtYXFmZOnj/9y/Ocfj/34k62lheM5W+uzp5wszrjZWtqcOmF59uQ5S3O7M6ecLc1dzM+4WZ7xd7ACOloDHa19rC3AtmdfXIZkXgNnRHjU3Qe3Pw7qfxGBybjf/zyyPSlk7PVtxLu7uKwkcv4TdvkLVlkKszSFmPWYnPmcnPmcnveclveYV5ZKy3+K/xxPyopnFT9i5CUSP8fSshI4BU+YhY8JGXGU3HhFw2t1wxt2fhInJ1GY/4iVn0DOvMctfSb4ksYufS6te80oTBKWP5G3flhDfllBVRtGy0WtnyZzE5jVqYKmN5Luj8r+nNmx4vnJqkV0zSKmbglbv4JvXMG2mGoV17qKbV/Ftq9h29ew7VvE7h1y7x5twMgcPuKOHvLHDvljRsHYV9HkV9HkoXjSKEIaRRNG0YRRPGYUj+0IBnfYfZu0ri1y2w6l/YDauUfr3KW2bxKqDkkNB7j6LVztGqlmh92yS22XN2YV3gzJf3Lj9lWQpfnPgb7eV/38orxdXsaGSmgD9MnmhKv+jWXpWgXZuKPZ3FDt7OuN+1rjvta4rzncUx/uKU1nhV93ZcYdyd4m37grONwRbK0wDncEB5uiox3p0SbnaJN9uEk7WCcdbOCPNgiHq7j9JfTeMnpncXJrHrlpGNvQj2zohzYNw5tzQ6a/7De13Zvazk1dx5a2bXO2dVPbvDbTsDHbtDHbtK6pX1PVmHbwa6qaVVXlqqp8RVm2/D0nS5a/KM1blOYtSnIXxNkLgsx5wac57gcD562e/WaW+U5JfkXqi2vNBXWXwDjjSVpauo7xUs96Os9NWRK8XBK8XOS/mOemzHNTFngvtYznGlqymvzANBKqiAkKXIIMkyBAxPLGb3LGrnHHr/ImrnLGrtCHIki9wdS+y+jW4LEaSE+R10hVAHs8WoK7xkWFDNZ4Nuf4NmUBRqpBmE4Iqhk0XAnoK/FBNoPGGnzhdV4TDb5TrRBMayC6BTTZ7Efs9Md1APAdQchG2EAFoL88YLAaOFDlP9UUiO0EIZv8EfWho9Xh/WXAvkr/zuKA9nyPuo8umPYIPfvxojDZwHmiZyfP8R4aBAkGQZKOl7gkfbQkiZ1hh82yQ3XccA09WkkJ0XIiphlhOs41LStmlhWt40Rp2cFqapSOdUfHvTknvDbDilBSwmbo0SpmlAjvK8V5CVA+1GE/TJ/PVKcHtttdRPGV0D0VDF8N+5KeG6NhhOrZQVo6lDPpL8BC8ANutDFvFtIf0+OBbPXqLXVrybHtKXVgjgYqSFGoVveW3LPwGh/awFUxNlRBuqSmRajpoSoaTM2AaNjQWS5ETQPLSQFinI8M76skAlQksBwHkaCB3Al3PvKCaMpLivNREP2VJD8lyU9J8pFgAtTMkJ4v7i35rgoqUEF2Y48DW/PMUR0uSmqwggxUUwJmaVA1ESzD+YnQnjykuwDlJcOCpWigFO2nwgFkk/7yKdAPzVVlzxPuedrbgNzdgK6ublaW562tXSwt7c3PgLwvQv28L7g62VmeNT994ptZf/359PFjNhZmLrZW7nZW5y3P2p89ec7GwsHirN2ZU+52Nn7O57wdrP0drf0dLCEudlAXR6Dt2QTQhY9RwI+h7lWxAR3JwYiPN5Dv74ymX29PChl/c2fibSwpL5la+IxW9FRQnS6qfcsoTCVlPSVkJLMKX7CKnvHLX7BLXlDzHhMzE6i5D9iFD6nZ90mf7jFzH0m+vOSVJFPzEvgVz/TtnxXVaaSPd8jvb1M/3mblJtJyElFvbrCKksVVafTcBGZ+grT53Wxvjn6wyDBSpujOmcpLJJY8Eja/lfVkqwbyNSMl2rFyA6J6YbJuGduyTuyYR9UvTDYsoZtWsC3ruI4tYvc2qWeH1L9N7NuhDOzTh43s0SPu+BEfcShAHAoQR0KUqQ4FiEPh+KFw3CiAGwXwHd7ANqt3i9ppAmuX2r5DaduitO5T6tdQZSuIstWp8m1awxKxTouszb8OuQu8mJf2wN3F0szs1wuOTufNzV8n3qrOTDlc4i8rCalxIXUFL+Uc1N6m+m+/LR5+nf9XYB1uKX/bUxxuS452hUe7/MNd7v4W63CL/e/7wsNNxt4qaX8df7iOP1jF7i5N7S6hTbPh/wJYHVvati1tmwmsTW3zuqbxn8Cq/A7WsrxoSZb/zSxJ7oI4e16U9R0sA+etgfdhlvkO13WjrzyQ2HtbRU6bpb2cJj/Rs5Pnec8W+S+WBC8XeC/nOKY/vl7qmM9MYKnI8WpSvIqYIMfGS9FxAkQsf+IWb+I6HxEjQMbwJq6y4JG0wQja4GVSz2VkI2yiDoZshGE7gzgTUUJ0FL4/sLc8oDnTe7ACjO0MmWwBD3/xH64EjdWDxur9xxp8Jxr8UE0QTGsgphU61QLAdUBwHRBCFwzfFYhqgY5UA/oq/QerwPAqGLIRimgC9pZ6NWW691dCR+vC6z571Xw4h2oBqynxy6IXBk6yjn1/UfhwWfR8UfJwQZw0L7i/IIzTc27oONFzvGg1NWSOE6phRMzSr80yY+b4N/S8qBl6iIEbNce9Nse9Ocu+pKIFaRhXZ+jRMmKwGBuiol1RkkLlGIgMEyLGXJJRrsgpwSoqaFEYtyC8pWVfMfCuzQuvLkuipumQGQZUTA6c6HAebXRFtXlPtvsgW70Gq117y50RjX7oDh/mGEBND+VNBsDrHdoLbGs/2AxUO+D7/LmoEC4qiDsJE+NDxfhQ3hREgg0RTkE5CF/G6EUm3J0z7iFG+yoIQCnW11QyvK+c4Kcg+prMUhDAGk74QK1nc57rNBM2TfPiISHthRZTXeenGWFqGmSaCpihgJV4oIIQoCQFqCnAaQpUSw9XEwOVeOAMGTpDgM6SQn6oLs6Jux7pYW/t7ezg6ehwwcHOy9nJ3d7Ox83F083Z0dbS1sLM8sxJsxO/WpufcbSztj512tbc3MnB2tPVwfucnZuVuZPFGeuzp+zNzZwsLVytLR1OHb9gY+7nYONnbwlwtAE42PqYn7rp7fw+EvgK6lx606/7acRwevTkx7uj6dfbHgRPvI3FZCRiMx+Q858wSp7zvqSJat9yK97Qi9LwWU8ImY9I2Unc8lR+RTq37AUlJwn/+R4jL5FT9IienUj6dI+dn8QrekzPTaDlJ9JzEyRfUqfr30ymRU+lXqJ9uI1IjUS8iGIXPpR8SaVm3+OVPpTUpovq0iWN79U9ebqhEvqXVHxRErsqVdaZpezJ1wyWaOEV+rHqeWTjMrp1jdA5j6hbRDUsTzWtYto28J3bxL5d8sAeZXCHMrhLG95nwA/Z44c8xBEfeShAHgqQR/xvdcibMPJGjbyRA+7wAXdwj92/y+jZprRvkdu2ya07lLZNctMGqXFrqnIFUbIwXrKGqVwnVC/g6kktOa3ZL27HRJ785c+nfv2rnZWlq6MT2N+ntjBDShndVJPJ8PrXiZcK3j4Q0Sf21tVHB4ajwwXjnu5/CtbBhnJrSWjckhztCk33sL7uMrdXCMZ1pnGDfrRONq7h//jZqgms7QXU1tz4hn5k0zC8aRjemh823Xc3pfp9b7K2tG3rmsY/gFVnOjFcV9euqb98b7JWFMXfwfrdrJx5UdaC8PMc/+Mc952B81bPfa3jvGHA75H6b8oJz2eZL2fpz2aoj3Wsx3Pcp4v8FyatdMwUHSNVx0jVMZ/N0h9PUxPVlAQ1KV5JiJNh74lQsbzx27zxm9zxGN7ENT4ihjdxjTMWzRyJJPYEE7vDMW2hk00hw1XA4Wp/fHcIfeQSDx2F6w7sKvLuLPBHNgXjOoPG6wBDFeDBSuBYHRjRBB5vAE7Ug6dagjDtsKlWILoFhu0IRLcD0J0BhF7YZAdssDqguzSguxDUUwyE14PhDf7dZV6dRaCmHGDFW4+hKh8FMXZN9mxN+mJJ9MTAu7cgjF8WJ2u5cfPC2HnhLT03ZpoaNUO7YmBe1VDDdMwQNTVEz70yJ7yq4YRqOMEGfuSi4Ma84OYsI1LDDFRSQNPUKAXpkpISJsSGiKaClbjLElSIDB+iZoRNc0NVjEAdJ2RZeH+Oc3eRH2vgRqkZUCUNrGaGyClBPHxwT5VjT8XFjmLPzpILo02+I3WuyDZ35rg/dcR7qtORjfBX0y4LpgIn212b8461F9l0lth1FNl3FNkPVbtPtgERzf695a5jdW6IRg90uzuxz4MFvyic9FYQAqapIA0tcIYKU5GACkKAnOBnarJUZP9pClTLuzTWAqzLdJplh+rY/oJJWHuhBbrbbZZ9aZYVpKGDpskgJR6oJoO0TNgMDTxNgc5QQpREiIoAmqUGzpBClLiQH9KSE7xc7FxtzwI93VxtrOzNTns5O7k52Lmes3VxsLExP21ldsrK7NTZk8fMTx0/c/wXq5OnLE6fsDE/7eXi4ONk62x2ysHspI3ZcQ9HBydLC9vTJ+1Onzx3+oSXvZWvvTXUzRnibA+2t4p0sUkCuKZBXUtvBnQ9uzSSHoP6EIt4d3swNbr/eTQ28wH6cwKz9AW9+Bmz9Lmw5o2o7oOg5gOjNA2XlTT1KY6S95BZlMIte8GreEHLe4T7dJeSFccqSGLkJDBzEqSVqfzSJ/zSZ5ScREpWvLQqjVf0BJdymf7+FvF1DPn9TWpGrLjsCT0njp5zj1v6jFv+nFPxQtmWuThaIW56Tyt7Qi9/Kmx+L2vP1PQXGkbL5yaqF5D1i1ONS+imVUzLKqZlDdu6juvYxPdsEfq2if3bxP5t2tguY+KAjTrkTh0JMP8o/uQhD3HIQxxxxw85cNOx4AG7f5/Ru0vr3iK3bZJaN8ktm+SmdWLDCq56faJ0brTIgChZw9dskVqIde9uQ92S464GhMCsrCzc7GwvnHNwtLMODQq4Huabl3r7yMBhT7TcCb1YmZEipiF2VpVf9+aODuZ/B0t7uDtzuKc+2lUe7cm/7sqMW7K9deHRjnR3nXu4IzBu8/c2WHsbrK0lyv4q3bhBN66SjavEow3iwQZhdwVvuuJgAmvTAN80DG/NjWzND2/oBr6btaXr2tJ3buk7N3Ud6zPNm7Otm7OtG7NN6+p6U3tlAstk1oqybOUPTdayvGBJlr8oy10QZy+KMr5tsrjvdNy0acZzOTFZTX2uYaRM055qGU91zCc61mMD+9k8N8WklYb6bIbyXENN0TKeamiPvoOlwN+ToGMFiNuskeuskesseDQLHs0evcIevcKCRzNHrhC6g3CdQaSeyxMNgT0lviPVIFRzEKoFKsJGcpERo3V+LdleQ5UwbGfIRCOotySgpxg4VheIagkcbwCP1gGRTYFTbYGoViCyEYxsBo03+k00+U11QaY6A0fqgN1lXp1FgIZMn+5SIKItaKwpqOaTd+ELp+5ygJJ8a0X8Ykn4bF6QsCZPXhI9MXCT5gX3Zzn3ddybWs5lHTtijh2pZ0bpGJf0rPA5ziUdN3yGe1nKvKzkxsqZd1SMG7PsGDUjXEmFalmXZqmR0+RgBRksIwbKyeFCNEAwCROggkWEcDE9mk+OEhBDVfRQPTd0jh2lZUbP0MPU9EA2yo+HCSaNAvrrLzQXuzXkeNRluXWXX5js8iXBfdkoPykpQIDxx/a4YLrcOQiIjBAuJcD4aD9Mb8Bww/m2EuumfOvGPJu6LJuaDJuaz3YdhVbDVecIPV6CSZCKEjxLD9LQoDM0sJ4VqmOGzNKDZqiQaQpYTQGqKcBpKmiGCtNwQic7gyve2mlYYXoOQDAJa80/g+5203Iua9nBWibENBLOUCF6dtAMDawmQ6YpgTPUIC0j1MCOUBFD2MMBP8RGh150tHSxMfP3cHG3t7U1O2V58rjNmVPnbCyc7a1NX0Dbm5s5nDVztDC3PnnC8vgJu7Nn7M3PXDxn6+dkd8HS7LzlWQfzU+cszR0tzM+Zn7X49WdHczPns6fdLM8CzzuHXnCFOFhHuNjG+TilB18oug7sfhbVnxo1+fEu6kPsxNvbvU+jJj/eN4HFKkvlfUmT1L+TNn0UNrwTN33gVL8i5j+c+nSPUvCUlp/MLknhlqaQsuLxH2/Tc+8LypLJn2LZ+UmiiufSqjRJ9StWwSNyRoK86jXz4x3y6xhOxj3G5zuMz3d4eYms3HhqRiw9O5FTlMwtT1W3ZS2OlIsb3nGrX/Br04T1abK2d5reHP1I0dxY+Ryich5VvThVu4Fv38C3b+A7N/E9G4SeTWLfJmFgkzCwy0LtsSeNPMyRAPdViD8U4Q9FeKMQd8SfPOIjD3kIk1ZGVv8Bs2ef0b1H79mmdG6SWjdIzRukxnVi3QquegldvjycZ4AXLmPrDti96tHK97cgH1Puxcff+NXSzMrSzP7XnwMc7XLevyjOfX0nwqvydezhDKPsVdxVgHPJh6dCKvJwW/fvR8vfwNrT/RNY8r8dSA62BPtbou1V4cGO8nB35u+/Lfzbb0t/N87sb4i2l5h7K7TfNpmHm5T9NeLuGsEUoLyzOLk9P7E1N7o1N7I1N7K9MGJ6BW16pvNHszZkbs/AAAAgAElEQVQ0bZuz7Vvatg1Ny7q63qSV6YuK380qX/29yVqWF60oCpflBUvyvCVp7oI4c0H4eV7wYV7wYU6QLic/1jBS5vmvtaxUDfOpjvlEy0jWMZ8Z2ClznFQ9K1VDfaYmPVUSkpWE5GnKIxUpSUlMUJLuq4j35bg4ESqWN36TMXSNORzDGIpmDEfRhyLpQ5GMoWjm8FUWPIrUG4brjEA1h03UhyIawkbrgxDNYcyxEAH6ErYL2lng01cKQjbDRusCeksCugqAY7XBky3BE42Q4VrgWCMU0RI43gyeaPIfrvMdqQOONkCGa8GD1QEj9QGjjQGdpd41n90bsj1bCi7WZblVf7jQUwbgo2+sSJLXZS+XhM+0rLh5/oMVccoc97GBmzDHS9Rzbs7zo5eFlxf4YQZ2mI4doeddnuFGSukxan764kzz33bw23ODc7ICGf2RkHJdzoJq2VemCTcUeKiKChJgQSJygJgCYE+GyKiPF5Xl+2sTeyvIOXWpiH6ThwawEQAOAsJHhZIHgKPNHkMNHh2Vzl8+u5S+cyxIt2wudER1etERfmIiQEz0V5BDRVgoDX5xssOe0O8mwkKVlLBZVvQ0I0qIDWQjIcxxCK7Xb7Dauaf83HCtG2XYizcJVNFC9JxLOk7YDAM2TYfO0oNmmWFaVriWHaplh86ygjTMwGk6RE0DT1PAamYQvv9S0UsrBSVIzwHxkKDm3BOoDpcZZvgsK0jHguqZQRoKbIYK0dAhGjpklh6kY4bpWeFaRug0OZgNDxj5YveDl4O5t6NlgMe5YICXl4uDh6O9k6WFl7PLBVdHVztrRytzd3s7Nxsb+9Onz50+bXfihN2pM252tu72tp72NgGOdmCXc35Odq7W5nZnz9ianbY7c9r65AnLY7+4WFmct7TwsLEGnrMJPn/uygWna+etnwBd3wa71dyF9j6PRL6/M/nxLvJ97Njr2xNvY9GfE6iFz3hfXolrXotq3wjq33Dq0oUtH9i1ryglT/C5D7CZCaS8ZHrBE1bxc3r+Y3xGLCXrrqjyCS3rPj07nlP0SFCRKq9JV9S85RU9I3+MFxU8pry7TXt3k/nxNvPjbU7Wfdqnu+zsBPLHe6y8h5yS57K697NdedKmD9Lmd4KaNFHdC1lTurrzk6YvSztUYBgrWZysXsHVr2Fb13Ft6/jODULPJql/izy0SYFvUUd3uVP7fIxRiDsSE75KiEdiwpGYcCjCfxWivwqmjvhII2/0W3vF7Nlndu1Qu7bIbRvElg1S8zqxYQ1fszJVvoAsmh/Kmhsp2CJ3zGHaPscFV31K3lpSV9eUHj9zzMXGHOpq/zA69HXynaf3L1/2tUQ3ZtR/fOhr8d+jfJ1ayzJnpcyj3fmDXf1X48K/AuvvRzLjjmRnQ/zVOPd//d8H//Ef//7//Mf/+fXfj/7jP47+/e8bhzvTeyv8vRX63iplb524t44/WMXur2D+CNb2PHx7YWRTP/TdrE1D77a+21QbmvYtbce2rnNztnVjuuEbWDM1psT3b4Ohsuy7WSuqohVF4bIif0metyjJWhRlLAg/Lgg/zgvfqGhP9Zy0eX66jv1Cy36uZTzVs55qGCla1gsd++Us8/+l6y6/4lyzRIEzMz0902M93XP6aJQQJISQBAtO4SEkIUAgCcE9aAIEd3d3d3cpoCh3p4QCCqnC3SX4cz/QfebcmXvX2qs+vH/Ab+391BYvDtyNOeRChzrRBhyZUHvGgB1jwIYJtWYN2jD7bShdVvhWC0yTGabJDNP0BtX4ElH/AlH3Ellvgm40JXVZIBpeteVq9pYYwarNm7L1atO0uopf9pWpkbpeYZqNG9KVq5MU23I123I1a1JVqxM0W7N1u0p024s0m3M1WvIgLQVazfkabYVqTTlqzTnaTdl61cmaNanqjdlqTbkqRXHSORGSpfFPc8Kk4r1v1aarjA5ZzdFsZ0mOMyTrOZrjNN55Gu86T3MVkB1nia4Ciu0E5u0s8a2A+GIcpTGO0ZnAv+ZiLKhIr3VhLbiYBmAfgGNwtQEuhN/WKaP4eDzMmIV9Pgo1Yfbr0gY0uUgjFgaChBpOM1MvthgArAOwBcAeuFg83MBA660aC1TaixVrU5/UpioUxNxLDf6hKEmqJlMnwU8sLehuS+FjeJsidUiZhVCnD6vQByH4LlVsh+pg7ePB2se4TjVCtxpjSJuL0hkdgYyOQMbQhjy0ERtuyBp5PoZ6ycPqTOD1+ER9PlF/Eqc7jtEZx+iNY/SuwZrCv5gmGk0RnvPx+hNYXR5aewyhwUHrIFvN4zxFKf1a0wRNYpdGYfR37cWSHKT+GAoygdbko3V4IxDuiMYYQoOP1ZnGGc7gX0zjjMbgOpQ+9b6yRznB34loyUroKDzUfPpARVZKTe6RzL27d3/4/pGomNiNn8Rv/fLgzq3HYmIPbtwQ//6HxzdvP719V+rmTbGff3pw94ac+B0ViXvqD8SfSYnJSYo9kZKQuH1T8tZN8Ru/PBS9K3vv3mMxMUVpKYU7v0AeiL1TVfjw7JG9kpSnmmTsa6V8a+2/9otGOfYE27R8tugPs8cke6OTPOg5/sSsz9hsX1SmN74wAJnhhUr1wKR6dgS8G452wSZ6YRM9kDHOg2EfRiLek1IcsXGO5BR3eLQtIfkTJzeQmxs4nhdCS/AixbvRU7zwEXaY4PfDn9/gQqxh/u9gX9/Dg6wQoTbYWFdCshcjP4hdHMoqDiJkeFGzvOn5/pzSEF515ERD/FRLsqA7a6E/bxFasggtWRqqWIHVrMAbV5Gta6iOVUznFql/mzywSx3cpw8fMGC/mnVAHzik9u9TuvdIbTuEph1czQ62ahtTeZ1eLcOKlmD5S0M5i9CM+e4kYVvcYlf0al/mCrQq1e2t02u1ivy45ITAp7Li4rd+UZOV0peXtNBVtDXVNtNX0Hv8S1Oyv53eY4jE98lfXSkj3Usz7M01/u7W9PbW1O7W9P8TrL0N1vYa5/Rk+eLq4PD04ASAYwAOADgH4AqcX57vHGxOrs/h1gSwzaWhndXha7A253o3BJ2/grUhbPnrY9bfJnV+NWt1onxtsuJXsK73Jq+O/2pW5hI3Y+lvSdYCK3GRm7jASVhgXydZkQJauJAaIqAEz5AC+fgvQkrgHPXrFN6Xj/OewftM47zHUb4T6M+TWF8eyosFc6MN2FP6bMm9NuQuG3LXR0rPR3q/LbPfjt5rQ+60wjW/QzeaohtN0Y0m8Frj4arnQ5VGsOqXiDoTbKsZosGkPU+7I1+vs8i4OkWjIkGtMVOvNVsF22xO7DDvKlarS5NvzdHuKDRoztWoT4U052h3FGt1FGs152s05mg2ZGvUZ6s25mg25Wo35ujUpGlVJmtUJmuUJagWRSlWJD1tzFHoqVDvLtZszlZCtxrO02wX6DYzJKtxrOk06d0C3U1IcZ0l282S7WZJznO09+NIMx7MdGzEkIfWHse94GDt+eTQ461RADavwPkJAIcAnABwdQXABQDH83x2CmZAn9KvzRl8yeiHsEaeY7uMRqmJ4HQJfAMXAByA/UNwcX4FwBVgIssLUpXri6Vrs2VbC1S7yuW7qxS7KnXq81SyI0RbCp/BmtXhLfJMmBYXocsY1KIPqVEG1KkDOpg29eE6+aE6WUTLE/qQGhuuxUFAuEhtDkKTg9Acx+hMEw2FVGMeVpuL1uKg1McwmlNE3RmS4RTBYAKrP4V/OYV/OYV/cZ158fGGkzi96ycqLkaX1Ged6HOf0K0xS9Sh9EJK4n5ozhcbHdHhIDTHEGpcmProgCp7WI2H1JzB6Y0jddjDWmNwnTGkHhf+HNWkVhDxs4iq1G1lyTvqjyVlxW7pqz9TlpWRk5C49efvbnz3pzvffyf+y0+PRUWlf7kh9f2PCnfvKd8TV5KSenjnjpykmJz4Hfm7N9UkxJTu331465dH4mJSd2/L3BN9cOf2/V9+fiR2T05CQkFKSv/JQ10ZCXPlp7bq8s6qMt6a0pEv5Irs9Go/GfeFWsPjXIeinHuCbToCPmCSvZEJ7ozcAEquPy7HB57pQSr5SiryJ+b74zJ9hqOduoOsB0Ls0PEe+CQPdLwjPPrjcNhbQoobLcubkuFJTPHAxroS4j5x0v3ZKV8QEQ60VC9KvAsu3BoVaAn3s0AGfUQG2iCDPkK/vEVFOuISPSgZX6g5/rQ8P2ruF2KaNz3Hn1MSPlkTx29MmW5Nn+nIEXTlLQ2VLQ2VLcIql0dql+GNS8iWZVT7MrpjmzywQ4Hu0YYOGLDr2KcP79OGDhnQA/rAAbVnj9K+S2zexdfu4Kp3sBWr8PKVkZKl4cJrsJb60xc6E4Wt0Ys90cs96W1hLlYq0u9eqJqZaj2Q/Ela7GfZ27dlbvzlmeQvarK3NZ6KPrn7Z693Bp9eq5k9uxds+wrXUzfLJqwIuAc7C3s7ws2Nyb+CtcX/b7A22Qebo/tb/JOjZQCOzy6+nQKweXbeODTUCBv5BsA5AACcX35b2d9grs8j1hegO2tDu3+b1PnbWYqW/wHWX836f4G1yiu4rgevwbo+Z/8bsJJ/C9Y8K3aOESmkRwipIUJqyHVtOEcJWWSEThM+zxC/LFIDJ5Ae46gvE2i/ScwXHtJndNiV2m9H6rEm9XzEt33At30gdVpRe60Zfbb0XltS+0dc8ztkvQmy3gRR93K46nl/qW5fid5AmeFQxUtEgwmi/s1I7ZvmTO2yeOXaVEhtKqQ8XrU9BzJSbYpvtRiug7TmKTZmabcXGPWWGzRl6DTnarUXaXYUa7QUaDZka1RnqlZnqlal6dRn6jZka9dlalSnqRdEKaR/fZoRoNBV/JzYa0KDGjMGzbgj78aQr6eJ5gtU21mq6RTRYpr4YYllP0ez5eNsZoj2U0TLcazhDN5yFmMzhTbjE17SR4zYaJ+LDSi4OAbg7BsAs3tHBS29MBr3BIALcAYuLi8PRtH9ZrQhLWq3DmtIkzoAmUCGXXwbB1dn5+dg/+qqrLO3C835BsA3sHOxO9HTboqEKZLherAmTXSXCnFAu79GP87vX3Ojf8H3GBO6DaHVT0eH9KbQJiyoIRdpTB3QxHTIYTqeEPvkCT1KpF41DuI5HarJHNJkwSBcpBYPDZnAQfgEyBRRexyrP47TncDr8om602T9GbI+H683gdWZJZnMEF9P4V9MYp9PYPUnsPqTOD0+Xn8So8XD6TOGnVL9pHGdanMUffqAbnnij425okyYNgehyYYpM/qVKF0Ko4MqfKzO2Ig6oePpcI0ktvUJB64jIJnT+l9UJt4XMVR+qvlYWuvJo1daWoYqKrrPnukoKSk/evhISlzy1k3R7767/+fvZH+5IXfnhoLoL8oSNzWkxTSk7yuJ3ZG7e1tdWkpdWkL+/h0lybvioj88lLwpLvqDlOiP93/585M7P2lIiRnKSmtLienLiGtL3DCXE/uiKx+o8yj6+eNca0izr2n313ewKAdYlAMswr7zy9uhYGtami8tzW80J5ieF0jJ/0otCmaUh5OLAhHpnsRk36Fw+9Yv5rBYB3i8EzzGARXlNBJih41zJia5MzP9eAUhtDRfSoo3JcWbmupLSPhESnSnJLnRE9wIkfYjAZZDXyzgAR+xQVaIwPcjIR+QUfboBBd00idCug81x5+R8YWQ8Ime/plTEDJeGjnbmCxoS5/vzt0YLluHVa7BalcRDavI5nV06yambQvbukfs3iP07hJ7d8gDO+SBHXLfDrlvj9SzR+o5oPbs03sPqN17lNYdXN0GonwNVrI+WLkxWL41XLrQnSXsSBa0J43XR021xCx2pFBz/EucjD20Hyne/uPN//qn2z/++eZ//VlG7L6uyjMFyduK4j/I3/1Pc3Xp7EC3KJf3VloKeVEBeGgbkzi8tyE42J073p3fXZvc3pjY250+2uKD7dnDzfG1fc7aLvNwa/R4fw/sn56fXlxeXs58O9HKyhZxcxdxd9BKTdg8Obn8dn4Fzk83WPsC9M46ZXsZ+uvq5E1B7/VWv/XZjvXZjvXp1rWpltWpxuvX943p2q3Z2m1B3eJUxuZk5TK7cmO8aIObsThVMDOWt8kt2GPmzNITV1jxm6y4pfE0ITN5iZ64PJE9z4qdZ8UusOMW2HHzzBghPWqGEj5NDpsm+gupQYvMsAVG6AItTEgOHkf5MqCuk8gvvBEfLsyDB/eaQHqNjXyi99kR2t8T2q3QTRaoxre4Vkt8uyWuzZzQYUHp+UDqeodqeIOsMR8ufTFUoddZoNJdqtdf9bI3R2GoWJ/W/Wmgyb22xqGt2aku73mGn3hVthq8VpvUqodrM23964YGSHOhTnOuUUOuQWOeXn2edm22Zl22bk2aTnGUemmcVkWSZlWKRmmSan70syjP+4HOP+VEP8F36V2/3y8wHAVUKz7h7TzDZpHpNEf/KKB+mCG/n6V8mKN+FFKspvBvJzCmE4jXY4Q3k+TXMwTzCawFHfVuZa7+FIBzcApOwMD0zMOUMJEv7v/o4Wvf2rJ5fnJ2BcC3NSbSjQx7xkXp0aDamF6bw61RcHkBLk73zi8cK6tE7B3+Ehg0s3EIzs7B5enMeDF+xGAUrU3sewFteNWQq5voL+H54cfOaq0Jxltoq0JdrhSx7wUb8Wp05DmmUxHTqYjtUiL1qzFgOqNwPeaILm0IQh18xoRpcJDaPIzBJN5wkqA/gdcdw2iO43THcboTeL3rmCToX8dvM6wpwvMpgsEUwWCKoC+gGE3htLiI9+lhD6ENasv0V+xBSGX6zYaC+1yU3iRGewymTRvQIPbJk/sUGH2q5D754boHrXl3cB2K4xidSZwuuVe1JUdMxERdUUtGQktGSktGykD+sTlE9dEv32nJiGs+llJ7IK5w947i3TuyP/8k8/P3qg/uyd+/pSx5x1DhkZHSY+X7t9Tu39Z7JKkudlvp1s9y4reeiN14ePsHFZn7kKfSzxUfv1J8+lrxqdETGW3p+2piP+uL/2SvKB5moJBkopxmrlrlbNAVYImIdcaneGIT3NFxrtBAK3S0MzHRm5kdxC0K45RFMIpDKIVBlKJATJYPKeUzKs6tL9S6P/wjItYRHeeMj3fHxbhhY12xsa6UFO/RLP+x/ODxwlBWdgA21hUf746NccJE2ZHjnEeTPSixzvCvHwa836IC3mGCrFChH0fCbRDRDrhkD1K6Dyndh53rz8z0o6d/5hWHzdTEzTQkCdszZtvTl/sLl6GlK0OVayP1a8jGDXTrJqZlG92yh+vcwXdu47u3iH3bpP5ftdoj9eyTew9pvQfU7n1y+w6ubhNeuQYrWewvXh8qXoPmLXelTDdEcSuCOOWhy93Z0ASXuDeKJZ/MnTSkdR7ddLd+k58Wa6iurPRA1ExPxVRbzs/udU95CrWvhthV5W/9OtbLrqMsq6ehhM8l7WwIDvfmD/fmd9Ymd3emNrcnD7b5h2tju5ucjcPx1W3u8fbkxfHxPji9uDjjrmw8jU0Q8f7y91+//s7L/amfz+reLri4OgVH3zZYe0LM+jL2aH3kV7A2/nac4v8H1uZMzdZs7Sq/eItfuTNWsj6ZOyfIE/KKlji1M2MN/NlW3lT1FDVzmZ4q4KTOsBKXOYlCTvz/BmuWGvErWAuM0AVG+AItTEAK4iF96AMu3GEvzpAnF+YxjvC+BovRb0/qtMK1vofXmcJqTJANprg2C3y7JbHTktLzAd9uiW40wTdbIGpe95dpDlQZtRebNheY91R5C1gtJ1uT4HgHHO9dHC2tCLHI4ZzcuJdNGRBy+3NK36u+KoOKeIXWHO2OYv3GbL36HL26bO3aHO3aHO3qDEhlslZlomZJ4rPyFNXiBOWCGNWMEIVoL/GcyMewFlPm8OuBKhVotaqQ6jCBM+eiXgtpVvN0u0WmwxzNVkCx/muQP17v4RMQTHkEYzbZnE+25Qxbr87UA3AAji4PARieWrzj4SoS6Pq79ASRz96mmSm7AOydX4CzPSbqPalXntavh+p5vjbdCcDmObg6BcC/s1nExfVP4YkiXm7lDAq4AuBqZ1FYO9RuMNio3pyvURj3LMxdzMXsT0FuP5NHLHhUy6YS2Yq0B8ONWvgeNdKACq77GalfjTakRR+GXP+OwnU5KIMxDGQcpzuBM/hr4PV4WO1fwfrVrF/BmsQb/nf8+pGgP000mMJpTWA+Zkc96q5SXKS+ZA9CqjNvNxaKsxEQHlKdO6zJHNKkDj6jDijSe1VwnbLIZllo9QM6VHMCqzOG0iL3qvaVy4i8fCr1Wl5GT1JUT/KOperjjxpyVhqPLJQl3qs+fi0nqSN+B3L/rpqYqMzP30v8+F/yEnfVpO4ZysuYqT/Vk7mr/+D2Gzlp4weSRuLiKqK3NB/c15AS05V9AHkooSlxT+P+XZW7Nw0fPzSUl9GUFtUQ/cFWQSpE/1m8sXKJnVGxjVbbZzNUvCsp3YeR7c/OD4JHOQ6F2RLiPDm5IbySCHZp+GhpGLMklFEcTMz5ct2HhYp37Qm0hEXZ4RLdKCnetBRfVKwrOs6Nkv6ZnOZDy/xCy/SdKA2broxiZn1GRzmgI23xUbbYsI+kaEdynOtI4Af0V0tMkBU65CM8xBoZYYePdyckexKSPalpHqPZX1g5fpMloZMVEdzyiPH6OH5zkqAjY747d6G/dAVWsw5v2EA0biAaN+ANW8imLVTrJrpjE9u5je/eIfTsEbv3SV17hN4Dcu8BteeA3LVHatvB1G+MVKwPFS8PFS0P5Kz0pKx3J3CKP/Mqgifr4gdi3ZzVxCE//s5d61G6p1VlcuhgS/lgW1W03ycTjQcWkId1GYFT+I7yRN9wF3OPtwYm6rKFiSHNpVl9bZULAs7+7sLOrnBna3Z/T7C/J9jYmtjZGd/bYm9ustd3JvYPFsDp7uXV8Sm4XDg/14yP/6+QyJs5xSIhoX/w8MzHos4vL8D5yeH5xvYKZVMwsjwH25rv254f/O0FsF+v6WzMtK1Pt/4K1vpUzTVY22Pl65PVa9NF02Px05M5m/y+b0vMs0vhN7B2cDa1s4KZZ1fzmZkCRsIcNXJuLHp+NG6BFX8N1sJorJAeNUsNmyaHzJK/ztFCFxjh8/SwOVqogBQ0hvCl9DpT+1zoA26sYc8xhDcP5cWBf2IMOlP6bLEt72A1JgPlL4arX6IazXBtFoSOd8ROS3Tza3STMbzGbKTmFbROoyFPA94avifEXJ2sA3B8AS7PzwA4AeAcnJ+dnIOz/RVWV4l7V5E2oh0y1KLXWaDfmqnXUaLbkK1VnaZekqhSkabVkGdUk6FXGq9SGq9Ska6aHydfEKuUH62S6PuwKEaJ2G01gbOfwHxsyZNtyXsyTbCbIrxnwgy5qNdzdGsh3WmO5jhHc5yj2QupdrNEWz7Wioe0HMe/5SBejBNsSHCnubFiALaPTwA4A9i5zYc+gYopaTcKc0RCIv4c+pW9s3EBwCkAuxsMXJ8OC6qGbtajY0PBxT64OjsHoJxG+MdPTiJ+If/kFyXi6ZSCHTkBAID96YnmghSNnOgnYZ/ufHW+7W39Y4Dj/eocpTGyNaIbUpb2oC5LqadSGdYkS4LKUQc1mXAIB63HQurQhjUog2qMES0OWmcMA+GiIRyUFgepzUXpcNEQHlZ7HKfzK1j/yyy938R/gzWJ0+VjITMk26IkucZ82TnyS/YgpCZLtCbnLhOuOY5S445oMIfVqYMK9CFFFlSN0q+A71Tor5Qk9ypPYHV4GE1qv+pIvZzIWzmpALPn1s9kP+kqh5rrxVk9j7LQijBX89CStZa7Z/rwrv79Gxqit3SkJVQkxZQk7+lIiOlJ3Td+Ivnyyf3nMqL6kne07901EJPUEr2j/0BCW/yeutgdpdu/KN3+RVX8rpqEqPLdm9qyUrpPpDXu3zGREvXVkEs20Sy0Nqhw0G/0eA2LdMQlerDzg8dLIpg5X9FxbvBwJ1Z20GR5NLc0YqI6drIunlkUTMn1J6V9Iab64FM8B4I/wMKs8QmulGQvVoY/KeUzLsGLnObLzAngFYdwCgI5hQGsfD9OXgA9zZsQ50SOc6TEO8GD3kP9LXHRTvgQK3TQO2TQB3SYNTrCHhPpgIt1JSV6UJLdRzN9JkuCp8pCJyvCeBXh3MpwQXvKdHOKoCNjvrdwebBidbhmdbhmdbB6BVq1Ply3DmtchzdtIts20R272I49XOcBvmMf37NH6N0nde2TOvfwLVuo6k1Y6Rq0YK0vZ6kzebk9Zrr260R10ERDbHu0y2dD+TdPRO205PQkf070ssN0VndUZNYVJOclBNdm+HSXhFYneka5vLTVf/xe94mTqW64l11mfHBLTeGCgHN8uLqzO7+6NrW3P79/MHe4Ldzd4u9scQ/2eevr7M2tmcuTQ3B6CcDBwQUwTM6U+OpXMb8klpIm4uVzLyh87uoCXF2Aq6Oto9mVRezOMnJ3A727NLi5MPhrE+lvDtl3bsx0rE+3rvKbV/gN150Nf02yJitWeBWLgnLBRNbBQg842wDgElwcgDMArk4A2DnaZwk5ZeuM9GVqgpAbs8CKX2DFL7ITrsGaY0TOUsNmKKEz1GABPfRaqzla+AwpmA3zInY5YNtsSN2ODKg7Z8RzDOHNHnFnDrnQBhxxre+RDebD1a+HqoxhNa8Q9W9QTaboZjNcuwm+4w2yzhLb8qGzShXR63S2zQOnlwCcnVweH4PTY3D27fL0ElxcgovT8xMATsDxAqU/orVCC9P3ZqD8eXfB89Z8zdZCSFWqSk6kXE7Us9IknYo03dIkteIE5fw4jYI4lYQAidQgqZZ8XXyX5QTGdp5uN4m17ipRai9QnCbYC6k29CFD+pD+DPndDMVeQLcXMhwWGPZzNNsZkvU4xpILf8tEvZ/EfJwcsRsjpJ9drl6B43Nwzt+/UA74+iq/uGRx5fvwGBHfEPPaqmNwDi4AuNwbYyTgug2JHUrQBuOjbTYAl+ACTG5ti8j+WHYAACAASURBVAZ+EfH0vPUlLHaU98eAT1mIkQsAwBVgUbu/OD8JdZcI9xSLD5IK8bod4/tooNGQgjBtLntYkSbZVa6J6dQnDamRoArkYXUaXIuJ0mGidOgICA2uRUdAGEgtDkprFK7OHFEbhauzEBpspOYYRnuSoMfD6vCwOv/DrAm83gRBa4KgNYHXnsBrT+B/UzPidCcx2jMk68rsZ2VpD4REE9aQZnXm3YqM23SY+jhKbQyhwRxWpQ7JMYYV2MMazGEVQpdiZ7Eopu3pBA4yjtUg9ynBG56KRFq+SHOw8NZWiDCBRJpoJb/XizFRjjd7Fm6k8FVP3kP9kYPK49cyYnqSd9Tu3VAW/fmV5H1jqXsvpUVNnkq+eiqhKyWqLSmhLSltIHn/zVNZC2WFd2rPjBVkVSXuqEjdVZG6q3b/9rP7t5Ul7kEeSr2SkXRRkkkygZTYGTd5vG5wf9kT8B4d5zaaG8griZipjqdnBwwG2eITvadq4gVNKcLm1NnmFGZRML0gkJD+BZ/sRUzxQsc4DgdbYWOciHHujNTPtIwAZnYQLdOPnuXHyP7CKw7hlQSNlwaTUzxYWb70VHdCnAM50Zmc6IyNccDFOhMjbHChVtiQD9gwG1y4PSbcDhPpQIh1IyY6UVPduLl+40WBk+Wh45Vh3MrwmdYkYWvqXEfmUl/BymDZ2nDV+mDl6kD5Sm/p6kDl2kD12lD92nDDxkjTFqJlF9Wyi2rewXTuYjv2cO17+JYdTP0GvGx9sHC1N3ujLXWhMXayMpBfHzpaG9YQ4xBqa2CiLPFK4ZGriaGLqYGbhVFvdf46nz7NQHOIQ90VETnhNl9ttL3eqn+20rd7rRnmbV+cGd/dWrk0xzs72dzcFG5uz23vzh8cL+3tC482BKe7gr2Nsd3t8c013vnhJji7ABfgHFzaV9X/4OzO2z+o5lBEPF1EHJ19Wxu/AXB1dgoudlfW6RvLhM1F+PpC/+7KyNbi0ObiwPWl1V+3+m0IOjdnOzdmOtamWlb4DcuTdWv82vWpmvWpqqWZilV+6eJE2d48DOwvnF2cfgPg9Phyaf/8HFx9Oz2+AJur0y1bjPxdTvHsaPwCK3GRnbDITljkxF+DJaCFX2slpEcIaOFCapiQGjZNCGEOeWHb7RGNVphWa3KPE3PwE2v40+iwK2PQmQ51InZ8JHZ8xLa8g9eZDFa+gFYYXcuFa32PbnlJ7Hw7WPdquOXj+QEGXH47Pwc7F0dLJ8dj+8etXH7//ApxZ4+/s/8NgO2rQ3B1CY7mET1f+5pN+ioM23M12wq0ukoM6jK1CmKU00MU0sOUCuM0y1K0SxLUUwO1wz2kon3v1GQrMIbfC8iOfJzlFMFsEms9UKXeVaw6jraZJn4k9+vShwyniBYCuq2QYTM3aiNkWgtpVtMkSz7BYgJrMYW0GkV84BKDwdH41eX5OTheBAd68Yn6KZFkAGy7O0Xc3H/vF1RGo327+nYFwOEiCtX7At9t2lmlyiBGgqvz4/PDCwCca0pF3Fz+zfVTJ5s7dXX2R+cP7Tw+uADgEmDhja5WUkHu4lmx8jVFkNSIxxGeD6uzFHvr1dqrZKANKrje56PIlxysER2ui+t/RhrUYCB0R1H6DIQuHa5Dh+swELpcjP4oQpsJ12QhIWyU1ihCg43SGsfrjWF1fg0eTvc6xvF6EwSNCYLG38z6G1g4Az5ej4fWniBYNJVq5sVKzOLfcGCQyvS7pel3yFDV0RElNkyZOaJKhynQh+QZAyqUfkV8p1J3qRi+U2ESr81BqhC65RGNciI+kCfeWk+Cn6tm2ZqUuFpkfzQqdHwZ/UIuSFf2q87jUGM1Z+WHb6RuWj4Reynxs6e+sre2gouKrJn0XcunUlYqcqYKsmZK8q/k5Yyl7pnISprIShpK39O6f+PxjT8p3P9RQeJnbSlRVcm7z6TE1KWldMRF7RVl0j88L3EybvMxa/F60+ptikv0IKd/5haFCWoTJ8qiiKmfETFuzKKQ2eYUQUvqbHPKWFUUpyycnBVATPUhpnhRkj0QoTboCHtClAs90ZudHzxRGsktDOUWhjBzAlh5Acwcv7GiYGF1DDPLh5Hhwcr0IsY7YmPtiEmuuHgXQqQtMcqOEGmLCbXGhFrjIh3wUY6YSAdkhA0xwYWS7M7O/cIpDGAUBHArwycb4xY60pa6spZ781YHStcHy9cHKjb6S9f7StZ6ylf7Klb7q1agtWtD9evDdVuwuu2R+k148xayaRvVtI2u20SUrw8XLPdlLnWnrDWlTJSFcCrCaHXR5RG2YU5GX+xfGqnL6D2W1pOX+fjaIC7QO8DVpi43GTfY1lidm5PgGej+2uq5XKibZWF8YGFyGKy3icPE7W7PH+wtbWzM7e+v7u8vb2zO7uzP7ewLvu3Mn20LDzf4e9szxztL4OLsCoBDAFLR2H93cWpjjx2CU4PcBJEvPn/+8pm0MnEFALi43N8RCqbh63OYjXnYylz33jrq+szq5uLAxsL/tTp5S9D1W7BWJ2vW+NXrUzVzrHLBVM6ioOl0ZxlcgIuLi7XLc8/alp89HAan2RcAnBxt7i73C6gZ88z8RV76AitxkZ10DdYiK26OESmgh85Qg+cYkdd4zVIjBOTwKXwwHeqBbLaG1b27NovU7Ujrd6YPuNChTtR+B1KPLbXfgdxrh2qxhFa/6i036qt40VfxYrjyw2CVIbxJs6fagI7MAhe7FwB8A2D0GBQSWUm0cRcU2X103JfOjcWzBub2lsDZ0RUAF2CBD68vtYA1mgxU6NdlqTRl69WkQcqTtYritfJiNQritXKj1BL8ZIOdZMPcJSrTlYj9b/ikjzyMKQv2YppoPkmwHW7Qqc9+iu824RPtMF3aqA6NSaKlkGEnZNjM0t9PU99OkkyniOYz5PcCirVg8A1m6OPiHgyAA3B+vgWATUmRuJuL4Oxo/Or8Znjw70OCRUMDV3aPwOUlACdMZFxXxbPeSsPuFpezE+bZ6dERAK0M0t87fhDxdnGoqDy9vOgaxf7s9mFs+wBcAQBOSgu/uNvejQ6QzoxTKM/RTg6V97eXivb5qa1CAT+kw8WbsLGvmGgDJtqAg35DGFSnwrUZKH3qiB6uXwvZpYrsUsf0ahF6NHHdqsQ+VSYcwkHrsJCa12BxMdpcjPb/NotH0OQRNHl4CA8P4eF//a7PJ+qPoXS42Ne9DfrpYWITiNdjcEh52p3C5FvEPlUmTJE1/Iw+rEweekoekKP2KpH7n2E7lLpKJXFdSuM4nVG4Cq5LDtEsL+KvJ2f35LYv5EmQgXKCqW7ca0iYgZK/pkyQnnyokXLIC9Us+zcRrzW/Giikfnhe6vY20047xlzFQ0PaVfWxm7ri+8cP3j6SeCcnbaP0+KPCI3MZcWOJ2y8f3jN4eNfw6X116Zs6EjcgMuIK4nefiN7WuH/XTEYs0FCx0sOs+7NF92eLjs9vUbGuhBRvVn7wVGXsTHX8ZFU8KSsAneZFLQrm1cZNN6cIWlImamMZ+SHM3EB6+mdaqhcxxhkTbkeKcaMnetOy/ThFIeNlEZMVUWMlYcy8r6P5gfzK6Kmy0PGiQHaODyvbi5XtRU11wyc4E1LcCHH25DhHUrQ9LtwWG2aDj3DARzmiI+zRUXaEeGdqiicnx5+Z40fL8xuviZluSRa2JMy1pcx1ZC505S71FK71Fq/3FG/0lqz3lK71lK/2Va70Va72V60NVK8PVG1AK9eGateHazfgtevwijVY8Up/1mJX0nx7/HR1NKcqGlsWGWqnp/v05wAXM1+Ht0bKshpS4vISd3XU5GuKs0rS42P8PAfa61pbK/t7qjEjbVRkLwMFXRijrc6Ozc9y9vaWdnaWtrcXDw7WDg7W9vdXt3fmNjanN7emjg7n9zemDjcF347Wrs6PwRXYBaCVO/ofTo7pMNgFAPA5wR88Pol8/qqSnHBwdQyuLsAV4DIQuKFSGqJ2lt22Mte9NPc/ztn3bc53X5u1LezenO1cn279FazVyao1fvUev4k/Vrq7TwXg8uQM7AHgUVfxdz7eIq6W1TTM5TkA5yd7Kz0T5ITZ0dw5VtwiO2mRnbTESbwGa54ZJaCHztJC5plRc4zIWWrEDCV8hhLOxwXRBjzgjR9h9e+H697B6t8jW6wI3XaUfidynyOxx5bca3PdQYrrsBppMBuqNRmoetlbbtRXbNpT9GKkSa+j4vnCGAxcgm8AzOzthw6R/AnstwSadD9UfHhEpm/YFMNwJ/FR66t7AJyeAgAOmqt9Gwv0odUv6nMh1ck6FYmQsiRIaTKkKFE7K0It2ueJv714xKf7NZlaROg7PslhkmBNgxpTBvT5BLNpsh2p/3V99tOOEuUxzEfq0MuBOkVcjy4X+34cbzlJtJwgmo3hTMaxZhNYiymC9diw7fR4+SnYO/p2uA+ukpA4UWevAT4PXIEyMuGfff1EPLxdKovBJQDHJ98O+KmJBlkRDwoTtJi0VgAOrq4Ox4725aKjRdxcbwR6M1ZXTi+AU266QWLw8dnlKQBbm3wHazknq5+j/R8nhigmhcn7u9z2fP9DVtg9bI/hOMmMRzRlop6PYvSYaAPayEvKiDYZBsEPaMI7VPvq5DornnZWyHdVKvVXyfVXP0G0KNGHIVyMLhul9VuwfsvWX236lSr8bxTD6U7gdXkofTb6BaLHJOnrHcaA0RgcUpkhmht3E9enOjqizBxWIQ8oYHsf4rofkbuVqFA1RLN8Y/ZdZIscFw1hjqhiOuQGax+L4AtiQl4of5S+YXL7T4bf/eHt3e/sZe64yUu4qzwIeaEa8kI16f3zFEv9HCuDLAvtLDONTEfFXGdIuo1urKlOoJ6aw2Opjw/uuj17+E76vp2cjIeW8hcjbb9Xeraa8uYqMgaPRQ2kbuvLSmg8kZYTu/vszg1zWfFAI4VS91f9AR8Gvlr1B32Ehtjgk71oWf4TZVEzdYlTtUn8uiR4igc8xYNZETHZlCTsSJ9sTGCXRI6XRrKyA6hJHrTET7hwe2q8ByPJh5rlO1YSMlUVM1YSNlYSNpofOFYSNlUZO1kSPFYQwMr2Zud4j+V/ZuX4UDO9yOkelBQXYrwjIdqOGGVHiLTHhtmgwu2wUY64WGdEuC0h3pWa4klJ92XkB7JLw8ZqY/h1Ufz62OnGxOnmtLnW7MWOvJXOgvXugvWe0vXu8rWeipXeipW+ytW+ytW+ivW+shVo1epQ5dpwxRqsZG0of6kvbb4zTtgayamOao92inIw/PROW0n6l+fqT0w0lbQfSejKPtSSk/lg8TIhMhDa1tDbUEUlIgTz46sbwo2NhYVp3hyPvcTn7a3P7+wsbW4vHBys7e4ub2ws7Gwu7Wwu7O0s7OwKj44Xt/and9YmDzbnz86PALg8vQTjh7uqAe6vivPPALgAwLuu6x+dvoq4eIS1d58DAK4ud3b28jMjCxLdWkuiiEMFM2MNSwvw34K1sfBXsDbnu7eFvb8Fa2Xiegq6amm6enmiF3xbAedHJwAUc0f/yddd5Kvvw/jI2fNTcAbA1eXmXOsCK3mBlTnHDl9kp1yDtcRJXGTF/A2soHlW7Bwj+vofwxlKOB8XTO3/BKv/AKt/P1hjMVBlDmuwxHbYknodSL0O+C5rUo81bcCe2u9A6LJGt75DNlsM173pq3jRW27Qkfuqo0hnqNH2fHvm8vJ8BxyP75x6DSLc6OOyUKxIcYtIeffvy9pF26AqSFzyIIq3c/jtAoDL44GOxLxY1YEa48Y8vfo0o6pkvfxolfQw+aTAJ+Ee0oFOD0JcnpSlyuF7LGao7kLGp0m8A33YnD74kgkzmqHa8rDWfVWQqjQZYt+rabIdrFm9KkOU0PeKBnvDxZjzcOZcjCkL+YY1YjY6/JZLiwOXa+AbOD8DtVP8f3F0TUZjTq4uts+AaWWhiG/oH3xC+wRj+wBcXJ13wbJMP9y2NfnXaF+1o4OVs5NzAE5y0DCRT1//wc23CIO4AGD+Emh4B5WQ0eDq/OISwIdbleX/zdrsR29bseBPT4LcxTyt/y0lSAzRaszFWjJRL5nIV0zUSyZal4HSo448x0PV4R1KPbWPWksfNBc9bC563Fz4pKngaW+5Un+VAqpNlYXQnyAYXSdZY1gdDhryP8C6NmsMp/3X+E3NOIbV4WF1rsHCD72N+3KL2KnHRWrXZN/PT7iL6ValQZVoUCUKVAnXK4vtkkW3yhF6lAeqH9Wm30I0y3NROgyYCrz5cUeRpMg6tGayIXck+WuFx7s0S72M9wYV7pbtQS4tgS5t/o7t/natPm+rnQyqnQyaPIxbvd8Uu2kVOalXezyvdnsRrCntJSfxVVUpSEPdTvaBqdhf3j788bOxyic99TfSkrq3/qJ/909m4ndePLin/Vj8mbSo3O3vjB/c8tJ4VOZk1uJnA4t0hQXbIsLtSame1LwAbln0VG0KrzZhpiV1rDaGVOCHyfKaqI2db8+Yb8viN6eyK2NwaZ/xyV6UFB9CvDsl0ZOZ9pmc4k7N9OIWB05WR0zURPCqwthlQfT8L5OVIRNlQZxc39EMz7EsH06GDz3Vg5HmSYhzYKR9YiR/wkc5YsLtcOH2hEh7SqwzMckVG+eIirRFRthgYxwoSW6sTB9uzhdecfhEaeRUVcxsbbygIVnYmCZozJqtzxY25y20FS53Fa10F690F6505i135K505ax0JW8NFO4Mla8O5K8MpAvbo0ZL/EcLQ0YKw/P9nd9rKTu8MbJ6qa0k8bPOQ3FDaRltWSmZOz+aGWsnRQcmRgTkpkT3ttVwWPjVhZn1JcHm2vzO5tLu7ure3trBwcbh4ebBwcbu7urh4frx8fr+7uL2pmB3W7C3I1zcmt7aEGyfbIGzb+fnl2sA6KQmPg4Lmv+2fwUu56/Ag/gEEU+vf/G0RbBZVxfgDJy0d9aZvVT/5Pg8NcqhtzmBx2jZWEBuL/RvL/T/ur9ha75va6Fra6Frcxa6PtO1u9i1Nd+yIahf4FUuTdQJ2dXzsx2H+wtnlwBcAs7u9s9Bgb/3D/iHL+6VGNwxAEcnl4eX89OcEiE9eo4RM09PE7Ki5tlxC5ykeVaykJkoYMbNjMYI2LHzrMhZejifHDxLj+STQ7noAPaIH7HrE6bxA6LOcrjKbKjKZKjGFNFoiW6zwrR/JPU64HvMsR1vMG3vUY2WwzVG0AqjwXKLniqjnmqzxlyjUXQSOF86PztZuzrNZhDewxAaOOy/VzWKZJX8Q0n97/LK/6624bsBmA9mdPXiEnw7P/l20N0cF+Mu3pyu25L7sqnIqCRdMy7kaYCn9GdnKV870RhfyaZcbfLAawbMnIOyHMdb8nAWbJQpE/6aDns9iTabJVnRoW+a85SactSYMAc26mNDvlR9gSyqVZsBe0tFvqcijHnIF4zBtxT015Md4TE4Axdg6vDkRoDfm9zsHXABvp1jlhf/8PmLSHDw06Tw+ZMjcAm+gfOwAMdH0v+s/vBGX0PtFTg7BxdLB8e3/T+LOHs/TU84AOAbAEUU8sMvn5aPTgAA4BwEfbaVl/+zibmoq72Ml5VUoL1EfoLcUN+rcZoFFfmaNPKKiXtDxTzHDuuM9Oj0t+n0Fqt1Vag0Vso3lip0lan3lal1l8t01ogOtsuie5WpMAiXaMAh61PgKmMYTT5OnYWDMDHP6DgdDgxCwT0lomXJZD0WRo+LNuThDMewOmy0JgulxsVCuFgIC6nJQWiyYJAxpCFryDLdX7Q5/ykHY9xYKJkTewPdB8EPKBChj0lQBVyPPLrrEaZPBtcv310pW5UigWxRnyBosdFyQ3UyjRnyIqvDtWuwutXh2vmeivHGXEZFCrU0kV6SyChPGy1PoRdEkzL9iak+qHjXoSiH4WjHrrC3rYGmDb6v6jxeJRophGjKhmkpej6RdpQVeyfxo8m9/9C78S+aP/y73o3vjUR/NLrzn1ayom9k7xk8uacs/qOW+E/v5O55aTwscTFp/2qPjPciJHiQEj1Iqd7EjM/MwrCJioTp5rSZlvTZ1rTJujhSrh+rLHy2KW2uNXO6PVPQljlWHkNI8SYkeFBTvCnJXpRkL0rqJ2buZ1aBP7skcKImYrwyjF0SyC0L5leF8itCJou/cnN8ORleo6mfaClu9FR3SrwTKdaBlujGSPYkx7kSY5yJMY7YCFtSshsp2Y2c5EZKdCXEO5MSXGgpn0YzvFnZAWP5wROlYTNV0YK6BEFt4lR1Mr8qZa4pT9CYNVOfMduQLmxKn2/JnGtJEzSlzDRGr/ZkrfTkCluTp1qieY3hjIoQYkFQX0FEe060jRHkjZaymYGq2qO7ZlrK73S0Xqspqj4Sl5W8lZcVn5kU5en4MSYigEJE8MfZY2w6l0Xj89mrq8L9/fWDw829g9Wjo63rqnBnZ2Fra257U7CzNbu7Ldhen90/2T4BJ+Di/BQA/57uv9hZQWdmT66uLq4u26cm/vPLZxE3d8Xw4INLcAHA+cWhm9tHQ53H9h+0UqMc4L1ZU5yOjWXUzhJmexG9u4DaXRzZXRrcWerZWe7cWW5dnercFHZsL7RvzbdtCzsXxuqEo2UrE5V7M8NXZzsXp+AEAJ+Gqr/z9vhdeJBUbMjO6dkVAODycH8JO88tXGElrDOT1tiZi9zERW7iEjdhnhUrYEQIGGHzrMglbswSJ1XAiJihBsxQg8exYaNDAeReN1KfDa7FDtdih6j70Fv6pqv4JbTKHNn0EdNqi2q2Rrd8QLVYjtS/Hah83VNm0FtuBK0y76t8hWyzg5ab0YYiAVi/vDxf+fatkjWazV3yWFr/c1WdSEr2P2YV/n1OyT83d//chTQcGaF/OwBX4AoANLo+8JNceohWcbxpa/HrslSd2C8yXxxFYz8/KUrQaCmG4HpejWE+ctEfOChLLsaCh7PgYsxHEaZ02GvGiDEP/2aC+BbRrlea9HCw/vkc0500pF9XIFeb/7SvSR/d/YbWZz7a8wHV5rq3PgDA0QU43wbgVVbaPW9X7t7R5RW4urqKG+j9Jx9fkQD/j41VhwBcnIHljSVl+Tt37v6d40dj8O3w6OzwCgD/mpo/OjqLODsW0IlHABxdAO2AYOf6vPPLi6tLMD83rasurSj3nfGLXzxdHsT4Pa3L1qXAPtKJlhQshAQ3Ig8Z4fu0BpuUWkuVG8pUGqsUWsqVBhtVka0q8MZnsAZ1aJ16f73iUIscoQsyQTGhYiBMnO4EwZCL1B7H6nNxRgy4MgOtREQr0QbluEQVHlKBPqIyBtdko3S5GF0uRpuN1mSjNblYCBejzUZpM0dU6cMqbASENWJWFClblfqIizFtKXqYHn4T3q5GgCqSBp/guh+h2mWQHQ/R3Q9QbcodxY9q0kUxnYo8PGQUodFfJZcXfltkHl67hGpYxzSvIhrmoJUzXcXTHYXTHYWznaXTHYUTDZnc6oSxylh6UTAq1ROW4ApPdByKtR2IsIaG2VQ7v8g0VU97o5n7zjDVTDfCSCHqlZKL0r2PD2/Zy4l7qD8Keq4cY67r/1rdWuOhoeRPb2Ruuqg+cFcVC3+tUOr6ZjDChZ7uz8j4Qkj2xCR70vOCx0tjZ5vSVrrzFzoyBS2pk3XxrLJwVmnkfFvWQl/BfHfuVH0yJduflOpDT/9MSfFmZHxh5Xxm5n4ezfdjFvqzir/ySoMnK8L4FWHjJaHjpcGTJcG8/ABWphcz3YOV6cnJ9mamupFiHSjxLswUL3qSBynejRjvjI91pCS7U1M+0dM8GelezAxvZroXPdWDlvKJmuLJSPfh5HwZLwqcLo+YroyZqYqbrkqYqUyarkicKk+YKIuZKIsZr4jmV8dN1cRN1UeOV0fyyiPHKsOZ5UHcpmhaQ0xDrHOMt0WAg1mIm42evIyy9B1VmTvGGnIfnkOsjfVe6agrPJEsykudYJHT4iOz0hPm5iaFginBLF8o4C8uCTY2F3f3V3b3V3b2Fg+PN/b2Vra3F3d3Fw8PVw/2Fne2hLvbcxd7G6fgHJyenwDQwOX+wdkuqLXtHICrC3AOgF932++83H/n5hLW1Ho9miYUco0Mnr0xUvJ1eVGe50fDVS4KoNtr6M0FzNYC6nocent+cHuhf2ehc2exY2uufXOudV3QvCXo2Jzt3pruWp2oWxwrATt8cHF0dQkQS8L/8nX++5AgkU9upWQiOAMAnIAT4SyxfJKaMUtPWqIlC2hJi6y0eWaKkJEwx4xfYicscxKWRqPn6RFCWvwUKXiOFiykhk3jI3mIIHKPA7HHktDpgW11htVa95SYdxWZ9JWZD1dZDFdZoOqsENVWIzXvhmvNBqpedpa86Cx50V35Yqju7XDNO1ipaVveu5UF0uHx3jEAAgA+QYkuCJrlCOn3sYkiwaH/UVzxYz/iOXNVvrsdvrtxBcDlFRgfhwV4KPo5yST6QQoTnpUkqhTHKhVEyDdnG2Db31GHLGkjL7loqzGMFQ/7gYd7x8NZcDEWHPRbDvotafg1Bf6CjTVhIkw7StVqs57ie1+OEy1QrRqtZZCydLWGDEV0o/5QoxmfUwnAKji/OAEgYBgqYmVRQceDKwAuwQY4f56d8a/+gSLun7JJ+FMALi8vu1rrf/leRFr2+97OuitwfnL5bXJrW/Tr13+wsYWU5e6Bs0tw0UUZv/PWCrvJB2fH4ArUtxQ8Ev+jltpPxs+/93S+XZauwsU5CbkuFOxrRL/aULMBrOF5T6lcfYZkVZpCSzmkuVaurUER3qpO74SM9moQepSgbQ+hHbJYqDpv5BULB6HilZk43QmkoRBnMI7TpWJekFAQ3JDJKNWLhbfHD+sz+uVZMHkGVIkJ12SjtDhoyPXz/BhWbwyrx0bpslFaNJgyfeQZC/6yPk0tJ1iCi7ToLJFNDrox2KhKHFQm9stiOh/iuuTwPU9xvU/gTepN2U8qku+gemT5dAh5WKcxXy4j9KbIIq51ldy+SencJHWsYpsXLc/qrQAAIABJREFUR2rnB6vmoJUr8EbhQIWwr1TYUzTdmTPRnMqqiSMUBaJSXEYSnAgZXrRsP2KqT5uvRaaZaoWT8UCEa3ewXZ23RZW7efZHo5jXGgWOpqVulnnOZmFvtCwe3norfdPusaif9pM4C80oc+W0D5DOQBty6hdGhh8104+aE8AsCGUXRAgaM4RNmfMtmcsducKmdF5VHKc8ll+XMtOVvdCTx29MoeQGUDK+sPODRnO/juZ+nSwL5xQEsgq+sgq+MnL9OEVBUxWRMxWRvOIQXmHQRHHQRGEgJ9eXk+vDK/jCzfPmZHoyU9xJsU7kOFdGqjc9xYuc6EpNdiUnuVGS3WmpHqws37E8f15+ADfXj53lO5brx83xZWf5srJ8R7N9WTl+nLwAdv7XycJIflEEvyRyvCSCVxw2VhLGK4+crIphlvqPVYbyKkJ5FaFjtVGspqT2jM/+HzStX6l+NFY30ZC30FF7o6Gk/Vhc+pf/sDPR+Wz3/sNLA39f14zUGC6TTEDDKkrzJiY5i4vza2sr2zvru3sb2zsr27tLu/tLB0er13Jt7Szu7a0cHa3t7S1tbgr3duavTs5OTg/AOaDvn/wlwO9JdMTWydUVAGdXl6vfLpRio//Ow/XvPzlCeZPn55cAXI4Mtbx9relq/zw1znWgI2Wa276+BNteQ24uD2ws9W8sDmwuDG7PD2/NQbfnoNtz/dsLrVtz7euzbTtzXatTjeszzRszHTvCfgAOALjcBcC4KE0kwFXEx8c8v/QCAHAKrsARg9oErQ8Y7vDHDAfzR1MFrJR5TtQcK1bITBQwkucYKQvMpOXR+BV27AInYo4RucSMnadGTmL82TAPcq8dpu09sdcb3eI0WG3VU/q2u/hNb9GbvhKT/tI3qHoLeNXH4cp3A1Uvu8r0W4uMW4uMOyoM4I3mvWWvEOWvKmIgo7TmC3B8DgBxfFEvr7hgeSd7dtsaz4DAEO9Ykw/aoXcqOwJpzKnT06vTSwDOEH1ZIS7Ska5SMe5SqaEyVVmqXaXa6KZXjH4r+sB7ysBbCsyc3G/KgL3loj+M46wmCB/G8e95uHc87Ac64j1jxII58nYMY8VCvOuueNaY94g6aDqPM8a0GNWmqzRnyBUnS8HhARdg7uz0CJyDvunp37vavS7M2wOX4OzsHADMzvrPIUH/5BfwRx9v8uo6AJcAnPs4f/zpBxHjl5pnR3vn4PIcgMDebhEn1z96eTVMsgE4OzkHmlExNpm55wAAAC6P9i2sVE2N7luZS7ra3Pf3uFNbpEaGW9Ix72E9L7qr9BtzdGozNNuL1OuzH7UUKfbUqiH7IEioKh6qTuhWQ7cpw1pV+ltVBjrV0VB9GtRoFKfGJCmzsfrTWOMpnBaXqIsZMRobjz3eQYPzmW9HjPW1bg7ZFzuoQoE/oQ2rMOHqLOR1G4T2GNaAi9FnI/XZmOfUEU0yTJ6JMOotM07wvE3tf91VJp0ecqO3RpE4qEoeUMB3y2M7lHGdKv+Hqrf8juvK8vdvoJM0zUz3NKWT7rBjTuKYMbEdx46TmFGyZYuZmZnJYsYSM5RYKkklZoZSCUoFkoq56uL+vvDM/NbvrucPuC/Oes4+e332OaMtF1sLjxdEHi1OODrYenxh9FxHzdnEwP1+tv9EBGONu5ONoskm0XijaLRWOFQtHKwSDVXv9pZxO4u4nYWc9vz15oy1xpS1uqTFyuj5PP++WNuuMPP2QJPBWIeeMMts02vJhhcrne7Xuj1t8npZ6/o81/R25oufU5/9nGL4i/sPp+599lfDwx8/+uKfVl9/EXPvWpr57cD75+INr9S6Gw1HOU/Fuy1lBa4VRy7kBE0keS/lhbGKojbL4rlVKdvVKWslMcuFEUvFkUsV0Rt1r1hl0XO5/tNpXhPJbjPpXos5/uzCIHZh0Hy291Sa23yG50K651K6JzvXfz0vYCXTeyXTczXLazHNZSnNeSnNefaVzVKSw0KC/XiU1Ui4+XSsw1yi42SMzVik+Ui4+Xi09UyCw3yS82KK63Ka+2qGJzvbh1sYsF3gv5Hnw872YWV7r+X4sPJ8WXneqxm+qxm+K5neqzl+7PxAdmHQSkHAUp7fCi1gqcB7pdB7tThgpSyiPyswzOLWzRP/Nr171d7w1+vHD9w4cfTG8a/OfPHvbz/6y7UTXxhcv/zLd6d9XK1DAtzp9ZUiwVZFaeH4xJBEIpJIRBLpnkS6K5XtKFS7Ks2uRieUSAVS2Y5IzBOJeVIpTyTiiEQclWpPQwDgmJIibmfmI5aWNYvLQIKeonCAmvmlt02NEXvLD72c2AotAUABlpMWfv/WOU/npyV5QSO9OTubbWJ+p2SvS7xTLxY0igUtr1vvr5tZUm6LbLtGslnPXaoQblSKODQ+q4i/0gKyLT3gBAadnO3fu5ojfg6/t7NnrvGBIIEEqWwzOc0mzP/H/Ni7daVmo0yPzTEf9rzryozPynT0xnwub6lEsFzAmXvFHg9ZnwtemwrYnArkTQeymG7TbZYTdAtm9fPBRvP+OpPOkqf1Wbeqkm/UpN6kZ99py7vfkne9Pf9+W8HDptzrVWlXqlJ/bsi93152r73g57qsG9WJFwrCvmN0pmKUjAJcqiEb1liXMpIcx2fCOGLn1S2n0fnwrd3r9U1ju0odThA4SoI6yOW26+P9UQ4XwxzPhPl8R0u/U57+Q1fZT2sDpuxBs5mep8Ntd0bpd8da70x23JtjPFxiPl0ZNFxiPp3vfbQ8YLDUa7DIMFzpe7I5+mSi7Xppyte5scd7y6+NND2cbDOozfo+PeHXHcksBQAYsDXYAR+vD72cFlUaoABwPQEQMzyMODohtrbfxcZKCQDARVL+zQvH/v3hW/mpyUCRJEkuK+R/d7FHzC0uJ71SETiQVOHQ1D8sjcalwtcJ0+763J9/+sTK9KCD+SE320N+rgeCvb+MDf0qIfxUkMdXITZHsiKPN5Rcaq39sav+p5bKsx1VJ/trL4zQz7fXnawuP0tveDw9GLE5W7C9nM9lZ0wPefW1/DLe9cMS85ehlvP97ScZ7TdFvDSAPVynBgrXERoMQIetjw1a9TTuH2k/PdF9frr3+ynG5Zm+q3P912f7fpzquTrZc3Oo9fJg28nJ7qt9VQ/C7P/dW3O1qfhgnN+/q7O/YTaeH2w82199vrXgdH32sXbaqYKYj2M9/tlSdGll/Caz41R2wgFfx3+7Wf0dEU61SabapdMdsuk22WSzdKJJOtYoGa3bZZYLByt5vaWbnYXrbbmrzZmrjakb9PTlisjZguCJTN+BeNeucOuWQNMab4M00yuxD4+nP79Cs75f725Ms76f+uya75Vjll9/9nTfB4+++Kf58QPBP1/2uvRt4qNrNV4muQ4PEg2vlts/ZgbbTsS4LWYGsUujV4sjFvKCZzICWEUxG+WJ66WvuHWZ7PLEJVoMqzxusTKaVRO/Vhm7URW7XBA8lOA4keq+RgtbLwtjl4auFgctFfgv5vouZnkvpXuupHuxs/1WMj2XMzyWs71WcjxZ2Z4rWW4LKY6vzbWU4jwVazsUajoeZbWQYD8fbzcVaz0dZzOXaD+f7LiY6ryS4cbK8mDneK1mu6/leG3k+24WB23RgjdLAjdoARs0/9VcH1aeL7vAf70ocKM4iE0LYhUFrBb6L+b7rNJ8V2merIqguZLIVIenj0/tf3TuyPPrF+5f/ObhlRO/nj924eC+4x99ePrzD4xunPv17DdnD3/267Vz1iZPwgM8Bnva8nNSV1lzao1cpZYpVRKlSqJUif43xyCQK0QKpVipkqjUUqVKIpcJlQqxXqdUA1AUJAz1vv3s5d3MfD0ARuhICigAm6pKxMoMcbC4ER+jIYAAUKBiZ7unTx98Hx1q29GUtrHYLOH3KnYZyr0e0XarkNPyP2w373Hq97Zr97ar+culovV60UaDiFPN3yzeWCnf40wADigAQYBNWRniZos4WRoUFqMUoJQO1yvKC+KMnh03MzrkbXqsJPXp1IDv9ogfeymDv1mjEI0SGi5gYkrHJ5TLeuk4b6NydTZpdsiDNeq1Nug71+kx0+E00mQ6UGs8WGfSU27YkH27Ou2Xhsw7TdkP6tLv1Gb/XJt1pznvQUvB/cbcX2vTbzbn3uqtfMQovlWVdb0k+fuMkMu56W56TAygxwlY18ucC3JDRse/SUyyZzBdqptiBoeWAFRanEK1BEBueYGt6Z3B+tz1mV4Oe4jHHhZyepfG0oba3UY7rGb7zVbHTOYGHs12G850PZnuejjd9WC6695M9/3ZnkezPY9WBu4s9d9d6r2zyLg11X1zrOses/VlS4VZT2vM0lS+kt/AninY5TJJ0Gh1BODwpLQAefEsfICBA+AoAQRJUvA4rwBx9UQszf0bGgkcCFLfM9B29NO//HDlICFX44ABgGttHWJqghi/zJkcAxKkOuoLB0dbWrYOSCCBwtVBrj89efypvc3nXs4Hw31PRfieDQ+8mpNpmptpmxDxItH/dmXhVSbje0bH5Z6WG92Nl/oaL3WWf08vujbJ9OEJWtX6dYrcA0IIpAxATRE78t32+X7vhsLvKwoOFRd+PdjnDSAEEtQkiPV6Ma7VYYADLtquGKy9Otx2ZqL74nTvlWnGD9OMH2b7fpxiXB7rvDje9eNA85XexlNM+jlm/d0Eny/otPPdtWeivT/NiT3cUHC6JuvbhqyztVnnihIOZEa8nxL0z/z4fbMDdxfG7tAyv/a2+7e75b8i/D9DlLO9ipluxUy3fKZTMdUhm2iRjDeKxxr2BspEQ1WC/vLN7qL1zoJVevZKU8ZGaxa7Pnm5Mm6xNHa5JH6hKGoqJ2gqP6gtxrrE8dfY+2dCb5wKuX4y9KfjITePu5w7bH/isOnRz42Ofhx467syV5N6D9PkJ1fqPAzbws0KrO8Wmd3u8DIbj3adSPKeLwhjVcSsV8atlcQs5IWzy5M4NRlbNRkb1amb9WmLpdELFVHr9a+2GpI5tQnr5VHzef6zOb4rxSFrpaGrtOCNioitqigWLXg1z385y2cu2fW1dFYy3VdyPNfyfdbyfdZyvNg5Xiu5bitZbiuZ7rOJjkOhpqOhZvOxtiuvnGYT7GbibWcT7OaTHVcy3NayPVezPFYy3dkFvhu0gO2yMG5VNK86ars6crMihF0WwC4N3CgP3qwI2SgPZtH8V4p8V4v9WDT/5Xzf+TzX1QovVk1IS7SDy41ztw9+8uT44RvffHn5q49vnDlwbP+Hn7//1yP/+tfVbw4+/fG0xa0f7n53/NKJA1fPf/Py8a2sV9EhAe5bWysS6a5cIdKoZRqNRKUSqeR7KvmeWrGL4lo9qsYJHQBJUQRJYCSBUSSuA+jm7/y3lfUXHm6TYhlJgI7ESRJHSeJ8fDTi4oqYGvlUVOAAehJdXh6/f+eig93jvKygieFKMXdAyutT7fRpdnql213S7S4pp0e03Snc7hRyW3d59F1es4hVK96okWxX73JqRIIuuXherxYBjlEACyrtPx0d3nBz/sDNbViwBxQQoFfJd8aZLXPjbZz1/rG+ou662LHORNFmFaAiwJVAEa9baRQARVEkgVGERC2fZC/lTPf7Tnd5TLW7jzc7DjdbjjSYMatfdJUatBcZtuQbNGQ9qkl9UJ58Py/+XmHCHVrindJXdysSf6lN/aEt70Z/6d2e3Nt5qddjQ8/EeF+uK0tEUQVFaXGgeJSCIGFLqgvu7e6Siyf3hMOcDQqAAgBMhwMsbm7o1SLAUQpATxFAAlAogILQsfjrddODgZO9xsujhisDJisDL5eYz+YYj6c67060357qvD/T/XC6+85s769zfTcnu38d6zJdmUpUCHuBZBMUCoABhQGFAWgp0MgAsnuH3jA3PhsezMVxCnCc0AEJsxLFv1wcEReft+ys2lhrgAMB2Kv0qA//+pvEGDfAKD1gm5hmv5ffmybWl8PDxASuBSquveNLW6s1oURHaAGwiSGak/l+a+uDdjafhPp+G+VzNj/ZSCQYApBguIjCxZh+k7dd0tPxpLvxWk/Dpb7my/Ty6z31VoLNJlLLAxIwAvQUgYJWD6QOACcAKJzQrOa8uuNu+/u0Vyf4vBaSAqBgSCK+5u4dWlqCExQOGKYY6q+5PdJ+fqLr8jTjh2nGtWnGtWnGDxPd3w23nRnrPDtEv8JsOtvXdHqw6U5W5PHi5G87qq/4230R5PxJethXyQEHMkKPVqafq8n5Oj/lH+XZhwZar84O3a3MPR7o9LGzycfBrocSwg8hikmGcqpHNc1Qz/aoZ7uV052yiRbJWLN8vFY8XC0artkdquEwSre6ira7i7bac7Y787Zaszn0nM2GLC49b7Mhk0PPWG9M4jclzueG0H1tMp//GnXrTPBP38Y//DHq7s3YRzdKXM36k4NWS18NxLokP71QbPPTdKYLI8Kx1PIe3dloIsZjMtlnoTCcXRXHrooT1Ges0GJXSxLXK1MFLQWchmx2bcpCaexafeJKVSy7JmG74dVOcyqnOna+MHC5JHShKIBVHrZRHbVVG7NdE8OmhSxmeM2nuC2nurBzvNbzfFh53qwCn+Vsr+UMD3a2z1qh13K2+1yy49wrp8Vkl/lY+8lw89lIy/Eoi+k4m/lXDktpLisZbquZ7qxsz7UcLzYtYKM0hFMRyauN5dfF8RtiefVRvPpIfkPUdm34ekUQq9R/tcR/tdhvpch3udCHVx3FrQ3lNAUN5TqFPv3+yVefPT166PHhA5cPfnz5m09Of/3ByW8/P3X8yNf7vvjh5Fc3Tu/3MLzjbfHk1pUT+//95/PH9lu9eJSWFMVizajVYp1OptfLNRqJSr6nlO1qFSJULaWAxAgUx1H4v48CoEBLqW5mZiPPLTza6RogKQBCR2lBx5UKP3R3fcfJ6y0T4+rJOQ0AAWRTSc6j+9/7+ZhXliQszbTsbDDE2wzxRrtGwNAJe3TCXq1wQC0cVu6NyIVjMuGYTDim2GhR8+rF2yW7W3WUfgsIPUnoKdCgADa1ZW/Y2yCOjg61dIoCUq9G1VKtXvP6ui0AQAFHNWLR5iwGQiAAAAgg1aCTk2o5rtFQOA6A4QCgx9QLqxPps73eM10uzDrr/hrb6Va73vIXXbTnvRXm7YUvSxPv0+LvN2QbD7YkzPUnjLcF1mealcXd7sj/daL2/mTNY0bWvZyUnwMCztQXuQAuA4oEwPQEDkCiAKADigQ5AAYEiRM6PaYFClDs9V8BrgIKQwH0QJAUvK5PcZwESikTdE/0uMz1v1gbNmcNmawMGi0xDRf7DeYYj6c674+33ZlsfzHa9vNI19WBtvsb89mA7QFJaTGcIF4n7XGgAPRAAQwpFe+7uP7OwrZiaR7HSQxQDJPjAImz829ZGCBufn/ydttUawAnUcBsnEz2ffbnhckOAkALmpQpxu+eWyLPrHKZAwD4nFb8qb1pWls7pQccgNJyYiN+cbf/zM5+v73NvmCv41mxt1Q73QAK/H+2B+z1TX+ClYbheuOptusdVacHO2wozZQeNBRgQAFFgkChG1rb6FyYHdtk4QA4AEEQ7OW6UI8DNSX31boxNWAEgFV1CXL3lktlDQGAA0hEnT3N34+0XZzsvjLT++M049pUzw9TPVfHOs8PtpwYbjs03HpxvPPyaOd3E92PaSmXEgP3V+Vccjb+0urRX8NcDkW5HY5xO1CYeLyn4eJIz+n+tgvtdccL0/cHufzTxexDb9svUiPPZsSeRuQLXbL5Ttlih2ShRTjbtDfVIJ5qVsx2SMaa94Zr+cxKwUCFaKR6d7Bsqzt3qyeb20Pj9tC2u4u3u4s5XYVbnQWbHfmbHfnb9LS9rty9jjwePXu7PnO9MnW9IoVXlytspXGb8jmNebzm3PnCyFqPJxW2v4xHW0+keTPjnErt77X4GU+meC3mhm6Ux7NoscKWgu36zOXy+MWyuLXaVxsNKRt1yZzGNFZN4lptwmpl7Fp1PK8pldeQsl4Zs1YexS6LYFWGr9VEbTTGcZoSNuui2KXBS3k+c8mOq1kemwUBG4XBG4XB6wVB7AJ/Vp7vapHPYp7HUo7HSo7nUrrrbILdTJTVfLT1UqL9fKztdLTVdLTVbILdcqrzeq7HVqHnRrEPpySQVxbJK4vmlEZySsO55eGC6nBOWfBWaRCbFsCi+a8W+63Q/FZovis0X3aZD6s0YJEW2hRmE/Xyuuuv516cO2Z05rTRxRMPzx27/NX+62eO+dtaPrx6+eyhfUZ3f470tnOzMLxx7uuvP33//FdfPrv/S1NtOXt1TibjK5W7SqVQKtuTyPfUWoWeRHEg9CQAAUKZksnh1rA2u7ZFQ9uCBcmeZXvjb6ydT4cm7er1FGgxCkCJo6DOGx/6D5MX7zrZfezttK3Q4wA4pQvytXr4+HJxvN/keLN8dw3TShS6PXR3YW+nT8ObUezNoXqunpDoKJ0O1aO4Xg16kEikW4PstRqNaA5IUvN6HQPMa/X73BwRO/NP/TxZKAEYAEmpAIAEnNASr9sqGtAAKQUMdICTBEpBzfL8teSYD5y9/mwXYFRGH+GK1UCgJIWBVi4dHOlwGO9xWBzPUqxOU6pNGat7qT+xk/ayIceA0RnLlyyCVg0AWtBToMJV8l3+0kCXT2/z3damxz0lD7JeXc1ONga9FEhA9ZSQILJHRyvGpkUAOp2GoEgcgKK0BKgBBy2GU4BioATAAIfhTZFLE/1WVtqDxPh4ZtO6XAwUqidwAP3GXNpwt8Fy3/NF5rO5AYOV4WdbY6arzGezjHvzw3fGex9OdT0eaPx1biQaxQUYAEUAEDhfIBzmbLRur7Wvr41xdiZl+id5xW9ZW1jVVOsBAAAlQUUSFIB1RSFiY4O42FyMiFeSOgCML9+9dGGf0b0fKcD1oAcKvg0JfveF+VE3px2VDAW4ERZ+JTBMAaDToShAUU6w2aN/BDoddrE67ONxKtjr6Eh3LgWgAbWeUnP4Co4axwGX60ELihGmQw/t5HSnux4X4ABAYgpCuywSOpdU/M3OFbG1RaxNPzQ1cW1o1AAOGJBaFqPz0XifNYBIi6txgO/TMhFzo8iBfgBcReh4PFpX1Ym57ttTHTemun+c6vlhrOP7ifbvxtrODzWeGGo9O9h0Yqz9xHjn8cGmHxpzbgfY7EsLO+Fitt/8yV+TQs8kBh6L8j4Q6flxedZX3Q2nipKPBzr+w9XsL24WH8YFHksJ+zox5LOi1COIcr5PtTQgmemVzQ8qFwfF092SqXbhWJN8qlE60SAeqxOP1e0N1uwwq4RDtTvMKj6jnN9bymOU8Bgl3B7adnfRdncRp6uQ35W301PA68zdbsnmtuZtNWat12VsNmTtNBfymvM2G7K2GrO4DWkDcQ7ldr/0BDwfT/VayAnqjbBt9Ho+9sp9PjOITYvh1abstuRzm3K2G7NZ1UlzJZHLlXFbDamc+qT12kR2TQKrKo5dk8BtTOE3p3EbU7iNKZuVMetV0eza2M2mRA49abshcbMycq0kZCnLfSHDfTnLZ6MwmEOL2CoOXS8MWC8MWC3yWS7wWi7wWsnzXM5wm0u0n4mymomwWEywW0ywW0x0WEl2Xk13W8/23Mjz3Cr05JcF7lSE7lZE8sqit0sit4pDOSVB3LLgzZLA9WL/1ULflQKf5UKf1WI/VmkAuzxwpSxgsSysPcE9xuJORbR7lp9dqLmh9c3rz89/e+/k0UuHPr36zaGr3xy5fOTwxcMHrZ4+KEiJLEyJCXG3u//jpVOH97k7WPW007fWV2SyHYVSqFRJZHKhVC7S6NQ4iVFArgK4ttZ/HuD5O3vbNy2tEUur//J0+iTM6z+CvBEnj4u08riFiTYpRwQAKKgBnBpr33xhhFiYXEmMxgBICnbEfAPDn+Piw9VyPgEKDJQ6TAGAAS4TqtlK9Q4KChTUGKBAAWAAOA6URkVqcOBxdvpI+SaodDjAxMZGSGXJ05LC//JxQZxtDsTFpKys5o3PJPcOhXQxAweY3m017gVp9OFRAoDEFBgmpQAflIh/Sn/1pvGj3zy+fcDN7WOvgLfNrf5oaZJQXa/DASgg8L3l6Sq5aJAEPoAWx3EK1Lhugz/fLVmfAQrVkSgGeqBwAJIkdAAYgBrwtYnOiOY844q0H9Mib2yx24FQAQlCoIzy0t57+HCfqck6pgcMACMWl6ZoBem8rXUUAMdRwEkUxetY89fSYn5z96cvTY0MkmIfRYX/8cnPX5oZ9yyt4AA4oGrZ4GyXzQLDeI7xcnHYdHHIaKH32RLDeLbHaLL38Vj3L5PMu72dj6T8LqAwFeCTGo11adlHPp7/6eT8Ozvn31rav+/u8y//0N+6+iJOPr/WF1ewF6fVEikARgKBwy8x4YizHWJrbkEr0wNGYbrx2eF9n/y+ubKQpFCCwOgLS+9ZmiLPnxsV5uoBXo13f/Dk4TBPSFAoSWB6gLrazIiAO8YPP3c2/sbT9biX5wk+ZwhIUIM+a6L3EyvL0wFek1IuhQGAdm40sa3OGIVJoJSA4hgJGaODX/i6vP3g1r2stNz5+bzFlb8Ee/yn9csZtRAAABeMDriMjwQBLgaM0AOcD4t9w+h5QGsLkCQFJJdXNdj681jnxUnG2cn+EyNdx8d7Lk4xro+2XR5puzjcdm6Efn6o+WRv7dG20pPNBT8F2n4W63MkyOWwl82nOXFni9NOlmacyog8kB15IDX0w2jfP6VG/Dsn/lBy2JEA58+97T7KiDpZlHIOUc33qBZ6RVM90lmmYmFANNEqnmyQT9dLJ5qkE017w7XSiSbZeNMOs0bQX81lVOz2V71mp798p79c0Ff2mt3BCn5/6VZ34VZnAY9B43cXb7bmbjRnC1oK+PR8TlP2ZkP6XmvOUmFQo/eTVp9H87lBy/mhy/mhjDC77hCb2czAhZyQ7eokXnPeTmuhoK2A05TNqk5aLo9lVcRs1ibympI3a+PXq+PlufZSAAAgAElEQVTZNQlbDan8lqydtjx+Sw635hWn9tVmfdJWU8o2PY1LT+E2JnFqE5bzfZfz/Zfz/VcLgjdp4ZzScE5p+CYteKXQe43mt0bzYxV4L2e7L6Q4zsRaTYSbLsRbLyTaLSU5LKU4r6S5sLLc13M9NvLd13M9Ngp8tgoDtwqDtwqDOUVBr4XFyvdbK/BfK/ZfLwlcLwvaKA9ml4ewy0NY1dHD+WERlg+t7/1geveql/ljH7OnRlcv3Ptm/72TR384uu/CF5/89PVXN776+sbxb60fP8x+FZkWG5IZH2lu8ODcsSOeLg79fd1c3qZEvidXiRVqiVwhViglOp2GJHEAiKc3/sXw8Z+83d52dP69q8c7Xu6IrysS4PqudxBi54hYm75j8fzPVi+PeXp6lVaXrK0djQp9w94GMX3pUFkKJAAFU/OTVg4vFWIVoCQArgNcDQSQQGE4jqOA45hai2OgoWBFrGFu8Gd2dzWvxQVyNezKFFzQagDIRQ7Hq7DgT16eiKv9b93cvvYJ/NrT46SP5wVP33O+wfcTE22Ks8LLCphLCzoAwDAgoXV54d9uDm8bG//ZzTm0t2cXwIbegrjYIHY2p1xcuRrAcNDhBFAABKkjcQ2FKgBwIAlKhYIeSAAVAAVc0IwpxMxN7hhnZ4/S6QEDkgIZvzzWNNLjm676cAApULgGKIeqYsTi2ZsuDleiw2UAoMVAqzB89P2dXy5LdsUqTEkCIabAu74ReXIfefEgktktAFL+em58cAj59cF3bn4iikABSEq8OBw41/1iedhiZdR6cchmZdBqmfliuuf+cMedOcbjvvafRwZsQL8LGMhB/TIz8d2nL95zt/u9p9tbbu6Iq+sbnq5ve7m84eSM2DkhJgbvmT37k7356fBIj+b2/NW1f/n5vOnpi7x8lsroIQAncDQ3M+70sQ9xtRQAowAsSmiImelvnhu283lbev2fjO+kDjEJEkCnBCBRjABQAyGsrU42Mzzh43Q8KfKeTr4FOMiBuJIQgzg6vm32NL6fDigAjm2u9u1JJjSgAIpAAeybahHzp4iV6as+pgIAKEwD8G1SPPLyQQ9nHQcAVDg7lsOV9xOUiiCozs3Nv7y0esPc+EVhNklgQBJKzRCzyXCi++J039WJ3msDHZeGuy+PMa4MtV0carvY13hiiH6pt+5ce+mR2twDbSXXYr0ORrgdSgg4FuJ8MC/+TF3xCUbTubaycw25Z+tzTzUUfjnQcmaUcbWl6nKQ22fGD/4U5Ho0wvswol3sV80xVAu9uhWmntWvmu+QTzWqZhrFI23K6S7JWLN4rGFvsIrTUyRglgmYZaLB2v8fQ9WioWrhYJV4rG53qIrXW8rrK9lllu8yywWMou3OPGEXjdeSx2/N57XkCFozt2rjRpIcm30fTaR7zmb6s4oi5rKCesLthuLdZjIC2KXRW/WZvOY8Xkv+TnvhbkfRZn3acmnkSkkkt/7VVk08pz5psz5lvTZpqzGD317Aby/YbcwSNGZxm7O49GxeW7agPUfQnrPTlrNWEb5VFbNZGc0uiVgtCmUXh22WhXNKQ1eLfNbLA7cqgtdofqv5XsuZrrMJtuMRpnPxVnOJdovJjoupzktpLsuZrqwcN3aex3Km80qW22qWByvbm5Xtu5rrw8rzZuV5s4qC1kuCORXhvOooXm00tyZqqyqKXRmxWhvfkRbo/eLejXPHzn6978SBD/b/7b1v3v/jL4c/++6zD05/9I8T7//13okTBhcu3Tp1KiM0rLmKlpEQHRngbWX07MbV76LCgufmp6RyiUgulKmlSrVMrpQolXJUr6VIHIDc3uVNrW+NCsTt24KqdXYBZ/37rLS3HR3fc/B8UEK7W5R6Ljp0n7vbH00N33x8CzG697atzRturojxi9ShfgASCKK+sa61owHDAXBQ6sjs7i6fkuK+pVUggdAQQIAWoGRp7mZO2j/c3X/j4PB7BzvDymocByBILaUSqsUooSEINUFQPAL+5h78hrWdUXaxhIIdEt8DTEOROgAKB5wAkiQJAJSkcIDeze0vHG2RFwYXo+KH95QUgALgfGwU4ur0hrXdzdjQPZJAKUwPr4UFQoDMgU7nssLWmTEMtBJSDqBHAW2YnbqXnfUP/8A/mVv929bRND9bBhSQAAQx2JoY7X1jb28SKAwoqF1f/r2DxTteroi9ZeXcHAGgI9FtzmRqlINKs0sRAKh+F+BeVgry/PG/nFy617jU//QESQpgSw/77Vz/+MywlTOPUgBATs6Gjbb/NDd4d4ZpsNBvu9BjOd7803jr1bH2W8NNhi0lN+llLyg5H9OBBBePclkjPBlTstfN3mhaZRfxuF9GhLzjYPmvILdHTaV3szJPBwR95uHx2+cv33xqgJgaIV6u77p6vffSqH9lkQKcoghH4wfudoavNwu+RnM6IAgxeHH5VewOwHkXO9P4WAUAheFA4ToAggQgSSBAB/qqumgnmyMV6U6AynEADqH7p4Mz4uzxF3vTLt4aYKDToTgAQWBKHFMC2JcVIob3/sPJvmBgjsIB9Cog1KOSvY9cXP7L+vnirhQHAFIjF7I0INfgKB+oSzFBf3d2QWxMj4S4y4EAkqKA09/k3FN5Zqrr5+n+W+N910cY3/W3nmE0nOyuPt1V+21XzdkW2smWkm9aSr4aaPqRlnwu2HF/UtC3Ppafp4efbiw5Mdxxerj1QmvpscHGs6vDP84PnZ8b/a6H/l1M0GHTh3+3M/7U1fpTRDXH1Cww1Yu9muVu9VKXar5DM9cjG2uTjrdKx+nisQbVbItiqnF3oFI8Uisda5SONP0vDdKRBtlo42ukY42S4XrxUJ1oqFoyWCVhVoqZZcK+EhGjVNBRyG/NF3YVCTvz99oyWCUhLcHPWoKM53L9l2lRrNL4ubzwrij7mazAtZKo9dqUjdp0Xkv+bkfxbkfxXnsRtyFtkRbOKotkV8Ry6pM4jWlrNcns+nReWz6/s3ivpXCvteD1o4GCjsLdruK97iIRg7bTnsFrSeU2pnBqX62XR7GKw9i0kK3yCHZpIKcqbLs6fKM8eI3mx8rzWkhzmoyzmkm0Xkx1Wsvx2sj3Zxf4s/K8V/O9WQXeS1luS1nuy9leq7k+awX+7MKA1zkGTnX0dnU0tybqNZzq6I2a2LWa2PHSmLpE34mWqrhAz/PHD1w9ffDcgQ8ufPH+xc8+vLTvo0v7Pvrp6MEnZ0+bXrvmZ2bWRise7u1YmBhdmZmsphVamxlnZaZubLJ2hTtChVCukSm0coVKqlRJ9ToVhaGAY4DrgQLASMBwFPBh5e4Bb1fkhenDpFwNAAaEBGAHB64G7WexLcppiLU1Ymn5eyvLLu4GDhiQWEV5KYe9ogecICGgruHdh/fefXT/ZnCAHkADIAbwLi991+QhYvwEsbZ7y93nXe+Ad55bxjfTSQp0CpVGoVQoxSSlVVMQVN+CmFkiVmalrBWUBAIwAC2QahQUoCIBA1SHAUmhJDWl1XziaosY3TsW4jej1QEFQOjnpXuHw0Le8nBHjF+UDfUSBIFjGgx0qF6NA3hVVb5rbIAYPPo5OUxD4UCBBMCtq/q9x48QIwfExuW3/p6Iuz3y7ElMUyMOQAG2uEBvLE8AUJGEXgFwKy8TcXRAzMx/ehWHUUARoAW0b6hcyJ0BwF6r+dfoGOT5o79ZWA5xxPjruSYcIzSEHPR8Hf654ZM/Pr81rN2mAACHPqY3o/4Go+nOQKvBVLfJfJfRbOvDqZaH482PmE2GdVk3CuOu8pdaAfTU63oQA5QAIEAHELM0jbg7ISbmUQ2dgIEaMClB7qLAkqg6Vli/ZCUiVga/sTLa7+oq1akpwDVaxcOrp5uq8nBCRwC0rm+8bfjsTXPziIUpr5yMC262KArE/04yTCuURV2dCzwuEKAH2OT2unqeqygIANCqQDeq2PuttSNi73AzO1EJAARJkKADwDHQAwS20RFz4/csTWObOigSUFwPqA4FcOtqQZ4/vRITqCJAD6DFNYBSQIJaR8Q2N50McA2ankXMXyIvbrWtLAOAHt+dG8qpL/hqsO1ab+t37U2nOhpPNFd+1V55or38ZEPJoeaSY21l5xg1Fxh1J/ubLtJLfgh3PZgVfSzQ/tME3yNVOacYDadG2s93Vhxi1B4caznXVXuA2f5tQ9nxcN8vrY3+5WT+uYf9J4hovEW73K9e6cc3R6ntCZw9QrInVdN9krEW1UyHYrpFOtGkmm5VTnZIR1sV4z3SsWbpWLNsnC4bp8snWuQTzYpJumKSLh+jy0YbFePNytEm2WCNdKBaPlSjHKoR95bJmJW7XcXCLpqoq0jYns2pTxhJc2mPMJ8vCl6vSlyvTVmvTZnODR3N8J7K9l2vjNusSdpuzOa3Fuy00XY7igUt+dtNmatlscsl0SulMWvV/1Ne7XYVCzoK9zppwq4SUXepsLt0r5u2100TMUrFvWXSwRIhI5/flr3dlL5dl8Spjtssj1ovC9uqjOTWxHDrol8HFDZoAau5novpzgsZLqu5XhvFQZu0UDYthFUUtFYStF4Wsl4SzKYFsUuDNysieLWxOw0JO42JO42J2w2J2/VxvPoYbl30dm3UenXManXcclV8Z35EgqflYHPleF+bv5vtd8f3X/nmyyeXz/7w9aGTn35w/fiRJxfO2Px8w+LGj16mRv4O1ukJsbnJr9LjYjIS465eOp+RnryzyxXscsUKoVwjVevkCrVEoRRr1DKdVoFqFShGSQhUS2CgUWuBup0Sgbx88nt7l1H+HorqALQEjmIUUBRBAaT39b5pYYJYW//LyWlRJtWADse0+dlZe9tsglKhALcKshCzl3+0MDNIiEMBNkF/Livttw/u3UpLSpyZs6hs/J27OxLggZhbnI8IlAMATmJ6FAMcBXwbqAtx0e++NP7M3poPFOAU4BgmFBJ7fKF4Y2N7QaYQ4zgKJKkHeJiR/oal6T8dHfoF20ABqZZQoF6WiA67+SBWlp+H+MlQHAigSJwADEhUB/AoI+ddZ8+3zCxvZ8UABToSniRlIga3n2fkRA/Ou9S2/N3VGgl0QRztTrp7SkgSxTQy2c4unw2UXgNE9TrrPXPLNzy8PnBwWNzbBVxPAayuTo4wawC0pA5FAZ4UZP3GyOgPlial47NAgAYwLaBAUDgFFIBArfHISqtdGNWAHnSg5vGHOsP22PWSzX7OQuVAu9VEx+OlHtPROoPpNoOx7kcjbS9aSn9tpJlIBf0AKiCB0utRvRYwfEsuO+rlitjZfuoVOK8lgALAFSRJvp7IARJsigsQ48eI5fOfoqMBSBKwNfbCk+vfcbeWKcA0AMZ5+YjZs3fdbM+G+X/vasNSyYEAFaojNIQe4H7SqzcuXzRMCMcBSKDUwulg35+76XlA6QHXty6t/MbGAbG1ihzuQgFIAgMc02K4hoS6pfn/tjNF7Kx/Sn+lA9CSWjWlJQAq1zn/5WSNmDymDQ0CCSiF6SmMQgEjYWKT+6216SBvc1go/7u5DfLkF+eSUoUWIwEV8Edp2cfH+px5K7Sd9fLJIc8q2vna4iNdNScby79qLj/WU3d+gH6ZST/XXXeio+pqnO/R/ORvUsO/jPL+KDf269qck8Mtl6cY3013X2grOVKV81F7zbfVhaf9nD+2fva+t+N+H+fPENia1y7PCYbGl1oGJyt7+gsa5mo7NDMruplF5fiEbm5MMckQD9OVkx2ysVb5eNvr561kY63yiRbFZKtyqk051aacapFPNMvGmxSTdOUEXTJcLxuuVY41KEfqJcwqxXCdpLdC1F0q6i7ZacvhNqetVEaNZ3lN5vuv1yevN6Sx69P5rbnjOf6DKa7r5ZFbNYmcujQevXCvq0LQTuO3FUp7yzmNGWvVSYulsSsVCVx6trCL9lpYO90lwt5ycX+lpLdC1FO2100T9pSIGKXiwVLRQMlOTwGvNUvQnLlLT9tpTOLWxPBrE3l1Cby6BH59PLcmarMsdL3Yf73Qb63Yf7MsdLs6mlMZs14etV4euVUbx29KFLal7tCTBM3JgubknZbU3dY0AT2V15TMaU7ebk7iNiVwG2K36+PYtXEr1QkLNYlLQy2vwrzKc9M3l2YHu+gulsbnjxy8df7ij6dP3P7+vMFPVwx/uGT9y48ehg9Sg30C3e1u/XDllyvf37529dSRQ79cv8roap2dm+DtbEmUIpVWptbJFWqRTL6rUAqVSqFSKdTrSAWOoQA6gPRB5pvGj96xMn2YWQg4AJAEqUOlYpLS4qDDAbyKaO/ZGiNmL0/4+KlxQCm9ZE+QkZmilAmAwkQocSIiDLE2fcfgcWJTqxrAOCXmP02flc/MaUkAHDAKnpQXI+7Wb1uaH/H32NKqUVyrA1xNYigAky/4u4/LW8+feNdW6wEoEl1cmDZ68LPpkx/tXe7l5YTIFDyKxAEgi8lAnj5+y8AouLEHAAeSAp0eSGJOLj/m5fPOw0chA706ABwndahWrpRQGC4GuBAa/Ya5PWLw3Le2hAB4+Sr102cm+ctTOpLEANQAZsVFiKUJYmf/hYsHC1VTgAEJr0NPAoq6k5aNmFohVmb2VTQAAArVY7K2qiJMJUIpTEtBTHcHYvHsTePnlsWFSgCSwLSEnqBIIEiCIgVy1CIhvmRiVg8AOAY6kAq4qIL1+tgFlF660z3OcJvoMJ1hmEx0PZ3puTvWYTDU8bC2+EZB2p2iXLeJyUE9YDgu0wDpWl2BGD99z9QonTmgA6AA1WqlAqlcD6ACkAFcCAtFXpggxqbWBUVAAg5EN6PRx9GWApwA/aaW+oeFzRsOxu+ZPT3l7DinVRMAALgOxwDDZSh2IjQAeXz3Zmq4jgCKomTc+aw4O0K9AwRKAYQ1tr5lbvPfTo5dfA4OQGE6AB2Q2DZGHIsI/o2d+X9bmzK52wCAUnodQNPK1n862CHPHj4tysMBKL0eJzEMw3CcFABctLV2LysGwCV66qx3CPLs3lc+PlISAEClE/T3Rarli0AAEACgYC1l1lVe7eu62NfyXXfjya6GE4z6M8Ptl4baLvTU/5AZcSIh8FBO4uEYv39mRnyTH3+8u/bcFOPiHPNqV/W35ZmfN5WcLck47+fwuYPxh0FuR8K8DyHsjvF052ST8043PrK4t9/j8RFX45NOpd5VAxldwY9cSv1idvv75OOd4pFayVileKzk/xPWeNtrYamm21XT7dIpumi8UT5Fl0/RJaMN0rFGxXizdKRBNlgjYVZJeqvk/VUKZpWUUcJvyVqtjB3P9RrJ9l6siF2tS+O05gk68lk18WM5PuzS0I2KaG5Dxk5rsaC9VNhdKWZU7naWvr5JfaM+g1WdstWYwaVn81tzRd3FO4xSYX+FdKBa1l8lZpS/LrKEPSU7zGJBH22vlybsKd7ryNulZwjpqdK2tN36VF5dIq8ucacxiV8fz6mI5JSG8srDt6sjdxoTxa3pwtYMQVMaryl5pyVN1JG115kpaEvjtaTwW1N32jN2OjL5benb9LSdrix+exqX/orTELNVH7ten7DWmMKiZ7FXJkYHu6JCAxmtzTtbrK7Gentj868/O/L5+38/9/Vhk/u/WN656fL4TpDly1AXK8sXD27/eNnimYHlc8N7N35Mjons7qDPzU6IJTtylVCtk6p1UoVS+HqWUCrnS2Q8EicAxQCnOFr8kI8n4mTxJ5Nng9sCAkBLQV//gJujnVS7R4Bei1K/Rke/Y2OAGD29HZMAGACQOxxOUUkeDgotwLRU8b6FBeJs/sbz+8w9sV9O4afPDVclYgJICrSoUggkhPcxEGvTt81svvLx2MVRCnQ6QgsYBRhUDo8jls9+a2ncydkGkiJJVWVNzo0LX7qZfR/od21tdhADHKWAS2L7/KwRy0eHXRwEekwNShwDTAsoAXNqzWd+Ln8wMeiYZxEAFKqdmRxSq6QEwLhG/XdH6zdtTBEL2ybBnm9R8d+MjRd4Ct3rU6cGKMAjOod+Z+rwG0v7L9y9Fgg1BXqCBMC0esBHhOKPLd0RO+f/tHnRt7f1OoI01Fc1MdBKUoDj5LiQ/98eNoit+fv2FhsiFZCAETpQ4qgSVQEJgJmWFiGPfvr9k2fjXD5QJKHDtToZCoCDXgsKFDQAegG7jdlmPtz5ZLjLZIp+e6zx6VDzXWbrg/rKn9NTb25zBgH0KOi7V9f/8cIesbD50tdji9QDqgOSTE0Ov375MqXS6UHHkgn2ezj91s7hjedmgY1NhI4kgKyoyq3Iz8OB1FPKjiXOf1jYIQZ3Lvp6rBKgwwEHHEgtYASGKfVAfhPo85bR81vZ8QQASZK87aX+kVoSNHogp3SKz/18EAurAy7ubIzQkwCYXokLgdAmNrQh9g5vWVs4NpZTADogcZJIbG78o/Ez5PETy+IKKQE6ACmlUpI6oICkUIMQ74fR4QoAoDQ6gNupOcjLh2+bGg+wt4ACNSbFMD1OqTDQqFECSACQL81F0eln+luvDPdcGuk519d0pr/57HD7xb6ma40FP/nbH8uI/iY28MOs6BP58Sc7qo4PtB2dG/h+pP18feHR+qLv0yJOetl87mb5ub/ToSifY4jB1243PnS4+0Xgo0PBTw+HGh2OMToY/uRzZ/ODgS++CHj6hUuabYpobJA3XCEYqhEOdYgn25Rz3fKJFsV4i2yQrhjuVI22a6foqunW/0Mx3aKYbn6NbKxeOlonHawTM2tEfVUiRuled9FeVz6rNmYkx2uxMnK1Lm2jIU/YWSbrprHKIvtiXNglibz67O2GAm5z0U5HyW5PKbezcKe9cKe9kEvPXa16NV8Ss9GQstuZt9ORK+yrEjNrJAO1ksFqEbNS1Fcu7q+QDlRJBv+XgXJJX6mop3C3M0/QnsNrLthtK+LT87gNGdz6ZG5tAq8uQdicxG/K4NEzd9py9jry9rry97qLdrsKdzoL+H2F/L5CAaOA35PP78rZ6crZ6cje6cgWdGbvdWXz6a92m+P4TfGz1a8GGopWZse3NjYlEtHI6EBIsF+Qn3dqXMxwV29XXYvFY4OX9+7FBfgnhQXkJ8XmJka6WRr7O9lUFRZU5Od5OtqHBvgO9TMW5qc3Nlki8Y5MKlSpZUq1TKIUS1ViuUooV+6otSLQgg7HdEB6N1a8Y/byLRPjF3nZAICShEorsTV5amVgABRQQO4AeSXI/20HizefPbTNywYKCApfWZ0fnh3RAI4Cnjs+8rvnL95+aXkmOi5+Yvi0iSGTvQqAa1BMT+B6VAF6wqamCrEyfcvwxfUIfzkArtRpNBq9FsX14FVSjhjd/dLZc1OpB1QFIAsPMzcz/DYp2pBeFYFhctAp1ED4drS/8cIUMTGJYHQBATiKyQlCjqFAErsA+8ICkJcPh3d4QAGQmFwrlqAyQCFncBQxePiG0fPzwdFBK9OfGT+ZF2xTJKoV60gN6EGFAwS21b1rYfjOi0e/BvtLAFAAnKAIvQ4IiO8bQMyNEWND24I8CgAFrVi87eBhydfyNICpAJ5l5b5hYvyWmXkSsxsFwDBCjmsIHCWVej1AIXMAefwAeWRwOTxCDASOqwiKRPWUnqJmZdyWsREtYEACKppitpt2NTzorr/NqLs1TL8zVm8w2mncWXN/cTpZAxLQgY4kbyekIBbWbz5/Et1QjeEkAC7S73z25T+On/lUrUeBgHHe1p9Nn79pYYKYmmVPjKCg15LaitryjZ1tIAFQyre9402zF28ZGKW19mIkaFBMrtodGG5BZRKgQIjDZ77uyJP7JlnpKABgpEook6m2VaDQA/jVVSPWzxA3s09drPdep9hRHUEQiyrNPncPxM76C1fPJS3IKKhnr1+IikDu3P7czCK6vkEGhB70Oo2e0ut1gNdsrd4Pifre2WtLowfA5EIxoBBMb0OePUHMDSKbW4EEvVohw3HAUZVUOM3h7qBAEfK9rfzm5ssTzKtjfZeZ7Rf66OeGO68MdVztqDlbX/x1tPu5aJ99qdGfVBeeqio8Vl96pKfpRF/TmeaKk/Ul58pzvw/xPOBs+YmXw0F/54PB7geRp0eCHx7wvb/f5e5+y5ufmFz/0OrWpx63P/V+cSDc+niSydHIF0fdyvwK+X1MwVAdd7CQN0AXjrbIp+iK8WZxf6OESVdOtKun6a/rLNV0+/9pSznTqpyhy8YbZGP10pEG6WCdhFkj6SsXMWjCnsKtxsS50pC5stCt5nRea4GgtXivvUjQmr2UHz2XF7lVmy5oKRC0FYp6yvYYZbyuYkFb4W5H0V5nsaCtYL0udbkiYaM+TdhdIGJWvkYyWC0fqVOM1stHaqVD1ZLBaulQtXSoWjpYIe0vEzGK9rrydzpyeS15ux1FO215/KYMQVMat/4Vv/6VkJ6615En7MwXM4qkfTRpf4mMWS5mlon6S/cGS3YHaEImba+/eK+3QMjIF3bnCbvzdrtzBe1Zu63pvMZXW42vZmrSlwY7OetszjaPJ+ALxXuzc5OODjZ3f/mpMD2jJDO7IC19aoBZSytqrKAVZL7y93CIDQsoL8xuqa22Nze1szSbmxpnrS6y11d293iCXa5UJlSqZTK19LWwZMo9mXxXrRYDBkDCkIDzdwtDxPLln01MGRyuVq/DSWJieuDJ7R8LUlIIDFfp1dsE+o2z/bs2Vsjju07lRVqCEKvEqEZJEBiq02sBLocEvGNu9raJ2am46MOmL6uYTBkAiikpAK0O1WBaoOBGSiJi+uIPz17EtjcSADqNXktgFAkCgCNuTojBwx8jwgU4aFBMptnxdL6dGvqwrT6KvzOHKQEIcoy79dcXZu+8sDxkb7Gi3gVcr1fpJDotjuNAQv38IvL07puG94rmpwEFjUyh1iowIPQ43IqNQ14+RhysziYn7LOzqJmeIQB0ejmGkxoNoIRKTWKP0xMQKyPkwb3I5lYdgFwu1aFanNDuAJyJCkdePPuLqUkfl49jAEBW5GW1MpoxUhpDWGAAACAASURBVAsUNLPW/2Rk9J6x8Wd+flsYimOgV2s0mBbVaDGAYYXsoJPVm8+f/O2Z0cjsFkWCnFSjqE6jRimAiNKCoPRUNYkBTupF40Pdxv30BxVZlxoLfmotvzHabDLSatBdZyoVTutBAxTULS3+4dlzxNT4qLszD8UwPQmA+4Y4/fXPiKuHoZ7AAYO25dk3n91/28rs7ZfmlUvLFEVQSq1ep1FrVRgAH9CDbvaItfFbBs/aF9aAAgCIiwurqC8ggSBI6NvZ/aOxEfL4vllpAUoBjmIojmlVYj3AtET35RNTu7bOf/l7fGBlNa0FCkCnUAEFWZ29f3hh/Kaj3eXs9ArOxp2IiD/euvmH+zfsSvMn9nb0OKA6AtWTGpT4f2yd91eUWb6vq8NMnz5nzj0TenLnnu6eTnbb3WqbRRFUVAyASBBRUVGMrSJiFlRUJOecoQKhck5Uosg5FZXTm996q4qs7/3BuTNz77prPWv/Cc/67M/e371fLpPVEgElZhcldGehRj9HkgTumZslyCWyaXjktZhwSnzEucoy8iU5N+uBMJx8SRbTaen1VfMkSb6YtVlr9bIQvTywS7ZNJ92qk27rlgV3y4IVnM2clh+K0tfeu/Bp9r0VNYXfKIUbpZwfldxNNTkfP735UX3R+tqiTakX37+Q8N6Ni1+kXV/x4PoXlNBPk8O/+vmH/9q56lc7Qj6JC3gvauvHCbu+vHrw72nhn90/sybv9A+ZoX89mbontbuRAfVyXOpOsEv4qolHNBywk0n08WeH+L4B4f8N3zfA9/bziD62p5fj6WZjXUxUw0A6qaiyCVE0OjkFhtYnPdUpU+1PbLxSK6fSyqkGJY0OZsVg1eOJliwbuxgQV7lEtS5JAyClAeIGQNzgFtfB8iZQ2mBklkwyci2c0leNFaRowdQMbzfT38v29DAxfTuqYaAaBqqhY2o61tkMyxtAaQ0grnLwKgBRDSCsdPLKAF65i13kYBaA7GJYWo8oGrHOZo+a6tHR8S46pqNhOhqkbYK0Ta8aMVBRA8mrIWkVJK0CxBVOQamdU+TkFE0ycicETZaRvmmD2QEiRrt9xmYBMahLrz4cti9gzaofv/g8fE9IZvr9NmpjY115UX4mi0XTdXUKhJyLSYknj8VNToxAsMsN2AHIaXVZXLAT9kCYD8V8KEJAqBdGcADFAJ8X9Xt9yy/I+IoyytEIyvGYQzm5y8vk7Ozs/Pzso4zbl5OOCtoYXq+HmPdN+D3fXkyiHD9GORyW3Nq8vLyMY+A8iuCoZ2mZbFb3vh59iHLu9NuJp96ODr9LbX75kiTmluaXkYnxUS8x51lYGgfxD65cosQe/vv582MYRJKkB0Hn5uZ8L8lUfsfrJ2N+GX3kRFUJTJK+5ZczttHbV8Paqq+apqXeBf8c9hJ78TKuMI8Se+wXR+OPZj3ykl7ID3uJ+dnZ2XkM9y6SAdevRjVUfnb6xK4nGW6SJF+QLz3zCySZ26V5KzaKcv40JfH4L2L3p7Y0zZPk8vzci0VgbHLIjfnnXixMvVj49OJZyoljnyRdHgJ95CLp96CYD/G99N8SMt88cZwSfyLg9j3r8ovZpZeYA1EJ+S8X514Q895FMjQnm3L66OuxkSdr6/DFhVnf3Jx/1uv1zvrmTEvLGzPuUI6GUY5EXq6vI5dJ0rcMLvhQFCYXSK3JEnrunMHjmyfJF/N+5xSzW36iWxLTVhFcl72ttXqHkBrDb9g51l2wMP/Ctzhv8xIr7919/czx145EZImEC8vkiyXSZJ5aueKvq774TU7u5QVyYXHuJX2kh5IQSTkZ99v4kx0zZvIFSRLL84sL/rnZBZJMaa+gHNxOOXv8P6NjxiD0xfK8z0eI+CzvAuZZWEKWlnZnpL15OOKXMYfPsWgvSRJFYWiWQAh4YYncn1305YkL1gXySHkJJXwfF1pYWiYXF17CJHkgN59y4jglMeGrny9sO5+w9UZKKoOqhl0ESc4vLiz5F3DUi3vnlxdJ+wty5fUrlKMH16bd2nD94qjXs0SSfgJ6sbQsNMz8/lgMZW/w3kf3lknSj8MkSaqNjsBzFwZR0PdieXHZY5go0bI36aTbdNJt3YqgHmVwt2x7jzxIJ94q6VjbXLom/fI3aZd/LMz4olP8U696k060o/zJZ9eOv3//8ue56auvnX33wsm/3kv+9kHyN2kpX1K2f5W0+ePIVe/s/OIX21b/NnTlO4Er/hC05oPDgZ9cDvns57C/J59d9TTu87thH5wrTqqh3m/Q17NAnQzqaicGeFiPANHziH7B7IjINyjxDUr8AxL/gMQ/KPonviGBd5BP9HE93WxM345pGaiKhqpbIGG5i5fXX5sy0JBq5uQ5xXVWQYNTQoPEVFNHqb7i7gTtiZ1X6BJVO/h1kISByFtgWTMgbgAljXgnHZY1W9gVk/QCG6fCJapFFM2YmoHr2jw6pqeb7e3lohoGpm3FtAxcw3gVsmB5HSitcYnLQVkVIK5wCStAURXAK3exygBOBSSrBxUNiKoZ1VIxHQ3toiM6GtLVAmup/4+wQEklKCm3cHKtnHxTe66FXTREzZ6QUB2GUYPZMuNwzThck1aL1W1XaRTJ1y49z3hwPuHog9SUM8eO7g7eFro7uKQ4b2Cwh95KS0659vDRfbPF4Jv12J0Wm9vqAO0u1AUREERAqB9FvTBCQLgXhjE3jLi9BO5dmFNb7L87dYpyNuFXx2PFU4aX3qWXyy8UcvGZpLiygowBnZrweTyL/kkvvuLC2TeOnaQc3PdQwF5eXCJQyAtC+PwS+IL86fItyomjlMT41yIPHMh64lhcmvfMLy+/5InqeczWWe8i8YIsknZSoiIpcVFHy8vnSRLzEpgTIOeWBzHkD0nxlMRjlOjYi80NBEnOzRKD/co7yUfHBtlevwtEfEskWT/c+8vYQ5QzJyjRYTdbacTLl8AshuBzBIoskC/u0ajvR0WOki8ae3pf37p1z8NbvQ6HC/WVUJm/ORn3esKxN0+ffC0mNvTxPefSSzc2t0zOc2kFVbkZs0sk+nIpf2DgzfAISnhkXHEV9JLEMAxFoIW5xR7nzEeJCW8fT3ojNiGxqd5NLjkJdAGdJTyYx40svSRpQ5Ovx0RRrpx8PTaMqx/2L8wjGApgCOrz+UkyqbqcErHnl6eO/uZ4nAYDoEU/jPmcEDY7O0vMzq08l3C3ogxcJlHvwhxhkjBvyDtiBmSnVO2HGkp31ecE1uVvo1ftdzpVqGdxbpHMFPIocSfeTDr+5bXEUQjw43Nz84vZuek//v3XMTv/XlF6yb/kIV+STUNdlPiIN07Gv3s8UWa1e+d9ftwHQsjcMqkYG//oSOjvLyZSjh95/3SilfDMzWE4gREoguKQf5msV0tXXb/0m3NnXgsPv8VnL8wtYyhsAp0eckE8Nvr2vl05nSryBckfG3k7NHDnvfsTfs8wBCXk5bwVH0dJPPVmzJEimQwgEOfyIvbi5dwiSXhmEZSACcLtQe0I+HKJvMFhUY7FfXj2fJ/Hf6ej8bszMf1e7xK5uLT8UmOyvxMX9Z8HQrdcv7r4gnxJvnBgntUnTz9uY8+RpA13+pdM3eIUGXOzVhrcJQvSy4N10u0acUCXZJtetk0t3CRp31j8aE3q6RUZKV/R61boZBv00h2y9pD8tNXnYt65fPz9K2c+vX7+szvXvrp99cu06yso6z6P+/7dkC9/vfnD1zas+kPoN7/d/OXvNn7zh11rP4za/fW5He+fPvr1nYRv0i6vy0lc9TjkL0lP4+4bhUKHuhXUs+BuMTEo9Q6LiSGJb1juG5Z7h2T+IekrZgels4NS34jEOyz2DvKJvlfZpw3TMjAtg5A3IOIyY8fjgYZUEzsXlDeDija3oh1TdbiljUONGT01d0zsfCe/EhA2QmI6JG2CX322LKPCMiqmZICSZhOzwsIqc/CqAEk9pGiBlVRE1YrqOnA9C9O2YtpWj7bNo2195Sy4swlU1LnlFYCi0i35P8ISVrs45QCv2i1tAGSNUGcLomlBdDRER4N0zZCu+ZW5UG0zrG6ElLWQvBqUlIOScpc4187Ps/MLjB25g9RMHb1wul9hsRoMVuukyTRhNEyZjf0jA0XFeaUl+Q/upjxPS6fWVlcVFZQW5ESG7f/6q8/37AkpKim2umzeeZ8DdFpdthmbyeq2OzHQhUOwF0Z8MEJAqA/EvTAIu9ygCyc8KEnGVZRSoqIoMdGHc7IXSBJDYR+Opd27ee/+FSmfajNOIATsxtzGOe+PF8+/Hh1HObDvWks9+YJ0u90uCHWRZFJ5JSUs+vWk05Sjh/4QGaa22OeXyQW/b2J86Oz5/ZNDeq9nFlsmo3PyKBEH34yLKujSevyzbrcbwzB4cfHws/SPUy6+nXSKcigqhUaFFhZmUXisV9ej5OIek4sAiXlS7pzekHr5nXOnKGcTKMeiSjXqhfkXCIRaHegcSXZMD/4hfM/D9jYfSUIvXjRq+3ZdOr/mUsLW5AtnHz//8kYKJT729aNxf40/rjEZcP88sbTYO6XZv+OLzo6GpUUSXV4OL6h881D0r44eze3SgC8WrC4LjHtR4sWRp2kfJiW9HX+OEhv/M7sVezkHoG4cwlAAQeYWujyez86foxw7Qjl37E8JcQCxhGGY3emwYQhKklltrf8dEfofSccoUZHRuQVOchmEXWYQgohF4uXLiMc3V11KNHgRB7Hkn53v1pQ/T9vQXhmhYZ3QC2LbaAeo2UE5d77htKUisw6EgOyY/4fUG68fP/NG1IGb7XWzJIlhHqPb9NOGTw4HfXrxyIqGqgv+BWhhkaQP971xLOoX8TG/jzkiGByEZxELBKIIYZ6fX3/t4pma8tUPMihx0R+dPeP0Ews4hAII4IKRed80iBy6fz1bpfzNpXOU/Qfy5YqlRRJ2A4jXM4EQX5yNO/T0DrC0BGJe3zLZqJZvv3x249XT+1KvxGQ/++T6VcqRuM/PXxmCsOV5PwSjMIIhKI5hHghCABC2wZCfJMu5rPdjoinH4r+9kjLigImlxeTq4lUXz5SLWB6SlFjdvzgWRTm0f9+zJ9gyydB17r9w4WZjPfySxFHM88IlV+W0lO4UsLapxdv1il1d8mCNeJtGHKCTbtVKAnSSgG55YFv1+vSfv0g59Wnh4+9YLatVwoBxfZSUFfz07ucnIn6fGPtR6qWvUy5+cu/6N/ev/0D57K2V3/z3hrV/PLj5/eOHVqeu+tO+D3/x3Yrfb1jxzraAj45GfnMn/OPbp1ZmXNmYc+b7jJhP757ffHWgmTUpqDfJ6e5uCT4iw4ZFniEpMdpJjHb6RhXeEfkrec0Oy2aHZd4RmW9EQgwJiAGOp5eFd3egXW2YthWTN4LiMrewcIL+aKYj3yaocylaYQ0LVbdBnVSXrGGY+nyclm1mloKiJo+8A5ZRQUkzIqehCjokpcEyOqpoBcQtTn61nV9l51W7hHWgvBnppCFqOqyiYZr2V5WWp6sN17ViOhqiaYFUTaCqGlRWOcTldkGJW1TpFla7+JWAoBaUN0OKFkRNw7QMtIuO6RmonoroqXh3O6Zn4F10VNsMd9bBiipYVgnJyh3CbCP7ubEj28zKn27L7aZnD8holuluq2VmanpsYmrcbLf1DQ22czomjVNThvGmyprTx048vHv32uULGzf89NWXf7948aLdbjfaTFNmgxsF3SgIYBBMoBbQARAI4kNQLwwTbtwL4l7YCbkcAAh7fLzJ6d+eOvaL48d+H3eUNTjs8XgQH9Kv1165kNjYVDQ1onJYJkDYZXNbHQtzgcnXKXExlMgDCUX55DLpxef8JPlAzKUcDP7l6bOvnYij7A1+wmbOLpEoCOG480Zq4rWrh1ymEQ9G2Al/cPr9N2IifxUf0zg1hnlnfZgfIcmY5w923Eq+KhG8Hhv5dkTMpdpy9+Ii4EZwEPUCLhtksC3PGrCXX8Qfu81oiiwpoBw9RomMbFAryaUl3AX6X5Jyl/M3h3aH3L8Jzc6DMGBw2TzEnH3OL3LOSCF7J4T8/kwC5djh1/bvvdvOJBZfwDDo90OJSfu3bPjD9JACR70w7vnuxq03omN+lxDPNEwhHhyGQYQk4x4/Cbl57TKfT4k5QomPPdfajC/Mg06HG0VfLJI9fmx1ysX3kk7919lTlCNRu9PSnS9Jt8UNgChKkpVi4arYmIBn6W+eiaOEH0hupHuIOXjGjGIehCRPFOT8JXKP0moC/Rjmw522ofRbmx6nfl3+OKSlaI+kdT+7Lawtd3f+3TX9Ax0OAiJewPTugdeiY96Ijvsq6eTUPAph6NKLxftPr3351RuXj35/6/KPlcVHYGTG552XG43vnkx4PWzfLyMOlndpll8uwLgXJMnt91I23Lg65Jv98uJ1ypHD/xEbOeS0LyO4y4RCvheWlwsHLpxNb6yQO11vxEVR9obmSxQASrhhBCfJqJuPP4qJHIYByINZQAACUMg/N43CCqepH3YbyJdrUm9QDke+c+yYxGT2eT2ADbM6AacHckJ2wG6BQQQjyWwW5+tDe0u6ez64euXtwxGCyYlFlIC8ftbwUHTqteArl3bkPX/r5FFK2L6PkhKOpN/fd+lMU183urzsdFj8Xvv0RNv926uePf6U3viTnLdFJwvSyYI0kkC9fLtevl0rCdBKArolW1T8rVXZK5NPfpT28zcNxT8JWtd1Crb0qLfJeXszbn8be+C35058cPvaV2mp391L/p4S/tfATW9uiv/meux3D0L/nrLpvWPvU77//o8/rfzN1p/eCdv5wc+730s5vvJJ0upn53/IPLsi8+fNj4TZ9d304iFOnU0rdvcKwQEBPtzpmVAR4yrP2D+05RtV+EcU/hGFd0TmHZUQQwJ8kIP3MbHuDrSrDdG2Q5IGUFLtFpWaWYUzbcVGVrVT0gKp253KZljLgDVtLknTUEO2sa3Mzq7G5XRYSXdLm12SJlBGh+QMSN72CkTeAkoaXcI6h6jOLW2EFC1IJxXppOKado+2w9PVTug7CH07rmtFtVRE0wJrasHOWqugxMgpcgjKXYIqF78SFNVAihakk4apGZ6uNqK7Fe9uxXvoWDcN727H9G2YjoZomiBlLSSvBKVlgKTUyss3svIMbbkGRs4ULWuyo0jHKO6T0Q3DPaDDNDU5qu/p6urvH5icUOi7WGJRQ33LlSvX9u7dezD8wOMnj9hcVv9gn8Vhn7bMABjkgFyQB8FnCXyW8Mx5ES+G+VCMgFCPG/eCGAHZQafZDboJ37XG9jciwynRYdvv3rT5/S7YiRFAYc7T54/u9XQLHOZeHLBAsMvhtIDz84mFJZTD+ynR+7+8cKbX7BpywXfKq987EvnxrfP/cTT+tegDW28lu5dIF4h5cLSmMuv0qZCG2gfWqV4EgVx+//a01Nf27/1VdETJQDdGkkacOJ33bPWp+FGvP1epouzbTQnbH5bzxLo07wYgyIEBsNdJLrdPDwYcOXYyM9e1OH/saTrlUOSbsQknsvOcC3PWeX+1svOTuLj3j8R2A4APR2CXDcUAxG23Qk4nBvtfkGdLiihR+ylHw3bcvGHzL9gBzDOHFOfc3vTtr/ft+GigV+z1zOI4uvFu8ltRB96ODK/pHcBfkmYMPpv3dNWlxBEv1DTS/8tD+944Hrkx7fYAinsWSeP8QqtG93189NnKkhyt9q1DYZToiH3PnllfkLBnDnpBPuex/rY7hKrtvkFn/CLq4C9Oxu7Kega/IOH52SGH6UTag9+H7KH29GFzCw6HY3HeVFF45vyxP2Xd+bH88Z6mol0tpcH0it2thfsa8w6bLYMwQdj92J7HzylHYt6MDr/NaMAXfATiGZ8Y2rT5g91Bv719+af7t1flZOyymHsgAHUtvNh86fp/h4dRokN35GUZfUSXxbHrwc2/ROzVmmxzJBl09/6bUYcpUQeecOhLJOklydH5l4fTblx6fN+/tKB3g384cYKyJ/QWh+0hSfuLxQvF2Z9FRMoHJ+HZOQtqxxALApmcuMths8O4F4QQ9+xs7POnb8REUGLD08U8/9KSyWBz2AGH0+0EAd/LF0YfcS4/7+Owg4wBPUKSW26kUkK2JjSVLJCkw+Hy+hZcswtNw0N/vHTqjfD9v9i3O6oou7Gr0+iBHLM4bHMvEO5pA7vw6c6nd74oLvy2tvxrCXu9gr9ZKdiiFG7SSrbq5du7ZIEacYBOtL5HHiRkBD6/82VK4vt5aSupFas6Gr/TSDcP9xwSsfamXHr3zLE/37zy9YMb395P+ZJy/eO4k7+Pj3//fMTHSQF/OhL08ZnAj+KDPgtf+86udb8L2/HB2T0fX4n+6t7xrzMufl9wZWVZ0ppH9TdyVQ15WnrZpJRjVLHcfTxksBOb0HjGNa+05R1TecdUr7TlGZUTw1LP8L+EhbwSlqwRV7UA4iqXoMbCrHbym0EFA1BRXeoWp7LZpaA7JTQLq26ipcTGqnKyqgFZC6SguSVUt4QKK9oheRsgZUDydlTVinQyIAXNJWlwCesAST2qbPFqW18Ji9C/ot3T1YbpaKiWCusawc5as6DYwCqw8UqdgnKXoAoU1yJyGqakYWoGoWsjuluJ/yMstKsV0TEQTQvYWQ/Iq92SMpeo2CksGm/NNrQXmJmlfeXpwzVPDG3FPfQidWu5qK1OyqZpFBKNRjVlNptByAKj0073wOjkyKRhZGqKLxWPTo975rz4LAFgkAsBIA+C+vB/X2EC9XhRjIBePY6MEZANcBjdgIuY3XLj4X8cjKBE7ctRSVyLsxbYPtSrvXvzZ1578/iYCocmUJfJ4TSbjFMODG/oG/pfu3a9dmgvJTb0T7GRvz104NeBW7M6FdF52ZTA7W+G7y7vUjkhjxVGx6ZHk5Oi8nPO6zsbbVPdNqfJNevJ7FG8HbbvjdCQr04eTczM/DwmYsOlxC6LbW6J5I1M/VfEfkpC1J8TEnhjA7NeeI5YGLQSFxqa/nww+HJ2GuAl/D6iQsqhHNhJiYx9++DRtTdurks5/9qm1R/GnRDZMMA3C7qMhMPEpzWougVuo8HltMO4d9+9W6/vCqIc2EHX9xBuHMZmB4y92zZ+Ern+rxePbpDy6RCAgpi7plv2zsEQyp49f40/HpOXver44b3XzmlcZtAHOf34rvvJlN0BlP27Pjt98uD12wGnz/02NPhKcSFGko2d2l8f2E+JC3v/3Olhh2cU8ZzOzvrltvUP2B0+kmyR6N4M3EaJ2vdW3MF9hc/PVOb8+eDGb49E6EwY4CfddscysSTkPL1+YcWjG1+XPAxoyAlrKd1ZmRtEzdpR9iSQ25yKQEYUxdXT7v+OPfHm8ehfnYrkmEZBwLVEzJUVPV/z7X9ePPHl7as/Pny0JjMtoFfHBuwgNk/mclVvbA+kxO+nhB74ICH2vw7s/p/IPZLJqQVoHsSgUr7wrR27KYdC/xwd+qCp7had+/GRuMNP74A4SlgdY77Z1deuU3bt2frkIX9k9EDq1T9FhNQOdM6js3anDZq3Nzc9zi+9NjqptJknnS4IsDkIGBX29f/qYCglZt9n5xLkk2PYMuHz+ebxJSc8XylT/ZhwbPXxI5yJoWmfZw6Yz2cwKXsDKHHBpYIO3+IiAqGzS6Sib+yj43Gvh+5cef2yiZj1zfptuNPvts4CeJdakPE49H7qJ8UZK+rLVvM4m0SsNYKOVULmahFrjYSzVivZ2q3YoZUE9so3qQXbuiShLRVrUs/9PvXsexXZP/Loa5X87Rp5UJ8+lNqwMfnih4lH/3o3+eu0W59Qyj9MvPPJydsfn7v9VWrIX0+FfX49YWXatq+u7vwwatXvQn/846FtH5yK+DT5/PfPkr59dnFVzokVD8+te/Tk2CN5XZm+o2xSygH7OvFRPjqs9IypfZM6/5TWO6H+h7PG1a+KLe+wlBiSeAeERL/A08/19HNBWRsoo0OKFre4zswrs4trQRXDrWoFVB2Inot281ydDAO3Zry1dLq1zNxR5RA3Qko6omyDZXRYRsfVTFzNhJStgIoJqJigqgNStsJKOqqgosoWTNGCazs8un8MOaJ6JtbFJLpYRBfLpWrGu+i4usHBzjO1ZjrYhaCkGpDUA7JGSNGMdFIRNQ3W0iEdFdS2AJpmSE9DdDRMQ8WVzaiszi0qtQnyjLznhrbnM23PJ6nPmq7HtNw6oap8JK3M4BQ/ZJZl0MqeKsWtZvMEjEIOADQ4XVYcJ7x+zDs7u/RyjiTh2Tk7irgIFJn1QB7kn8D/BujHUD+KeyCfB/SggNFodMGYfnTyg1MnKVH71165CPjmTQ6HFbY31BQXPbnfO6EzOcdgZAYHjbBj2m6atlqtIOpJ43I+iIr4VWjQOwdDdt9KYfUPILMvjEZnaUtreRPDCXksFhvssuQ9SX14M14lKJkYZoB2vcs2YXcARthP0/Ul5GYF37yckJxSzmwzIC6n026fMIAQdiY/mxK6lXJg/9uHDq1Kubnq6tXf7gn5OjaqkMsyEwRoNRnMpkmPN72D/W5k5Fu7d1KCN/93+M6LWU/UMyYbsTBjdRIY2N6YeT95V0FGaH93O+RyWh2zE1a0gsEop1ItsNtgm8YIy/nkqDWr/teVo5/WZgRJ2rMdNrvRMjY+66qUcC7lZEel3o1KvlPSyrJgmItApwzjThDQjE6dyMz69FTCu/Ex3x89ciHtkah/DPQv2GG0x2xaczrhrdDdlAOhvz6Z8Iv9of+za28OT2j241PuSaPX/ryV9kN0wn8d2vPLnVu+jj/8oLFq2G1xeFxmp8E3B/Poz+8lB2anbajJ2VaTFVyfu6+uYG9F7ramwsDix3u62xvsNgDxEHlCDuVE5Bth4cceZ0wSCzbYa7cbIsN/PLT/vdTLazJuBdy7/e3VKz/wOc/8qNE2YzE6PVfzKv68O/SX+0I/OByV8ChDPzoJQ7hh2jxtthlcwM36uhUxMX/cFfLboMBNxTh+TAAAIABJREFUZ0/mt9JcmMdtAwzT4xbv3LWaZsrGLZRtuygbgn9KON0+pIIB3G6yeTGbVJSbmrwi48FXlYXbOhpiRW0FoHXUYjGZUaxSLP70UBhle+Brh6OD027tfnJn682L3yfE/BQfe6eiYhwCHT7MbZ92AXYjjp8tKqZs2UwJCQrISI8uLw7OLnrjwB7Kzg1rLyfJDS4QWXZb7W7zqFREz806eTPl+wd3/pb/fEVV0ffNtd/LRFs6+YEK7hYZZ4OE9ZOE9ZOUvV7B3aLkBejFoTrxVr00SMndUZW98srxvz66toJF3SZs3aTg7BzUHFQL9jy58fXJw7+7fv6zBzfWUJrf/bn8s8tVH1/M+yzl+KfXE9c8vxlQdmpT5sHPL8f8mHrg20ub/hK1470Tx7+9l7jy2akVWUnfFx794lHEl6cqbj3uaqscFVFd3TLPiAoZVuJjat+kzjep806oX+WsfwlrSEYMSTyDYqJf4Onje/r4Hi0P17JwTSsob7ILaxySepeC6upkoN08uIsDalkuVbtDQbMJG42s6unWMpuw0SFsgqQ0VNGKKlohOQPubEO0TFDNBNVMSM2E1O2IqhVRtSKdNKSThms7cG3HqwntV0PaHh2T0DEBDRXVUiF5tZmZY6A9tXbkuUWVsLQRkDWC8iZY2YKoaZCmBdK0AJpmt7rJrW4CVE2IohGR1oOiKie/yMzJNXCez7TnzLTn9FXdq/n5cPH5cF7OTVHpo35m9YCgpVfCUAipGhXfZJyEUcgJwwa32w0jAIaBhM9NeJ24B/L70AU/5MNgAv0nyL+BzhGoH/UQsAd1oZDTZrM4IVTVN/CbmMg3Ivam89gQ6rfMGEfHBipKskXMFqN12A1NYYgRhQyQa9phnTabZux2J+wju6asrfpeudFsmlswox6DxWEyOywIYnaDVpsDxyAJl37r6jFhR75hpB0ERJBL6Tb3OqfHIbMbcmAQ5EWI+Vl80e3GzQ7I4UZMRpvF4Ry0G5OLMz89F//x6di/xBxY//OZu021g6DT5cVmbCbQjpvN7hmH24hCiom+Mh6tWtauB6ch7+y0xWKxGpy2IQE7/9nDiIaqeHZ7Yp+sEDGNwRaPaRoAQNTudJhmzATi4beXBWz4w9n476qe7ZDSI1uqTui1bAC2mQ2I3Y5bQQTwe5x+1OB0zFiddjvsdC1ZzagbQGxeoNs9pgcmbT7YDSNWEJmwmCcsxmnILRgf35Ny4/O4mL8di913I0lmGoHm/NNTJpvRMWN2mVBPt83G7h1RT1qt2Lwb9rudAGibwZzjXFpBctKmp3e3ttUebKvcXZezvTYnpCZvR01hYHPhrqqs/f3CKhR3OAFzekM15VD47yPjGeouE0xAENRck7V14+9Srv706O6GjLsbn6VtSLu95e7tvRPDXMA5brBNG2YRsX2SqtN32xwOv88CAjaX0w0jZjc0YXPZCGTAYeAN6pQzE9O414HPms1mt2UaBWxTxplx2HG/vvBIWkoWo82AEnYMMkyMezF7p6z2ZsrW3KxNtMYd7dTdXPpBekPsxEi92zVstrtcvmV27+DJ7Oebrl5ccfzw2nPxu29cSG9p6HcBbs+syWRxGg0WN2E2uRxmux10Pm2pWXU6/u2Q4Df27H0rdO/fj8deLMjsM87YAcRosrjhmVtpCYfCvjh96vOHad+UFv5QXbamvmIVo2G1kL1OyQtQcLfIuRtlnHUyzjo5d72cu1HB3aIV7lLxt3Tyt3bygrnUwJx7P1yM+2Nz5UYZK1jYtkEvCxnrOtpUuunC8T9ePPnR3eTvKYz3brZ8eJHx51P1n1y9v/Zp8vbKlE3lJ79/FP/D09S9VZHfXN39ScKuT06Efn4++utbJ799kvRNwfnv6+K/fVh45ZmsMbebU21SCew6CTKswsfU3n8IS+sZ6yTGVd4JtXdE6R1REsMyYlDqGRTjAyJ8QID18329Ym+v0KNjImo6qGy2yxrs8ma3us3TJ0T0XLeOBenYiJ4La1h2UYuho9rErrFx69yiZlhGR+QMSM4AVW2wpgPWMf+/4FoWrv3nwxIsTMPE1UxCzYQ0dFhFBSTVNnahqfW5qT3XKSiHpfX/OCVUNMMqKqxuBtXNgKrJ3dnoUjaAigZIVg+Ja92CCge32MLOM7KyZzryR1ueTTGyx6hZVclH5OUPDZKWKQmtl9vcJ2Ho5Ay1nNEpY40OdYMw5EZwG+ByYqgVhqwoCs764Dkv6EWxeS/ixf4J+m/AsyjoAXAPhKJOCHQYDFNGu33SYluRdOpP0QdkFrN50kLY3Bwmo66mYGRIjUIGHDFg8DQCTyGQAXBN28yTVtOUuc/gmnGCAGZzgWPjkzabzWq1mq2WafOk2WZwOg2To12leXdbm55OD7fZDRynvcNp47osMqdZ7zSPWE1TBoNh2mB0TZtsU9NOh0XXrRqcGDDaZhwuO4ZhI1arampcZ5kZdTsxnHAZTa6ZacBq0KoFU6P9tqlp8+g0YoP9qB8GEZvNNmO0Ouwmm1FHr7+VcXsHreKImnVpXHNvSJs+0VNvGO102ifcoMnltno8wPioJuPa7vRLm+qyI6TtiXrx8fqiHUU58eNTEtxsg0w2h8liMZlNxinIbYGdU31aHqOyzDU5gduddqPZbnXYbA63G7TZHJjLbrVOGW2GSdOMDcSnXIh6alo4PgTgbrvD5JiZ9lgd1uEJwGwzWYzTdhOK+dxu3DTjthgdOOSe6Jc+TI09E7Mq+8HGlvI9AtpBdv2epsIdFZlbi59ubCgL6qg+UJUXohNku4Fxh9PM7Rv65a49e1PvgZ65mRkTbJ+8mLA9PvKj+7fXFOUE52RsyUnb9PR+QMqVjU8fxVtntC63ecpuG3ODHhfmtDjMFgNGACbHeF5RRnevnCCclkmn0+ICQdBsc1tsmMMOOxyTalXDyKDOabUYjUYEBSAIILBFhwmxz9g94LhEUPjg7s7s59saG0L4nDABN1Qs2Mvk7+7gnhgYbnQ7Jy3TJpfZjYAepwuasIAzTsSFz6HEks0KAmbbrNtkG5JX0bMNJr3DMmqdGQcxaNhpFYwNMnp17Al9l3EU8XoddnhmxgUiztKylGNxf097+ENuzqrKih8aa1c3Va5qrPixg/qTgLVWzt0o525U8jd2CjZ2CjYq+RsVvE1y7sZObqCCu0XB3arkBWrEe2jVwWdj38lO/5rPCOS3rdaIgoe10aL2oIc3Pz137MObV76mlL97qfq9s4x3zzZ9fuXR6vtnfnh44utHcV9nXN1RceanzHNrn4V/ce3730Tu/ebyoW+vRf/957MrMs9+V35lW0FpypOOsgfq1vIJGd/RJweHO7FRjXdS753UERNaz5jaM6YmxjXEqNozovKOKIlhhWdIig9KsAERPiDy9Inwbj6s6YDUrbCW4VRS7QoapGOifQKkl/8v9DxA2eEU003sOhO7zs5tBEQ0SN4GKdtBVQeg6kC6OpAuFtLFQvTsV3tJuJsPd/M9OjbWxUZ1LKSLhWiZmIaJqTo8qg5IQ4c6W0BFAyStcfFLbexiB78MktS5xXWuVxtDZSOkagI7GwFlg1tRCyoaAHk9JKkDhXVuQZWTV2bjFlm4+QZW0TSzcLqjeLytgJdzozn90oSgaUbZMaXkD8mZehlNr2SoJDQpj9Hfp4cRDPJhdgS0YxDg9wJ+L+DDYT+O+T2oD/8n2L8B4ABCQK9qLBQDxiaGh8fH3ChaKhalVpUZUNQ5Y53qGygsfK5Qc82WQS84TUCTKDSBIpMINoXAU6BzymWbME2NjY0OTBvGTKbx6fG+sX41s7VOyKf190p79YJeHZvWkMmiZ0/0t1pnOJBTjINCFBS5HUKLVWiwysdMyj6Dum9GNz6l1fcy+eKSkrIrQlGZzTEwbRg3zFhNEyar2WGx2q1Wq2F8BDBPmka7dUp2RcFJNi3NMi52TffbpyYs09PGqWmzacZsHBruExVnnS98EsVvutDDT51SP7T0ZE723WE2x7NbL3dri/r0DIWU1tLy6G7azoac3RpqorD2RL/yZrf8Eq1gd1XmHm3nA6ORPjnJGh2RjY92DfXIO0X1TWU/3zi39s6Zle1110YGWCbDsG1q2jk1ZZ0cGOmTanmVT++cam8pdNunnVabxWS3Wu12u9VhdLhNdpdhQsaufHQnslNeZDMpbZYhk7nPaOmbmNb1DYnaWrMjD34TsfPde5c2NZYGCmgHFMxDQmp4S1FITfaO4ieba4uCqcWB9SU7W6rO263DNqPV6JrN5IpreGyrA3TZTX2djPBd712/uDIrY3Pe0y0FGQFVz4Oep218dH9r6vWAp4/i+3u5FuOo2TQDGs1Ow5Rhokcqbbx0cX/Q1nevnA3UiwvME6MWw5jTOmm3GKbGhgcGFc2M9NOXVxcWX7Ja+t1Wq8viQOyA02A3T09MjmmpdVdTrq7Oz9nSyjgolRyXi+N5nH0iUYiKuU/JOyLm/Tw11gQ6dLaZQePUuM1ms5hgmw2x2AGLw2myTk4bO2WK7Kys/Q/T1rS0nB0bY9ocUzNGq8XsdNnsjukph8nkMJmsMxaTyWJ1GErLUk8e+bDo8aoW6lYadRO9eR2nLYBJ3UytWsWmrpFy172qrhSCjWpJgEa6VS0J6BQGKAVbFNxtCu4WBXebgr9NJQri0kJvnv889eKHjNq1YtYmCXujgr9tRH+4pWrLmfh3rp3/lFL4cWLxx0n1n/xc/cml9L+dPf9x0snPbh1fmX92XcGFdbm3dpbt+uDUhnfjtv/9zLb3j4d9diFxxePEVXdvh98ruH6zNvOGsCG3l9di6hKBw2pkTINPdnmm9MREFz6mxcfUnnGNZ1T7yln4sAIbkmPDr5wlRnuFcA8P0DBBTTusYzqUdJuc6tS0Ib3/+HYM6RPCvQK4m490CTC90CVhGNn1M6w6l5gOd3YAne0uZRugYb6yFapno908pJeP9gqRPjHSJ341oY1289AuLqLjIFo2pmJhKhasaQOVLYCsEZY3gJJqO6/UzisFxFVOYY1bXOOW1QHyelDRACrqAHmtW1bjltUAklpAVOMW1jr51U5+pYNfZueXTbQXjbcVzvArbZLGobaSshunOhvz7TrhmIw32skZ1DD1shaNqEXJpytFHK1GaQWsiBcDvbgNBd1eDJolIB+GeDHUj/6TV1fbXwHgbu+8xzOLwZib8KM2h3lkbHjKMGl1ukwOx/j0lM1qZnfQWzsah6b1Dveoxz3uASdwdBJDJ1FkAoHHUWgCA8dN9oEpU9fQuEKr6eC2l7Y25jDp+QpZ40APa6iH2a+jzYywZkY7XCY+5JSigMwLqSC70G3hgDYOaGU7Z9gzA4wBRa1IUsDmPWbz7vbqskd0hYYBqt2sHjN2jU8MTYz2mcb6JwdV+s52Fj2bUX23tTRFzrg6qH46OVw0PFw0Ml7d01ehUVXwWNkt5Zcrnh+nlp9Vsm4OKB5axgrt08V6xW1581F5y3F2TUxt9oGCtMgHP++/cW5tTemuHsGZcenNftG1wa5rg503qc8i2/PDTQOpUxNPdbq71JbEovzYx/f33ri07uGNLRWZ+6vyA7OfB1TWx4ildzTCh4KGnyufHEq/tjn13HeZN7YWPwgT0B5r1fQZY8/MuNY0pJjoUwlay0uzk65fXJmftbGhcg+Xfl7GTG+vucaoudRQeSovM/Tu9bU/n/rqxqlvn17ZUpG1uq1mp6wtSkyLbi0Pay7aX5SxtSwzsDY7sKZkR27GPim/GjBPD4+ZRlzIxMzY+MwkCBszM05Gh3349MHW/KdBJc+Cyp8GFT7eWJCxMevxuqeP16emrkpN2ZT56FBl7pnq8gdPHiaePRUYsf/zE0e+Tj6/5lrSyrtXfnr8bH9uwdGMR0duXj94OmHD9eSA2/c2ZeYHZz3fUFYc3057qlQ0qFUNEklJY3NyZu6Bp2mb6ip3tdFDeOyDEv4JuegMn32Yw9qtZh6UccKEgpgOVpxQlKzVFoyMtA6NckfGpP3D/L5hVjs7p6r6SmlxdOaTtdXl6wXN+1iNkXLezR5t1WAP1zIzaDGOWiyTtrEZ6/To2IiknZGW9TDkzrXPywpWtbSsZ3cECTg7BcxgMWsXj761rWG1gLlRIdrMb/9RzFqn4G/WSIK65Du75Du10mC1eLtKECTjbpZxAiXcrRLuVgn7cErSZynnP2DRNil5e8SsTULm6j7VQZUoLOfxN+cT/kLJ+/RY4d/OVH5ypfK9CwXvJTz527mkj66Ev3c74m/px75/HP1d8prf7Fr1x5Af3tkX8KcTh7++d3Jlxo3QmxlnLj67crkk/Ta7PrNbUDepFgPDamRMh092e6Z6sAkdOq7Fx7SecR0xpvOMaj2jWnxUhY10YkNydFCGDsrQIQnSJwT1HFDLArUsl6rVoqBalTSohwf18IBePtgngPrEaL8E75fj/XJIy7PL280imk1Mc8nb3J3tgKoD0DBhHRPRcV5lK6RHgPYKsT4JNiDF+oVYv/AfeU3PRXQcTMPG1WxY0wbIqQ5JvVNc5xRW2Thldl6pW1TpEFQ6hVVucQ0orYNktaC0BpBUu8VVTkmVS1TpEFS+uu1l51fZ+VU2YeUkq3KaU2mTNbnVbUPMiup75xoeXzd1cgYlzOFO9li3oEtME7dVaQWtWilHJmZpupQ2hxkmUCcGAwQGenEXDoFeFPEh/wT1/gvI48JnYXQWAjE3QkCoB7TZTeMTw8aRIcvo6NTkaO9QD4tNV+nFVnQKwaY80LQHniQwgwebQqAxGBxGoBEEGvE4B0B7j82kMk6KTWMC4yjfaVFYrXIc6kVcWtgud5sFqEuCuaWIW44CnZBFijllmFPkcfK9DrbX2IZPUH3jNOdYg228wW1hQCYGbqASRhpkpppmakcH2gc667TsfDHjIZt+i9WarODdHJanWwdyHeOF5vF8m7HUOlPWr0nvFt3Ss29IeIkyXtJYT/qoLs06mgMZi4c0t2m1h3h1J5WMa405MRVP9tVmhVc8i2wsOtIpuGzpT5/SZEx03xobuKhmJzU/i2UXxZr7biLjaVO6K1JGNL16b3VBUOnzoJr8fc2lh2ll+xi1BzsaI+RtcQO8U/r246ya8KrCnbTqIF7dblFNGL0sojD/8ONnh9Pvhz9M3v3g+pYH11fnZ6yhV23jNe/sEcVpOXEy6mFe+WFGQQi7dh+fHsFsPliSve3R7fX3r68vy9pYWxhIL9/bVhXGqY/pqI4qfRxU8iS49OHOoqzAnCdBOY8ixnupbuf4pHHKbplyIjN8UWX4gU+vnP8xMz0o53FwwaOgksfbsh+tK3iyvuT55rxnG55mbEi/v/HOtfXXT/94NvG7i2d/uHL+x5SLa+6nbLqTsvFhWvCzZ3tv3vwx5erq5IvrTh/56kTUB+m3VlUV72io3EOr3JKTvvHGpdUXz3358NH6ktLdpWUhdHoEryNayA3vlB9WSmOVojMqyQURJ17ACeOId7Mlu7jyUCZ/L7MjnNt2pI16uK46tL4wpDRrS/ajn+5c/zLz4Wpaze72xkApM0gjDJMJI+i0vU8zfszL2l5bEctkXutgp9KaL5WUxTx8suX5s7XlOavaaje00zex+IFSwX4Jfx+/PYTLCOLRt/LatghZm/is9XzmOhF7s1ywXS3drVOE6hShWvlejWyPghek4AfIuds4rRtE7J0K7onEmD/dv/E5h7FFKz0s5wZL2OvVot09qkNCVsj1i+9R7vxpX9aHJyr+dqnh48s17ycVfv7z2feTQv+SdPKHrLgfH8SsS9780cEv/2P9mv/Zu+/TK6fW559dn5UacS8t8fzDn5NKHt9urXyuYtWNdwqBYQ08psP+ISw9Oq5Fx7XYhM4zrveM6/ExLT6iwUY60WElOixHhmTIkAQeEMG9AkjPA/UcqJsLdLGtKrpTy3R0sVw9PKBPAA1I0EEFPqDA+pVQnxTulwE6nkXCMItaXMq2V6aDNGxIx4G7uIieh/UI8F6hp09E9Ek9Q1J0SIIMitF+EdIjQLv5mI6Ha7iQuhWQU13SZpekwSWqdfAqHPwyF7/czq9wCCpdompAUgtIql/ZyiWqdEoqHOJKm7DSyq+2CKqtwhq7uM4hqZvi1Br4tQ4l3aKgz0ip3JJH1Q+uTstY1qHOmX7lRI90qkdm6Fb0SFlKPr1bK1JIeWqVzGKdwXy4EwYdKIDMetwECHvhf4IQ/wLEnZDHBRIu2AtBOIDgAIYCgNNiNA9bxgZGR3u7+rQD3WqbfcyJTvq8RhgzQPAUjkwRyCTqGkGBYQQZBpEBEpv2uvpRVy8K9Myhg16wG3FpEVCLABoMUHsAJQHJYIcAdUlwSI24OqEZvschgR0Ct52NQnzY0QbMtGBWBjJNw43tszY+bmIB01TQ1ITYGmBbtW2mxjhaOj1UZBgrnRwtnDYUG00lRmMhbqtwTxeBhirEUI9O16GT1e6BXGg4z2x6NjlyH7Tko+Yi5/BzdUcSqyqKWXmYWnWqvjCh8nlUU0lkR/2RmsKI2uJojSzV3nd/VPNgsOv6gPossyq2OH0Pu+GYafChq+eWWZOiaj3GrglvqwhvyN9bn7enuegAq/CApCGWWX6QXrJHyz492pms5J5pbTrMag7lNe6VU8PaK/ZW5+9+/jA4LXVLdtquyvzNPPpBbuNeCf1AZ1uEihWtZseoObHS9kgFK0orONqjOKWRnaou2/Xk8abbd9bmPdpYmbujrmhPXVFIe114W01EY8G+qsw9FU/3ZGesz0xfl3dv2/P7QbXVyXIZVaWklZfcOH187aXTKx/f3pL1aEdmetDz9K3FzwLzsreV5QaXZQYVPw/Ozwp59njHk7vbn6UGP7m34cGNVWm31j6+u/n+rY0pV1c/frjz0aOdaSkBj24GZtwNvpu86eq5bx/f2VBbspvRsK++dFv2g40PU9dXFgRx2g9olSfVskSF5KRSEt8pi9F2Hu2UHpULTygEJ+WCOAFrv0S4XyTaw+fvUMsjZdxDEt5hseRQO3+ngLFT0L6T1b6zsXlbScWGuqYggfSQSLZfpw4TSHbXUtcXVfzQUL2BxwiRc8NYrTsa61cx6FsZ7Ts7WHvZzJDWlgARe5dcECoT7ZML9ku5+4UdO4TM7RLedjE3kM8JlHC3yvhBSmGIRnpQKwvTysI00oNqyT4lf6dcuEXE3sxhbJFywxpK9p84/Me8Z98zaVvaGje31W1UCfZoxDu18r1aeUTBs28o59/Zlfbu4bz3j1V/nFT90cWC724mfXkpeuXPcd+mbHs/fsOH0SErToZ+cTL041NxP9wN+/LmpneORHx/ITn22sNricVPr7eWFyvbaJMaDjCsgce6sMlu/B/C6vq/hdWFjWr+3VnQgAjoE0D9QrhXgPQIiCGJZ0ji1jONSrpN2+Hu5cODUnhQCg3I4H4F1q/ERjX4qArul9mUHUZRs1lCBTRMrIcPaFiglg3pOIieh+n5nh4h0Svy9onxERk2IkOHpcigGOkTIj0CTM/HdDxI2Qop6ZCSDiupoLwJkNQ6BeV2TpGNV27nVziFVW5xFSCpBsRVblGlW1QJyKtd0mqHtMYurrNK6mzSepesEVA0W8QtJnHzpKDe2tnq6GLraCXldy8P82jgTK91TDczqLaN9hh71UMKQZ+K363j6Tslarm4S6eaMRlgAoV8GEAgyBz2amzwFbDnXwCYA/WBIOFC5lDEB8OYG8NcKGQ3e4wO27jROGKxTsGmScQxBeEGGBpzYlMOcAwGJjzgBO4exeFhHB8BsUHE2ge5+mB4CEWHcLgfc3ahDh0O9OBwFwapMVCOAxLAykWdMtipdJhkHisPs3JRlwABhG4nB3ayPS6218kEAB7h5PpmOnxWpsvCsDhbjRaqzcyALKWIsxoFGjBH06yledHU7DM2AJOVbnMVYCxHDEW4oQA35HnMxabhp8ax586RXHSmGJ8pNnY/HJCksGvimgoOtVcnVGVF12RHceviuzmJffxzLfnhdVkHdLxL8HDKqO6GUnBG2HSsKTuq4NlONuvo5HDGTP/zfuVtSWsiu+Eoo/xQU/4BakFEc/YBet5+Vs3hjubDdXV72tsj9arzekGiihHPqo0VtBzhN0cxqw7WPdtZdC84/0FISebBpqrdHXWR8rZEFfM0vyVMwTsi5Z3kdJxisQ4KOYc14uPd4sQuwdmOusjirMCsR5sKMreXZu+syAupLAhqKN1RnRfYWBBa+zy0Mju4IGt9cVZgwd2A3PSA27cCL10IOnd+64X4dTfOrEm78lP2/YDshzuynuzKexaU/ywgM3N7wbPg4ozAssyg4tyg4qLgvOcbcx6uefZg6/0bax/c3nD/9qb0ewH3bm64f31devK6jLsbH9798c7tr1Jvrrh0+btrV1flZG2vqd7zLGfN08cBlQVhovYjSuEhtTxGKTsqEccpxEc0iuMK8RGFME4tPaGVJ6gl0RLuXn57tIR3WCEI6xJFDYiPK9ujeB37ecL9En4Ml3WAwzvQ1rG3rHxTZUWAgB2plsWJOOFcbhiXGyblR4oZ+zrZ4WJuWAdrr0wYphQe0oijpKIDbP5OBnsrhxks69gn5u+SC0KVov28tkBu62aZIFjM3yXk7VYIdyiFIf+bkrsKjixLEzyfO7tmM9vbPT3dU11dVVkJlRQcGZSBUoSYFZIipAgxM4SYmcHFzMxyOTMzuxzlkksOkpxZAQlVDbUPyqyund59WLO/3Yd77/PPvmPnnssgRLCIkSziKxbxFZPwkoF/wSGFEVBuSPADAjKIhk2sKbxRkPrFytwzxK7v8vS3Q21frUx8R0F78ejPOeRoFNj3ozf/4Jf+j94ln74Y+TR154uy3iu1Sdcq/D/Ovfs/wr/+r+6//99uXv5vj71+Gxd3vT72Rov/x0X3/zb4i4/uBN0O66yqn+xtgqwM8zAgDYth3mfbDnmOI4FdyXcpBW+P987CA310AAAgAElEQVSPhHYF13XAdx3yzhXccwXXtc9x7bNcMqZLxnRKqA4xxS4i2/YIViHeJsDYBBgrH31CBp7RwRYexiGmuKQ0p5ThkNDtYppLxjyXs5wSqoWHOaNCTkk7BhrIzkacC3EOHtrKRljZCCcf83YPd5FNSrLLyE4ZxSWlvJVSzkUkp5Dg4uNNDNDF114WOshC2TYQV3S42VPMpBY9qkWPnmDGfg43ftEZaVpHnjNQViyMLSdr18kEWyjbBsK6nrKtp4K0JPAZDX5MAh4QtrYGWiib8yolS33APlUK9CrJ6YFQKaKL2Rg+Dc6ko0gECBYLJhDRGp3W+dOPpy7X2bt3lvc25/dO54dz1/dv3/30wfnh3Hpud7xzOj+YHe9N9ndG21uD863R9c707oPl/fdWh0vpcKrsDq3NprVZ1DaLymE/cjmPTHaFxXlocR6Y7Psmh8zq3Lc6ZWa75Nwqf2uRvrWK31r3zi2Ct2buuYnjMjKdJuIv4Z0mvMtMuMhmRdgsKIsJZdLB9acgw9mOxbRtt207TnYcJzt27bZdu2nTbNi0azbtmlWzatOu2U/W7SerjtM1+8mqVbtkVi+YVPPmowGbdsx6Om45ndSrRs4OB03HI2fyPpt69L1hXkJrBC2mIDdy6YhqxFruSFvg0tBL1EYmCZzPQBYRQFmgxdfgpWgxrdIsG1TQ6vHrabtTsTOdIauDUWxEiWm/TytqkVDLKJAM1FoCZCEGOPNqY+zlylDY9lQkdDEWvhwLWYxCrL4igRPpiBQqLIEEiyfB4mHbr1dnX04NhgGafQDN3jODz4EzrxArcQRgEhWWREckMVFpTFQGA5HJRiXSYbEU6Cs2Jo5HTEBuR0z3evY1Ph3p9pweDJgfDZkZ9p8Z9p8fC1gYD5wb9Z3rD5wG+I11eI92+E50Bwy1efQ2Phpocetqdu9qetbd7NXd7AVo9elr9xns9h3q8RkBhIz2Bo/1hYwPBI8PBI72+Q73eg0BPHs6PXraPbtaPTtbvLqavDoanrVUP2ysuNtY69ZU59bc8KSx9kl58b3igltNdW5jw6EDvU+GB913tl5RSHl4bDoWnUwmZhLx6SRyKoWaTiQlEwjxJFIigRCPxcThcQl4ZBIJm0gmxJGJ0UR8JB77Ao+NxGKjsKjXBGw0GvESvBsIAQbCQEFIaCge/ZKEC8NinmMJUSTcawIsggB5jkOHo4kvEbgQHDGSgIsiYl4QsaFUYhgRG4qCB+Ex/mz6azohkoAIw8FC0YhgHC4EhfXDIv1J2AgaIZ5OSGWRszjULBYllYqPoRGCCMggKiaGSShsKv8uM/6fe9pubq0/wyE9cEj3YcDnFfn/3N96Dwt+zqGG4REeH0X9z0dpf/us6devJj8pmPhDZdHlMt9P0sO/KPD7JMX790mBX+W8vl6bdKMj/WZv2q3epJud0derg79Ozgsv7q9vnR3oQG3O8LG7Kg7ZtM+2/gKW40jgUv0VWAf8i5nLtc+5MMspZzokdIeUapf8YtYe1iLEmAVoHQOipYOMXLRTQnXKaA4ZwylnWsVUp5ztkDHsYppVSDRzsAYWwsCAGukQCwdt4aCtXIyVi7Lx0HY+xinEnYvxfw2WS0o5l5Bde0SnkGBhwaxsuI0Ft7HgVhbETN8yUlf1lEUdYeEiPXFRT1w0kJYu0lPX9NQ1I23bwgTbWVAbE2KiAs8IG6fUzTM66IyJVNOgWhbsgAqEzPRQQYsGDcOgZhk1fLNqz6AUnil4x3tMGRsvZKHYFAiLAhNwiAIBzWA+Pf/x3PreafvRYf/BYX5ntX6w2946LC6b6/0757u3Zse5xeWyntvt722O9ybHB739/anjneatS+ey61y2M5ft7IPz7Ptz9Yfz/fdOsd1yaDcqHKaDc+vRW9vxuUV5blG+t6vOXTKXU+yy7TltAoeV67Cy7VaG08p0mGkXOS3Uv4r8zkJ5b6K+M9DeGxnfm5nfW6gfTLi3BuQfzbA/mmF/NEN+MoF/NAF/MO78YNz+3rD1g2n1e+PKe/3SO93iO93ie/3S98aVH0yr708n3p1NvNPPnOunXbop58nEuXbiw9n0uWb8RNjFgBYQNnMw69nro69muoOnOgORy8lM2BseupSPKaWCswjbyUx41sley7lqTMNrRa3GL/QGjDZ5boxE8nFl5kOAUdYhJhYRthJQyzGIxdfgmUjg5EvQdBRw4hV4OgaxEI9aTkAtx2DXYym7KRxkNhkShwe+Ru3ErU6/GO0O7G/x62n0HGzxBM9GQxdeY9ZjKeAkBjyFAU/hoLP2iIVcdAYJGIvdimRjk0XUbBwodmEoaKQ9YKzLZ34odGE4ZKY/YG4ocH44aGbAd3bQb6Y/aKo3YKTdZ7jNd7wrcKTLb6jTa7THd6jLd6DDG9Di2dXg0dXg0d3o2dvq1d/uNdwZONodOA4InuwLnhoImuz3n+jznejzHerzG+rzGwQE9nb697R4dzd7AFo8+9o8G2uf1FY+qKl4VFP+tLTg0Zuc21Vl97o73WYm/ddWwjGoNDIxF4NK+Q+wiGlUSjqJ+DNYJHw8HhNHxCXgkQkkbCKFEEchXIAVicdGEbDRBGw0BhkJ2Q2BAAOR0OdI6HPobhAMFIyBBpIIUTh8FBb5goyMxEPDENAgJD4Mhw4hYl7Q8dFUZAQDG0bHhDBx4WR4KAn3nEZ6SSe8IKHD0JAAFMyfiAtDowOxiHAqIZpOiqURYumkWAr+NQX/mkVNoKCjZbxCEjylqfJ6Wsw/AFruLs89A255oKHPKHhf4PrDvtar7TWXZ0fuwbY8dlYefuT2v9988/f+s59ngm7Xt3+WF/A3LyNvVidcbyh8Mph9fyD34UTx07lyt+nyx6Mlj0cKHw/nPBzKetbQkt0+UNc0P9SN313m40FHXKxRwbUeCuxHezal0H605zoWO49EVgXfefhzjgOe84DrUHB+TsawS+k2Cc0mJltFJMse3izEmYUYkwCroUP0XJRDTnHK6fZ9pvOAbZHS7AquTca2SBk2CcMpZdhEVAMHo6FCz+hQIxtp5WNtApyVj7Xy0XYh1iUm2CQUu5TqlNFccvq5jO6S0lwiinOPbOEgrVzURRYuwsoBm1k7JuaWnrZhoG8a6JtG2qaJvmWmb5npWxbGtoEJMjAhRhb0YogzM2F66u4paVNN29BxYacchIYDV3OhKh4MuzFCgy6dyliqPbpaxDIcio1K2al871S+p5HwZUwan4jjE3FsAoZFxsolPLPl1PXO5Hr/7vzD+/ffv7M7bRar4e257cN7p9OmP39rc51bXedWl8vkdOodjlO7/cRm01pcp9ZzvePc5Dg32Z06m01rsR5ZLftvndq3TvW548hpl53bRe9cex/eCT684/9wLv7eJfzgFHxw8j64uD842T+6OD+9Zf+bi/OvTva/OBl/tNN+tFJ+sJA/mPDvjbi3unWndtV6vGw5XDYpFvWymRPxqErQf8TpUrI7FYw2GbVRTKoTEir5uHIetpQJz6NDc0jAdNxmMmolEb4YB52Pgc7HgKZf7k69AM9FgWYjQbORO5MvN0aeg2debY9HbI+92Bx5sT32amvk9XJv+EJP8FxX4PrQc/DMK/hCLHolHjoXCZl9iVx+RdpJZMByGbBsxHL01njEPCBwY+wlC1lwIm5R0itF2DdMcDplO4mwHodZjkEvRaOXouGzr2AzUaiFGMJ6AnEjnrAeR99NEaLzGLBkIjAWvREzPxjY2+DZXuHeVv54BhC6M/kSuvAauxFHBiXSYcksZAYHncPD5nGx6URgLGbzJQOVICRnEqFx65Nh04Cg0Q7/uYHncwPPp3oD5gZDZvoDJgG+M/0B032Bw52+vc2evc2eA20+fW3efW2ew90+YwC/0W7/4U7/wXb//lbfvhaf3mbv3mbvgTa/oQ6/0e7Aid6gqYGg6cHgmaGg6cHAwV7voT6/QYB/X5dPb5s3oM2jr8NroMunqfZBa8PTjia/hgrfnJQ7qXFf11bcmZ4IWFuO2N6MQsCS0MhUFCIJj00l4tPx2FQSMY1MSqUQk0n4eDIhgYSPJ2LiybhEAjKBjEmkERKpxFgy/jURG0XARBGw0XhsFBoeDtr2B237o+Ev8MgoyHbQ6vxT0Lo3FhmBRb9Ew8MpmCg8/DkM6o8ihJPw4RR8FAUTRcW8xID9SKhgIiIYBw1BQQNJuDASOuQiNNwfjw5hUKMx8DAMPJSEjSDjw7GIECI6ikVO59Jy2YSC5fGQ7Lh/yk35dVfTtfnJh0hIAAzkBd50xyG8SJiAnRXPwY4bw903Z4a/6229/FH83wZ3/DZ++qvkln8K6f82J/OT1ITLNbm3h0vvjxU/nCp6PF30aLTkYW/54/6KJ1MljxbTHnQUBtV3vKkD1JQujvRggatcPOSQg9EruBalwHa8Zz0S2o73nCqx41hkOeDbj/Ycyj27km9X8m2HPMcBz67g2BUcm5xlk7OsMrpFSrOKyRYRySzCm0V4q4R4ykGc8JAWGcl+wLAfsKwHHPM+y3YgMO+zLTKWbZ/jPODa99kmIeWEhdXSYGdMpJGLtQgIFgHOIsBZhXjbHsEqJtulVIeMdr7PuNigdMpoDinVxifY+IQL3Ux8lIEL13Mgei5Ix9nVcXYN7F0ja9fEBlnYIBsbbGODjTyEmYu08FAWHsrEQRhZ0DPazgllQ0Pf1PPgei5Kx0OoWKBTIYIBm6Xszip5TBmDLGPS1NI9zf7eoYh1JGWrpCw5j8qnYvboRAYewSJj6RS8QMi2OoyWd44Ti97sMltdZqvDaLPrzZZTl8tgs53a7WcOh+6vs9vPnO/V774/+/Cj8fsfzN+/1394e/b+XP3DW807h/j7c+mHc+G5neW0Eu1mjEkPPtNuqmX9Kmnf8V7PAa9NzKhj40spsBz8bjpk8QVoPnx7OmRtzH9x0Gum98lE14Oxju86a69011/rqb/ZXXezu/p6Z+WVzqpLXdWX2ytvtVfeaq+82V55s73yekfVjY7qax3V17oq73RX3e2pvtdTdb+n6n535Xed5d91lN0DVN0HVN0fanAbanoy2OA2WP8EUPmwp+JRU/63jXm3GnJu1WRcL0v6pjLtckPujYbs6+0lNztKb7eX3OquuNNWfKM+9+vmwkttJZeb31xpLbrWUni1teRGY8GNhvzrbaU3Goq/bHlzqb34anf5zf6au4N13w03PBhpfDjS+HCi7bvx1nuT7ffnep6sDnltTwSAZkKg82Hg2TDo4gvwQuQ0IKCn5lnjm4etpQ9XRqLAs68x64kUUDoDlslGZfNx+UJ8oQD3RkDIYKASydAYJiZeSE/nENOgq1HTvb5DLZ6T3QHTgKBpQMBcf/BsX8BMr//CYPDUQMBQp1dv87P+dq/BTp++Ns++tmfDPV4DHZ6DnT6DnT4DHb79bX69Lb6AZp+eJu++Vt+Bdv/h7oDxvpDJgZCpweCL+ns8+7o9ers8B7q8hnr8Brt9e9s9u1ue9nb69nX59bT71pQ9zM+8XlVyb2IkCLQTC9yKXll6Dtx+jUamopHJKEQCGpmIx6aS8akUQgqZkEQmJFHwCWRcIhmXSMYlEVGJFGwSjZBII8ST8dFE7CsiNpqIjcYiIxCQUPBOAAQYiIJFoKEvgesBi9Nu20te0J1ALDwCh3qJQYRjkM/RqBA4MgiJCcVgX2KxUWhkOAEfQSa9IOAjIKBAKNAPAfbHwHxwCB8cwgcN9cZAA4nIcAYlEocKxqPCGaREDjWLQynEQ3NWp6Oayq7mJP1zQ9n1ycEnoC1vOOQZGPgEvOOxtfwYtPmYjA0koUPXZt0n+x8MdN6vKvzio66vcgG/Tyz5714x/+VGzH/5Lv+rtKiPs3Nv9JTc7y9zmyh/Nlf2bKr86VD50+HCRxNZ92YyvUrKY4raigt66gtWJgDIzWUOHq7g4HUHfOPRnuVYbD4SWY7FNrXUfiwxHwhtx3s/pxTalHzrIc96yLMecC0KjkXBscpZFhnTLKOZpFSTmGQSk8wSsl6I13IRuj2s9ZBmPWCZ5EyzgmM9FFgO+GYFz7LPsyg4VjnbJGEYxfQzFuaMhdFzcCYB3ioi2cRkyx7RJMBbxVS7lO6UM137rHMF27XPsu8zbXKGS8pwSqh2EdmyhzcJ0AYeUs+D63lwHQ+o4wH1XKCeCzRxd83cXTN318YFmffQ1j2MdQ9jFqCMPISOs6tjbp0xN3TMHT0TYhHgztiIExZYywbvE9aJ66NKIVkj5xzLOFqlUHMkOpRzjve5h1LGkZIo4EF5HLhIgBfwSDwejUwlCKV79j++s3xwmt87bB9cjh/e2t857W8d73/68NMfLT/90fTTnww//En34Sf1ux8P3v64f/6D/L0Z59DBDMqtY9GMjDXAJzTTEOUEcN7OfOzaZOTCUPgMIHSkNaC7yqOt1L2t1L0s87vSjHvlGffKM+5UZX9Xl/+wpdi9vcyju8a7r8F/tP35/ED01nQKfDUPt1NCAleQkZUsfL2I3qng9R/tDWvFY6eycd3+5Ili6vRg6uxwWnc0pT+eNqimjOppo3raeLRoOl6yqFesmlWrZtWiXjEdLxmPFnXyKf3+tPFwxng4cyobP5NNnkgm98hdW7PZU92vemoCG948qct7AKjxWRyM2p1LQW9mIVYzQfOp4IW0nZmk1bFIzFYmD18hITfysdWE7ezF/vDu6qczgDASOJ8MzUSsJG5OvFjoC57tCZho9+6tedhWcqu1+NuOqhtNJZdqC76ozvu8Ou/zqtzPKrI/Kcv8uDrj91WZv6/L+7ou/2b9mweNhU+aix63lDzorrjTW31vpOnJHMB7dThgayIUuvAau5FEAqXgdxJx2wkUROoe7Y2EWUqGZm9Mvh5s9hhq8Zzq8Z8fCJkfCFocClkdD1ubCB/u8hxof9rf9qy/3WOw02u422eo23Og89lAj19/t29flw+gwwfQ4Qdo9we0BwLaAwEdfr2d/gM9AUO9QSP9ISP9QSP9QcN9gSO9fsMA32GA70iv32if/1CfX3+3L6DDawgQ2t7k1lBzq7HuRm+329pyFAqejoSlgHZiF+eDoeB4MjEXjUyGgqPh0FgcJoWMTyXhUsj4ZDIhiYL/S8lEVDwFm0QnpNCISRRCHAkXQ8TEkrBxGNQL8G4gCBiAgkXAwc+3Vv3WFr22Vv22VryB634YWDge/RIJD0Ejn2PR4ZBdHyLuJRH7Co95jUa8xKNf4tDhWGQEDhGJBT8nIcNx8EA0xJeEDsHBA5G7AUTkSzIukkFKpGLTcdD03ZX4gTavkuwvc5M/Ls3/FaD1JnAtGIsIJ+EDELBHKLgHEuSzteS2s/qIiPan4IJW5h/3tt1tqbpdV3Ljo66PEwc/S2n6+HXhb8KS/j7I9++CfH4XG/ZxRtqN9twHI/nuU7luo1kPO1If1qQ/rcwOqMl7mVKZll5fmApoerM43gPfWuRR0EdCxukBX3+0Z1aJTccis0ps1UitKonxUGhVSSzHYsvxnvlIaD0SWpQCi5JnUfIsB3zLAdes4Jj3WSY50yijGaRUvYRiFJFNYtIJH6XhIoxykkXBNMiYZsXF+3zLAd+0zzVK2UYp2yznWhV8o4Bs4JP0PLxRQLSKqTYJzbxHNP4VWBeblU4lx3HIth+w3h1yzxVMh5xileAte1izEGMSoE0CtJ6/e5GRDzLyQWYeyMIHW/hgqxhtk+BsEpx1D2PiI/UciI6zo+cC9SyQgQUz8/FGLvqMAz1lQ1R0MGl1TM7B6ZTC0yPxqUpxqjo8EAnlPL6cw5ML6SIOScQmyAVk+R5FJMAL+Gi+EOOyKv78J/1P7w6/Pxd/OOfZLSSzEaU63FQIpsSsESa+C71bszafPT4QA2h73t4QUF/yuKbwQWX+vYr82zVFd5srH3U3ePS3eo/2hI33RswMRq9Mpu4uFWC2q6nwNja2d4+7JBGsHki3tUcw0xnGZSa9t9O+dzJ+fL/3wzvh92/5713ctw62y8Z0WKkOK9Who9hOSSY1znCM1h8gTmSQY9GWgre6L1iS8RZE7CkebZRFGqBie4jINjy8hYpsJcGa8OB69E41YrMMtl4CWy+BrhWD1wtBK3mg5WzQcubWXMrOQsbadHpHnX9G7I2EF19Hh37+0u+3caGflmbebq1076h062v06Kx2ayq+31bu1lr2pLHouylACHA+YXsifmsiZmUkqqfmaWnq1Z6aZ5itbAwwdWc2Zmk4bLI7YLzTb6LLf7zTb7wjYLIraKI7aKTdb6Tdb6I7aLIneLwrcAoQMj8YMQvwG+/06qx+WJF7MyfhSkbMlTcpN+oKH9blXr6oOvvL0tRPChN/+ybhN4WJvy1L/6Yk9ZuKzKv1b250VN4ZaHIfaPTprvLpqXPvqnky1Oo13Rs80eM31RuwOBK6MBwy1uUzDggc6wnoa/ECNHkMdfn2t3u1VN/r7w7s7/a/qK8roLfTH9Du39MW0NPu29vp398dONATMAgIHAQEDvQE9Hf7j/UHjfUHjPb5D/X49HZ5Ajq8+rr8BnoC2pt9Souu1NZcmpnxRCDiSaRsIiEHhUxdW46YnfaHguPx2Ew4NB4Jj0cjEzGoJAIuDY9LJuOTKcRkEj6RTEiiEVMp+GQiJoGCT6IRU2jEFDIhgYiLI+LiSPh4JPIlGBwKAoWAwaFb674ri56ba35QUNj6itfq/FPQug8WGYEnRGKwEVhkBBEewUa8gi14z/Tcmem5szryAL0RsD3u3l/z1Vj7TdCiPxUVS4C/wkEjSchoEjKWgkqAb8ctTz3vaXpSU/htafY3Bem/rSr6pL/zxurCEwQ4kEZ6ScD64bFeOOQzPNIbBfYBrT0FbbgT0f4ErN/81N2a0i+Lsr6pLbn90eYfija+KF65UjZ9qWTo26rXn6c8/Tze+3eJ8Tcr0t0bMn2aUn2qcoLKCqOKShKzijOTC1NjKnITG8tzhrrrVmeHCIgtMYuoknJOD4T6I7FRJTUcS4wqqVUtt6hkhkORRS2xqCVmldisEpuPhOYjoUkpMCkFFqXAfMg3HfBM+2zjPtMgZ+hldIOUqhOQzBKqTohRcSCnArRRRjPJWaZ9rmmfbVZwzAqOaZ9tkLGNco5ln2c7EFikDLOEbhRRjSKqUUT+SzYR3S5lOuVs5wHXecizK3l2Jc+q5LoOOQ4F42ewRBjLHtayh7XtEcwC1EUWIfqii8HKKsbaJQS7hGTbI5h4GAMXYeQhTHz4GQdqEmANXLx5j2jaw+j30FougrE7x0Hv6g74+qM9y6ncrj9Qy+kqEelMQtbJqadiwqkEpxHBTqVQKWuegR/Ew9sJwCrsdun2TPLCaORoj29n/XetdTcbqy5XZl2vzLxZmX27vuBxZ3XQRFfCxmQhZKkGDZ+kEJb2eFDlAUV3IrSZD86d2g/vDN+/N/7LT5Z/+5PlX34y/Okn3b/8cPLj+6O3DrnDwbXZ2GYD7UxLODpAyMS7Qv4an71Mp85QyVNE/BgGNQiD9OzutG1tNG2sNWwtNq7P1S1PVyxOli5Nla3OlK3Nlq/OlMyN5s2N5s2P5S9O5C9NFixP56/MFKzOvlmfzl2fzl6fzl6fztycy9peyNpdyQav5YLXC4DLWZC1LNRmDnIjF7qWMzccW130KCXqRkzo17HPv0p68XVhyq2uWr+JrtD5wZcLg2Ejrb7d1U8BNV5dlc/ayx8tDr7YmIzamopbG49aHArvqnpcnnG1s9ptdzF2czZ8psdnpMW9u+puc+GNpjc3W4putRTdaSm601h4t77gdl3+rYY3dxoLbzcV3Wkt/a69/EFbxXdN5XdLc66lRH/26vkn4QG/i4v4vLroUW+D+3Cb70R30HhX4ER3wHRv8Gx/6ExfyEhrQF+9V3v545rcmyVpX5RlfFWWfiU/7lJ+wle5cV8Up16pyrlZkX2tPOtqdd7NmvwbbeWP2yuedFQ+bSl1ay1zBzT69rf4tVW59Tb59Lf4DXcGjvUEjQOCx3pCRjqDh9oDAc3evS0+/W1+gx0Bgx0Bg51+Ax2+/e0+Iz2BIz3+Qz1+fR0enS1PO5rdO1u8utt8aqof1dbeHZ/wx+KzGKwSMrUAS8iAIWPnZ4Jmpvyg4HgkPBkGicNjUy8i4NJw2CQCPolETCbgEynEZBopjUJIIWDjyYQkGjmVRk69eITHJRDwiSjMazgychf8fGXNZ27uydqaNwTyHAYLX9/0XVlw215+hoKHEEmv8IRXeORLKixqd/TxdNM1wkqECJuOXwvDLIdQNl7ONt/pKrlSk/nJLMAbv5u5uxI3NxrY3/6wpvir4qwvcpJ+l5fyu8o3X7bXX58eeQTa9ENBg/GYCBTCn0oKxKI9EFA3LNwTDfXEwLwgG093lp9g4b4kvN/qwoOq4i+zEj+pKLz2EeW3rbhPG+Ff10K/LF/9uiLrD1nPvkj3/7r41XcvCqIyqjKyCpOSCpOSyzIzi7NTsrOiqooT68qyelpr5yeGdtdnORS4nEc6lrBPDoW6Y7FB/TNYZo3cpJYZDkUmtcT0C1imY6Hp+P8BlvmQbzrgGBX/YdYZn2iWUA0i3DEbrGLD9BKKRcExSrlGOcsoZ5n22b/EvRi7bDK2Tca2yVkmMU0vJOuFZKOIbJHS/hosl5LvOOLbj/m2I551n2GVUU0SnEmENglRFiH64pN6uxBv2yNcZBcR7SKiTUy0iYlWEcEuoTikVNsexcwnGrl4Ew9nF+K1XJhRRDTskXR7RKeSYZBgz8QENmKFhVh0aNi2E9rZEVxzuC6gdzFQ5VRYAXItenU4YAHgM97i3l12u7PsTnPht701bu1Nga31gSMDyQvTJTvrHUTsPIO8I+Ci1IdMnVpotxz++EH37//q+PO/u/7872//7d/P//yv9n//o/Gn9yfnTqXVItfr9lQajvKYKRURhDw0iwGmkLbwqGUkZBoKHIcCx7dXBreXB7aW+jcWetX8fMUAACAASURBVNbmutZnOi/aWWrYWWoALjeCVpsh6y3QjVb4Vjt8qx0P7yehBijYASqun4bvY5EGeLShPdaYiDkqZo1JOWNy3oRCMKEUTR9Jpo+lMyrRjFo8eyKbP5XP6Q5mdIfTZwcTZwcTOuWsWjqqV4xZjiZMhxMH3J7dpYzOOp/6Yv+KnGd1hd7dtSGLgwnI9QIarGKP3CAmVlN285BL6eDplK3ROMhs0iGzVc3rkDPbpPQmFrpsY/L13EA4fjf/dB9wKKyXUirIu2mg2cjtiRc7k5HbE1Gbo1Gbo1G7s693Z19vjEcsDgSujgTvTL/YnAyd7/ce6QrqbvRsrn6SmXQl6vnnr8K+jI/8ujD7XnPpvZayB20Vjzqr3bprn/bUPRto9hrrDBjv9h7p8OpvdOuuvTfU+nBpJGCuP7C7+klO/OXsuEv5SVeL078tTL2Wm/BNXtLXhWlXytNv5cdezou5lB9/LS/u6pvEayWp35ak3ixLu1aRea0650Z9wbfNxXfbyu63lz/qqHjS2+DZ1+g10Owz1Oo33OY/3OY/1Oo32OI70h081OXf3+nd3+kN6PDqbvNqa3zWWOtWWHR9cjqCyanlCZvQuAIkJgtHzoBholcWwzbWXuCxmThMBhwaj8Ok4LGpdGouHp+GwSTiCT+DRSImUynpJGIKHpdAJCRRyGkUchqJmIInJOLwCXhCIo6UBEO93tgJmp53n5p5uLntj0BFIFARO5Ag8G4gbDcQCvKHo0JJ5BgS8hVs3neh57YImy6jFmI2oiCLgciV0N1J/40h3+GKB805NypTrxQlXSrOuFaadS0/5Q9v0j+rK7k60PFoftx7ecZja8UTAw8j4yLxqHAMIgIG8UYh3DGoZxikDwbmgwQ/wyKegjfc1ufuI0AeFGLAzvrThsor2cmfVRVf+wj3aTHu0xLop5WTl8qLr+QFf5IRcak24UZz1L0IT/cvwqLdc3OyigtScnISCgrfVFXn1dYW9vQ2TEyMQXe3sfA5AQOsEHL2xUKdWqJTS/QaqV4jNWhl/5FGYdDIjRqZQS2+yKiSGlUy45HAeCQwKPlGJddwyDEqWIZ9pmGfqZfQzkQkvYRyJiaoeKhjHuZUTDkT00wyjkn+8+LRKKMZZQyjjGmUsrUiik7GMMo5RjnHIOHoRCyjiGuW8B0qnlXJNu2zjXKOWSGwHezZD0X2Q5HpkGpUkI0SklFENkvIln2iXo47kcHNCo5BxjRI6QYpVS8l6SREs4zkUFJ1QopRTDNL6CYxxSwhO+QUh5xkkWCdh3DHAcQm3zZJlvXCqWNmrxBdS9nJh0zGbo9Gz/c+76v3bK9wbyx6VJf/sL3cs7XGe6A9fKjz1fRQ5s5yNRrcxSBMcCgzCglJJMAr97l//vMPf/7zTz/98e2HH+0ffrRbnCazw2iynp7qj4/UUuk+jy+ksLkEAhGMxQGRqE0wZHlna3ZtZXRpYXB+tm9hvndxoW9psXd1pX99vX9ro39nu39nux8OG8cgpgiYGSppgUVfFnI2JcJtmQh4IAUeynaPFRDtEcKgxphPsDYdwWEguYx4lxHvNGKcRrTTiHQZYC4DxGWAOPVgpx7s0IEc+l2Hfseu27brtu26TfvZmu101Xa6aj1ZtmqXLJp5i2berJ6zn0xaVONW9YRdO3MiHiYCy8bbI5oL3RuKfesKvWvynw02RqwMJ26Nx2PXMnnoUh66hLCVhVzK3BlPWup/BZyOl9HqNHvN+4w6Pq4Mv5W1OvxiZypGRKpyaoaMB208XAELlYPbTgDNvoAtvkKtxsMWowmbKbj1BMJmEmE7mbiTRIWkspAZDGQqBZqI3YzdnY2c7nneUu5ZXeBe88atpfLZaE/o2sTztYmQnfnw3cWIzbngzbnQncXwrfnna1NhCyOBEwDPofYngMYHwx1PJwDeHTV3spJ/F/fyV0mvPsuMv5SVeCkz7sv0mD9kJ1wqf/MgI/FqmP+vg7z/PubFx1nJV7JSr2Um3yxIupkdeyUz+lJWzOXM6Evpry5lRl/Jjb+RHv1NdvzVwpRbJRm3yzPuVGTeqc6+V5f3oKHgQeOb+42F9+oL7zQU3e6sduuqftpUfL+p3H2yL2x+NGx+NHQS4L8wFL49E70z+3p1+sXaTCRkPQm8lgjfSkVspyJ2ktGgFCIih4jIISFzSchcMiqHjMqhoHMp6FwsJIUATychM8moLComh4bNJSGzMeBUzGYCci0WOBu2POy7Ph4IXYqEr0QBZ5+vTAdvTQWDp8LXAM8XusPmAYHzvR7TXfc5kFhA+6Wais8a8q/WZt8qyLiUk/F1fupXBWm/L8q4lPris+DHfxsX9k+A1ocTI4+Xljy3173gkEAcOhyDDEHCAlHwABw6hIB9jkP7YJA+WKQ/Gu6PQQSgIF6Q7cdYuCdk+/HyzK3N1fs4tA8Y6N3ecDM7+Q9lebc+2r3SuHalZOxy9ZtPS8M/yQ/5uir2cmfW1e7XT17cvPrpP338dxFh4W+yY+vrclvbGpqbq0f7m5aWurd3ZrAoMJ+GPRBTDqUs9ZHsVC05VUvONNKLdFrZRRdg6TVSvUb8i1lSg0qmP9rTHwt0R3yDkm845OgP2DoF6wIsnZiql1DORCS1AKcW4E5E5DMxTS9l6aUMg5xhkNOM+3ST4mLa4hrkDPMB23bItR1yTXK6UUK5yK7kWQ84JgXLfMC0HnMsarZFzTSpGQaFxKTYM++zbQq645BuUzJNCsaZlG6Q4ywHVNsh1yrnWmQcu4LjVDIcSsoPJ9zv1fS3RzjnIdgqXznhD8spzUJMJR6YA1qIn+0L6qt91Fx4oyHvUnvJzcH6R4Aar/mB6N3FPNh6BR7SSkH3C+kLWink5IBlUAn1KonlRGk5OdbsixUCnozPUYgpdAoUvLPAY5PEYg6PTydS0DgiDAIH7kI2NneWl9emF5cnFpZGF5ZGF5fHVlbH19Ynt7ZnQeAlJHwVi94k4oFkIkjAx+4J8RIxQbFPOVbSTjRM3RnLoGcZz9gmHcusZ1tNHLuF47Jx3jp475zccxvdZaVd9NZCOzdTL/r/C9aFVv8ZLNPRqFU9YdNMGw5HReTm7emk3lrf5iK31orAztrgrprA8Y4XS4PRG6MxmNUMDrKUBX+DXkuDL2bsTCYv9kWBZhP32U1aaZuEUsVEvEGtpi4NhEHm4w9YTbbjfq24UUAopELTsVvxkMUo8EIkYjkWuRKH30ohbCYRd5JIwGTSbhIVkkpHpFFhSYTdWMTyq82JiLGO4OYyj9rCZ7XFT1uqPaYGIsBL0dCVaCwwkQxLI8FTaOgsDrGAQyzgU4romGwyIgMPScGCkuiYHCoyB7oW09vuWVf2XeWbu81V7q21jxsr7taV3qopvlX25lbi689DfP5nqO+vXoV9HBf5SXLMF+kJlzITvsmI/zo97qu0mK/SYr7KiPsmK+FyVsLV5Jivk6K/So3+Oj32UlrMNymvv0iN/jIz/lJG9LW015fSo79Jef1VTtL1zPhrWfE3U2Ovpbz+6k3G9ZyUL/JS/5CX8mVJ5tWynGvFmV9lJ/0+J/mz0twrxdmXyvKuluVdLs+/VFV0uarwelXh9eqiG9VF12qKr9cUX68tuVFbcqPizTe1pdcaKm7Wl9+oK7t+ca0uvlJT+G1l/vWqghtVBTfKcq5U5F2pKrhWlnMpM/nXBWkfl6R9WpVzuTTzi9Ksz0rTfr09EbQACAny+VVY6KWIgM+Cnv3j8+BPU1K+rSh+1Nb97dyM32Sv15uY39VmfglfjSBhorHY10hoKA4djsdEoBHBCGgAGhGIx4QScWFEXCABE0TEBqPh/iiYHwLkAdq8jwS7Q7Yfr83f3Vp7gEF6gIGenU3fZid/VpZ/86PyTzOSfxMd9psYn48TQi8VRV5pTbwOyL7XkRAYcPXaJ19c/9VXl/7m0b1fx8d6AvoqF+a7d1ZHIaApHGGVQoWL+RzVvvD4kH18LLoA6z+zdabZP9Psn2lkF8PXzyOYSqZXiXTHe7rjPd0R/0zJ0x1wdQfcMwVHJ6EbZEydlHYqJp2IiNo90skeRSehn0oYZ1KmTsbQyxmGfabpgHOxorTs71n2BZZ9gUnGMUgZegnNKGOY9xkuqdwlEzsVApeS79IIXFqxVSUxH0msWr7+gGXcZ16cIjLvswxyhuWQ5VQy3qrY7zXcDyec70+Yb1VEgwR4xF7gYSpIu9nQ+Zj10ZDpLre+uptd5d90VXzVVv2kvyVgvj9ue6oAvdbMgk0cUIFnfPweAaYR0m1amVErMp1KtEqu5pCjVXL3FSyRkMJh4RhUDAEL2Vqfm50cWJobXZjtm5kAALrrx0d6VldnFxYnZxfGVzfmt3dWgLtrEOgWGguiUFAcDmFvjyaVMY+OhceqPY1WcnomNRkUVrPSYVM5HcdOx7HDfuiwHzrsBw6b1GEX220iu03otAqdVqHDyndY+Q4zx2Fh2c10u5nuMFPsJqLdRLQZCXYD3m7A2vQYmx7zi1YYpxHtMCBcBpjLAPsPrXQgh373F622bWcbv2i18r+AZT6esGmmzccTh7xuJrISNJ861hbSUvxkoPnFTH/s2njC9mwScC4ePJeA28xlQiso4Bz4UhJkMX17KmW+/yVoPvlI0H663y0kV5ChuZClxLn+UMxW5okUYFQCDgU1AlIpDpiC3IiHrkSD5l9CF6ORq/G4rRQSMJkMSqaAU8igRAo4iQpLIoLi0JtR27MR80Ohfc2+jaXP6ku96krc22o95sdf78xFghajUFtxBHAyAZpEQWYwcbksfJ6AVsDAZTDxmSREEh6SyMLnsAm5FGTa0vSr/g7f1trHwwDf2fGguYnA5dkXi1MvAR0+hTk3spKvlxU8qix6XFpwt6rkYWP1s5qKR5Wl90sL7xQX3CrOv1Ocf6cw91ZB9s28zG8zU66mJnyTlngpOeFyUvylpPhLKYlXEmIvJcZdjn39VcyrL2Oivo6Pvfo68lLE8y/jX33RUO3Z3uxVW/4gL+NKXsaVsje3Giq+e5N5qSDjm8rC2+UF31YW3q4svFVdfKu27FZR9pWi7CvFOVeLc66W5F4ryb1Wmne9NO96XtoXxTmXy/KvFedcLsz6pjjncnHO5aLsS7np3yTH/j4j+fOC7Mu5GV/nZnxdUnCtrPBGfsEfqspvlhVea299WFd7raH6MqD+DnAsLCP2i6Cg3/gEf+YX+LuIF7+JjPnnlPRrBdlP2wbdltdCGJjM5U6v4qi/XRu8yyK+QiPDCZhIEj6SgH2BRgQjYYEYZBAWFYxGBGIQfnh0MAETgoL5ICBeKMhTOOgRCuoG2ny4vnx/Z+MRAu4OAXl2t93KTfusNO/6R55/8Lv3myj3K/HRbhkxlyuTrw9GP6z2fxoRF3n15r3fPfa7c+Xq75/eu3rr+j+EPL8yP9uKBC8R8GgGmyCQEGUyvlIhUqt42hOpVi256EQjPdFIT7Wyn9Psn2r2T7WyM43sTCM7VUtP1VKdSvozbaq902PhqVJwqhScHvBPD/inMo5un3MqZ5yIqWdS2qmEphVRzqTMUxnrVMY6k7N1+xzdPkev4BoOeIYDnv1YYjsSWw73TAqBXsG/uG885JsOeEYF13wgtByL7RqZXauwquXmY6lDwz4/FbzVCF1HXOcB8/yI5jjCmfahOtmCnNVNQeSDVyMXRp71N99pKrlSnft1a7F3b/Xz2e4U4GQ5ZqWDARqXEjY0bKTtiPX2RPCDQfKjUf6jUfG9bt+lFpkVHB4BTkft8mlYJglFwiPgkB3g1ura0vz84vDYRM/IWM/wcNfISPfQQCugu35qrHttaQy4OQfeXQIClwUChnxfeHQsO9Ufn+mO9cZji0XrcOhcLp3r/OzceepynDhdWqdL63Bq7A61w6ay25Q266HNemg27ZtNMrNJajGJrWaR1SK0Wvh2M99hETisfLuF5zBz7Gam3Uy3mWg2E81qwNuMBJuRYDdfHM3Bucy4c8tfa4VyGBAuA8Kphzr10J+10oHsOuAvWm39v4JlVs+Z1XM29axDO288nBDTmqnQUhqsArmWO9ISNDcYD1rIJoKLWOgSOqKQBMwl7xYyIZV4YBZ4MQm2nLkzkzzb9wK0mHQs6jzd7xZSqwngHNBSwvxQKBn2xnQ8YjgCKPfq+ORS1HYifC0WthoDnI8CLb6Gr8Xjt1NJu0kUcAoFnEQGxZMhCWRIAm4nFrEWuTIePg4I7KzzqS/1qCvzril1b6nzWJqKBS9Fw9discDEC7BI8DQqKpOGzuJT89nEbDYxm4JKIUCTGNgsLimfQ8wDriQOd/u0VN/rbXefGPKdHPYb7fMHtPpUlt4vyLpRW/6krzO4pd69rPDb+sonPa2hQ70hfV0BPe2+vR0BfZ2BvR0BPW1+3a2+XS1+HU0+LQ2eTbWezY0+rc0BzU3+DfW+TY3PqqsfVVU9rq11Lyy8W1vnVVT88OXLTzLTL42NvlxcjO3r829qdGttedbd7dnd87S9+WFr48P+Hu/eTu++Lp/BXt+RAb+xoYDhvsCLRvqDRgeCRweCRwdCxwafD/X7jw4FjQ0HjwwGDg8EjA4FjQz5D/b79PW6tTTfbmr8tqvzQS/g0eCA+8S4z+xM4Nyi/9Cw18io38JKyMp2aF/v46qcrxozvykv+Lq27noz4F7fhMfguNvQiEds1CdBz7586vZ/5aR8TtrJnG/xLo/9p8H6z8iY50h4CA71Ao+JwKHD0YhgDDIEiwpGwvzBQE842AeDCMQiAxEQLxj4KRr6DAV1Q0Ieb6092Fh5uL3+EAJ+BAF59nXfyUv/tCjv0kdu7l7ffPK4MiOttyA7+Hdxcbfrn3u4e4f+92C/v3/49Heevvd//X9+fOUfvvO4dfvZk9/EvHw0M11LpzOpbDZdhN6TkZVKoepIqFGJVSqxSiVWqyUXaTTSi7TafY1GrtHIT9TyE7X8grMTjfREI/k5lVh7LDpRik6UIu3hnnaff3og1O5ztTLmmYJ1ImdpxPQTKftMwTlT8P463QFfd8BV79M0CvrJAUt3xNUfC3RKoe6Af7rP1WqZahVbdSjQHor1x1Lrqdhh5LmMTLsK5ziG62TLYnInebcQPJcw1x862OzRWOzVWPK0tdId0Og90flyfSwHt9HJQ82fSYgOFedHo/yP5sPvdfsurfTCR6daZpDzjoW0Ay5JQkexMDt40Dxqa2ppsKu3oXxmqGtpenhqfGBsuG98bGhqcnRleW59bREC3kHDIRQihk0j0MkoHgsvl7IOFbxjpZDPJ6vVsg8/2N5/sL//YH/73nz+znR+bnQ6z+wOrdWmtllUVrPSZlfZ7Cqb/chqU9ptyl/AUtisCrtFYbPIbRapzSJ2WPbsZr7dzLdbeDYz125i201sm4lhM9FsRorNSLnQymYkWI1YuwFt06NsBqTNgPwrrVB2Pdz5cz+DZT/bteuAtrOtX/oPsCzapf8MlkM7L6G3wJbTCcAiDqYesZK3M5sBX81hoSukjHoRtYaNKqZBSuiQCtxOJnQ5BbGaDZxNmekL311IPBZ1amXdQmo1bjdrZz52cSSMgS42HQ/pDrtVkmYOoQS9kwJbjQMvRV8cPISuxBJ3U4nARDIokQJOIIHjyZAEEjgRsxkLXo6cGw4f6gxsq/WpLfOoLfOoKXVrqfNYnIzZmYuErkSjtuJwu4kEaBIRlkpBZtAx2VzSGw6xgInLZWBzqKhMOiaHTSigobM3Fl+M9/sOdXkPdnp1tzxtqXlUU/ywLP9JduqtzOTrNRWPBnt9e7ueNtV911jh3ljm193sMdDpN9wT2Nfu193s1dPi3dvm29vm19Pi2d/h29fu09Xq3dPuOwAI6e0KbGvyHOj1H+wL6mr3am/z7usNaW/zKSr8Nivzm4EhPxzxDYNTBoYnrW68Wt14tQuNB8Fj1tbClhZDd4ExwJ0Y0G4cDJqEQafjcOlIRCoSkYpCZqCQGWhUJhqZjUHlYFA5aEw2Cp2FQKXBkalIdDoamwFDJG8Do3e3ngM3Q7fWgnY2gyG74VBQBGQ3HAGNhKNCobAoMOQlCPkciY9pbbpblPzFcI3b/LAbbOclAvECDPOHgsLq39xwv/pR4IN/CH7wj4H3P2p+cx27mtFadH285x4SHIpDvcAiI7CoMDQiFAUP+gtYoB0PBNgfBQ1EQv2gu56QXTcE6CkS7A7eerC29N3qwoP11Qe7wPsgkMcA4F5e1udFeZc++uLSf30V8Fs54fk+NvjFw3/2vPNPK/OPZYKA4c5rj+/9H6F+V71u/I803xuwqZrowE9vfPpRS90tOLgHS9jhSrASBVlxyFcqJWq15Fgt/ksqjUSlkai1UrVWqtbK1Vq5WqPQ/Jz8Z9FOZGqtVKORqtUSzbFUcyzVHEk0RxK1UqxW7qkP+JpD3ukR70TJVcvYKinr5/nrQHh6IDxRCE4UghMF70TBOzkUahR8tYyrkfPO9gWGQ5HxUGQ8FNlUTLuG6jwhOjRww/7qPmOQDq5DLb6Z7AkG1D9tKrnbWHyvpfQhoM53vj8WtlzIIywc8sBmJe3dmfQn4+GfzKo/mVU/GpSuU4XzZN94KDwSUCVMtJAKZ+N3KYh1+PoYaGloc3pgZbRvcXhgcXh4cWh0eWRyfXhkuKVlZ26aTcFx6EQ+hyoSseVywcE+V6uWnGkVWpXsTKvQn+yrj/jHh1yFnKM+FmlUIpmcxReQHI5Tu/3M4dLbnTqb48Ri05gsx2bLscV6ZLUd2+wqs+XgL1nM8r/ktB06rAc//wnLIrabhTYTz2bmOi18p4V7MV5daGU1kC16kst6cYqQ7LAQnCa804R1mNAO089UOQwoux55AZZDB3PoYPaz3YtsZzsXWllPN62n6/+fYGmmLapJ5+mcjNm2OvpqaSiKtFvOgNdDlzLhK1k0eImQVC0kVLIQJRTQGwqoCL+VhVxJQ2/kAGeTZ3vDQQuJR/wOtaRTSKpGbaRuTkWujUdwsGW6/d4TWfuRsIGFKcYBM6ArscD5KMjCa9hSDGz59c9ggVMo0OQLrfCgJMR6HHA+arr/RV9rQFuNb03ps6pi97pSt44Gj/mxyL+AhQUmXIBFRqTTMdkc4hseuYiJy2Ngc8mIDCI0g4ktYGDyd1ZeLIwHTw6EdNZ7lOffLs6+nZt6Ozflfnb6g4ykb/OzbrQ1PZocC5gaCWyvf1aUebetxm2kO3h68MVAu39H3dOuBs/eFt/eFl9Ay7PBTp+hLv/eNu/eNu+BTr/eNu+2uieA9sDuVv+mGo+OJr/meo+Kku/Kim73dQfu7MYSyNl4UgYQ/Gpt68XS2vNtcAQI8QK4G76xGQyHx8DhcQhEPA6XSqNl0+k5RGIGiZRJImWSyTlkcg6FnE8h51PIBSRqLoGcjSWkYfCpeFIanpQGQ0Wvb4esLvqCd8IhwAjgZihoO2x3O3RnMxgKikCgAkHAgJ0tXwQ6ZG7JqyD367LcG4D6eytjbridcPR2CJeUDpwJzQj5m77yB121D1ry71Snfxn66KOdmfCJbq+hLncCKhmLfolHv8SiwlDwEDjE/2JJiEYEwiG+oC1v4Ibn9vqT3S13CPApCuKFhnqDt54sztydm7yzNH93Z/s+cOfZAOBeQc4XxfmXP2qp/pWE4GYS/uad8hM57dbG9N85tPd/Or37o9GjruC/5bz6G/rGIxPnsUMauj74h83B+3LSPSHlOWw7B4Oa43LJwj2ORM7fPxYeqURHKtH/YpZKI1Fp5SqtQq1RqDWHKvWBSr2v0sjUaon6VKY+lam0cpVGptLIVCr58bFMfSQ7OpYplSKlUqg+3tOqhJpjgfqAq5SxTxS8E4XgRCE8Pdi76Oxw7+xQcKbkGZRci4rr1HJcWqZViT8TgY7Y6wJIF2mlbGsoarLZfaDqTm/lvf6qp4PVvpOAxM3pUhJkRM5A6PZ5zlPlDxbdH+3G9xb1O7P2/ExrOT7SK2QnMt6RkCBjQ7nYLSp0CbE6tjkDWB7tXBjpnBlonextWh7t3J4dgK9NY4CLFMQmhwQTMbFiFu6QB+EQVjmUHYteYtTvn54eqDUKxYFEfSQznB1rNUrloUx1rNBoFGq1THm8J5EwFQfcQyX36Jgv3CMZjId2+4ndfmI/P7O5Tm2uU5vrxObQWh2q/5uxu4yuMk0Tvc95z8yZ6dM901VdXVC4uzsEC0mIEYg7cXdXCJAQIsSJ645td/fsuHu26/NstyRQXd3Ts2adNe+HTaVoe9+z1u9DPvD5v6773tf9YN6Um6ySX2plEX4ZrCwiq0W4ZRFvWXeCtWw1LlgM82bD7JZpbss0t2ma3jRNbxomrIYxi37Eoh+xGsashjGrgWc1cLeNHNuRcNvE/Ktg2Wr1t8Eyg4i/DZZJ2f9VsDr0kmazolMwWw5tDWx+54poj6LDsokDMZTh+GlK/gKzaJaWP0XO4mFTOKhEJiyWDo1jIZKxXRH99V5ESIR4rly19mGVV0wdjoC1euH7gjfGX2nWPwCr70UzxVOUdA46jjIUhun2xfcFUIdCqUPBXHTUCC5qjBgzRor6Ml6hwwiDofAO39Zqzw8lruWFzq+yHxek2b3Oe1hT6tT70QfT50+GhtCQoQz0CxY+jIWPYOEjRsgx0+wU25A1Tk9g4SMZ2PAxWsI8L3N6JAUJCax+45CfcrMw/W7ZyyevCx6nJ1yPibgcF3U1Kebyy7x7nS1eg93+jdVP3hXde11o967kUVWZk82Hctcvm+7vXWorXGsrXGsrXWrLn9g+5/ChzLHpg+/bIoeyl051lc/Ski5UlTshoJFEXMIoN32Em0ylRqBRgXBkAGTgGRLjjSV6oVBeQ0NuBEIIHheKx4VSKVEjI4k8XhKLFWvDZiWwWYkcdhKHncJhp3A5yVxOEoedyGbHcTixDEYkBuPT3+8MG36GxwYQCQEYtDcW44PF+OCw3mRSAJXug0M/xyKd0Sj7RuZymwAAIABJREFUho/34hMupqVdhME8hvse9tRdGqy/Qx4IhlQ5dJRcaXt3o6frGaT1WXetW03h9ZLkg5Bal4GmgLmxfBjige1ZD5X0lIh7QsI7U0kuVJILCe+EHLYf6LnV13kVCbUj4RwZRBcW+SkR5dDbca2l8WJ3x2Uk8jYaZV9Xcysj5UR22tld6tUTuuVTnwSn/lNy7P/Ijv6n9PBn4Z7/Np/8L9Up1dJRxdyZH1ev/mH2+KfVg/8BXjDzz/xx/Yf/AC5N0tz6PhYTUcTp6cmFjdlF0bREsWIjVa7ayFRrMtWXYMlVYplStBMsuXJNBm7IQIFcxZer+HKFQCbny6QCmVQgU4qEklWJbFmhXJUrlpTyJYVkSbg+rRDMKgTzSsGiSrgCiFbVklW1dEUjW1ZLCIo1+Pp02xTzDR2RAG3x+Fh6vSL3WEnCzYos5/Z30bie8mn6sGSZpZVPGdWzfzQo/2xW/dmq/GSSGMANULoqE66KN1bEy4vLk+MTLCqTgCZAIbCe5oH2+v622qGmdwMNpdDmSlxfEwPeO4qHzrLwq+N08TxXtjSq5s+ZFGuboMACisyA0AKKjNIV2crEJIcIKNdBjRjQSDV6lUwhFosXNRqJQilUKIUqtUQBCORqvlC+vLI6LhDOyhVLCuXi2vqoQDi9uQX8+KPetA2abLXaBizbSvOWwrIlM29KzRaJ2SIxW0Vmq8hqsRFaLUKLUWAx8S0m/qZpddO0vGlatJ0HbYdBq3Fq0zS5ZZzcNk/afhncNExsGsdtzbJ9ZGZTz9jUM76q1d8JlgXE/F8GSy/9qBN/NCvaJYtVeEhUa7lHV7X/8MdIUn8kG5myxHqzzH47SyucpeWPEVKYiGjaYAxjOI4FS8J2hg80eBMhEdK5cvVazcZ4CXU4AtriSYdFyebL9YI6YPX9xkT+JDmdg46jDodju/xxPX7UoVA6NJSLjBwjxk+Q4ycoMaPESDYugoYIw/YFD7V4t7x/Xln8pLzQ+WWWfV7Knbd5DxreufR+9MEPBNEQYUxMOBsXMUKOGiHHjJBjJhiJU+z4SWbCDCd5nB7HJUXaJq8ZTur8eBYSElSScyc18lJh+t3aCo+6yqc5GVeiwk8nxt5IiLyRn2nf3RqKHAzv63je0+JWVelSmH83L+fWu1Kn+lrP6kqP0jdOpW+cKsqf2v6oLHMtf+v4pujBu5JHtRWuVe/caio8SkvsC3Nvlry6i8PFTs8U8MbSxjnZHGYqmRCFgofAoSEDEB8kOhCB9sKgg6DD3kRCOAEXhcdGUsnxI9y0EW4ai5nAZiWyWckcVhqHlcZlZ3LZWVx2FpOezGGlcdnpbFYygx5HIobDoD5dnc5Yoi+O5Icj+WEIPmi8NxrvhcJ5ovFeVEYElRxOwnoi4Q4V1XYhEWfz39yHktxIFM/qV5fSgvZ8KLr+oeB8dfrZt5nXUrKuJqedSYm99D7rfteb+405txn9mevzZVDkHSLWjUJ0p5KekvDORNwTIs4Rj3mMRjxAwxwgXbc6Wy7AB+2IGCca3oWOd8dCHTpbrzbUnGtvuYhA3EEhH9V+uJmZejIn/dwuw/jez+tH/lNx7A/yQ3+QHf4s2Lu5+rv/Vh78SX7EvPa9Yfl35uXvfhTut27stgq+Nwu/+2/5if82H5GsXEMOxPR19uLwY7ypqbkN1rJganlDJBDxJeJphVK8LJUK1GKpemlDPidTr8pVywrlMqDgA3KZWqFVSXSAWiQH1iXAskS9IgZXRdIVsWhdIRFLFetS+YpEsiSXLiulayqpSClRyCWATLgKyha0So5WjlYJ2oWzlZPUbDo0rqvyWV2JQ3new6qXzm0fgoZ7UsjYkhF69foSUymZshr4P1rln8xyq15q1kgsWrlCuCpZX9yYn5rlMbgUNBk1gBnsRPS1QCHNgz2N/V31/V31UEgzHtnLJMN5TOzaJHtjmiucG5UuTarW57SiZYN0zSTf0MoWdbIVnWxFL1/VKVb1yo0vpPNqyfz8BFm4Pq3TiDQ6qUav0BlBAJTJFQKxZE0qX1MCAhXIlyvXRJJFiWxJpliRK1ZA1bpUvLC0PKozSLY+qc1bgHkLsGyqzFaleVNussq+pMoiMZnFNhaz0GwS2BjN6+YvVi3mZYt50XbdbvtlcNM0bQvWzldlNo2jm8bRTeOI1cDd1LM29axNPcOqo2/p6bY7rJ/Pg4RNDcGqxn+ZsDQYK4i2gkgLgLCAMAsIMwNDNibVoEk1YFINGJX9RmW/Ttail7cbpZ1mac8EuXDoYwikMRDeEYUfjp9h5C2zXi4z307T8ycYiSPkGDYqbgSeQx9OpsHjMX1hkEZ/THecYLzSLGyamygiDoZBm/3ZpCw5v0Yn/iCcL5uZeDfCSOdhInjDEdjuMNRAOBHqyUR4jaJTmbCoUWIkhxTGooRTCS/wSH9Im1t37dPKEo+KVy6VZfYFmXbp8TffFNxtqfTprPMd7g0mob1ICBcOIZ6CDaOSX9BIiRxa+AgrZmY0Y5KdPsfNmmAkMYmRREToGDNzcaIQ0Rf5JudpbNjZvOzLzfUeTbUe+emPosKvxsfcigw/npFyoaXRCzroC+ly7etw72r1LX/zIDf92sv8a+9fu1S/f1hdbl9Z9rCq6kp52Z3q8mcfKtyqKm+/eXXz7cvHFe/sK947fah5kJVxLTb6NBwatLhQODmex2Xl0ekRXG4MhRqIJ/sjkKG9EA8Y+gmS4IxAPMfj/UmEGDw2Eofz43Dix3jZPF4SlRFFZ8YzWcksdgqTnchkJXM4uSPc4pGRfA43i8lOYHLiyNSoIah3D8R1GO6BIfjgiAFESiiWEAhDeqHR3ji8DxrznIqPYtKCiZSncIxrde29oPAfsosvD2GCOYywEVxkQ/6twtDjWaGH64vu1GVfLo08WJtz9X3qjVDnf/v4zj4/5SwFkboy9ZqE9iLhXYlYNwrBg0Z6TsY/xSDt0YgHeMxjDOrBIORGb9fVns4rSKgdGe8EG7jX1XKtr+NOR/PFrrbzCOh9NNypoeZKfuaJvLQLu6wzh35cO/JHyZHPokN/lJ34SXR0a3nPf4oO/rhxZHv14Nby/j9sHPqT8OgfRYe3BHs3+Xv+W3Pqz+qDP2rvUZEPIM3BXNqbMU7x6kLNmnJ0Rb6+KlsSSWckcoEQUEm1MpFkWawSi1UiCSjkq9Y2lMsi9bpIzV9XrMj5a0qJQKmQKBQymUIqUUrFColILhYrJAqlEFSt6lQzFvXElnZsE+AapHT+TPMUo5QATehtft7w7l5F0fWKwts1JQ/7PibS0e83ZhEayahZuWoBpFY1uKnWW01CnXpFIZ0TC6YFa1PL87zJUTqHgSehoRgoZLC7ubultvtjNaStDg5pwQx3siiIURZuYYopXJ1USZa0ynU9wDeAAoNiw/beSCtd1UhWdm7QbLXSyVa+bMMqN/TKDZ1qQyub10gXVmZYGysTWrVQq5fZgqXWKBRKoVS2IVOsq0AhoBYoVOsS2bJMsaICNxTKVVC1rpAtL6+MyZWrlk3V3w3WTqpMZrHtSPg3wVq1mFYt5uUvtTIv/Fyrvx8s22aDLVhWHd0WrK9v3H+u1f9tsGy1Mir7DYo2jaRFJ2qzyvsWOW8xPVHwjoi+hiACLHGOVcAfezNJyh0j548zC7mkXDoig4vNmqS8paNK8NDc/o5gPDxCslD/WUVcnmnE9ydBWwPZlEzBcpVstVS6Xrq8UMFl5dCHIxmQCFRPGBGZSMPEjhHjmYiYcVLcBC2RQ0obY2WPsovouIKhzhftVc/KXz37UBrU2hBaWeqZl/awJMehpyFmqCMSj8yg42OZuHA2JmeE+nqM/YZGyGdQwsa5SdO8jFF68hQng0mI4VCSiKh4GjZ7nJ1CQoc21wbkpj0uznVqrPGuqXqSl/YwKc4hKf5eStLd9JRbHypcujt8u9sCmuuf93a+gPWntzfG5mdfL8i+V13+rKkm9EOFW2WFY/k7+3dvn74qdC1741pV7v+m2K+05HllpdvLl48y0u/UVQdPTzSKhG0sViYCETk68m589B2OEIaj+BHJyWhUNgabQKZHkyhRaFwgFhcJhYUg0D4sbvzoWA6TE0ehR9IYcUxWKpOVzGQls9hpHE4ub6SEy81jslKZ7AT2SAKBFN7X79Hb74bEeGMJ/hi8H44YhCcFo3H+aLQ3BuuFxjynkEKZjBdkqg+G4N3e7ZSWfSz35aX6VpeeAW88NhLa7ZsVcdjP/p9TfPbWZl5uK7zGxcSP4bNSQ4+/z72fGHTiZbrdJCuHQfElE9yIWDci1o2Ecyfh3AlYJxzaHoe2J2CdkLBHg5A7XW3X+nvuoqGOAz13Whsv9HffHOy92999GzZ0B4N0aKy9npdxMj/94q4fl4/9YePIj/wD2+sH/iQ59R/iM1tLhz4vHbROH/zD0rGflo/+l/DUnwXH/1Ny4kf+IevK3v9Q7P4zcGBLuh9cPCkavSGZuqZcuisac3tdF0+ZIs3L5hb4Y3zJ+pJkZV02L5OtyRVikUTIl4r5UrFIIRMrJCLxBgjIxaBSBCjESrlEKZWqxFKdQKJfFxtWN/WACeSrxBz+Qv80t4yKjRvsdG+uuVNbernh3e22WpfhzhgqsnSaNShfnbQA0i2DalOvNGtkGpUQVPAB+YZEsLi6NDk7RRth4YjYAcRw53B/+0BvS3dbY/vH2oHeFthgJx49yKVh5sYZG0tjMsEcIF7SqPg6UGjQiI1aiVErMWjEerVICwg0khWNZEUrXbU9OTIoNgyKDaOSr5Wv2OgUqztr/XqAr5EuaOSLwtXx1cVRNcDXGeRqnVxrUGq0SgCUKJRCJSAANWK1VgSoBXLl2k6w1MAGqFrnC2b4wtmfg/VLrUxWydepsvm5Vnyzif/3xyvzwpZ55h8Ha8T65TD4Zbz6q2Btakh/MV79TbDMAPQfBcsM9mgkLVph66YCwp+sIg7E4yDxQy1hBFjiGDl3jpEzRctiYPPKX/q0fEjobkigorIz4277uJyPeeFQ/yEUg4j6UOoa43s3NuJmW/ULFCRifupdX1tccfqNxbF3xXlPfb2Od1T504cSyYjMnIxHPm5H3mY70rGJk/REMjI6J+kOaji54q2X95PLxenObR8Cqkr9E8Md/Z6f83Q/kZ7kmJvqEuJ52c99b2ToVTw0s/ejX4DbQW/nc8GeN2Jf3MZhgnmMxEluxiwve5SZwqUmjzALqsq8vD1OzI69HB9NKStxtL97wPHB6cSYBw11PqmJ9x7dO2Z3+/eBftdzs5zLy1zqawICfc601ke/KnL2dDudFOVe+totN9M+Puqez9OrL4LOvi/zLy93ra4MCPC5nBDtEBX6+LHdGS/3a9lZjpkZj/PzXIL8b0SHusGGitncXEj/i/goJz/Pa5D+cCI9DIPNiQqz93x2uqkllMHKQmKDkZiw/sFABMafyY3njefQ2bEkSiSVFs9gptiaxWKncbl5o7zXXG4enZHM4iSyRxLQ2OCuHre+AXccMQBD9EfhfdE4fzwpmEgJReN8kahnaIwnjuSNI/mRqCF0VgSO7A8Zdu/odn/99mZm6oU3r26+LLpUmHX+XcEDX6d/S4k81lTzuDjvaqjv75PDTiUGnc6Juhv+7FhLrROD5m2bsHAoZyzyCQHjSia4EHGOOLQ9ieBBxLohhu1bGq42VF/vbXs42GPX33MFCb0NhTzubrkLHbpFIT1pabydmXQ8K/Xcrp9WDv9p4/CntT2bK3t+Ehz/I//01vwh6/R+PeeHP8yf+NPS8f9YP/bH9SN/Eh79ceOIeeGHH/knNpcPmOe/+7Po1OeV08a5vZ/458CJqyfP7gpL8p4Wzy9JluYFS3OiaYFmXihdlIlXZFKBHFRsyGUrYpFEJZOrxELRilC+KtGIpTqFSCuV6/igdkYpwQsWuiY4sVioT3uj/Ydyu9fFdiXFju2tcXRqrWCZrRRNGcANk05q0qsMBpVGK1cBYplsjc+fX1wcn5piMplYDKpvsL+lr6exs62uu6MB0tM8PNCFRQ0xacSZSd7q0qxEuKSQrqlVQoNGbNJJ9WqhRrWhli+rlRsaFV8LCHSgUK8W6UChDhRqAYFGtmqjlq58TaNY0ShWtMpV21MkjWpDC/C1AF8jW9bKVxSihZUFnlK5rjPIQa1Mo1fo9IBGKwfVUlAj1uikWr1ErRWpQL5YuiiVL8vkyxqQrwH5UtnSOn/augWYt1SmTaXZqjRZZSarzGj5i1SZLEKj+edUfQnWqtm8ajYvfz1ebZnmtswzW+aZTdPkpmlyyzSxZZrYOQxuGke2vgrWpu7rnwjJ1l/Og9ivb9ytINoCICwAwgxAd4JlUg3+VbBMQK9e1mmUdpplXcrlRhYqA9sXB++KQfRFTVALl3iFs5zc4a6EF34PfNzs3uaHDrTGRfifyIh3OXdkz7Mn14b7UhPDz5bl+Ny+vu/exW8QfTEr8x+jgu69z/OGdiadOfJv3/32n97l+fBw+QXpLseO/DrM1+XU3v9VX/V8baas/t2zAI8zsIGEJw+/OfDbfwnwuNpa9yI72fn88d8kRLncuXrI1eFcdqp7bOjDzETHI/t3xb64jR5MyIi7UZwRfOvCsTtXv6dR47jU5JnR7JnR7DFWMouWSsLmFOQ8v3D6OxruzSi3MCP1tofzhbvXzpw8/NuaqrCi/KfPPa47O5w9sOd/JCc9qKr0Tk2yd3U63FyXc+CHXQHe16+e25cYd7+81M/h4f4D3/+zm9OpivLw8vceZaXe927vS0l083A7F+xnf/LIv125tPd9pb+DwyGHxye93e1vXd3PGsnNybt17eKeg3t+/bE1nD2eFxh04dGDE4GBD65d/xaJSseSIuGYFwPQYAwxjMlLYo+mM3lJJEoUhRpHZ6QymClfBesVj1fAYKYw2Qk0ZjQM4dfd6z4w5InG+aPwvii8LxLnhyMGkGmheFIgHP0Mjn6GJnpiSD4kejCVGYoj+dFZEWxWQlfH0+ikk0GxB/wif0hIPt34/lmM92Evh28LMu/n5ztER5zxe/r7GP9TSYGX/V12t9Tb0xleBKyzLVhouCMW+YSEdyYTnhCwDiSCBx7rDIPea2m4Wl12tbXhHmLYnoi7S8Q96G27X191bWjgBonk0Fh7MzXhZHba+V1/WNz7x7X9P658v7X43afFA58XjmzOHLBM7Nax92zPHflx+dCnpb0/ru//vHHwJ8Ex49wecOTA9uK+n1YO/LR89Kflo5+WT/y4fvlH0bXEsF+7uB1F0OAjC2Pc+YnR9el52dz44gRfPC8GBOsq4QogXdMC63qFyKiUWZQm8zigIPCXOmfYpTRY8mCDX0upS90rp4aKp/2d0UTcSx63ZXkJr1QtGUxKo0mrBMWARq4C5RKZmM9fX1ic4Y0yyFQUGjs4MNTR0dHY2tLY3tbS19UNH4ThUQQ2izo+xllanBEKVuUyoUopAQGZGpRrtXKtVq7RSLSgWA3wQdUGoFxTKVZBpUCtEmpBsU4t0aklWlCsAURqldD2RvJvaZWrWuXqziMkLcDXgAINKNAoVrTKdVCxtro8LpOtaPUytUam1sn1BlCnV2q0co1OqtXLdAapRidWa0UyxYpYuihXrGjVAjWwoVCu8oWzBpPMtKk0bf4yXhktYlukTBahySIwmvlG85fBymRaM5nWTKYVk2npy76oad62KbppnP1Hwdr+uVa26/atn6/bbfuiO8H6i1qBmJ1gmVXwvw3WTq2Myn69osek7LMqew2SDqu8b479GtYeDu2Iwg0njBBy1idez3JyWz4E+rjfdLO/mhzpguqLHqHkT9AbIrxdrx7fjejNWJup/q8tZmlJ7tHd/w+iL2mc98HH7cIsq2ZlqnKot+TsqaNvcz1mGG88XS/Z3T09yhm6c+VgSoIdf74z5PmZrMTHTFrW8GCSl8sdD6eLnc1RAc+uXDn7m562V9FBAaeP7H5Z6Nn4If7Du4SLp/e8zPMfZebx6IUMfOO9G8dKXwbzuJk8atoUJ2uSmzHJTWNSU3299t689t2p4793uv9D+8dQGvl1XW3ki8DHxw58U/LS52NTcHqKq7vTrTvXjpWXe1W89/d+fr6wwCU7JfjMiV91tGaHBjg8ur+/H5JV8uq506MLj++fqawIqaz0Dg+76uJ08nXJs1evnJvqU546X7l25URrV/ThQ7+qqY1lszv37/6mbyiKxS0cHHx1/szenr5UHLHwxMn/WVb+AoWpPLD/f334EEBlJSOwwQPQYAwxgslLoHMS6dwEEiWKSounM5IZzBQGK4HJSuZwskdGCnm8PBY7hcaIxRFDhqDeg8PeULjvEOwZHOODIQaiCX5ogh+JGkKkBqKwPjDkcxTRj0gPxFN98WQ/PCmYRou0vbJu7HRNKbjsE34k9MXx3KSrIW7fP772K7vL3zo9Pubuss/L7Ts/19873NyVFHmQjA+i0p5jUI54rCse64pCOCLhDjisI5HgRCQ44bGuaNRDOMyup/NO44dbLfV3kLBHVOoDHOpRXeXV6ncXYUN3YNC7JcVnk+NOFudd3bU59cNPiwc+z3+/Of2ddfL7ran9W1P7jaPf6Xn7Ps0f3V7Yb1n4/ee1fdsr+/60fsI0uV9J+WZ77t8/L//u09Je4+x3mqk96qnDG9x/EU3Yvy2xu/n4/BBxEMemMGenJjbmmBOsGfH0smqRDy7JdItyzaREwVpbR7CYNfDBxM4mn5pSuw+vrte9tetqCqBT3/OFeKlcotaCWqNBrdcBWh0A6mRSFX9DsrK2ODE1SqMTMVj48HBXd2dty8d3zY1v2ts7BweH8Xg8k0mfnhpbX1uUStcVCoFGq9JoVWqNEgDlSpXk56UKkQqQAqBMrZFpNDKNRqJWiwGAr1Jt2P4GQREACAFAqFaLNRqJViu1vTH6+uERqFgD5Ku/vD0CNjQgXwMKtGqhWi3UfXlEyRdszIhES6BGrNHKQa3MFiydXqkzyHUGuVYv0eolGp0Y1AjkylUVsK4B+YByTa5YEYjmlMC6LVg745XRIjaaBUbzl1QZzXzbpdXPtVr7pVbGL3vttpPglnnKZtM0sWWasH27/etgbepZW38xXn2plUX7ZbyygJhfqNEWAPVXwfp5vPqLYJlUA0ZVn0nZY5Z3/6gdWuKV9TYFInviEH0xmL4oLjqJgUyEdcXnp7qWFQTWvQ3jkqLR/eGovvxrp74J8Dg71P1ijles4Xfb2R179uTQOOd1d0dUXPgNraR9ZfolDl5y5Mi/VhS7c7C5dtf2e/tcGZ+qf3TnQEz4rWlmm+uDo5COWCo5fqA3zOHeYU+Xa+0tETnJbsf37wrxvfXoht35E4eKC13iom9ePPWbW1dOdLcUUAjxY6zs9PjHNy5+Q8aWkAlRI5TUaW72GCt1lJkyQs8gYfNKigLsbh5D9hfQSHlkYm5r24uH93efO/nbpqawmlpnR4ffnzj4va+HQ1t7eG1NhJvz8do6X38vuxuX9w5ACiNDXa5c/E1nZ0xbe9hzt+t2N4+WlXq/e+fp73shKuJO08eggsL7ifGPTh79p7Q0XzKj7ODef39f5cvkVB47cKC2NmB0KqcHknz00K8HoZkIVOHpM7+qrguBo0oOHfzVy+LnLF4aEu/fPxyIwocxeQlUVjyRFk2mR1OZcXRWEp2VRGPF0VjxDHYqm5vL5eaw2CkkajgC7TcM80Gig+BIf8jgUxjaG00IwBD90QQfHNmfSA3EEvwRaC8k3p9IC8JT/SmMEBotnMmIY9Ci6NRwJjOip8cvPeVWVMippPAjscF7fV2+d3902NFu/5OHv/P2+D7Qe0+A928b6++Syd4IhBMa6YDHuhJwbli0MwrhiEbZ47CP8TgHLMYBi7HHYuyhQ48aaq7UVl4Y7LMj4h36Oh++yj9WW3mBQno60PcgI/VwfNTRlwVXdpl4Bz9PH7aO7zbxvjON7LGOHdyaOKRlf2ccOfRp5qh5cs/W3A8/Lh34cf7gH+dPGVkHtIyjlrGDW/MHzAs/WJcPmeaPqUb3AeO7TfyLybG7f/X9rqy3KRBUF4FFGpunT84jxOpRgYy6vAQZY5UjIVG1b++8yTldVnC6rSEKhSjjTsDnRVMCnRTc0mq2AMAgkmk1IhBYk4tnBYsTK1OcGSaBgRxGd7d2djS1tjS2NrR1twwM96JxcDqLPDbJXVqd2xCvSQGhQiNRaqWAXqrSSeRqoRJQKAGFQiWVKyVylVgJSkGtTGtQqkC5CpSDagWoloNqKQBKVIAYAIRKpVClEoGgRKORabVynU6h1yv1eiUgX/27QNW6GtiwAUGBWi200YFCjYoPqjbk0mU+f14JCGxDlk4P7ARLq5dpdGKNTqzVS9RaoQrcAMANpXzFFiypfFmmWDFtKo1f1crwpVY7wVo3/sVsZXuLszNezf5/B2vLNLYzXm39g/HKov1ye/WlU38vWCbV8N8NlkEBsWphJtWAUdFtVXVvAZC1ifKB1uDh9kjccBKuL5qDSGFAU1Dd0aj+OCI0hTSYQUXH01El/s6Xnzmeg/VnIgdi5kdq08Me2T8+DOlJWJz+kJflVF3qqxU3rk6+gvbknDzxr2W5TyYpRV7O592eHl9a6n5463hm6n1YZ3647202LR866D8EiX5yf/8zp+utH8O6m+Mq3wQlxzjfunD+0e0Lb18/bW6KRAy+fnzvov3dAyxyCgmVeu3sbzKSHbjMV1RCBJeaPMZIm2RnjjJTOLTUtYWG8jf+Ny7/boT+bpxXOD5WWpD35Pzp3yTGPm1qDGlofF5U4BId7HVy/4GsjEcNtREericbGrwDfa5dOP0tFlWZHOt359Y39Y2enV3hnu63b1//IS/bpbjA/ZnbicI8j6pK77clftcu7HZzPD8z28fm1h7c9y81tZG80Y7jB37X0Rk2MpHR0xN//OC3g9BUEq3o8KFdjU0JBFLd/v3/s74mms1Zas+bAAAgAElEQVRLQeK8YMgQHDGSzo6lMuOIlBgqM5rOTmBwEhmcBCozmsqMpjETGex0OiOVSovHEoJhSB8EKhCDC0Wigwahz+FYfwTOD0P0x5L80AQfDNEXRwzAEvzRRG8CNZRIjqDQI0mkIDojlEmPZDPjKSPhVFpyacH9F0+/e59zteHljf7KJ9XJN6L9j8YEHYkOPZGTeTc942xV/SUi5RkO64XDPMGinXEYFzzWFYt2RqPsUcgHaNRDNNYBi3bCop1hQw6NdZc+vD/b2XKnt8Ou6u2dkvyT/T33WAy/lsa7ibEHU+JPFOZf2GVkH9saP2nk7tWxvjew91l4R7bGj2oY3xlZh7cnjhk433+a3fvj7IGfpo7+yDupJxxQkQ+YRs99Xjn5R8nBzdV9mslvDTO/35o78llxKSzw1//0210PPG629VXAMR0Eah0ClQRpDap8+ehN+q33ufZN5YEDvQU0dveKZFRsEUuNEoVOqtYpAR0oAhQzIj5rdWl6ZozGpgzjYJ0wSF1fW2XHx6rO5ob+rgEUEksjs6dHJtdm56Wra2r5hl67oTOo9EopKBEphUJAJALFQkAsBCVijUypUckAuUQplijFMkBiy5lCIwE1AKgBQI0S1ChBtRwAZSpArALEao3MFi/bqpRSJVIBYgCUgKr1r9v0t0A1/+tgGTRijYoPKNeVSv76+qxcuaEzyEG19OtgaXTSnWApgXUVuKFUrUnFC6BqXalaU4EbCtWa0Sr7B8Fa37FTq5+DtfBLsH7+cfAfBIv3pVZ/Gaxt7ZfbK6uOaNES/mL3CsRYQIwZRFkAlFkF3wnWTq3+KlgmcMiqHjarek3yDrOiU7X2ETsQ11D2FNufxMPnUAfiaf3puL4YNMSXjo7goFKp8DK/J9cO/+5/v8x58b7Ur78zJdLbbv+//GtWZviH92F42Jtwv3sE+Gvl6vt5ThZ2MPfIvn8vzfJcYr0tSPU4eeKfc9KDLh4+3Noc8jbXvSjlOYuWBhsMhXTEPrj5rbfLPUhPUl9reNWboNiQRzfOHo8MccrMuBsbeaWkyOPUkW/s7x7gUvOL0u3PHfxNf2cGlZDKpsWRUBFjzPQv32ahp0+PvCl9+fTm5V+TMYVsRkrpG6cffrfL/taNMH/Xd6Xer4vdw4Iv+Lo9OPDbvTnprnk5jv5eV1paggpyn548/M8Zyc/uXTsfEnihudW9+WOwp4vdvVu7X+X7RIbedLY/8LrIOz/L7eHNU8d27658ndHSFjs+2fzw4T4/r9vJsUHXLn1LYaRzx/K6uhL3/Pbf+iBxI5PFjg7Hvb2uJSU8P3niXzHwN0x2AhLrgcNH0OgJNGY0jRFHZyTS2bEMTgKTm8TgJFBZkRRmBIURS2Mmk8gJRFI0ChsAQ/qgsSFYXDgSHQRH+SLxgTCMD5rgh6cEoPDeCKynbcsBR36GJQRDoaEEYhSbE85kB6CQnhhEeE/34866x7W5t6qzrlfnXx1sdmgrvdSUd6yj4uGHkruhfgdDQ8/GJp9o7r6DxD8h4H2JeFcM6gka6UTAuRHx7hj0YzjMDg6zQ6EdodDHQ/2Ph/ofd7bdbmm60dpwt7zkYn7q1frKWwyaNwn/vCD3ZGzE/sKcy6+KL+8yMPeb2IdNrGNa6kEjY5+FfdDMOKojHtya3G0dPQ6Q95l431snvjNzDxho51d694G4w1vjx/+8cWxr7gfz2N5PM0fN0z/oZ//9/yiuRL/43a5f7Tp0+bfPnl945nbJ2/NMZua16ncxfYOV5AUkbYqAx3VqPwtWLKpVHbAMymYla7Nrq0vL6yQuFcIeboC3N3X3trR2dfRAOnv7oEgEgUZijI1MrixMrCzxQZGNABB/TQgqbERq5Q6xRiUGlWJQKQblErVColbI1Uq5Ri7XyGWgQg7KFGq5Qi1TaCQqtQTQiAGNWAUKbQC1CAQFO2zjz46dTgEA/6/Y/r1aK7LdpsuVa3zhHKgR640KvVGhN6j0RoXBoDAYFHq9XK+XGvVSo16q0ghUGoECXJcqV2SqVaV6Qw6siOULGi3fbJGZzFKdnm8yfvlB0GoRGo2rRuOq0bhsYzIsm4yLJuOiWbdi1i9ZDItWw7zVMPdlWdQwsWWY3zLMb+tntvVT24aJLf3Ytp63rf85WLqd8yB9W0vf1tI+qck22yBpGyRsAXgbk2p4h1E5YFQOGBT9BkW/Uf4VBUQv77MxqQat4JAF6Dcpe8wqiGqjnYMpbCn3Hm4NR3XHkodTuNgs0mAspisE1/OCi07pb856bn/c2/HM88dHvVyOdDQkejuf83O55el+ws/raMVbLy+3gxuLbWvzZWPsLERflOejk9WvfEZoBSRUSlbco+ePr7zOez45mh/odqzxXTADlwOF+A91h4T6nkiJvg3piOprDvV88rvnT/alxD0uyvFNT3R2f3LQ6dH3wU+vQtpCqbjk+JBrWTFuXHIZgxRPwYdRkVFj1JQJesokI3WGlbvEKyvPfXzj+C4iJpWKK4wJue7+6Ljj7cOP7+x/lev5uuCp08MTD+7sf+5y7mWer/29b4sLnFqbQxprPZNi7z95eDTA68LwYEJvb2BNlfeLwMsBXhcqSgN9n5+yt/shOc4lOsz+0f2DHm5nnrqe9PE6wmS8wePyQ/xvejhf6GxLYnFy2LzEoYFEd6cTQ5BsNqsAOpQcGnDF0/1YT0fK2Hg2iRKFwgYQyCF0VhSVEUEgv8CTQlmsWBozmkKPJFOjyNQoEiWSRIsi0aKw9KgBtP8w0h+FCSZhXxAxIXCkP5wQiMT4o7B+KKIfAueHwAXgieFDg15drU4vgr5NjT2em3zhTfaljqp7xD7vuvwrZYnnP6Scyfb/tvPVnfqcKyk+37xNPFOSeDo5YE+c/74XnvtD/I6FhO59W3luGGWPx7rhEV4Eghce5w2FPsEinWl4FxL68RDkHhTqiIDY97ad7+s419l0uaf5Fqz3YVPllYzoQwUZhxBDDzCIB1WlZxPD96TGHHpfcrMk9+ouI+egmnrIyDoFkg6pyYf19MNG2mE1/pB15IiJdUKJ37vJO2rmHDIxzi90/n61b4+OfuDz7LHN+R8M47/9NLv/8+wh6/Ten/iHLcKjWWmn/umb//Xbvbvu3N4bGe5TXldY3Zs6xefOA/wNg6yqtbZ1qG1evkxbWMbNziDY1E7sQAeit7mzs6a9uaq/sRnZM4zFYBkU6ihncm12Sbq6rNzgayV8nWxNLRaqpDvEyh1ysUokAcQ7pKDERgZIbeSgTA5KVWqZDQCoAUANAAAIgmpQpQYValChUSsBUA6AchCQ2+7m1aBcC8q1oFylluwAwP9/oFYGamUqtUSuEgol63KVWGcE9SY1aJCBBomNWi9W60U2gFYAaAUqzboCXFWAqyrNuhxcEspmAK3QaFUYrQqdSWowS4wWscEsMlrEepNQb+L/wrhuYzSs20JmMi6ajPNm07zZPGs2T1vNE1bzmNU8tmnmWU0cq5llMTEsJobFSN1hNpCsepJVT7LoiBYt1saswZi1KJMGaWM7CX45DKrgO/HaUsG2VDDb/6W6wwIO6aV9JmW/BejXy7qN0m6jpG+WWdZW4dv8znPwYzgBkkQeTEZ3R2K7Ikj90Ux4Eg2VT4Jl09FFLFwxZiClqykEO5S9Mds9xXuHgcdhoFEMQpZG1rw0lcljRHLIiQxsBhmRSEZGMUnR48z8SXb5GLN4hBUz+DGcMpyJ648a7PToanza0xTa2xTW1ejT2+gx2B4M7YqtLfXNTLhfkufS0RQ20BGFgiRhoH5krD9uOJ6CyGcRUwkoPxohhIyPZ1JTuKy0UW46h5E+ySuBQuIq3rih0BEUagaVWkTEv25vjcvNfvzqlXNvX2x9dVRepmtizN2MlPsFWQ+aG3z6e160t3hWV7m+LXFtbgpCosJRmKCmJpeKcpcPVU+rKkOLCj1ehFz18TpdVx87OtY6Ot7M5NRxx9/ypl6OzhTPLdeMTVdwJ15SOAkUbiSeHkthFlBY2bSRRConlTv+hjFSSB/JIjFToZjwPqg/HB9CYsVSOPFEZiyeHk3hJLB4KcyRVAozgUCNIdJi8ZRYDDEKiwnp6nHth7ujiN5I/DMU4Tkc93wQ44GheKKIfjB0IBofBIW59XU9bvngSBnOLEg6lp9wqij+UpzPvryoE5U5F/qq7T6WnGsucXyXfLU662ZZ8qXmovt1Wdcac29Wp136UHglzu9AdvytijKHQZgrHPdwGPUQjXlOJngSME+xUEcc0pFIcEJj7fuH7Pr67w0NP+zovNrWdqOh/sbHphswmEN72/3kuKPZmacgfR51tXbxMYcS4k9lZZ0vLLz2qvjBLuPIITn2qIZyRoE7IkWc1BJO6cgHVOjjJuIZHfaYkXLcyjitI1xabD203H1AgT1oHTvwH2unjJO/35zd82n6B+v47j+vnDRO7NtaORsXuPub/f/bPvBi6kufkvfFTb1NNX2vict4+DibNsFKzIyp7aoZQgx2tfS3D/ZVtTR+GKir6KvAcEj0iQnOytz4xtyGRLCkBxZ08kW9bFEvW9RLFnTSWbVoTiNeAQVfWwW+2ACEX9sZxPgapUijEmkVIq1CrFOKdUqJVi7RyuU6wEapU6r0PzPIZQaFXC/boTJIv9DJbA2yUWt+phX9A0KNTgSoBYBaIFOsCsULOoPcZAG0VlBrBTUWQGu2UWpMCo1JodVK9XqpTifRaEQajUijFSpVayLxvEq7bNwUmbclpk2heUtk2uQbLOt/xWhZ3WEyL5jM8ybzrMUyY7FMWayTFuukxTq+ZZ3esk5vWiY3LeObZt6mmbdp5m6auVYj22JgWQy2lVGmbQlrU0c3qglGNcEAYm30AEYPovQgyvYWxwTATQDcBECNqmEbs3LQxrbm/mXZHYCYAIhe0WMCuo2qLr283SDvWR6v6G8J+fjeq7cxFN4RNdgc0t8UMNwWjOuLJA5GUfrjmNBENjyZi0xnwTP66/xx3VGSmWrBxDsmPG4Ml6pfb9au1myM5oyhIyexyRxUJAsex4Yn8rBx46S4SXLKFCV9hpY+SswnDiYNtwX3NXr2Nvl31gYNtkYNdYRAO/zgnSHttX7Vb57npzwoynjYXhcEaQnva/cdgrhikT40fBIFk0bGxtAI0RRsApmYQCbG02nxI9wUOi12hJPFoKbTyJk4XCyBkMhk5BGJOf39sZUVz/Lz7ldWPX9b4pWd4ZCSdDc5/lbpa7ea6uedHUE93SHVVU+KCu4XFz5oanqKRIW3t3vW13lUVjhWvvevrgyIj7ucnnGTRn8pkfUsLNVPTFXQWXnskSLeRBFvMps9ms4dy+WM5tI5qWROEoWbTONl0niZ1JEUAjMRS0ugjMTRONkD8LD2Pi8YNow2kkLhJGCpkWhyOIkTzxzPYIymYanRaEI4gRqHJUQNQgNau590DXoM4v2HSIGDxAAYIRCK9h2C+0BxYQhC6DDSk82Oqiq7UJJ5tLXUDt/m21L8YOiDa3f5w4rsi301buXZNyry7aJ9fp8QdqEk61Fa5IVXKTczQo7mvjhSn3u7+419V6VDbfH94qSr9e8eM6kvcETXQcR9OM55AOOIIblicc5orAOO4g7HufQNOvZDnkBgtzp6b7V2PKqtv/eh/goM7YTCeb5+cz0r92TDR8ey8nvR0ccSEk/kvzyf//J8bsGVXUbWYQnstBx+Uok8ye8+o0ac02AOKAZOGpDXpH379NgjJsJFQffF2frjauxFPXX/nxaPGcf3bs4etU4fNPG+/zR5cHPsiIq+V0c+hHq/jzR4Vcp3WB2/R4O5DHcHNDX5Vgy+quhszy0pjEt40V5RW+KeVO2cXRuYxaZxYNT+Cy4nIJQBhcWyrlavAZIl0cqiUrmsBmfl0jmFbFWrXlEDKyrluhpc1Si+0MrWNb8QgCqhGtgh0oA26wBgIwBVX/8bqUYp1ShlWpVMq1JoFQqtQqlTKnUKmU5uo9DKFVq5QidV6KRKrRRUy21sY5calIOADARkWkCww7a0ZaMGNrRqAaja0IACQLm+vjqpBcUWo8poktkYjFKDUWoyiG2Mar5Zyzdr+Ub1ulG9rgeXAdmseGMUVC6YDfxNi3DTyN828zeN62b9ku3Qt8OqX7To52ysulmrftqqn940TG0bJrYN49uG0W3D6CfjxGfDxCfD6CfD6Lae+1nHttlWM7bVtG2AarMFkD+pyJ9U5M8gzuYTgP0EYD8BmG0VeluF3tRANzVQq3rYqh62gEMW9cAXQN8XYI8F7DGDPSag2wR2GoF2rfSjUdViUbcbVS166UfBbDkdFQ9p9B9qCYZ3hPU1+vZ/9IW2+RMGXpCGw/CDL8jwMBLsBQUVh4bE9LcEDXX6zI5mrE2+JgyFLYwUy5Y/yJcrpxkZxMEwLiqDjouiouMpyCQ6NnGEmjjGSOFR09jEVDI8ggSNgrYH9Lf69zT6QZqD+1sD4T0h8G7fgTa/9jqvqjeuBWl2JTkP22p8+1oCIW3e8H4vPCKEiIgho2Mo2DAyOpqOzWThYtmEKB4lepqTMEaPnGLHj9HiuaQYwvALCiqaRUhkE5Nww2HNH9zeFd2vKnnytsS1IPdRdoZddsad/Ky7r4sfNNR49HQEd7cH1lR4FGTblZU41n942tUW2NsZUlXuVJLjUJL7IDf1Ih4RvTr/enGueGm+ZHoif4ydNT3yZoL9ikNLnBpNneTmjbOKJjj5LEYagxHN4+aMcl4x6clkUjSPmzk6msigJQ1AfDo7XDHoIB4vaWQknkYLp1BCqKxIGjuKxoykUsNIpBd4bBBiyBPS5dzR5oiCB5DwkTh8FIYYAcMFDaO8METfYcILKDYIjvT/8O5a54e78EYHZP2jj3mnBytc2l7fYCMDIQ0OTWVu/c2ZmP4qGrqTThvkjaB4LBiT3EtGNg61vqwsDH2Z7FFV4NZc5t709h6kzrGh5DoZFkjGeGPRTkSiJwHnQqU+oZId8Jh7qKE7qKE70IFbw0OX+3uv9XbYtTfdq6++2N9zl4h162y9UfbyfMXbGzXlD3NTL8aEHsjPuvjuza3i/Iu79KSjyqHL6+2HgeEz601nVX3nwP5D0rbTss6z/PYftIjjIPQir3Sfov+WHHZsi3PYyjtkHDlkGjuhovygpe37PHpSSz0MUI6o4acN1EuW+ZOq8d+A7B8A+vk55JUR9JPmpsj696+Cozxc3W+GnH/UcDOx7nz865PejakVkeHee6786r6f3djqwqxYPC5YmRatTIn5M1LhklqxqFEsqRUrauWSQrqhVi0B2iVAuwSql0D1MqBeBgCbNVC5Y12t2rGhVW5olRtaOV8jF2gVAq1CqJcL9XKpXivVa2U6rUynlRs0coNGodco9BqlVv0zANCBP1PJDBr5VxR6jVynluvUSr3sb6kMcqVeAhgVcq1EZZArdNLFjQWFVq6zakGTUm2U79DoZRqDxEZnkulMUq1RojGI1XqRTLXMF88ogBWDWWLbwDJbRSaLUGdY0xnWDOaVny0ZjYtf++UwaJo3m2etpmmraXrTMmU1T1rNE1bzhNU0+gsd3cb2JSyrlmrRUCwaihXA2FhUaAuAMquQNgYF4gslXK+A6RUwnRyqk0ONKphRBbNNWwblkE41pFMN6FQDSkmnRtajU/QYVH06RY9K0M6fr50ffQftjBtojRlqjxtsi0X0JsB7YnHDCSREMgORTByMIA6G0eFJxMGUgY/BsI7AWW768mgeAxm7yCqUL7xXLVdMktMog9Ej6Ew6Kn6EmDJKTuMSUkfJGdPMnEl6FhubSiRE9nZ7dXf4d7YG9XWFdTT7DvQEDfWFQPtf9HQEtbUEV5Y/S0+7nZV++0OVZ3fbi5523+H+QDQ8HIeKohCjqeRwHPoFBZ9GRiVRMUlMYtIILYVNiR+hpYzQ0pjERA45k4ZNZJGSOJQkMjamt9Wv8rVj9Rv316/di4oc8/Ie5eXef1n8uLjI/u0b5+oqz/7+2O7usIoK96JCh8KCx9VVnv390TU1T/NzXNNT77W3hc3MVM7Nl09Ol0xOveGNFo+Mp4zwisbG33JHc8an8rm8/BFeEZOTxmRmjIym0ekZLGYRjZZKJMVzONnc0SQsOamtx6ex3R2GjWCNZTHH0kmsOBIrDs9OwNJi8Iw4CicJS4rsgnh+bHVu7XBrhYbAcDE4fAwaFQJF+sEwfnCMDwzmMYjxQOA8KES/0tyTdXk3azOu95fdZ/S4vc891VR6a6jVb5RatTRFmJ/mcrlkBgtD55HoPAqJSWTxGOxRJneCyR2lskfIQ90VmQn2rRVPG1/eqUg7XxB+qCL9FLLFEdPvQcI/x5KfoHAPyHgnEuoJfPhB/9Cd1o6rre03WtvuNDc/eP/uVuX7OxDIExjSvrbm8pu3xxubblRV3kiKP5qcdLao6HrRyzO7QMRJef+Vhfr98t6zG41nZO3nZG1HBXVnVxtPiDqP6OAXJt7vnnx/QNx7Wja07zP7pIZ4yMw5A1AOq8iHdNTjavwRgHBEjj8Ekg5oGXu0U9/LJw9IWCckpO+VvL2SqSvDPWFlLyPsPU9dvvQ75/9xhGD/EvfgJdPtXZ19rs/Nuzcdjx25uTvvfeGMlM/kL43IhHOSRcY8Z0a2sqgVzYH8Za14WSUQGeSrGnBVo1rVqNY1inWNYmfC4mvkO2xh+pInjVSokYi0UhuJTmIj1culernMoJAZFHK9Qq5XKAxKhUH5l0c/CaiVaHRSjU6qMsh3AHq5SiezAbQCUCf8W2q9QGsUAdoNjUEMaAV88ZwCXNebZV9dt3+5cTfoJAadRG+QGIxSvUGi1Ym0OpFWJ1ABq2LJHKCaNxs3LCa+ybBqNq5ZjSsm3aJZv2AyzpmMcxbjnNkwazZMmw3TFr3NrO0Pq2Fm0zC1aZiw2TLxbEvtP3/3iv3zsijJ5q++gPwJRO3YBuA2WyrYJ9nwJ9ngJ9ngtnRgWzqwLevfkkK2pJBP8oFP8oFtWf+2rG9b1rcl/2Jb0fujqveTovuzsmdb3qWarxaOvVXN10xhcmENwT3vvTGtUYyBFGxnOLojgDIQNorNpkMTGLB42nA8eShxqDlw4KP3ODl9mZc8RoydZ2VIFwpFszkz9CQ6LJKLiWfjEkfIMTxq5CgpYYqWNcvKGqckMdHRDEwkvNt7sMV36GPIQJM/tM0b0eWL7AwdbvUbbgsebA75+N6rIPlWUdLNlvfPIfUBsFZPdJcPeTBkBBczgn/BQPlwsEHjpFgWNoGJjWNiY0YpiTxywiglcYKexiMncfGZLGwSG5/AJiXQsXGw7uDGcveKIqd3BY5vch+W5j6qLHZsLHevL3WvKnIozb5X9cq+q/Fpz8dn9WXOr7PsClIvtdY497V45uXYFebf4zCKFmbfL8yWTo2/ZNMzR1g5E5MJU5NZczPFE2O5s9MvpyeLJsYz6YxQOiWGSYsbH8kd5WayGQlkQgyDmjg9mUFlJLR2uNQ1PsLgwydn8jmjqSRaFJUZTaRHkRjRJFoUGh/S0+fe0PSwoelhV6dLKzoARnqBIwdiyb4Iig+CHIglROBg4ShEKB7thx10zYveHf90d1nMDUSDR0/V1br3LtO8muVZ2PwkjUYlDg5DoNg+GLkTw4QQuXD2LI0ySkIx0PQpBnOGQRwnjU+xKGRIV1N2ZsTV4thzNRlX8E2+FfHnY0N3N9bfRaKdcYQneLQrCfMcCnkE6bnZ1Xa9r+s2pPtO+8dbpcUXCtLPNtfdppCe9Hc/qq8+Dxt8hIK7vym6nBpzrjDz2ruSq7skQ2cFvRem6w6stx8XtJ4WtpxarTm+XHV2o+WcpPvC2scz5JxvRR2XNjp+MOBP6LCn9ISzEuRekHLQwDwF4E/I4IelmP1q5mH95ImticM/Tf7weerQJu/49vihz4Lr86N2WW/dLjmcve166sHRI6+ORE06to5eq2CeLW04kJB6zd3+4enTd3Zffnx2mIsiChawIsGkeIm1NjMqW5/VK+eMwLwRmNfJF3TyebNu3qybt2jnLdoFs3rB8v+y895hUSXdvv/aHQDjOGYl5xzEnLNjzpJpoHPvHLubnEFRMKCIBEVAREQURBSMCCoo5og5O2McnZxe7h848847r5x75/zO+d0/7nmezx/d9dSzd+29an1r1aqq/bCTtpcvOzn/6tWfufL6I1ffvLz65uW1Ny+vv311/e3Lq++eXHv3/A9ufP2ik5tvn998+/Tm26e33jxtf/us/e2z9ndP2t89ufvmWSf3Xv8Ld18/+iSPv37y5P3T+68fPHr79P6rR7ee3Wl/fvfJ1y+efnjy9MOTJ+8fP3n/+On7h0/fP3zy9YMnXz94/O7ek6/vP3p798Hr2w9e33r09vb9Vzfbn1+58+XNzgqPXt95/Obu47e3H71pf/Ku/fHbW3/w9M2tp29v/M71Tp69uf7s7dXn7649f3fl+bsrz9+3/sGLdy0v3rU8f3vq+dtTL75u+vJd04u3J1+8Pfn87fHnb4+/eHP8xZvjz76s7+Tpi0NPv6x7+mXdkxcHnrw48OL5vhfP9714XvX82Z7nz/Y8e1r57OnuZ093P3ta+exp5dMnu58+2f3kacUfPH+x+9nzioePdjx+XPbo0Y4LFzacObO6/WZB04lV2wo0WasDirfhlbuF4u3a/ELZjnJVTUVkQ01y9a6o6t2Gih3Etjz59gJVVbn+zMmEo3Xxrc0ZN69lXruysvlE4r7dXF214dDBuNoD1P79xMEDUcfqk441RB+q5Wv3GkrLifxt8uyciM05aH6+btv28M2bg/Nytfn5qi0Fmo05qozMcN4wlyCnJSctX782bEt+SNF2VXGJpqxct2s3XllF7a/j9tYQ1Q2GqoN8ZR1Tc8RQeyyy9mjUwROxVQf1lbXRu6r1ZVVsdUN01aHo3O1o+tqQ6OTlhDBLx0xjjDMTVy7PWB+6eoMsOn6BUjMmQlH7Ig0AACAASURBVDM2YdXctbkr1mSHRicuw9gJXPSUyMTZdMLkNflBR89lnrqa03p9c9PF9QcaE2tPxNWdSjl6PuVIW/L+xuSDzWsaWlYfPpt6qCW25mRkzYnU6uOJ9Wdj9h7Xl9dF7m9MqW9JLTuEZxQsTstdWFJLHGxJ3Hsicmc9tec4V3YIL2+gSw5gOeWyNQXLVucv31AcvGWXfPv+iJJ94cX7IooOqnLrwjdXB+2qCqkqWZ7ED4/ReelDnddQI/PiJ2TqfVJY3115EVcuVDceKa+syN+5M7+0PK90d37F/uLddTuOnT5Y07A3KjFq/tLF07+Y5RcUmJiWsL1s28Gm+voThw7WVxYXJAnoxHR+7J5NK3JjxpesD0slPLMinQ5V+++sDSrYH5yza1Hu9hkbimZvKl6cU7IkfeM0NnaMjhttSJqYvX1OabX/ppL5RXuXF+yeLyT5hOMeOn4MEzcGrhZ5XixwPbXOqmW95Y1858vZDmdSHVrT3NvWOt4uHH4s3ubc6mFXclzuFg99VeP8tNzjXqn9/d1Wj2rN7+01v1Yy9G6F/ZtGz6+a7F6dHfK2yerdqSEvWga8umD+232v7x5+Ublj+MhR3fvZ9Jw23lbnMaF00soK7/g637gqt4Qqx/ikMaFfjHf3mmjhOcVucvCM2axyDI760oovVsWOjmV9Iunh8cKIBP2ktOgRUZRLQqJLQqJLYrxLYrxbQqxbYrRbYrRbYqR7Ypx7YpxHUvwfeCYneCYneMV/xDsx3jsx3ichflhiwrDEOI/EOI/EOM/ERM/ERO+ERO+ERJ/EJJ/EpI9/E+M7GZaY0FnfJynOJyluWOK/4JsY55MQ+0lGpiWMSk8clhQzPCXOJyHWOz7GPdo4IiXRNyXJNyXJNyVhWHK8b1K8b1K8b3LssKSYEclxI5LjfBNjvOOMwxKihifF+CZGe8byHvHCiNSY4SnR3omCT5LeN0nwTRJGphp9k6M6GZ4cNTzZ6Jtk8E0yjEg0DE/hhqdwI5O5kcncyBRmZAozKpkZlUyNSjF8JEk/Kkk/MlEYmSiMThA6/45KEsYkCaMT+dGJ/KgEblQC82dGxtMj48kRccSIOGJkEjsyiR2RyIxIpIYnkH/QWT4yiR2RxI5IpocnUZ0MSyBGpbK+iaRPPD4ikfKI1Ljq5SOTyBFxlBuvsUXDnDmNq6B1i1Q7G2RuUaFexggvg9LbqPIyhnlGrvCIXOGmD3JhIzwNsmGRhHck6hsXPiIxzDdW7WlQD4vRuEfLvWJl3nERHpEaT6PSOzrUJyrM24C5GuX2XICrXu7IqDyNSnejnwvv58ZqXA2hLvpwZ32EI6ewpcKssGBbLMiJCbVlAlwMEe5RSheD3NWgczWgrkaVZ6zcRS9zj4xwM4a7GcPdIxVe0ZoRiZSrXulmDHc1hHrGyr3j5Z6xchdDhA0js2HChzIyczbM2hBmLYQ4Roc7REXYGmSD8BWDUaUlF2RjWGGrV9hwusF4yFAqaBAWbMUucY0J94jTjEzmPKJQ7xjcVS8fFq/ziha84hSe8cFukUpXPelmRD1iFF5xKseoQGcj4xKtcU1Y4RoXai9oXKIxp0iVneBvzfrZCcEuUQq3GLVLlNLJGOEcFe4Zq3Q2yBz4YCchzJGX2bDBDvow91iNc9wSZ8NyD0O4KytzJxeErwncuMU/nbATIpyyhMnlGQG7M5dsjh8bqXI6tjflVlttXe2OsrKC8p3F1fvLdlXl7jlQWHu0cndNBUrIR4z26duvd7++feysLK2GDBjmZjdlrHeQTr6tckf14ZqDhytKi5KN9OQYyjVv9Zj8rKA13LgolRMZM3m0Ybp9YohdVISPUekSvcjZGOAeLXfU+9lzAQ6s0goPseOWOemXeUYrvGLkrjFLHfQLbagga1xuSYTDpU2el9a7XV7tei3D9VaGy/UMhysZVlcyLC5n2l1f73MizubCOteruTYPdzje3GxxI9vu8U7nJ7s8bhfZXd3a/3H1oPeN1t+ecfjxrMfb1oGPD9u8arH74Zbl9+3mr24OfHhlmEHbC3pA70GSWb7OcospCUND1tjINtqhOVZadmBYsPOkkSMGj5g+eOIcR6dFw6RLJ8GCud39Z46Pp7ur/MyUih5KrQQN6cvJJfIIiVJuotWARgk6FegUQGoBUwCuBFQBqAJ0nSj/iUb9V7Qa0GpAp/57oJq/x7/f9+PdlZ+mq/oa7d+kq+t0AYp+Gq0cwTSIRgcRGrESFasxUGlAqwWNEtFpEZ0WdBogNICrQauUYFqJVmtC4KBWSTBUgqGgUUsJHLQaUKtEOq0IxUCnA5VcwhGAKQGLQDAdQuEijhLRhAhHEUyHkBjCkkCoAdOBFgcdJiF0pjSGUCTgLJBaUKvMNDqpUgsaLWBaCY6Z6rQSDQEECSRhgmqlOg2QWoRGTTEMGOrT0OQ/+XM5oQVMAyQKWhWgGiB0QOiA1CEanSlFgxYDHQY4DrgOtArAVEDqAMVEJA2YFigNkCogUcBJIDUijgASE1E4gmGA40DgUo4X0YyIwUSMVsSgIooVUfrOEsApCc0BioooHLQKhMQA0wKGSnAC0aEiHEcIAlAUMKzzhxjVAIkBjpsqdVKlFjAtkGoRpgYS+wsIhSMULqIpEU0hFPkXAJeDjgIyQqQLWGBURUUvSTFMy02Ysily3DrBp6EkNFLtzmlGN9StP3WqfufO/TtKcqp3795XUVG2K3f/ke176ra3XGjGMbUEpKZikYVF/z6f9+jzeb+BgyzMLay8fdwHDh2yeOmSvft2V+7ZUXtgT9HW9YrgEXG8Z1XJnNSocWn0pPT0JcNxBWhlQKgRotMKBDAYMBgwBDAU0AzQ7B8N7nyQP4DzWY6Xs5yurXG6lelyf63b/fWudzc439vkfHml9dXVzhdXuZ1KtrudP+zCOuu2TIv2Le4Pi4ddz7O7XWrz5pDb+5Nub05Yvzwx8KvGvu/O9/zuis0Pt6y+vT74yxbzR802d04OO75rAq3wcrVBFo2yW/GZe8JA2Vob1TZPNscSDf5s1MQBA6fPcZ60wt1zmq35RLvP547+fPkCW/nc0alYD9RPqlKaasmBAjWYVPXFNMCRwOLAY0gkJeJxE46UsoSEpcQs/i8wZCedZvt3/qjwf0hX1/m71/+79SUs80nEDN0Ff++5xBT1SURGHNETwGJA4x9dmiPFegoRWIT9eBfgSBAo4HCERoEhgMaB0AGDA0sAgwNHAoUiPAUsgfCMSGDFeg5oHBgMaBQoVKxnED0tMjDAEkDqRAItMjCAK4DERDQjoWkJpZPSWglLSfQG4FGJgZXQtIgkgaNBYIDBRQwmJVmgKOAZKUsBrgEGAz2FUOT/XrD+tRxhSYQlRRwlMbDA4MAQEoERcRQIlCSSQ3hKYmARngJCAywq4lGgMSBIU0EvogmgtcDqgESlHA8sATQu5WgJTYspSsqxQFIilvuTYGEimhFRHyXMlDdIOV5EU519GDCtlKMRipRSBEJiYpoQM+RH9WFJoHExQwKlAwrvzvMmNA0cATwm5QkR/S/8Yd8/PPwvgiWmWGApMaP1EfxiVgatjFy6OSUwJ3lSWfqMI0VhuP9AWu548XT+jUsntm3N215cWFycU1Wxq6piV0Xl1ur67QdP7CndUWg1ZMCkUa7JsZr0JBWmWmBj0Wdg388sLIZaWVnYOztZ29iRFFpVXVa+u7i+fs+adE163MyGkmUbokdvjppSsDYgOA37nFMCR0pJ5ndDEL8LFgE0AzTzSWMBQ8GFdMtL6VbtaxzuZjrdWWV/f63T402u9zY6Xk2xvLfW7WKqw7kUlzNJzheyPO9sHXGrwKN1bf97pdavDjq+rLd+fMDiySGLLxstXp8e8tsN21/a7b5vN/9wfdDLFqs7dZbnygdfrXW5W/fF9jT30AkmIebDDP1CsszVm13wuEGLpn5uvWKK98IV7g7jeoxd7PRFyPhJEXMc5YunY4u/SNP1Ui8FdbiJUjkQ0/bWKD4LC++lYaUEjehJ4DRAKEWERkpRQJBinv5X2E5AoDpB9PSfEXHUJ/m36/wn+cvt/onAfpI/2vkXuqzPM5+ky/t2wV8Grn+OYAYM9DgYSDAyv79AEuEJYHBgKSnHmrCsiGOAJ4EnRQINHAEMJjIwoKeBRoHBgCdBoIDHQKCAo4BlEI4TcYyYoaUsBRwBHAm4DmgceBLYToHDEEoppjEJTUsYEiG1QGqARoGjQSCAJsQ8CxSNCDwIDLCUmKelDA8MAzQhZmgpxwJDAIUhHPcfCdanysUMDQxlGmUAlgIKB46WCJyUY4HRAI8BT5oYOClPIhwGWASwqo8eRdHAEMCiwKIISwLNSATu4y0IHEgKYVigaeBYoJmPNRmsM3b4WEJSIpYT8yygaglLIRQOJAYkIeIIYDCExTt/AIcjPAEsJmZo4GkwcAjHAUsBQwBHiBjsT8pL/5mu9NqUMgJPD9DK5IZJOzctKMuQZxvnrOa9NnJeJ0pVqL/lqcMZD9ob91ft3rG9aOvWDYXbNlaU76ras3vv/tKquu3HTtauWLpgSG+z4zVr3z2u+/pB9YMLJcXZ+lGeVgP69rKxsenTf0Dfvv19hnkUbs/eXb2jbFfRvqotm9ZpC9Om7cicXpYxNUnnE0yNs+XDQYf2IDmg/6xZf0AB2wW3V9vdWWN/e5XNrVTLB2scXuS4P1jveDFp4LP13u2pdleSrO+tG9UY6diS6nVr6/CzGwff2mp/t8zmfuWQ+/v6Pqkf8LbF8rsrVt/ftOi45f79dYdvbth8e8Piuys2Xx23flxv/+Sw451q62+uTjtbvogePYUaOD/DRhZlHjrbzH6iq/vMqU7jJ32G6SfFbwjCI+dN8B/VY4Gv0xduyxI1n2v9AQ0aErHMMWi5hULjuQRbLFs9OjxuoIKQaOTdBUxEaADHTAzRHx/vz0/IMMAwwNH/wh++3dWL6Iq/XOd/y9+9zt9tz38VDPlJTHgGKAxoDDgCKBxIXMyQJjQJHGvCCyYkJcEJKcMAQwGJimhCzNBA4AhLizgGSBxoEjgaGBJhcTFPSlhGRDOAEd31RjFOIRgGFIEQhAQnxAQBJAE0CSQhwQngUGAwhCKBJoEjPsKQYp5GKFJCs2KKAZxAKFpEUwiJAUkBQYoZVsowCEEhBCWhWVO6a8HqCpJCGBYReBA44BhgaCApE14ABgOalNB0N46TUpSEwYHRAYcCjQPLIgIPHIlwGFAahCURgQeGQhgWcAIoGlhWxPPA0MB02pf4nT/ePwEcDSQOVOd0WAc0/jFW7Xxw9k90luCdAS8DDAk0ASwFJAY6TVd27MruIoEFlJhliEiP9DldGVG1KTQxzKYyY275qtn6UMvaUu7xzcbjh2uO1NfsKiss2Lx+W1Huzp07d+7cUV5VtO/gzoOH9tkPHaBcMvfnp4d/fVrX8bTmh1u7np0ry4pRO1sNcnJw7t6jV+/efT7r0yNMsaKmYc/OyrI9e0uLtqYn6qcUZk47c0DxpHXNlm3+k5NxQGkzHf0xnvpXzULYf2v/H/5yf5X12y3eX2a7tqdZPMiyf7LRvX2N3YWUIQ9XD7u3yvlGis0ZvfmFRO+WVI/GlYNulVnfK7e6WTzwea3tz+c9frlq/9MNi1/abX68Yf3DVcv3l4e+uTjkZevQl01WT+utnx12fnbU5e15tyeXFgRO6T5ZYqcd+IV80LQZvb2+cB84faJjmHx0UvoSLTc+iBo1ab650xRL05keHgEj/VfR/RR+Yvlc7+AxE+eM95jgJ5sWrxkeN3sU7bWE6q/QIqgCCJXEwAPH/XNI4WhgWeB+pyvL/VcJ0N8Vpk4Z/Xf+bnv+i0B45pOYcHogaKBoEc8DwwBJSWjWhGKBxIAmRSQpIjtDFRwYXMJSIopFSEZMcxKGB5IGkhaxPNAs4GrANRKWknIs4ATCsCKOAQoXsbyE4UUkI6Y5MSeIWF7KCmKKBZ4EjhRxjIjnQS+AUQ8GQWLgAdNKORYYSkQzZrxeTFFmPI+QGAiU2MiKBBbhOBNekJKMBKe6scL/oU79s9sQpIjlgGGApoGmAcOkgh6haCBIIGiEZCQMDxQDDGkWawAOlbIUUJQ4yggsLuUJKYt3CpaY4yW8ACQJNA0sJTUKQGIIz/xVp/5QLhIVcRTgWmAIIFGEJU0iebGeAY4BjgWGAZpBGBYYBlgG2M7eQgFDSiP1wJMISwKBiv8DkeqiD4v0WDeVUh69bHPCuIZdyl1ZX6yJsKjbsmIN57M5acHTaw2nj9YdbdjfeKJq/77tpQV5efnZ5eVlO3eV7txbtP9w5dbCXDfLQesjieuH8n6909DxoKHj/oFnTVurcuKmjfTwdHX7vF9fM7PuPbqbjRztVlpZuKd2T3nFjv21ZXkbiEjSq2jdtLptIZtz5y5aTYFWK2G53yeAzJ9m6DjC4l260r1U22dZzl9ucL+3xv7mStvba11vZrmcTbK4EON0NcHubobzjVTXGyuHN8fbNaUPeLbf61W93bujLh+a3L894/ChddA3bQO+bbN8c9r21anBr1sHvTjT92Wz7fMGp7v7za/XDrpe73pm70gfD+gBJj5gPV3sOM3Ga+pozyljui+dN2jluhVLFR4+c83n6ybODPH1nefef7zLfHTG0rhQL6WfU8i00cvsZk70GWe5QD9rQ8aswnj/rf5hmbbBlEShAkoDLAakVkQT/xZkdRr4E73zo679dwrWXyLzLkP0LiL5/98QCewnAYZDBAHhOCBJwFGE40Q8DyQJDAk0BhwJehoEAgQc0ZNiFhexHMJxQNPAMCKeB54DngOWARaVGhkgdZ3zLJGeQ/Q0cBhQNBgEoEkQOITjgCBFegFYGjHyYp4W0wTQDPBG4A1A0wimAVwNpBZ4CjHyUqMgZmggUaC0wOukRkasZ4AlwSBIeAFhWDAIXb7/LkYUkcACRYgZWsowgONihpbqeWBIoCjgOKCozvFPFGkAQgM0JsZQoGjgGGAwKY0iqErMkMDSQBFAYkATQGJAoSYGDnCdCc/8npTpnAliwHZm/RhTFpeyhJnASjlazLMSAw8cCTwJPAs8hzCsiGakDNfp0gjHQbQeEVixngEeAw5DaNRMz0miha7Gnq46M0IprfGgZREeJWuXl+UG5kV5VydOZSOGGHUuDy5W3T3f0niourlx34mjFSeO7NtfWZqXt6F0R1Hxjq0VNSVHmg/Gx0V5WQ7kA2dPtTI7sz3jxwsHalbpdqUrD5ekRyyb5e3s6OBk26NHr55m3XxHuJZWFOzaV165t7y6prQiPyWZnpmXPMUQMTg0dJC3bIJEHQic8p/OSzO/G4tEWLyrIRZuxVm2J1o/Wef2aIP7pVTrthSbSxku59KdrqR5XUlzuZ7qdDHO/nqqV0ui87lMl3PZdncrHJ8f8Hh+0P7ZwSFvGge/Pz3469NDv2+ze3PG5W2r3VfN/V43mT9rsHp2yuLped/areMnDxsE0Fvare/Qbojr51Jfj75Obp9NmWwbFTknnBhjOb7bKD/P8X6e4wNcRi53957mYUzxU/BfTA+eOna+z+Jgnwk+vvPs5WkhpWlzi/RfbFo+LcF7Ht0vFBWjGtBFiNAw0e/Za6BxoP802nQRTfyXRUx/U+C6imj+u2Z8/2kYWsILUooAtQI0SimFSVgKGFyM6qQkipA6oHVgIIHVgUYuVkSYCbSYxgBVAaoyE+jukRxQOiA0wOgAV5vwjAlNgkaNaFVirdJEp5Rq1ECjYCSBx8WoRqJWiXAt6AmEJySUxhRViTEUKAZoRoRpzFShYlxjFskBgwFHSFjKhCZBpwRai6hCxWEhInkEoBogMQnLSQQOePI/EqxP2wsX8zSoVaBUglJpRlMijgJS+zE+4igwcsCQoFFAuGwQTYp0WjHDAseIBBpBVSaYBiEx4DmRwAJLSY2cSKARFgdCI6UwBFX/Jdf+R/ZdgqsQrRI0ajFFAY4CQ35M/7G4iKPENCEhcTOaklIEdK6isoSExCVaNYKqRDoVhMtAKTc1siKW+yRdvgddyEhOlp68bJNxwmrjpM2RY3enTGUiHA/sib9zqaH5YPWpw9UtjVWtzftamw6cOLKvclfR7oodO8oLKw6UHjtdLwsNDFs46+j21VH+41tLM47nxRNzXEMnm6exSzQBM0d52I8Y7dGn92d9e30+bpzvnurinXu279iZV7Zz085tK3NSNQfz5OsMzhF+VgG6meOMYRJ82Z8XBxGG/UOzuvTfu0l291Id7q50vLfW7W62Z1uaQ3OS3cUsn+ZY29MxlpcSHS4nOLbFOJ/Q29YbrZrSnW/tcGwvN7+/r/9XR8zfNzl/e9L9/Qmnr0/YPT9h+VWz5ddnP//u/IDvzlt+c9Pq8rHx7v0AEffp3WsAmAD0ALPPwcke5nxhI8QvmDJ/hO2I/o4zrUYvc58T6DZP5+mxxNx7sp3OODEnLwyLWuLp218XPn326LnkrLUpQQVJs7dFTdqoGZ82b3asxUINEhwCigBTXCZlic7lQglLiTgK4SmkM1f1712zMzn9N/nbgtVFUrwzS/0puqr/30xX0yVUI9Kpe+OYlUGwj9R/TqCgCgNMZUVx7gnJA3kelOEIru5B487xCYGlOyUqWQ9c1ZfDzXRyE1Qu1UWAIrgPj3fjKAmm/Yyhe2q087eXTspc3z9MPiw6xo5lRGoZcGpAwwfhOleDoYdGDqQC1KEibXAvNLwnrpWQpAlN92NJWx7tiepAozATaClFiFVqE6VybkW5BNM4U2Tc0ZNs/XFzfSSotT0oBsEwoNAuHbULe4kiORFHSTDUd92GgLpDoFEjLAl6uhdPi0ktkFoxi/eg8d5KRdzJUyX3HlnExQNBAs8CR3ZnCLfMDEC1iMCbRgkigQYaA1on4gjA1Z456x0z0n4XLL2IYkUM+odgDY01Lqrd14tnQKsVM7TUKABPgpECSg2MTkRoxKjahNBJCC1gKqC0CKYzkysscdoxMrJ7cAh3rJFvOYso5P+cUv0OwrCdE3ARx3ziPdChwzVBSfj0QsFz/1ZdftoifXDPjdFLb1w+fP5MdeOhnRcaD7WdqGk7XXX21N7mE7WHanfv21O2u6qk4kDp4dOHfId5rjIQHS/avrm8+8Wp4gdHtl6sWh2rHB+tmUaEzfS0HTBinMfggYN6mvaYOmls1b7iHbvyynblFhdnlO5eszGT25sdsT3NO0o1Rr5iOJ6sdqCXf1yOYIjOZv9Js36fCnDMn4HbCW63k1zvrfF5nDPmZOTQtmSHsykOh9n+LSnWLTEOl+M9T1FDW3irc/HuJxMdL2zy+Pqw55vDTi8bLF4cHPDs4JAX9ZYvj9i8OW77rGnIq3ODv74y9N1l2+dtlk8vDTq604paaD7Tx9u234huUouB/Xq7ujiMnTBVJlu+cJrLaA9fnwkuHtOsxs51mhPivQgfMXqZnesEK3/GLWerauFCi/HTPpOHzpGNk9Hj0shRa5VO2TLnlIARcdPmRvdfHCxdNv1z1cKeTIQZoROjakBVQGqAIxA93akyncvV/9JZWRZY9j+R7vl/DFyqVQUUbbvQ0XGh46fGHz94GrmBAlX5449nO3693PHbgk0bEWWYSBEUffTw6r2H3Wms6efvbnR0lFy7ZaYJczHw68+0XvrpN2XtbgiTAUV/zmLNL17Jiwqzrl++9MOv7b/9pN27CyL8R6enNL98c+Pnn7fcumRKR1jgxOpjjTc6Otj6/RDq75aSuvfDz62/dFz47Tu/nBwTlU5K0GJSOzV/A1u/3zKKqvrqHVtVqamtss1IBlIFigCTiBATlQYEJVAK03CZaXAokFpgUZCHgU4FhMZUp0VQtQTTglYpkYWBUillKTGjBU0oLJ23YtOmvOePRYqgbnKZWC4DuQwIDRBcf4yVKMOHrUwqv3JhSIQfqCIkynCQBfTR4o7RRv2pk6acIFKHgFYpUWt6y1SmYQrQKUAdNnHNKvxwHagV3RlajOGmAivRk4AppRxroo8S+ctkFRXTNq9DAoN7cDzgCrEy1CQk1ISkgKHMcDRqd8PVD9+W3rwAWgUwGonaf8Pxk+0dHZGXWpCQZZde/1D35Qvwnw3BK0wordTIiPQcULSY6Vy+1HUnaRBQoBlgDMDRPWk1MGowGBF1gKvftJLCiLNVytYdXCYxQgi1PLI788aVM83HapoPV545vPvs8T3nm/e3ndrfdupAw9HamqriA7u3HdxXvntnab8eZlvihA8th344Vfn4WMHTtqLfnh18c77sVl3+al7uZtXHd9TI/oMHmfY0mThl5K7KLRWVm3eW55aV5hbkrS4u3JxinFWS4ZMX5YmH949KHUvGLemJhgBlBMpoyuLAcmIuTiJwoNd02T+vRtvdX+V1OdHuarrjlZXObcmOl9K8T+htm6Ns21ePaTM4XIqyb9HbtcR4HYtxOp5m/Wy/xYuDQ14dGfz2+JB3xy3fHbd9e8zmzVHLt01OL4/bf3nU9vkxm/uHh9xrHPT8vPuLtqnn94f4z5lkYz3Hy8VvhnfQ0hHa2T7hY9wWTh0WPmzETMsxjnbTzMcssl+uGDN2oaPlxMH+qAtKjZ48tc+UmZbKsJC5rrLlDsZQj1S198Zwt6Tpjiob9zlDpk9zkS20jljRJyhQLJdJVRFiVA2EBggNkCgwlAnP/Y9g/ecQUxSQmEVG4oTEOG9a+9VvHZuazyJBASMjY0YHhN756sOe9scQEmyqlm24eGlpVNquc23V9+6Gxid+/VuHPG+Lr95QcuHaV69+iDp0APz8EYqetGFD7cMn1hrl+Jy1rpiuuLq2/deOQf6BRbfvnv/h+4Uo9rajQ7Fu01i9IefYsbvvP2xpaoRl8wYZmfGrVzqiqsvPnp588a6nUtuNFUyUCqL+wEiGmbth7ZYHD7pPm2q6fD6g4RKNfGnhFrb5WN/4yG7BgZYsZTzeGFBY7LEytReN3IA9SwAAIABJREFUuaQn948RTDCNW8bK/pGCQ0ysV0a60HB86voNEB4siggetSmTaqjbUHss/8KV7srguQW5SdeuTN6yGbBwkdEojmaBiohqbd736I5vmqGPTKatrVE3Huqm0Qyg1JOzVoJW7ZAgLMrbNrZgy9i169JaLweUlEmVIaAMiL/e9jmGSwkcBAoEHHgMeAwoDDRoH4NeUVWR0NLswPJmCmU/Fje2nJq9tdBUjYo1OktWyDx87uKLVyefPeimUZsFBaQ3H737/MMKLlqqCQDl8oab947cuc8VFoRVlA3E1IAqQaCAoSQsAxwtjeJNKRr0ncsjLMLSoFNKjISYxfuumE6vJEs3BWULnrnGyVGh9tlJc69fqDlRv/fU0Zq2ptorp+tajlRebNp/pfXQldaG1tajjYf3NNTsaDpeZzRwPSRQmhH74/mG46v1K8OmX6lZ8+Ot6hcntp3bmRmtXOrrOnT46FGDLcyl3U1GjfUp351XUrphR1luUeHGvI252/K2Jkf7V+Yuqt40v+UQtn3rgo3Zi4dHhoFcATQPpBZYFhgDQpHAo1120euxTreSXdrTnK6m2t7IcDsba3860rUt1reJcTzNOZ7ABrcZbZo5h2O8Zw1jeTjVvH2nw62dVu1lg26WDrpRPPTGdssb261vFlvdL/O8V+byqNLt4V67hzVW9/e7tFe736p1edY8tvWAbOakES5Wixe4GwMd4mTDU6d64pOsVRPsQ0b4znWc5uOzwmORcuLomXaO4wcohUlzlpr7jpIsWTIyaLZsni2m8lwnd1+F+m7ysxK8zOe4T540MXSW1eKRyNzR/SP8LTjCXE8NMjK9BFJKYUCgCEFIaLpzcfR/BOvvwVLA0IATQGslof59Qpbe/eaX7JNnYcFiZ0FYdfjQlVfvgjLXQ5C/R2LUjhfPhqK69l+/l+3e3t1v7oPvvsk8fRxky7rJ/K8+eZK8/4BEJgN5mKZqX0pzMyxfBKQcls7Oqtp1raPDM1zZ+PLrDRdOwxTfsz98m378GIT4iRfPbnrz1cbGYxCyCAQ1qAPEYYub791u/PINyOWAanuiOuHUSXcD11ujKLz3IPvCWedIAkKW++cXRFbv88/duLrlnEeEpvD2PWNNnaF876FX7+wDQla1ts4tyEH8lmU+uDclfRW7q6rs7Zvw7M0HX751E5gxUZGbv3y0MHtdxZmL289f6hMRNDs7a9aajG3tt8etThH5h4AsEFEFrmk+dfLN87GJ+tDaSt32YlXR1rVtl8fr+eqvnveSRey4erX82r2xyUlT1mRMWL1yw8VLZPkuE78FMUcPzlyXjagUQGhBLYeIEARVAKUDFLdJjpubvSaoLG/bi+eD/WVbLlxhqyq916UCgQNNSrRqk0V+286cPvP6GShCHHDd846O1lsPqi9dpfdX9AtZcuLmvScdHZUXzl/v6KB2VUB4IHAoQpEft1wSeKcLAIMjLClmWLEgIIxqCBrsRyxZm6mOU3mUpEzNFkbGab3q96U2ndp7/EDlzsLsvKykxv1l184cvHLqwNUzB29fOHH94vHzp2tPHqlsaNg3fcbkXhLYEkc82J9XHavdl6R9XL/lXs2601tidiWTioUTh7lbjhgz3sbBWWxq4jvSq6w8r7gku7g4Z2v+xpLCzILC1dnrsYyoyesMI9ub0vNSF8Zphkek+jsKWsAIsZ4CngGCEjM0CF2nYq7oXS8bHW7EOdxIsruaYHc90f0EannB4HOGdj2J2583urRFup9gvKo0zhXUgIuFdl83Dn933PPVEafnB+0f77W7s9P6RvHQq9sG3dhqf2nL4Hs73J7s8X5cY/f4gEP7Pofr+4Ze3tfjRYt3xdrZY+zmTLSKXuKQHOyZHj4uc55d0IyBETMddBPHL1sYtmipfPaYqV4TZvr6B42fNLX/jFn9Q/ymTHKcucwpMtxtjcJzdeiwjDED/GdMWTRpyTDHSf3d5g+bYgifv15wiGIGMVozXTiikyOkVsJSEpZBOvf1MUTnMtz/CNa/0+UiJk6YkSzC4hC2POfE8XsdHRaYGiKCxmSm1bx78bSjQ52TaxqwlN23Z+uly+C34MeODuWO7X38F9179Sqv6SiEBXZXye6/f7P2xFEkZAWE+uVeuz4zfwOCRYAqcHSc/puODsO+isEB/pfefp/VdBiZO/bcT99vPtkCSgWELD/+/sOmI41IiL+pnjIN9A/Oz3vR0RGydh2iVQGmG0oz8a0tDnoeNLKehJKv3HXo+/dORj7/yvWMPXuDU1Pq7j5L3n0gsekkLJjRBw1ff/e6XWhw2pEjy9ZnSf2XpZ8/tyAqIX57RfienTB2dMn1G0s2rMk8foKv2SuaMjEic93G65dFQQs9CJ1s48b6R4+CN2Zpt1ZsuXR99sr0gKx1G48fMl80L//xfTY7V7tu3YGnrwMSkyvu3OwlCytuOzctLg6CFpujyjlZqw/cf5zVcFjqPy9mf1XQ1u1IRJgZhS8rKltz/uqikhIRpjHj+e4RwTMjhfS6fed+/G2YXJfXdj6usrLPisWgkANLiRgMwsOKL7adeXQfwoJmpaV9+KUjvWE/Xrj5dUdHcHz8kYvXjz59YjZl9MVXb0ta2yBwMRhwhCIBx0HPIighFgRgWSC0CK0zYXlgOJAvm2sMXhMXeKxCSFC41uUErmE8MiNnnDy0rb6h8uzR2qxEo9/siWlG4sKJ/bfbjrefO/bgcvNX98/evNhw4VxDWXmhta3FZ2aQqF3+sD6vhPcr4pa2FkZd3ZFyKINeo/NbMnm4j4f9iNETnFy9pN26DxvuVVq2pWznlm3bNm3fuqWkcG1+wZqctTFrDPMP5C8+VORHrrCMlXvmFQSPiYyAziCUxYHARDTxH/npaZ3TjahhdxKGXY92fJjmdSPa7ZrR84rgfURpcYp0bqZdjhIuBzHv3Vq7I2kW9/ZZvz9t+6HF6tuzFt+ds/621eF9s/2bE9Yvjw55dtD+TtWgB/sc7u+1vbNv4N0aq7t19k+brB4etrt3yPTh8Una5RO8rBZ94cHNscHlY+M145hJQ9TjbaiJDsGLxqyY5D1jhMuUBZMDF82bPWzMoAUrHAKWTPLq5zvXRhvkHrPEjp5u7j/Mdvz4ic6LAh39yRmzNH7j0JD+gePEocuk8gCJVobgSiA1QKJAER83E/+xYvr/gGD9f9ni8JejKt21WlixNLJyz4tvf/aLj4aQhaANg+XzROO8a041Xfv5l16hy7fcvkIWFcKyuQ+/eZ+y94DFgiUvf/45sXYPyIJ7oMpr71+n1dfCsnkOerry/gP7KAbCAnyM/JWXL7MO1MCSGYgq8PCrdyXnzpqM9bnZ0WGsqRWFhpuEBZ/48H7TkUaTYD9JePCKzKzbv/4Dz84ymztbjGtBre5HkVGnm930esDkwCrEUyfQpcVx9Uf3XLyzbm/tiqyVM9JSI9blrjzbCoEL+zDha+9ecdcp01uap69MhtnTV108vyghhd1WGlBTJlr0xbZH9+bkrS9qamXLy00Xzg7ekrP+YtusxPiSq9cnJMdmNR0N37huXGL6so25Dqh2+bb8tc3HbDQRedeu67bkz8vN8k1PmmIUqh7clcpC1p0/7ZUSPYjTbrrXPicny1CzL6PxGCybFX/00LLNeSZqZXeGHpW8all2wbDUVCmpA7UipKpiXWvTwuTo6sfPPQjKNGBRakvjugvnumu1Uo4GPQHysLyW0xcePoaQ4HEJCR9+6pgZJwxZOOtVR4cxL7/h6q3qe3e7TRl/8v6j0rPnkeCloMckLAMUBdEGKckAzwJFA60TMaiYYkQc48wGh2HTm8v1Z6rI2HCH6FDbtcYRDbviLp6sb9i7u/VwTXPdnmhCGU3Ia8vy75w79uTq6YeXGl/dbnl042T7jSZjNN1/4OeWA/t4DDFrq9rwtCnvZu2aSxXJB9fiWyPD9EHzF04d6+Pt7jN8jKOLZ4/P+rp7upSW5ZeW5m7dmlO8NX/r5vUFWzbmrFy5OSrgYMHUgyUzEml3o8ot1eAzIz4CSAwYUqxnxHoGoXCE47vs6g0Km9OUSyvjfDXSswW3Po1anyWcm9S2R1RWDSqHOpVDtdJmj86uWrC+t9vnzSnHr44NeXvK/IeLNh033Tpuef1y3ePbC/bvzg592Tr41WnrFyfNnxz/7OUpi9enh7847flV28Dnp81/uOfz6s7ygg2hPvYTJ9qj0yw0Ad4YOSZt1OeyMZbyqY7hMxxlPj3nftHLP9YlOmT4ikmuTrqwWRNdHB3FTpMsl05x8htrt3C21/hhI6xnLbJJyAoeEzYFmTgcZk4A/8kmimCJKgS0YYDJAVcDhX7c09CVYP13b2v4r+Jvb0f4e3S5R4xDQR6q21P1yz86rr/7uvz6JXX93rGrVmaevxhbVfGkoyO3pcUcVdb+8p0bhULI0vRDB+781LGz6eKzjo6JqYmgVnyGaW/+9EvGqUaY9wVVva/q/uMeQf6OkZEXOzp+7egoajufdftGf1STsr/+2a8du481t//cMW71mu5hchP/Jad/+6HwXIt0/qy5q9Nfd3T8+FtHcVtLSltrd6MAmFZCaLmmE+Oi43szpEdmmhOHxZ5vXlpUpN9TazhQ0xOXSSiVDU0UfflswcZ1gZs3HHn50i0kNPrE0ZgzTcMJ6sRv/5iZlExW7FbW14hnztj25PGiXUVBmVllDx8547q0k0055y7ShcV7bj8wC1+e334jPH8LhIaKCA2ErPCv3LX5ygXwX7Dy5rX569b2IxT9CGyEnq97/do0Qp5z58awxLjR0TF1X70ZqAiNPduccfp0D7+laWdbvWNjEVQFlA50GqlKKUbVIgqF8LCVV28EFeS60KrDHR0uxsjPKOX4Nclbv3o2lOfFBCaN0UN4RNGd9stvP5iptb3l8rPf/1B1s3394YbLP/86haabX7zZ/+5dr2mzWn/4oeDGTbEytHNKKOZ4MAgimgI9L+VYoNHOg9AmuGyUYtr61GXtR1JyYsflxU3OpIavNkzYtlGfohfWx8ZUbt10sfHQljXJRky+OSPx3sXm5zdan1479fhy48sH565fPTbzi3Gubo6Wgwe4WfXdsSnu0rG8uqLo8nVkdlRItGohFrp4wexp1taWbp6+tg6u/QYNdXCyLS3LLyhYV1CwsXBLTunWrNxNawrWr90cG7Jj9ai6HfNiyeFBc8wTOO9FWRyQGFAEUASwFDC4hBe69Isz0Z57wvrX62yaabejavvjGucTWteaUMt6hdOeAOuqcJt9mOVu8vO6pAH39jq9P+v49pT5+9ah31ww//GqzS+3nH696/zrfYdfH9h+fe2zr69YvDo3+KuzfV62Dn51zu7rq9Yfbvf/9fXopvopoX4uw93Guw0NGGNBz7Jg/W0Nke7xOmtUZhk2Z4D/Aiu51pXOdIqstEnY6EAK9vMo3xkyq6kal9BFTovHOo2dMHzM5HEO46dbBasnTZ433MzFEiaPlqxYCEvnQ0gghIeAWg6YCojO0/Y4kMS/CFan7vyPYH1yq/e/lnfjSUAVi/fs2Fh/PO3oobwLbctLijzS0gsuPixrv5t6tMFKKZ+cuTaqsemzMJkEx3qh8lUnzhS1P1yamweqCEBRU0zH1tTOysmGFX7CiSZFRaWZf4h70qrVZy+m1+7JPdGy+uzlwRzfT6WIrq/bcatdta3ETKEGmoaIYPmRmlnFmyHcb/qm9aubTq6qq954/gx76NBnkQYgcLEiLHz3zpDN+U68Pq6pZe3JU3xdbU+tpr9Ka6ypS2g+tWBPJcgDRqUlowf2Ldy8Lrf9ugOFOUTqk89e4KtrQ4q2e8RFjVqZNn5Tdl//kICScu/VGSBbgtbVRB2oR0sqZhfmDRaIyONHqYO1ir17RsTFghaDSB60Co+UtBVFBSALck6MT2w5G9l0cl5ukSWFrSgrQghq8Y6tbnEJpopwsrYu5cARbk/1uJUrLVgq9tx5M02EhEQ7u6LYyIo4Aigd6HQ+K9ekNTVrS0vlJbtsOEPggX2xZ07Pz95sqpb3ZRkxgUGEdnnBFq5sZw8dYypXeabHrWs7v/VW+6LN2b0DV+hKywP3Vpn4+WtqqpaVl4BOATwJFCFhGeAZsZEFQRBxFDAYwgjA4EO4wAUhw3dl+TeWU+sjx2rm9MikhhdmBhVsSQteuowJ9I/E5CU5mWkxXIKeWJcWU79n+/Nb597cu/D69oUPL66Xla71GWY/YfxoMUBmRupPP7wsLswgNctJxSIB9YvWK2JiqaXL5lnbWjm5ejm6eA4cau7q7rS9JGdzbkZe3rotOes3b1izefPmnA3r0wxBNdtCm/djGxNnpZMjM7OW26FLgSJMWNaUE0DgED0t/Q/8ojHReUdEzwOYzX61XYPWo0HrcwQbfkDpURvmWh3mmb/o8yPRtueyHR7s8blTbf3+nMt3bQ7fX7D94Yr1j9dtf7rj+MsDp18e2//2zPrn+/YdD71+u+/w3Q3z56f6Pz895MPlMS9PLs6I8hj4OQCY9u85zMs2cIxj6DTz5agzn+Goy/OkM23x6CF4og210VGzydyvwDqixDYy2SoA6zczxV6bakXEu4cxw6YG29oEjXWj508Imz55kseYEWOm95kxBhZMNJs7RxQSgoTJRGqlGNeKaUJE4YCioNb8VbBY6n8E698F6xPlPAG4GtHJxbIVELRQHLZcqlIgSp04VCsODJDIVoAqQkwTYhoTE5gJJQCLmQQFQUQQqOUSluvN6MUE1l2lBnkEQpE9MQo0yu5KXIwyEBoM8jniQD8ICwE9JaF0UnkAhC8FhUzCMkAn9SZjIFQOOg0QJCi0EBQMQcsgdJ5JWDAwBOiZbjqVfRRraD3VS6cGdZhUFQShS0UMBoQOZEGmEWGmGGGCykcIBm+NVlaQv+pSWw9tOGjCxcGhiCrYRBUGaAQQciCUZjgq0mlBozXllIDKJNpwSVAgYArAZeIQv24yf4gIlhBaKR8NNG3Cc1KCBHVQdwKFiDAICTLBVIgOB1JlpokAnOqhDAedEngU5IGfyxWi4ECQBU4tLJhdXAKYwoTGRSQNJAU4ipA6U4YSkSTgaE9VhKkmBJTybhhpJpf3lIcBoQJBC5QO4SkgaASLEMn9gGaApUAjg+DlEO4PEX6gCe0mDwdMbcpQYnkIyIOB1ABLiVhOzNAIS4KBBJ6X6mngCKCNQKOD0Vlq5YhDm4Kr8+XrjBNSlM4b2JEb04P31ZbFx8YlYxpd6BJWFVKcu3b9yvg1SZHZ6dEFWYn1u/KuHD90vbVez4eOHe3i7e4ye9ac8xcv/Nrx85Onzxsbj+duytqwIW1vXVnGhmQVFuHp4+rk5unlO3LgUPPhI30Kt23YkrcmNzcrd9O6gpzcrA2b1m5an56MFqyVN9XE3Du1Ks8wXEhaYK71A4KUEqQpzQFJAIubGbpOup/Ntriyxas2un8l0+uA0boCtd+pci0MtChGB+3AzfcZbNpy3N6fGP3ymO3zw1avTrp909r316v2/7ju+csNz1/uuPx42+bHO9b/eOz0y32bn59a/vTC/B/PXN7eGt1Q7Rtv8PA0N0XAVApSMZj27OliYbHYo59/iHnYKif1TquoIgu20Ira5swUujMZNvI0G3mWK5ZtG7bSJjhjUFCujSbTQZ1sKUseEpjirkgbq1nlq4q29acHzpe5LZkwfoHVzBmwYhKEy0Alk8o1gIeIGFSiZEW0BiiVlCWAVSM02vmpEJGeA56Soqw0EhfrKcBUEpJEdHqEEYDDRRQPNG3GG7pRfHeGFjNaRMCB0gL9f0+w9AxwrCnNi8jOnTU4wnA9uBgpwwCFAYeCAe9cKRdxBMJTYpwCnjXjO79zgkpIsgfDAU1IBT1wBBhI4HCgSWAZhKVFFCrleLEgSFgGaBz0FFA4ECQIApC4CMc7N09KBAooLfAY0GqRnjPhOROWNeU4U46TkLiIwkUCCYIOjKQokpOyRHcKk3Z+sEHPgN4oZmgTgQReC6TalMaB1IIRE8VHixlSxGAgYIiRFTO0mMWB1wKnlbCcCacHQZCwDBJJgwEHngADJTUYxTgLLAs8LiI0PUgdUFoJzQFLAqUzpUgJL4BRAJYETI2o5X7VFQlnmvSHDtpHxwCGAs+CngGSBI6VcixwBBgpkcD+/m0TAigCIjkTlgWWMuFoYFEwUmKeBgrvRbFAU2AQgKdENAGsDjgGaL67EG/CGCQCBxwKlAJYHXAsCDQYKGBQU56UkGjnN14kHAEcAwZBhJFA6IBSSzkWjDzoCVOm8+QgAyQKPCZhmc4D3sDRvTH240ORJLC0iGSAoMW4phtNABcPDGUmUCbRSWCkIVLfKzoGUBRhaURggaVMaBr0LPCMiMdBwIGiAMftI/yisPmNW5WtBw3xGvfVjGVe2tSt6/R7dpQcPnDgeENZc9X2A9vzDu4qqq3csiaVXb8qLp7VZcQS+ekJ2Ukkp/ZbPGtiROiSU83H3717//1Pb9/98svrDx137rz48O751ctHavaVbMjOHDthpLm11eQZkyzth0yZOalwW8GWzbm5G7O3bFy3MSc7Nzlj09r1q9PJrKiZF6rXf7hZlJPiu1g3bYgmCHgOGBooTkLQIgYDY9c5rJf1Xl/uH35nh+vtUpfzOXanVjnvJgc0prie3uDQkGp+o2j4nXKXD80u354b8k3bgNdn+v900fHXa44/X7X5/qr1T+1OP9xy/O6m5c/3zTueDvvhodVPTyw6Xjh+fW+s3K97P9MeptBTDAO6mw0A6CY2s+ohHT6277JYZ3KjhSLfksy3Jbc6kdk2irW24cbe82MHLI0bsiLWYilvuTTROijTXpHuKE+3lmUMCcywC8sa6p9qGZDlrYvrs4jqOVNmPusL7y+cFi4QB4dCRFAPtUaMhwIbBgwh5bQISyJ8JNC0Cc4ASSMM240ggMBN+ejevB54GrhYU0GPsCQIDLDBIKBAY0BHAWEEWgeMSmwwAMVIeO3/NcGiSaBoICmEZ4DFgMMRigaUNmN4KcMBxwBHi3kWSBy0WmApoHCRnkNYGokSgKdEJCnlWDAwIpoBBgdKi1C4mONBzwOLI5xOxHLAUlL9xyNsIo6R0KyIYoHnxTQHLAMCZ8owJhwNlBYMFNA64EjAtMDRQOHA08DiQKNiUmti4BCBBUqHcBiwqEiggWa6sQKQmIhHRTwq5klgSEkkBxwmMQrdjQKQWmB0IgMjEliRQIuNlJTAu9O8WIlJcUZEU2IWNyWxPjwrZYnuPC/WkaY0BzSOcBhC6sxYWkJ0hoeo2MgCz4CeQyhSqtOIUB0oZBJdBCiCQRlhxrJSgjSlyB5aWsTzwFKfGfRmLCkmMFOGEhv4zvOMYobtSTKIDu2uwYHFgSdBTwJPAY53fjpGzNNAaM0MDHA60DOIIADLwf8i7r2ioujC7s+ncwPmSM6IgDlgFjEropIkQ+fuyrG7ySqKKKJiAHPOOSsqZjErJgRFQUUwoAImEEPPBe/815pZ65vL+dY6V3VbdXY9VWfv36ZwAU/ITLScpdsynISlpDQu4DBgECD0gGokFCEmcWAYqcksZjmgUClHtDebgKfASEkYTkRzcpprS9EiApMwDKC41GQGhpERlJTnRCmm1odBTJJA0ZCESVMoIM3AMjIaAZwBjgATKyIIEf/faZLQyEppGnhKYDbLeAZIA7AUkJhTXBCjHlm8I7FoH56h8ctP8z2yTrkrf8ne7dsLjx+8dv542Y3C2tJ75TfOFxfuPLJzeeGhbeuXZ+/avOTw5mWaWcNM2IwdG7IP7F7+4V1F06+fvy1NzX+bvn37+6vJ8rXx86MnN27dvrJ8ZV68KtbByXHwEP+evj6+vbxT0k35+UtWLFu4ekXuqvwlK7Myly5dsGCu5txe7PQG6vj6xB1bw4cqRnfQxQPLAs8KeaOYZcQcAUbuf9wXvx/4NV7z+X1/8OeLHnVFPd4e83u02aXhwrC3ZxzfnfH6cM63rqhH3SW7P49dLOVuTY9cftzx/nbb9dt9h5+PHJtKnZvL3X69cG2qsG157tVU5fT3rZelxrf24fjB3m3tOwW5OE1zcJkgkrkKxZ3F0MGvjb/OU5XjgW900i+yjVnloV7hqVzoOMvcYTLTZjzTbgJpM1bbLlDbfRLtFKJrP1HXcXKmR/xil9iMrjPndJmZ5RSz0Dlhk7uBEY1NtAmItR0XPHCa96yE/jEJI8INwyP13XVKAaUTU1rAUcAJsYmUUSzQJJh1YlwrxjEhGiJSxQGlAEwtJxDgSeBxG6NeSKuBI4ExAW8CIwIsImSShBglZ9T/W4IlIUgJx7dGQIQMKsR0EpYCipaSlBglgeEldJKMShJxZjnJAoUDg0koAigMSBRwRIQiApYEMyUkaSAxsZGxohgxQQOFA4sIDfFA4sAQIgIDVaKEpUQMKWMYMU4BSktIXmQ0CTi+HWOSUSzQBNAk4DpAdaBVWXGM0MwATwFLSShKxlACghBQpIinxQwGepWEIoCgZRgBNAqMVsRiwJFgZoFEpRqNSKkEgwoYRMTioFeDTgMMDiZSyDHAUkBggJOtMDwxopVSqJUqAeLjAMOAxP6jALZStFgWWoN1HAEcLWQ5qZkT0CjQLPAMcCjwmIAl5TQjpyk5hVmhNLAEGAnAdSIjAYROYNCAXg0IDjQFHAMmBhhMwjBgZoGjwUgITRzwjIzjpCwLOCIgDTLcAMpZoI4TEZiAIoFEBRQu502AUIIkHkykkCPAjAGtBtoALGpFE0BgQNPypBRBEg+01opExYpEIFGhkQaGBIYGigSeBhoHjgaWBYaUUJSIZwUUDgwhYnEBqrPBUJlWC0QCUEpgOQmOWekSAMdELAao3gbFRQwJregYhpTSNBgZYDkZx7VS/QBR28VMTKYnXN0edXanzhjjkZ/aZ/uShO0rN25eu/7sqX1XCk/dvHz42d2rn57f/1h+7eHF/Tlp1M2vTqvAAAAgAElEQVRLJwtPb2fQ6etWIsVFy5/e3dPw8frv5prmlqamfz///f5q+Wf58qnp0dNnnxo/X7tVfOf+jdR02tvD1dur58ABQzp37hw+KyhvZeaC7OQVyxauWJ67Mm/RqoLlOZnEk2sLjhSo0/T9+LlTHOPGyjEDUKzgv+Rc60z6PwvWz0eOTQ89Wx55fbnRpf6G7debnu/OOf643aP+Zsffj3vUX3X/csXjwwX75hIvy8t+f8p7NT1xb7znVlfsWFds33C/+88y++YKp18vXJuf2399Zt/8yvHvG7eG5yFDerVp22aorX2Es1d0t24j20P3IW18420nmGxnrfAwbPTCFzlFZ9qFzradmdR1WorjzBTXMMpuqqpdANJ1Ylz7UdEdAyZA70nifohDkNkpxNh9GmMXlu4UM6djxC5fNsM5NkgyJLHDmMRu48b2Hj3BZVCUU5Cmt2ZUNCmjEQGGAIYLcRw4jZykhWQKGPVyDrHRhM5YMlyzdPoIxCdtd8RgcxhgBjDpZRgBJCvFSTGJCnlUaMKAIWScSc6bxP/PEPX/n6sNbwSSApYCVGebxPvNzQCDUpREC3lcTOLA0ULWJOeSgaYlDAMcAsl0WwKXMYQUNXTAcK/02XKakvJMG97YCv+UUbQIpwBHXFKMgZkZYgIBQm9H0UPmLLBBDGDQWDG0iGelFAsoKmYZwFAhhQOFCEx0G5oWIlqH5CTHJLOcQCQmGhhcTNMiHfYfD4siAdHacUzMvv32vBEwQs7zgOmBRYDWC0w0kAYrlWL8/AXImm19sxaI9Fo7lBw+e8GA5NkuvBn0OglBgpECIykhcGAoIFAhhQCunLhkkX7bngGzs6Q0KaPx9hQpxjGgaQlLhe7bb88xAlQrxFE5ywqNNCSTYDQD3YpwYCQcKzdxwCKAxAGNA4m5ZmR4pqULNImuaea+Gam9UpPaGJNEFCOmaTFJWnGMlKSAxIClgUAAQcBIA4YChQGDCHQKB4aMXr0qYuMGr+RUiVYjp3ARTQBOAWUEkgAca4PiApYUJnMimgAWB1QPLAkMATQPSTRQKp/MOVFbNlsh+vYMDRwFJAVGDli8DdeKjWWBJaw4RmikhQwGBo1LapJP1hw3ApuctXBM7kI7SgUaRRcUC5g/W4KqBJjSLi25Z1oGIFpgcaBwoZEVURQwJJCUiGGBpcQsBRQinjaaYYLKLyWd2hJujPSah3nsWmnYuHzz8mWrjh3edPnUsVvXj5feufzmwbXG8mstb0tSDHFpPFJVeXvzurSKst3vK/c/ubHuwbV1L55ctrT8+9Xyz2L52dz0o/bDl/efGz9++VxZVbZ5w+LYiFGTA/t6OHYbNmiobfeuAwf3TM3AFixMz83NXZaTt2x5Xu7y/EVppgsHjWszZzIJA2egU2xUIVLeCBQvbAXSsriQwYD+n+1Hzc9c/lX6/Xzs1lLu/POJQ9Njr7pi+4Y79l/v2TeVuDeX+Py43ePzNedv91z/VXj/fub+p8rj17Meddddai/a199ybrxv/6Wk69cn9j8rOrS8cf31xvZXVbvvVUODJ4BE0Mm+S2g/90QX8ZCAjkN1LpOozhNndw3LdVKu9cZznGMyus5MtQ1hbacbuk1SdZsw3cp/ZtuhOoeJYW38p7YbNErmFyDxi+gwUtV5rNlpZkqnkKQuoZn20evcdCt6YSECf608AOs8UWMbMBVclZ0C9c4RI8dHClUK0DIimgNS24aL8KInuKHBNrFDI9bHLz0d/ejhiBelI1/cHfH7y9RVh2eKwgc6YSP80ODuLCdHOcApIFBgcDHLiChWyPJA/++o1X+LxMDEQGQkcubU1uo3Um28hMdAHw2qGCD1IhQRqDUSCgNdIhj1wKohLgIMSqEyfmTBqrVvP0hwgxDTSbRqQNQinhTxtIihQZG49Padmn8W9yQjKKKoA4dfWCyTVheAKlaoUQOqBFIrZhEbVDNqZZ4AUwKtBFIl0SWKEuMWP3tmvHwZYiKEeqVYo5Jp9VYYCUYGaBIQPUTNGpWSWvLPMiYrBww6MBhAkSjUaYBGgUEEijjm4MGnLS0HK6vpWzdAkTg1f13WnTvLSkuHZGXLDXrADKBXAq0SoToRQ8ooEmIjzcdPHPnzdffzSq7wPGgVEtogRtSgThSrtX6m5Kt/LO44BqoYgUEjo3EgdYAkgN4gwQgrjpFRJKhUoFcCEuttJt3mz4WY6Pl3ShbfLoHpQUFb1i4uf5R6/bINx1uTpADVyTGDTKsR4QYxiYORFpOkhCDBSIOZASMBiHLMggUX//w9/K52y9uayWvXSVVKkU4JGgXgOJCsiKFBrW2jNFiTNOi0ErUWMANwOKBauV4tRSgZqoX4UM3OvXfrf3SPShDoVMBgYpwA1AAJcXJlopgjgMaEhBa0CYBphQwKyrjk85eCd2yYd+rM/W+/9rx6faPlh+/stEFZCyotFmTndoieoT17Muf+Q1DEA9tK+COlZqPUzImNFDAMsHTr5CWKmDF0gt9cbtDF3cEZCX3T1B4HNhHrV21YtHDp8cPbrxQeuFJ06FFx0bvHN2sfnPn95m7JuSNJmOrp/ctfPtytfXWkrmp/0f70vaupT8/v1zyu/vvFYrH8bf71/WvTt1//Wr7/+Hzy8NrNK+jz++fNMYWOGezSv6fbwH4+nbvKZsUEZWXPz81dtTyvIGfp8gU5K5dlpZ09QCUp/fDYvqNiRoo1UUJjElCskEH/j2CJmP9ZsP5Uev6r6vW30u9Plce/Vz1anvl+e+T161mPlqeuf8u9/jzx/HnfranE/fNN25Yyj98Vnn9f92h65vL9iUv9LeeaCw61l1w+33Grf+BcXyr8U+Nlqe3f8tLp2zPfon2T+zl29bDqN8tTPRKGo05hc71jMxzCs53iV7ro1ntg5vZTTR2D0l2j4+QjE7pMCGozZELbQQE2fcfZ9Bkj8x1m03Nkx94T2/ab0XZgpLV/mmvYvO4RSd1CUu3CV7kmLvHTTBH0jxH5E10nE12mh8sGau0DGdcpoQPHOYTHSrVmK10cxAaNzJh5vizmwNWA+et6lzwObKjq//uW44eXdu8f2bRUe915OGL+xsFnzky6dW16yqoIYXyQDCOASQYaF5tZIZkEpAmM/3s/3ZM4oHAgDVbRMUzhiSNvquURwe0RRdDOtQOWzuuZmdQZVXkms56pxlGb8kEX29GIRB3bO7JgiSAq1C6Jjly/CQwJjvNT1Yf3T123Wq5XA4WAkZIlKnY9Km22WGYV5MujQzfcuFf7xxK3aSPERwSsWTXt8L7e6bxYEabevLH8tyVq4xonI9IvlR+Vk+m7eP743MUTFi/qxhkCNq8KXLJ46KIcmYkSIjqJXteRIWbs3aLctPbOl69TUmbLYmP7F6xQHz3Zy5Qs1KqA1FurE0sslnlbNsG44YApBKhuZMGqmUe2Tdq8rKMmDrQJ3RkqYuvGybvWdMLVQOjELGXL0jW/LOGr8wSTx0sIDdBquTpm8uaCKQe32uiUfTDy9rdfoUsWz9i0pifPSxLjO6ax43asnbljRxdUD8roThgStm3XiC3rutG68xUvT7yo9TPyI3KyQ1askkaFjt1WoDiye0bOArEiUaxROJjZKfu2jl2fL8W0UgIRcoSEY61NJmBwMBESnrDWKe98+L6m+KYoLkqgjBciWvv0pLBDu0P3bu9GkxK9ziVnvmtKyoj8gi48N2HjJuWBo24MKyE0Dovm9MxMAq22z8LZzow+YuOGS1Wvpy5dPmFDQSfCAImx7ovnxx7cO2nNCjGuFiNaz2Q2+sg+/9V5QlTdDtGsvfPIgdTtf/I0/8QpQcDIiy+ep5w902f+vM8Wy92Xb9tFhGBHDm5+WA4xkeJkBggMWBKMlISjBRwCZiPwLFA40BRERroMdl2xaPrNg6HUDOd1mRP3bqLXrMqfm5m9Z/vGm0VHrh0/UH79ypsH196Vnq9/Wfzu4fXVmbNf373xr+FpTfmBpnenSs7k5afGPD5x7OCinSeWHW1q/GGx/Pzz+93PH6+rXxY/vb3jY/muimsrzh1MS6OnBgxyHjHUx9m5U/9BfhTHz81amjp39oKF2UtW5GfPxQ5ujUg1eG5dEZm1VidTRwHNAMOIORx4Bky8mCP+P+ga8OuV26+qHs2VXr8qXX69dPv1wufrkx4tFT0tL/pYKvz+lPWov2Hb8sT7/ZXuPx95/n3h9+dtr5/PXX6/cGl67PSmqPObs0511/u+v9bn2+MeVcU9nxf1LNnb7c5Ox9LTU9aZJk637at1jzR0np7lmLCpF7PUVZ/rps93Qze7kwabMRmeMSk9YmLajQppN2ximwHj2/UZadNztNx3onWvAWLXER38JrfvG9y23ySJH+U41eg0k7EPNnUNWu4Wa/KJ7C/pOcPaX9chUNlpSqTNSLTzmDlOQUzviUOnx8kjY/tiQ4drRpsXTPheG/D7g/fftwF/y72+3XFouer+tdS94UGb3899GioGfSof1lTWy/LWp/T2gIUn4ntoh4oVISIWAVoPKNF6gPi/JlgmVpZkAhNtExtHFR499vy53czgvVVVlz7U76+sKvv7z1+lXHPl8tNflu2Vb/qjzOGqqtwbV0+9/6DburlvVtrxtx/aU5rgfVvmnTh6+eOX9LPnhHo10IY2WvXaW7eOP7i74PSJAZh2z4MHZ0qfods2d0OUKdevLLxyvfzTt0FpzPIrFxstlh1PHyfk5938+Ol684/4rds2nr+57ertaTlZh2rePP/8u+yvxWN2CmDKrhh67FPDkVevCp8/e/3331Ca8Fs8Z2vlsyXnzp1992lwWoZApxLplPllpfcavk5dOE+mS7DS6zTHjvFFR699q0vbt0cQNfPI/Wfnnr88Wlu581GpXKcFg16gS9hZ9vTW1+/Bc+ZBfAQoIxZeuLC7pGTLs8cri6/5atUvLZbd5aWF9Z+KvzY767T+BYtNV88fevFi0d1i6/iwTc8rztU0ImdPTMhfWP25vvpjC7Vt5+yLF3a9fGWriDPevLDgbGFp7ZfeacntEcWFuobdb15drG/MvX5TrI6XknoxToBGJ1doANUJdIo+2XPff7f46FWg10lMPGCGkWvyU69c2F75POvqpY6REfsrq55bLKlXL41cOH/OpUsb7z+6Xv+tfWI4X3h6W8ldmBZ64uXrDdevhebmNVksq289OPPp8+Hnr6RR4VGHd+deuHi67gN9+rhjdNyh2urdL1/GHtsHseGDFmQW3CmRxM5cf+fO+vNFXUJn3HpTZdi5ZcSyZWfuPjh9917cqnz95k2775cKIsOlqZyApYHBwUiKGFLG4kCxwHJCmgAKh7jo/kEDViyZsjdn+Cpu9I6l4ZvzmfXr1yenz9lQUHDpyJHivXseFBbeP3/89qWdLx+eLrt6tvRk4dmVBQ/ObqsrP/i96ljZ+TXXdyy6tHLN7RWnD3Ibbpw++7fhZUPtlXeVpz+9OtVQfaiuYkvDi92Nrw5cODKPQyb693fo09ets23H4LCQ2dmLUrLnLJy3aFHO0vlz1Cf2zCo+QV09QS1ZNdPBkAAYBjwt4DCB0SjkzGKOEPDE/7gvmt84NVW6/XzpZnnvafnga6kd0PKil6W6r6Vsyvc7g38/Hvj9Xs9PxS5f73nW3XZoee79s9Kz5ZX3vypPS6X732ceX264lx/1urvD92KB75Utgy9tdr6/0/v66r53d/a6uW4C03Oiym1KsmPYajvVXjdukyu73Blf40Xn2apU7QJMnuGKTmPD2gyd3nbweJtewyVu/aFbRNehmNfUsTa+/cROATLP6d39R1n7zWgzWN12tKHLBLNd0Er3GIPDpMFteoV3HK5tO0ppFxgjG5FmGz7bMULlPr7n+JkwdUj+kbCrJ6dePDzmb2WfP6VtLOX2LaXulcUedbc6NV5ztTx2bLnr0nTbu/6G7bdSp8ZnLj8qnT9VTmGz7H1Rf4kuTMQYZEYcUK3wf9HWwNFilgEzLY6eZSwuOvToUVhq6otflv4qfR8aL7dYeiREbHx09/rnr21mRUau3tLQ8CfBmHr22v3LL6rHZM25977RHtPY6pWGzHnFj55felNno1EBoevOEuvKHuDbVu15UIKvXLHo1NEN169lHDkoCZ08PC1l/updlh+WyO0FvXjDrcZGO+WsETz5/reFWLsGZgSdrnp3oLRMPHO8c2z4rYqaJYUXAI+VK+OnZeXea7F0D582cjZZYmkaptesLLl39vG9CBKrsVgWnrtordEAabCj8ILrtyv+WsgL54Rxca46nXJxdnV1zZV7j8fkZVdYLG7xYb1ZRY3FMmLR4nZqA+jju7PqFbdvVP21EDt2O5H6+5a/5pWr0levqfv5Z4rZXPH330jK4BUX+eS3JXTFCquo0MisrG0nThQ3fenD6h/VNx07c9c2KhKmjzp07fLy4sswetjmh4/O1tTJpkwanGai16z7+P1fZP6qYfkL31os7adNGMvR9379sU0mrVQJrsmztWcvp5y4Yp+UJIiPGVaQW/PN0oVVAcGKGZPEQHSITQhfkL3+4vmbDfUDNcrTr17sKr4hjwqyjps+KonNOXrku8USkEzMPlu4506xOHTWlddv110ompq39M33711nRY1N5mstlgEpJkd1PDo3u/BVVcGzR+6KxLJ/fzM37pDHhonDQ/Snjs8+VySInLbt5bNbn96f/9z4pP5j1/jQMYuXHnlcEpWXdejV69mHD++7+ahtYrw4mRGzDCTzYKaAQESoXsyliJLTBZgeKIOVJjaSDcldNPzWLt1CQ9/lqYG7N87fvGVnRubclUuWXzp85tLaTec2bTu6paBgOX/y0IqqO1fOr9m8yzy78sq+F8XrSwpzr+3O2pWJbkDojbFzjyEF1/YfsjSUWuqLLPXnvlUfbvpwoKX+6NeaI03VR2ue7Nq/OVkZGzhgoJe9i51Hby82gzdmZWWnLstIy1m4EN+3IeTz881n96NrV07pwyNSAgUjBYwBGB4ok5ghwfg/DwqWyt6/Xvs0VQ+yPBxlOTGicZN/3brRX/KG1c8OKJ7m9iTVz/J8etU5l5pir/d3XZtLPVpK3X9VOze/cv7x3KfhuefvSte6az7nNwxmJnoc5gIf7+hz96DzrQOeF7bbnsodk95vPNZl0hzHqDwH5S4P5rBvcr6Tfr5DPNVlht5uis52crC4/2RZ3yDbYaM79x3UpscAuStjN22Zu3qOrz6yy6RQWb+ZXfv3b+c5ROoZLxs0xyEMs5mc5hSZ2GFMhN0oVffR2u6BMR0CYzuOz3DWzeseltgroMPgER4hHsXnfb8/7lVzyb7umvO3e+7fHrn9eOL1+mzXD+dcvl1xqi92e3PJ9c0F18+XvL5ddv152+3TjW61D33f3wy4emHySG4AKMIlqEaGqQFXC2gUCBJwri2VAiwHLC5hGKAoIFngOOAYYCkZz8gZQkCjYMSA5/+73grn5loNCgQYk4CfAwwDBCZgtCJeBRQtZE3/lYD9H8QiywoYVsSw1owJGBo4AmJmJR8/eeDOA3pp3s3Gz23DQhxITcmvJh/lrI1Vj48+fyEeP16192Dtl4blty5sKH+Abts8fkHmrU9feyCqHe8qtxceXXfs2MH3tSKDArTxPhx7+PWbiUnGg1eu3q5+F5mdnXOtOPN4oT/LFrX8SN68parybeLWjUNN2O0fn2y1iQMp4pXFMjojA8JmnnxUfvjhI8GkAOOxg4fLysQzpoIRF2jjiR17j9d9gpBJ/czUkz//xhqw7aVPz9e83XS5eEdJefjqzQKFqo2JhZhZEDQ1LC3jhuVfL4Nh3/vqeYXHjl29fbT4fszOLdcaP4njJ3XHI2v+WGasXwvqRCC0UkWC1aTxhuxFTz58mTA/7enXH4dvXd9w7/aS08WB82af+VDnqVW2CZ70sOEHtjTPfOzAoaqK2Ws2FH/+bE+ovUnd7fcfCxve2aujjly5n331MkwYU1D2cNeTR+Mw7EFLM7Mm/2LZs9B1qyO3rrpeW2M1a6a7TnvjV8uwhVnieK19iim58Hzapatuc9JAHdM3NbXKYvHnEYhVddCTYkViwY07xyrKiK35xTVveiHKA3Vv0vbtg2kTzbv33/j4Cduyrqr5z7gUY/qxfVtv3oBJww88L199/sLMJQsvfaiThE72pfDSn39D5s49WPFs080b2cdPHHtWCdMnTF+89O6PX8tvX3WICT3w/n2/5QshevKh0kdbj5wcxBLVf/8MmWMOyJ1/sbq6oyL2yMOnn2u/5B0/LVMkiEwM0JiEJUQ8Ccm0gE2S0iTwWsBZ0CqHszMWLYy7WGCw1Jw9kJ+Ylzxw9+aUNfkbZmfMX7A4+/SBXYdXrN6fvWh/Xvrh/Rll9/ZWnz9Rum/Hr8pblsoLzbcOfjq38dGRnPtHcs/kpS1VKJCAKYc2LvnbcL351/n6T2d+1xRZvhT+aDxaX3vw16eL32qPPbyUs28tpooc0a+Xm4Ob0+TI0OSczMy5i5LS5yxdQJUUzv9459QK8+TCC0lTs42gjJSajUIcBRIHwigkzGIzD7wBOAY4TsATQo4S0ykiKlVEsfCrsqul3ufzkYF3Jvcq6zumzCWwynHiK+dhH7ymPLUbUuhpXZfj17jP98MRr/pit8bHnX8/79z82sXy1u3va4df1Y7Nld0byx0/vxqWMKNPkJf9gbmjHh0cWnU+4MkZ/0vrQlj/0bhd8FyXuKUOig2OyK4eXL6bIdM1Xt1uQlrnaWSHCcHgF9Z56JQuAwbLXXyg07B2bkmuoSvclDme2vk+qtnuIdPb9+nb1mu0Ta+MHlFs12lxkpGMy8yIjkMD5N7BHQeGdR0eJPIx2AbNsQ1LcZ402c2/h2f/vCVRH6rGVl+XNpfZ/37q0XjHvfaqU/1tz3dFLq8POdUecvh8wbfylMfL427VJ5zrzjnVXez26UaXljKP7489f5SPvHonZLAxEJRRQKuBNAONAkkJ2CQpaRYYjZDCAonLKLodzUhpEigEaAQ4QshRwFLAUyJKJaF1cgaVMYSIooBigOXBmCQk1BKGAxITMayARgWMGhgWGF7E4gKWBO7/LVhAUWDmwURBYkzGxctHn1cGaHVPLf+Sdu4x7dld9cfiExO5+fnT0+/qRJOmTlm1+ta3+oA03lOf0F4VNXpR5v3KukCCvmH5p0pL3nim6HLzbymiAb3KLzXt9PcfHhrF6ssX31gsXpFRyx6WzC86j6xdf+bduzFqbfXXH/ihfX1J9XPLn5gleSPNxscWy8TMeRA68+TLqoMl9/svyXhvsWTu2xu8eKFdRgpookekp93/ZQlfkJV26OAbi2WkRpdy/tS2yqe2yihbIwasAWidtZGYtnXDkNQUeveO/d/qp5hSq/5Y/An9pru3rtR88CGxO3//RC1aQG3f/NZicTNxQq1KTmGKjdtGZKalnzp8qrHOg8duNHwlCvLsVJESRGnLa8v/WejlBfHrC25bLCMw7Ezde37bFmzlitLf/3xo1JPWxSanvrVYxs9Ozjl/4Ujdh+7REfmP7++teG7cuuV607fBifEvWv7Ebt/slYy+t1hmzJ5t3r33dtMfa1rblsAB14AiTqiMlxKIhMLaqVR7nr28/v3rhMzswXmL7c1UyfcW89p1imWLXrdYfNSas411mSeOQ/DEnRUv9965F4ghHyyWESksvXNz6femCWa+7Nfv7bduhy9bVGWxTJs/d/6p0/d+/Rk1L/WhxZI4d96i06dPvqmxSQh3JHS61atefG+mcpavLn8O+kRh/KwzT6qWny+CCYG3q98ZDx4Kzl50tfajNDZq/Jw5Xy2WLY+fiBMSgMKBpWRGttVmDAQhYTjgcKBM1mjcrDkzTx+dezxX/fD43IOrEvbmTd+9MWXFsoKFCxZnZs87tH1ryblj905vO7CO//Tm8J0LKw6tSv719NKPx6drrm78cnHrm8Orbm+efSQX3ZYcfXHdnAzVtOyMRMvv+y0/zv34WdTw9khz3YmWn6ebG441fyps+Xiq5smWi4cy8+apZwYP9/Rx7zN8KGqenTUvz8iz6/NS/n57UHXnCh8zZMnimF68TmiIBZoClgUGA4oDhBWwuJjlRLRRSLFA40CjwBBCjhAZMbC8cfxT3aeM877fud8rx7GfvSfXO02tcZvy3Xdmhd2IR+7+hZ72j+MHv5495s3Ofi9vd7G89Ppa6f39tZ2l1q75pf2PcttflS5NH4dh7GQ7q95xI6dsnRN0fsfMe6eiz6/Sof0mEo7h6S7xSxyU6xx1G93QRY7xZufw6A6jCetAzG7KEPCY4jA0zCtgiMxpgKj7yPYeSvuJujZjUetJmS5RK/qowjoOHiRyS+gw3GwfgnedynqERToEDLF2GyRz9rf2GmXTJ6FjQIZXSEr3YIPDhBEdvfpIuq/SjrC8m/6lpGvT067NpXbNj7zfXXatOe9UV9Tj1W7PivVOb/b4VuzxebLd9dVhz5rjjp8uO36+afu7pNuPsu5fy92+VEf0m+UEEaFCvdpKzwmNGhGpk9JkG4yQ0Cgk6YFTQxICPAYc3ooJBJYCjgGWAZoVm0gJT0goTIIjYhwTk7iQpgQsLeX1Eo4XULSE5IUoIiY1IoYVmU1Ao8Cg/7U5sRRwdKtgiRhWajaKGFKgU4Xu3pF5+4b1jKkz8pecev58fWHRzYav3lqN6cL5jNu3hQnxMtww59yZW3Xf773/Fr9u/Yh5c25+/uESHzfn0sU7X76eLHu16t6TzgQp1Gh7pc9dVfGyi1oxZdWS+deuCqdO0p07RZ463lOlPvb+/eGXFfuqnkXs2iyeNXXd3VtX6n9MXJqTX1c5KCPdOiIq78rllOMHkFOHSqq/XKl8c/zzl77pcwWEQpYwK7Pw7J3vzfk3b21/WhaYltIBTThQXnav4ee1Tz8DF+aCQdktldtTU/u4pvFRQ0vQxtUdY2O23Si58LFud+njglu3raiO/WwAACAASURBVGIjFZt33KppPPPhc0R+PqjirUi0SzJ34PWHOw0/L3/7OmbZIoiLSli/6fqXLyUNPxZevdWDwwqePDxc/qLka3Pq8ROiWdNVu3c8/Nx88mnFhvKn/eambnpadvfz14V3roAqbNDiec++WzL2H8H37c26cdVdEV/46eOFl2/ulFVP3pQvjQ1PKTp75X1d4fv3gXlLAFGIeQPQKJhJYDERQ0pJSmpA7EhsR9nzh1++F336Mn7lEnTdhsdffhyuer3pQVkPjM1/dG/WxrUQFz5l5Yqi+oYDryr3vq4clJ3ujSMXPzacfvX24JNn/IH9gTnzNpeWHqh8ee/d9+k5ORA7LfdG8b33jUdeVGUWnnXnySNvqou/NKDbNyq3bjHsPQwqJWiVmcX39KeOQPhMbtfulDMXxszNWn7vvhxHRYkxeXdu4KdOirQaYCjgGWBwIDCgaOAxoFngOSs2yQ6Zblo49cWdlVc3Ju2YP2WOtt/GjElHt2bnr1yzYP6i3Nzck3v33r288+n9LZ/f7n3zeMPqzLDzO1IbH+57cWL5k9NLXhxf+fzAqqIVycWbU6svr6q8kld2fWnh4QWW99csXy42fjv25fPBH59OWn5dbPp66OfHQ5aGoh/VJ0surDy+e3ayKXLwMF8HT4+Z0QmZ87KSmMg1ubovn0uKTmxdag7KmhdjHTddhuuAJcQm0spEt0nmpRwpInUSkpVQlJgh/wsb8QgY9WBEwFLtank65XHo4KoO42vtxtd6DX3rMvC977iXbgOeuPR57DDkqcuo68697/sMKZ82qjR98KdDgd+ejvpZ42Gp8Wx56fP7pcOfCudPJf6jh/Xo3G6iU4eR/l5+fd19xvn5JfoOSHAYiTvNSnaOXeysKnDWrXTWZNhFYI7TQtsPV3UeE2MXONzKZ7SNb3iHwaTTRNRuvKLzKMY9JFE2XCkblekRm+YVNcqmX3+hJ9oxMMdTneYWY/YKG2zj4dHedkAnt15i54nW/YwOIenu01GH8InSsWMl/QMlfsEdOx4lPBtuD/l6z7Pxrt3Xu261Fx2rjnd7vde5vMCrIt/r4TKXkuWuzzb5Pt/u9fKAR+0Z989XPT7f9a690fXLE5v3TwYGh0DnSR6i+HCxNgYwJaBaIFDAcUDU7RF9L4LpgCNymhLwrcEOSsIaxbxJRHMyigUTDxwDFAkUDgwlZik5S8sZApIYYExylu1MMq4sbs8opYgOMO1/MxqDQ2u1EUv9N2FxNJg5EU8DqpOgGrkmsZ0ibljW3GE65fytO49//tI2IVGWqASdFjAtcJhNdKwtjtthiK1KufnGw5PPaqTKGDDE2uNoJ5W6rd4AOAIkJiZxIaYXMqjIoAJMLaARGYm2IxCJJqEraXAyaESqGBGhFpGaTnqVK0aK1IlAKK0pTIJj1vpECa3orFZ0VCpsoyKtdAlSAwKEWsKhUmWcC0XKlbEQF96O0AqQBCtNrDtLddfqrbQawLXA6mW6BG+WcE3UgUYBmni5RunAopAYLtQntmcpmULjrkS70hho44HD5QwBqKq9VuVNkV2V8XKdVk5yoNbYGBS9Gbat3mCFKgVIgo0qzgPFpap4ILVivcqJIG0UsUJ1nFSjdkAwb46BxHDAFICoXGmmC4lLDGoBogBFpDWm6oxqrKNnWaFKCYWBIs6LxduhiaBRQBIlZDVyhgeOAAoVmjgZZwSKAiNuFR3lRSAuNCo2JFip4uwwrXVMZKdYpZSmO2FaGa4TkAhoFJ0RXQdVgkQVA4Z4qU7TSaX2MpAdo+KstQopqoDYcEeDzt6ASrVKwBVtVImuNAWqGBtUJ1UkOBp0LiQGiWEdMrjuBGnNkEDp2xkQCaEBRG+lVVjjmATRCzSJwFJA6sSaaLFeBTq9gGHBzAFDAEFKSBY4XGQ2g4mRkYQPOjV3/rhz27WnVxs2pvjnGccUsGOLdi1bmrt8XkZmzoKso7u2vXl6pOlr4fuaLfcv56bHDzm5SPP8wMJ72+bsW0Wx0cOxsCGJk33O70q31BWVX15cdXfVhzuHC9ONxQWZf39ebG4u/Pah8Hdj0c/63d9qt1nqzzW9Pfv40pqzhzJWrzAEBQ+xdXToO2IEm56cwc88uh63NFcc3poxl/SfETsEEuKBooFu/aRggKVkRpPAyAKJCRitgNcLWU7A8cDhwGFAG6H5rcffE8EPA/3fuk2p6jrjmX1wrU/IF59Zbx1GPO7er8JlzDPXMeVuQ946BNQ4TnzaJ+CeYtytZX6PT3d7e8Pj16tRf2r7WD4Mqbg8tL+7T5cOwe7OIb0dJ7q3m9K305igjsOUXccTjpHJzrELXZRLHZU5znGpjuGI/ZRpVoOCOw6eaT9yarfhuE842WVqllPcYndtjg85zycxq0cC125yRocZCsGIkdB7RocRc10jsp3iMxzCE+RDXKCTXefuvjb2I2Ve2s7j5npE4o4zRkv6DZN6BUi6EMM89yaNOpvsU7Lb7c0518/XXT9ecf90qdezPS43czo/zvF8kutcusStdGmPklyP20udy7Z6VR7wqjjg/HS3Xd0px+8PbL888X5yfZpvcHcY7e8cFjAkfObouISJCYapcbpJcUoiWpsRR4zWJci0eglBinBKhtI2jAl4DujW6nlawDNgZqHVDk4TYpK0IigxGt+R1LkSsb204cN0M5yjR7VVzAJUBYQeSAOQBqCx1nZlAUsLGBZ4SmCiRQwp5ggxR4hIQ1say35ddaLh/a2GH1NX5UsUyjYIKSAoKU0DiQiSWKB0oFdPys+/9OP3yIULQZ8gw3VAGOQmTsLRQGHA0/9VUZloYClBmhkYXMgxQBGSJA4wLehU0mQTsDjQhIClgcKENAUECUYGKAZ4TMAhAoNeTOJAqIA1AM1CEiM00mCkgEL/iyWacClHAqoFGgWOBJIQYbgQ00vMFHBaAYKKW59OIwOsHlJIYFARwwoYFhgCOL0whQETDTgKjAFoHbCYjETlCNUZzwDGDAwqN+iBIIFCIIkSMhigBnGqUWzmJRQFHCnkCCBwKcsDhgKFyFjchmOB50CnE2CYhKWEHAUMATgCmEFmZIHDgWbAzAOpBU4vpBmB2QyoRk6yQpIEVA9mDggKSBJSOSmBAq4TIAagCOAIoPVAaUW4AZI4IUcIjCxQDNAsEIhVEgscBjzZWv4sQjAxSQKNAUsAaRCTKDD4f/ei1YvAk4AjMooEFgMKERppMYkKGRRYHRgRcRIlNVLAsgIjDjQBHAUsAkYjMJgwCQdCLzOagKSAIYGjgKLFGCtq3fYmgxhR+hMzVySPObMhZk9u8Hpz70t7uTXcxKv7VuUtXbZscW7uvLT71483f7hQX7376cPlZ47OixnkdJpSlC+ffWI+maYOnj7eZ+QoJwQbd+PSqm9vTn14sKfk0JJNesXmaQnHGPOP6nM/Ggq/vT33p+FSc/2+xrebWj6cbH5z/v65lecOpu3faVQqxtvZdrbz9o3S40lo8KWtRkvtw8XUJFzbd2B4oFCNiE2klOVFOAtGBChDG9IMHAs8CUYdcHpgGKC41upZIZMGP7+4WLYH3fPv/XzwuA/DlR/G4+8mIT8DTU3+ERVOAS9dpz51nfzEacRz2+HPHEY98g287j+4JGPU8YW2J3I73DrUe1eB4/3LsYf3Rng5DHToHu7nHD7GdlqQ3fRpjmNDO49B7GZxDpGpTrEL3BULXePnOUexXafquoyPaTdymmxgSLthQeJ+ye6RprYz5nWIXe+Xbm6nwuWT0zuEFNjFH+vJFdiqFvdEsvvosl2jkrtMz3SZhTpM7tfBy6mD3ZA2rvGdhqW5hLOuMye27TNI5jjBznZjypi6W0G/nvT+9tS99qrb63O21We6Vx13fntiUOm6ATfmuj9b5FtZ0PPFMu/KvF5Pcrzv5XpezbW9W2BfscOjodDrT3HvT5fcPty1Kzrct4uHcOCgoekBY4/4jysaOuP+sOiyIbGlI6Mq+06/3mN09qTRXrHxHQ0qIDVA6IU0ARwOjB4og4gzCjgOjBRwBgmlbIfH2SIxLobIfoYJ/VQTvILcB0xyHRXcw22Ci60iVIAoBKgWUB3grTT6//ojhRwjM7ISlrIycVKeERppURILmF5AYrYc6qDXgzJBxjNykxloSkRRYGKBIIEmrQm0M4V2NmiFhBYog4yhgOUEFC2hKClJgEZpQ1FiFG9rNAFFizheSrESjgeWBpISkyQYaWCMwJAimgOs1dHDt2FSBUYWmCQRRUlJQkSxNpwJkghIoq0pM/AUoEhri5+I5iDJBGYaSKLVrygxmoBigKREJg5oFChEitNAs1IuScSwUjMnRQ0yggKzSWQ2QRIFZlxEINJkE5h4oAkBT4CZE6ebgGfBwAJDC82UnCKFhFGOk8ASQiNrjVMiigGKkrK8iGKsDaiQ58FkBpqVsywQqIhnASOAYwUMK+C41hFYwHECjgOeBQaTEiwwjJimRQwtIGgrnAUCBQwFAhXQqMBEA0kBQQNDixhSxPEdMZOcMgHNtDNzQOnAiMhaW5EISk4liSkjUDQwuNDEyU1m4DgwGoEkgSCA54AkwcgBS8t5XsIwQFOtfxLacmZrkgaGsuI4EWcEjhObeSGPi0wI0FpgDEKOEpAMUIiQpAUULeJJoBlgWwPwJNA0UASwhCSJE7OcGDcKmSRgMCGnlGCKsUnKTWnTzm+K3b9q4oV102+cSMtS9i/clJWXt3TR/Lm71uXUv7/w91Phy5vLXpVuzFuUqAvsf4nmrhLkIUq3WJeQGBoQFDEga6nywL6Uqgc7L29bkBUzNWX40NWTY9epkeVzEy+fXdBSd+lv4+Xfnw+11O1qqj3W/Obc9eOLzh1MO3UoPYmL8HTt2snNcVLErI1LsMJ1ugfH1mQY/KPQoa6J00GvlrOklEBEBAI0KqARMUkCOwcYBlgCGBzo1tAoBgwmYGn4+Wv41wUTKgZO+zot5XfYgsaJ9Oth8Q3DmMaAxFrPKW+cRtR6Brx1DqxxGfvCK/Ch9/jbY/1vZ4wtWup/fL7jhfUDdTOd3bp29x8yomuXkd06T/buNCzeZTLVbRrlPAtxiEx1CU1zjE5zjM7ySJjvHp/qGK63DtC1C2Tsgxe7Ja7phc7rNDO7Q+h6J91ud66w94IT3llrOuuWSsIO2OlvDco64pe22oc1do+gbINo28lI+7GR3Ub3sfbsJ3eN6jQo2Wka7x42sd3gPvLuQzt79hK2WWzo9/XB5M/3ujW+6Wp57dZS5vXnsU99sdejra5Fae6303s/m+/9aJF7aZb786yez3L87i/2eLDas3yLV/2JQTWX3WuuuTXecf7zon/+Yp+uVqD19D3aK+Cy88ASx5Hl7pNrfUIa+od99Bj7tEvfq71GLB8fFRoa6qAJs0JiJYhSSCEiIyEmUSApIFAbXG1PxPviIQMME4eqhg+N7z9iVu+B0/28AjoMmejgH2jnPsbRNmY6qGPFeo3IoBGgOiAMQGGtbxIBzwCDAEcAoQcKba1cFuOUFcUBR4oZUmRigCGAI4BvZWBTwLJgpAU0IjEiEkoLlFrKM8AwwPLQmpLBtEJCL2EJIDHAUUD0YoaUoqiUwIElrHlWRlCQzAtZXkCjYoIW0UahmQKGsmKTBDQq4JMlLAUcKqZZoElgEUihxBgtNtNCHBWTpJBmhCwHJAkMJWJIaN3qFA403Yo9kTCMiCaAxoAhBQwLhAFYRMbiEgIHnhWiCBB6OYVJDXoBRQPDA0FLGEaM4qLWoQPFgMeBUoOJAMbUCnsCEgGWEJhoCUuICQRYVGykoLXZlCGFmN4KQ60ZWkqxYMKBI8U4JiAxMYnLCEpAkZDMAYoIWNxKowWSklJsu1ZWLU4AhUISCUkYkHogcCBIwHGRiRGYaAFFA0LIGV5MIEJMI2FxAY0KWFzCMGKak9G8jGGAQmQ8JeJZYCghxwBNAIkDRQBBillOyHLAGoAlgCaBo4CnhTQFmAEYTECjEowQcUYwckDoZCwqQvU2KgQYQszwcpaU0RygqADXAUGKeBIIg8jECXlewFNCjhCxeGsNIpC0xMTKWZ0I1fVDZiXN6nlidcjJzdPyaK+FaWP2ZIee2JCSv3pFft6Si0dX//x67G3ZyprH+R+e7UwmxsWM8MmZErJtWuQ5vXYPjuMzAqdP8p2bNGPzksTCLeyJlXTRipQlCeONE0aEj+q9c3fSz8YzTZ/P/m4ssjScbP6wp6X2+K/qszeOLjy7N/XiiexFc9Sj/Hu06WYzNWjCvpX6JK1bGjXDmBrkFN5bEjdNaNR1phOs8XigVIDGAxoPPAdUhoxQyQlERqIyRi/hUBHbWjxqgDnJLrdmTrLMnNcUvPjT1LR3ozS1IxXvRurejlF9HRT1tLvPM+e+NfYTPrlM/eA99q1zwNlpA4+l9z+Q0/PcYsc72wesTo/z6BjYseMEO+cRXduP8ukwnPCKWGAXlumoZbvqlrjGZDrHZbrGznWPS3EK5+1nGmzG4O3HpziGzLEJLRq/eJOXYaVt7OEBpjP908+6m6+6pp/ynbfbmT7pl3R5ePYGN2Z+x4SUjmFG22DCbXK09RB/sY83OAfZ9GG7j8v2iJzRbpif1LtfO2/ftm59pM6j5VBzfvqf932/V7hYqp0sL70tFT3/lLo+3dP1KN3pTlrvivkeT3K876U7P8/sWTq/591s14cF7pU7erw/4P3+lN27670/P+5x+sBQaAPtAJZ6+Z5y9rvp0PeVU0CFy9hqt/GfPMa9cB9W7jzwqV3fi27D9/WbsC440RSL9omJByQBzLicwqV4gi2t6mdUj+XiJ6FTx8QOGBBs7zO+bb+p3q6BPVzHuw4JHegX4NFjil+n8KkQHybVqKU6jRDRCXEDkBgw/wmWhEQFNAoM3poLA4wQkAzQrJA1CTheQBBSngGOENFEG5IBlpLgDBhpAaoVKGLsKFxEGuR6DDBCQieJGV5MojYcbp+ZDLhOYmJFPCvENGBC2qfzXY1MK/tQSKECEw0MDZQKaBz0qJjVgxEDjgFcLcUZYFAwYVIDBjQqp/VSUi8lKSmDCEiD/D/DGiY00jYUIaQQG8QgiU+UxiYI4xUiDBWbWTDTYCTlHGGFoQKWBFYvZHVCUinCNOLoBHFColyjFCrjZTQu481A8oAzQDEiFgdOA7RCwCGQjkh4NaRgQj0lYwgZQwBtANYgZhG5RilQxQKRCLxeQqIykhByhNiEA60BvjXljkkpVEwYgEOB1MkwpC1FiknUhsClrNYhzdhuboYAJcTJNDAGoCibJA6SMEhFZJRBwlJgpAUUCWYCtIltIuO7ICQkxnWnaN+UZAGuAx4TsQigGiARoAg5gwOmEuAa4BHgUMC0Aha3MjESjgaOkLO0mKaB0gJnkKewQOglJGqFI9ZGAjSxIk2sFUuKURK0CFCIANeJcQJYo4AlRWazwIgDjgBNAKEVm0wSnhRgCBC42MwDjYk5XEAaRAwNOG1l5oHEJLgB9Aa7qAm7sqPm6p2KdkbMVtquXRZ6fFXs6tnRCxbPz87MqLi7v+7juke3k//U7394aWE6PnryAIfkaTPWT4+6oVDviY6jx/ivSErcu8RwcHHCyXzN/tz48uOLnp1dfPvUctIYtOkI/9dy4Vv9sfqPxyyfTnyp2NJSe/zX2zP3zywt3J1aXLh0aZYuZIq/SCYnVaqtc6NIrfvkIP/AhLGSkAkSjc5GNYbbEzVufjTMGjN5WXDftOkQF9tJN70LHtYZi2+PKayJWCmlFJI00DxwJKQPDrwRnv4pJOfTRLJxvKphuOL9wLjXQ6NrAjW1Y7UP/ILLes6o7hVV3WPmC4+xpS6Di4KC9xhHFq4efvPg8EdF0zbOnuLS0d3ZPdTRM2xgj/DBXYLVTtqVbvo8h8Rcd01Bj4S5tjEpLjGzXaNSbWcYO02JlY3gvKJ3+dKZNrFn+mddGbRwuwe9rKtiqzO5x5k77pNxxjntlEPyWc/0k/1mL+gei1iPp7pOSbKfHtFlZECb3t5ix74ix/B2/Yzu08K7jfKz9hnSrtfYjn0nWLlPkfuOlbrMiej54UHIv/rRf996NT/xtDzxb77X48VRz9PJnjdZ77cpvR6leZemeD8wej6e63c9y+12vteTTZ6vd/tUHelTdtq64ozd3tlOXi7gIJGv9uh12t7jmkOf+46DnjuNqnAcXeUaWO40tNx5cKl934eug17Z+b9wGXV/XEx+gjokPrq7NqK7OtrDGDKOmj6dGD/WMMQ/zKvXNA/Pye5eAY6+w508R7gNDBro5t/dZ3R3r/HuXWcMgaBASfh0Yfws0CYAqQNGL2BbFaq1kRwHjvy/+8pIEYuLWOx/AvhJaBPoEscszF557/7yVy/jz50FEhUxNJAGMFKgU8zatXtTyVOJJkHMEUDTYMIhPo45WTjv/GXQRAsZg1USK6IJGWsAFgEjI/q/2HvPqKiSru+7uokGRDKdAw3dQJNzzjnnnDrnPh0IomLOKOacc84BRRRRERQkiYAgIkrOYB5neD7IzOg4Xtd7v+v59txr/T/Ugjp1qqpP/c4+dfbZWyAGMiGQ8oGEAyCeQo4E5IhAtng2kwvEPNXl+SBHOBsSwXKEilIZEIoUIJ6qmP/NoFDOTI/Ys+nw286Dba3ryysQcjEQZAGID+RiIOUqZAtVxSIYTwggCRAK8NnSLc+ennjbe+Dt68xL12BMNhBkADEXzoVURVIgEalBfAAJgFgAhDQgYgEZpMJjwmQykMNXkPKVxGLAyBKW3s69ewdw6UBEA3IeEHNmSkRKIh4Q82FyMRwSKkkkQMYD84RgngQmkyuIpUAgAhKRkoynJGRc6WqHrp8FqVGzIYaCWAzPFSvLIDiXA3IF8DwOPEcIk0tmiDhAEBG4u/ByR/+NobGl5Q8YO7c/+joxN1uoyqaD+SIglSnIRXBIAkTf3CAhBQEHyDIVZUIg5SrL+QCSADEXyFhwAQ/kQXCZEAjZyiKxKk8GE0ngrPSd9U8EZ8+ApADD+dDiyodIuRwmFIJsCRDyZsoEyiIxgDjackiZyVXKlwMxC4gFQCpQy5YDiRCIBUAkABIBXCaeKZcCea6CVADL5gERCx7utWwDa43QYEu+bumJqDMH4m5ujrqyI/Hk4bUXj216276npbKwrW7Db8MXb5zgilOtbfQ1/EmoRVFeG2JjpIHO8Xa6Jzcyep8eP7uOU3V4XvF6+s117KHKo8/ubHtauf34MeFv70t+H7nyx8jlP8YujXccHX9z9OPw5cqSTZcOLaws2XRwpyQm0oKMQZ07sHmrIDo7w3GWOw74ec2Jj0NxIxYcCX77Mqq0OmzNQduRjoTy2hTvBZayDW7FTzKXXgmW7rHbfJVtKI8FfIGiJEdJmg360xcNRC/r958/4Mvr985840jr8hCNJi77wj/0nr3rHW3Lx+T1v8evfeefO+EvGPBK3+5LDXTUc7BDB3ujluY7rVsUNltBWWuGix82zn5ukBeClmO+fDNWvAPJ2k2W7jZgL9SOlyNi52ET5MjIPERU5ixvtnrQVbP8nQbSbXqcEvtVFR4bdurTt2I5G9HMTfrMQwT5VdL8u+SC40SRTCOcpu3P1QvI0QlO1XW0nm1oMoMUre0iwYQnabp6KBsHa1gHaNiEaThEa5oFKzoGznC0AMp+WFB6nPT7K/L7ekLfPWz/feRAmWXZCvIVhl6NyKSMT6mSmdQuNK2Yjy1fqttzwarnCqm/GNN9T6P3IWroIfFTve2Vk+5Rptq7cbZndexv69g8Rrq/JIWNWaWOWSW3YtxbUE7NCJvnKMd6hF2noe8rgl+7WWxFAJNNz7RjJpinejvHOhgH4fGBusbe+o6hxhR/Is4ZgTLXtPCnGrmTDJ1RVn54i3CqZpA1CPQAcQHw9CSFLLoih6Ukg4BcCrJlcJEIyAR/Ams6ebeCVKDw55vEn6XK5JmvXHVuZMx7+TINNkMzV6Yk4sFpmQoSzsz0TBAbm3Xm9LG654opMUoitgKfpwpxQXqC5PyFgjMXQUo4TEIHEEuRy1Sl0VWEEgBJFHgSFY5IjS8EAoECVwinZc4Q8QCHrpCRTlq+lHfpmjaNAThZCjKmYrYYCBlAkA6yEgEzC+QIAS9jy/Xi6i+fvLJlV2tfnG9sV0lLhjGyZnI4QJwBZ2fA5EIgFSlk5yiKRJRc+esvUzlHTvmuWW66aqUCmwmjJQBeJhDwAJepJIRgLBpgMYBICGfTAZMOE0IKAjacwQZiBuBmqLBZKlyO94a1AevXAT5NictW4POmc5EwmIDLB2IIJhTPZDAUWHTAyVKhZyoKuUAqAZBQmZY1g82enUG/9aY373YpSIqDiVmKkBQIGEAoAgKRIo2hwKIDLhcmyoYzmK5LFjRPTUlOXjBaVYBYNi9zz66m9+80+UzVtMQZAq42XzpDwIbJhYpCrhIjXZHPA6w0BT4DMDggPQMIGEAqU4SkKmwmnMVRZDFVWDRFMRMIWUAuByKBHpf9fHhy8vcpCjvDaqGk/MtnY5kczmIocBiqMj4QpgMOzWvTxvVVj2F0GuBlqHLS4FyWKp8D57OAiKMkFMwSS4BQAHIlQC4E8my4mKcg5Svly0FahHm81Z3r2XsKzI+v9dy+1vN8Ydj+xb7FZ9Y8vn2o68WeF082fh64MNR+aO+acCjNxhKjboubE26LijAj+FgYiTPcrx3O3bMgYw+U+XjPuhfnt/SXHRx8cOTqHtnLuiN/fHrwcej61+Grk29OfOw/29e0Z6jt2Pjbi3cvLb58LO/etXVXzqxKjLHjxjoVSNyuHosuyCOq2CmD5BCddJvCYwE9dWYfm1CfX5LGnpOnXhr93mfzrNq4o856ssH0XYfNSKvR1+HQ3RfDNVPcASMdzkkBk/6SIU9oxF3cY5P2xilzMnnlH/ITUwUX34kvTgpPfhAe+0DfPRq2csA7p8+bNxzIWWBkowgAmKmiBIMrGwOBLwAAIABJREFUAgBgQB8oLDOPq0nbtsRW4KeXSScv3EzOPYgX7kTyd+DYCxFJAq0wmX4UTyuQM8eXoe5PnxVwwkBcSll6UJt33bSghFpwAM1Zh6WtxNOKMPRC3cxTeOgudcERFBNS8eZo+HI0fURqnuFzjanKGE9tOxYyhDs3MFDJKnCmRZqabYqWV6qmXbyqc4SiW8Rsj2BNC8gPtU2mWn1U48UNnckG0z86KZO1hIFim6vZc06l6p5LwV3n4a7JdG4tUG/dZzB4hTJejv29CTvRiBirxn+pI31twr+uDNiaYLpD3+ACPqTCNKbTjTPpL//in/3JR/TGNKoV69aBc+/QcWolejbp2vUhPccQPi3EwILUGLMQK4QvhexJNPDQQ/hoGYXgqQEkohMaS9Uk2CFMvY3wDigLXwMrP6JFuLm6ryXwdQaxvoqZaQpZ9NkslqqAB8udB8/LU5Z828wSfXPL+jN/958+X/8mWEZ67p2yjFMnQVIskPKAkKbAZ6RdPb+44kHhvUdIWlb8/t2nGp6BlNDg0wdW33+ysbpGnZ8pOXrsbn3bghtXdnW2U9csIi7KXXLv3oKKR+hFC5LOnVta/WR+WelsWlLMnt1rbt4vvFe1pbnFWCjKLr3d8GmKte+gpoyz4OL59Q+qckvuINKTsg7sjz9xGrBoIDNh7Y3Ll1tbYDaWufuPPJz4CIsJo509c6Gp83znK58NawAnA8glQCIFbIZJNjTw8Xf/5ctmxIUopCd5rl2/50HFiRdtATt2xhw7tKf77faeNruVixE5ol01TzZUPLo1/mnFjWKQmmI0X36ytaO0ayJr37GsvbvnX7+qkpm8+WbZlTe96VfOwmgJ7KMnrncPb2vvUOMyorZsuvp27Fr36MrrxYq8NCARASY9tHDdjTc9Rx839kx+lpw4pZ6ROr/6/pGXr3c+uK/EzyQtW3imse3429d2mwpn8wTKtIwzj6svP60HUZGAmQpSkmM3bR79NLWnrLKidyR+5w7FuHjo2sXDXW8Pt3d6rV0GMpJYBw9VDYzvfdJ08VGT/cqFHtu2bn327Nyr9vjduxTiolJ37zrT3bO+tRWVXwA4HB0e+2JrW3vH4P7ycmOIduPdMJ7PRuZIdjxrvtT+ZsvDCpxEfP/t8OcPU4suFevyGSsq7lx62XOo7ZX18qWAQ1OQCmbJpAoSCEDCb28nlaRCJTEfyCAgoINQs2Sp98F18ZskjhuWOu5e4rUt2/nY+ozasm0vm3e1N+yY+nC3uWLD3jURohQrbxt8iA/V0wXjaosLCXfxcEUlBJgtScvaw1i+Ipy5T8pturGt6/quewcWPDi/4mNP8YeeK1Mf730dvPKx92x33Z7u+v3jr86VXig4f1haU76t9NK65EgzGcsCStbofBIy0G538aavV547c6fLyGvn4ftqv7XipzoIk/V6gw2Yj+2YoSczh57qjjeiPtbqfWpVnxoktNW7BEEEEuThtsQXvHbL7PMS9NmzBqxZn6OWfubvGmZuG0otGo7bMBy/pjs0v9dPPuAuGnbl9dinDrilnLCLCFTE4MEcVaCoBmbF6BrdjEzvjYYG/MS1CQvTCLE+mOQ8M+iwcd5BtHgrgbHaKIsx05Op6sbU8GbM9UpRc4uf7bEJT7tjUHCBkL0PydlH4G3C0lfh0ldh0goRyfO0opcgErdSuYUG6UJVT666d4a2R8QcezsljJcqJU7DOUPDi6EdwNIPFCKCBTrezDk+PC03xuygxBlOgXDSzozQqTb26EOX0Yc2U512Uz3Wn17hP7YiPtQYvL5MKi+knGVpnBAo31qt/uKkYe8FytBVg8Hb+pO1iIla1MdnxHc1lKEKr3QrINTCHcU6XTeNbnDlNtrT37jxe105gx7MPvvEFoLHK6J7J8G7zcT3Jdqpk+j+AufaYB2c6GWhQVJG2KFJ1vqGNppEd11yEInogUfb6GGtdc39KAauWBMvkqUfycQbbxhoMsvdFHg5gBAvWFoioKdoizOpKxcqCL5FBWEDqRBIxACSTAPrT2b96hsr5ZT47Y+qI7ZsBVmpitliwM10WbtqS1UVwT+06OrteTeLYzYUnq2spsq525obLYIS1x4+y7h+WnBw740X7bNiAlm7d66veuQxL/9RV791fg4QpGrzMsjpSWdqqv2Wz0+9cuTUiw7N0LAV9+7xdu93XzB/b20dIioydd+u3eXlOL/wzY9qorcU+Raudt+/FwjYM5mZi6+d6fr4ZduNmxVTU3H7dtkuzGn4/EdYBnfdvkOXe96CzHiYWABkEjifbZIrbnk/fv/dp9uTY0mHDsas3dT3+9S8I4f02TS8gOYrEFyofbz7zh0jMWvgj99zD+7N3Ljx1ceP+jT6jpZnZ9peWkBSJVryxudPz79qd166qH1qKnFRgVpSKHW5/OnU75kbNxJkbF0p/e6HMfH+k56SvNe//+G/bz2cxZrB5VROjOVfPmXLZ739+pVx5hg8KdJazktYVPDh0/uQ1csWl9xo7Ru1YqTNFKQBAQswEhu/fJx38TQsM1UtD4Jx2PFbtr/9Y8pl5aIV5y7c7O2F0xIMxDQ3Pr/ixZsT9TWzaUmNHz6Jtm/zXLr43dSUT+F87bRYNzZz782rlR8m56TEVbx7t+lGsW5iwhwppCgSoIT8c69fLdq5r7zjVfqm1We7O0yY9HUPK/aX3I8IT2/+/CV189YFO/c+GOzDZqbmXzr7+Pd3Blmpm++W3+wZgrPSgZgNFwsAJAQS8fSHE2IOHBLCxBCQQXBuoqIrzjPEdBXbfVmuGTdes5BjXiSwbq/c0ly/baj7/NfJ4msnODuXB2UEEDjx3lFBtiYUdSOKJtVSz9xM3cuWlBfHXxG7DHLPctDSEsa5tZ7b3HS+6Oae3CU8zyv7JSPtp38fKv7Yc3Hg2ZGXlZtG2o7cPb+0+PSK6rKdpRfni7OI3CzE+VXYqWbrqU70769smpu8G547fHhOeFdr9LmJ/NtLq9FnZsNPDfsqUSO1uMmn2KFWw6Ea1Ggrabwd97HDuOKhWXGFR2u9Oxhypfe70fsdWZPu2RNBi7uCst8EiN/7S8Z8RKN+vEFPWo998qhT1qhtxrBDWq9dwqCX6FXi5rXUrBhN12N+2aNxqyaDZYNOwhGXlP4w5mk/pqeel4d+WAEOOoDJ3YFnrMelLtCL4Kq5ByubRes4ROk4Bc22y0dEbCcJDprnrMHSZFoxiwgZSzBJy3FJcp0wSDeUpulHRwaK0GGCOd5CLf9EbTeXORaOM0xT1V1Eml58pB8T6SfSDZRrhsj1IuX6QTKd4DxUNEfDn6ZrfZjtUrUL1XxW9fcO0tcu1Jcuoy+vqV87KBO1qC/PKcOPHIeuW7+9QXlz1+BjrfWnCqsXx7XfXsP1lxuOPNJ8e0+9/xHuRalVKhlIlTyOaiedQ4ZXkmOemaW8ts3qts+Y9OO996G3G3h3Et07MR4dRt4Thv7DRn7PcW517jGmJA2Ah2lSNFDWOjgHHctAIxNHLNUcYWSqY+JjSPHBG/vg7cKMTb0wFB8SxsdEydlEwdtpRmQwLCEUlh5ku0GKnceGc1mAL4DJ/8ygAUn+ZpYU+vsLnp80m5W27k559PYdKiyaMiQAzKzMfQcvN7UKTx9b/6Qy+cShpP27dpTeid209srIEHv/oTWPylOLT0mPHim4cBYkBjjkSddXViSv37j9cplCUjyQcjhXL8sunb/64mX48uVR548uLb8HAr2zzp4QHTpsVZCz7NkTWLj/6op7O1sb0w8fWf2ixWXnBpAaAzhMZblMKSV11fkzLz/8tvpaceSeHbCYMO6hw82/Ty2uvH2grfFQU+MMVqqiRABk0Aw22zRH/PbT5/yDp0JXLdPnsSK3bisZeKuaFKzETFp0/dLGisqSxuZTFU8REKd+bNJKKtJi0qv7x53F2TcG+0OWLgLRoSA5anPZnSsNTUrJMWueVpWPTvgvKKAfOnhz8r1qcizIirdctODRhzEteiaICSrrfCm9dBKkpGrLpS0fPhgtEIPI4PKXb5kXLmvTWAcbn2948KBvYpKz5wBVKr0zNn6o9Tk6TwZEAkCnPx36sPbOLRAdO0MuACwma/Oe1qExWHpM4MplZWNjmvRU+ZWTa+orrrzuOF5x33Ke9NHoiHJUMMhKrH33xatoadi2zQfrGo7WV1dNTc2gJ6Qe33X/y7t5N66rsJlAwEIJ+feGx7yyZXnnTlx+/uzEs3pHAe/K8/aLrW1FlfduDPUEbVofv371oe4WEOx1rLH+dMtTEOwWWLTq7ZcptEQERBw1iQzkyWBSEciFgEQEciEgEyqKREoSuQIknJEWCSzQe1ZzbpxNWyIxeniIvkdmV3JM0Pni4Mf3t990HTi8K3zXsoBkF3QgFWuJUbcl63k6GjpT1f3ddLNi7H0tjaNs3BKd3APMjZ0MkUfmZz09VdhWvHNBuvOB1ekV11bV39889OrM4PNDreUbehv2XT+aU3q+6Ond/cUnMmpuB9Zcsum7Y/JbI+nzS+Sndt2vzTq/P9P/9Fj7QwvlfbX+ZC3hXR3pfaVO/12t8aeU3+oNPjQgPzTpjtSiB6tw40+RE88xk43YLzVzwEdHxmcPxrBN8qBp+ogFc8Amo88psc8pfsAh/Y1tzFvH6AGn+H6bpEHbzDE3do9D5oRj1itPzrMA9ssowbAPe8Q2acgj7YMTfdSDPuGeMhiVvd1faKpoFQKCj5BXHCJDu5AZWwhpcv0gFyVDF3UTb3VzT0WKWN1jCSatCM/YhGMs0U/mK/lmqwULdIKTkH7ps12T1VziZzqmzXFjangztXwiZtr7zbKJ1HCH9ENy1H2lun5CpL9IN1Cs5p+rEy3TCcpHBudoRwk1w/gY3yU+gdeWBpVuQ39pd/3cYTrVZfvHa/NP7YTfO4kfW/XGqvGfGsifm4zH6wgfGw3/aLIYvW9Ud3Ru5zXK+yrKUKVJy3lKZ3HABZHvIlXPfbNTrmknPEWHvjJNeWue3mOXNeDCGPNm91gnNGN8X2B8XhsE9ep69hMCG8gB1xzCtObCgC5QMJytRFHVtdGm+JCQNroYYy0ja6RxCAXjqmURTLAJJVkGksj+ZC13E7izmZKvKyzYZ2aMp8sqvuUaoRIvGfAYcJEICL5LUwZJYNPxzET/AViAlhB36MC2169U09PgtCyQnBS3a/e28ocgPXIGNw1EhogOHTtb9iRwxeINL5tBQoQKPRGkRRQU3zz0uE4xKiRkybLC6mrXdSt3P6oBsRGxRw6ebGpTCvVdcftG/Oo1zHOn11Y8ggX4CW5cYR0+YrV0/saWZyDEX3Dj8uJH95TiYmFcGhBkzBAyFcRiIJGAzPQtV29e6ekHYUFwWroiPSNx1566r78byVma3MyZggy1XL7lkqWweRCAmPjF2YNTU27LlgFaHGCkJWzfVzI8oEKLsl2zdGJqylLEX7HvwMWaJh0Bo+7rb44L87TEvK5PU6Yc/omujvxL52cmxYPEyA1ld2+2d6omx4O4wMKr1x+Pvk/es+PB1BSJy1JJiiHkQY1f/whavlo/Lv7N1FTq/t0wOk1dLGz8/MV/wzK1uKiW95/jjx0WXbt5seuNflJc24dR3unTID5MLy2ucXxyV+VTkEUHyclLT1yom5oyy1uoxMoAmelp27a3ffykwaEFb9x4fWgkeNGK7qkpGxEn9/ypG22tBC6zcWoqaEkBWSrq/TIVtWbx/c+fk+cVpK1cWvt1ai49BR4fEFIw79WXqbhNe0BWpp5EXDI+6b96FUnIav/4R/XwBI6Rdayhed2NW9qZsfqCDJARm3Jwz7WRPlh4YNHdu3Vjo4ohfqmnDtSPfp7LZQMxFy4SAZlQUSoGIg5MLgFyMciFVLOlgCsAPGi2WKCSHMziBl87mXTlUMj+hfbH5ntskHuNvD799bf7DQ1rt6/3LJrnmepk6EPQt9ad5U7Sywy2LpK7ndyaVAB5uJtrUxEzbXEz+cnuySHmwdS55wslE7VXlrN8j2/k1pRtrSwtKrm0uKZ0UVf1vq7H+y8fFJVdWXP34ordK8kT7U5fWzG9Ndieevx4h/5kh8Yfz7FTNbixCvX+J6ihSvTwfcT7Sr3R0rlj9zDjjwyHHuI+PsWONWj2P1QfLEOP1RiPVxsMPdB5UzYHDLuy+iyD+8kew+TgfsOwbqPANhP/x2TvdpvYCpzTHX3zSpx9DcrllWl0v1PmhL/glUNKv11qr1l8n1PiiG3IF6fYQde0IeuUIZu0EbvYSU92W+xCtoa9WCNsA4ZfaMA8YZazDc+SqgVEzLbzVDHxVTGO1XVZZZq8205SZEjfQmLtILK24+jL9eMTYfZBytahs2wiZtlGz7CNnGEXMccxVN3JU8EsStNNgo1ejIlfg0pcgUmEdINFukHzMJFy3eB5etHSuR4LkHHz8MlMTJibsnmgoUFWEKaQp1V90rzlIqa/Svf9C71PL9FfWvUnq1DjjaiPzw3Hn2A/NuCmOkhT7ZSB+/jmU/qvr2Je3bDJd1SWGlAKkPab1MOO6sQUawTU4KKbjVMbjZPfeEFjCSs+Zq7/kLbuQ9yqgbiF76IW/BYgH3RlPvfK2m8dNAcA5TkKMKTSDLKasScJ64BUt9TCmeu5eZmYuKBwnlrWYXjLYIxNmBHel6LiaKjgYQfz8VAMcLeXJoUVyZSyYgGbB+fw4FwWXCqDS/hwCf+7XLB/bcP/O7CUOEwVevrq6podz5olt+8mnTyL54sKq6qXXLwuOHdJL0cafGDv7pp6ldS4ldXV6y/dk16+qi3mJF08ffjla+apswebXoZt2mq2bHHR4wqQHOm0dtnFjg7uucNnutrDVq/MuHg6v6IChAXHXzhDP3cexedc6BkUHDlJEYl21zzNu1ScceqsPj2De+EC7cZtQGfCs9IWXr6+62WnMoetDEEKPC5aKjnU8PxS24sDVa3OWzZ579ja9H5qjkgAg7ikHGnD5FebokLAToZlZUYU7To/1D+DmYySQHeHJo4+b7rV3LTnTrlhHlT8cdSmIFd9nvjhxHtkrjh8x8amT39cbniVsvvA4pKbe2vrzBcXbHhy/2ZL24GqShwz7WBL0+PukR0PHqlz03KuXC3rGb/R1Hmh862eTKQoEYD0NNmVK/WfPu67X1E/PhK7b3vIqtX3309sKLvb8duHtMP7Ig/u2N1YXdXbLdx3ANCygISlKUzf97ShcXTq2IvOnDul9N077o4NzBZwIrfuO9XZbS3Ju93de+R589mWtiM11fDEuHmlt0vG+jbdf/Bq/H3k+oL11Q9Kmtsuvnj+6ONnCpOz+GHZsaammx29DktXAxZbRwId6u/xXrdJNTZ6xeXi+s9TCDotpGjj/aGJveUP11dWa+XJTfJzO3+fWnGhxEYmu/a680rTq8uTo4n79wM2DUhF8JxsIJcAEU9ZyJt2RpOLYNk8pRw5EOSo8iE1RkrG/LhrR6NvHPTcv8QmOwzBDyeWns2ZmqoqK5m/e4N/kTwgwoQQa2Vqq63igpuxINPx9r606ivQ6e1Zyf7m5rqalLmKtAjznYWp3lZavqZqexdmCSMtrx8tePJg58N7m6+dX7wix6OlfFNHxe6SkwuflK09uT9o72qlkTrSx+c6Q62YkRbieCPqfQv6wzPUVCt15Klh/339/ru4vmL9yTu6Y6W6k3fwH8oJ76vwYw/xY48JQ+X6AyVa7x8bvqvEDZdr9z7EgNfenOeGDs9RxCaSeS3J/oGeaYW+Tat5dL152H2Sc72l53MLz2Yjz0asW7tx0MdA9hc/UTvJf8gqvcskvd8gtgsb2mwc2mvi+cksecA+atApqdsl82W0+LRVcu5s76SZDrkaKXupOev002S6YWwN7wVmyasDxEusM9Lneqbo+vHQkUvRKRtRGQesoPm6kSwF55S5LpEw8xiYRTjMwg+Y+StY+ABTul5gNiJ4sVbYirmxy5BpS0m0PFT0PEyoFOW3GBe3QC9pPto/3zA1ZKanIdDQhM1SBUASiby6zurRDsRUh92XDsPfu6w+NBDflRM+d5j+1mrVdxfxqR77W6feb6/1J+vQ7yooHcXqvWW2ByIc2cBsxWynPZr+hxEB9/V9S3GRzc7CsaTCqezjn/JPvZ9/dkx+ckR4bJK+cyhieV9wfp+ftDsmbzXRUQUAgFYF+gozrLWJfuQ5xBlGJJ0FEaEXeYJ5Pk5GAfpOcSS7CJyxH0bf0xBmb6Tg7Qw8XdBxoTGrBXhWMJzFgXMKZjOgmTwukIjgEt6fwBICiRBIhUAmAHL+L/ewIAGAmBopyX6Ll8ceOGy1ajWcSdMQciJ370rdd0RNIobninByCeCna0j5KZv2xe7coyHlq+WIDViCwKJtrms3gNSUmWI+emEOXMhUYTPdFq/03bUVCwnUuVyd3Dzc/HwVAUcjX6YrFQNGmvXSZb5bt6jQ0nRkzOijh/22bUWzaXZLFmKXLQJizmw5V1cqJOXPh0khkC0HkAQmFeiIWcHrV6ZsPk7ImTdTynVfuQJATBUBS4mZhc+VqOVIZkg4SmzOXGk2ZmWeqihLiU7H5sq8N2/Bi7kkqVwB4qMW5aqzOUAosJ6/ZJaYDbgJ1IXyuF17DZYu0MrmUOZJdfi88M1bQvbsnMWjKdLT9DnckMLN/lu3AxYNpCW5r18bvXuHMjMDsLMUIP4MLluZmRWyY4v3ouUUOU83XzorKc1+9XLPdRtMcgRzZRAiWx5/aB91eR5Ii1WEZEACwQW0WcxU1wUrMvbu81i5VF+cYT6fryLgqElkhosWqdIZZlKx75YNeAmfmCeE81n4LKYdk5uas6rvtynrlfNgzLSUzTtMsiUGCwtmsbIsl+Sn7t+NFXMBMx3weSo0uv4C6Uy5VEXAgUNM4vxcBI8P2BnEhTmJu7a5F23UFsuBgG61drnXth0K7AyEmBG7/4DHwgVAmAaEbBWhZE7+QpgYAjliRZkAQBKYRAYgPshmgRwBEMrVRHJ1WrJ1mnVhvtGTyyHX9wZKw7H8MPJ8jmXHq2OXjkMndyWuFQW5InQ8cUhRlEdRduwqkd2p1WlF2a5bFwVn+Fo56BEtNfQcCepFS1JXL0zzs9QKt9TmhFmUnFv94O62e3c23b+7cdfarH1rI9sebG4uO3TtDPT4QeDLKspYFfVLi95kDWn8CfV9veG7Z5ixGtRYNbb3kXZHiV7HNdTrm6TXtzB9pYi3xai3t9G9pTPGykm9Ny2fncG8vYf52Egeq9QfrNAdrDIGL039qvTIVXjD20RiCdawBmPbY5n03jevySq4huT0GGd1H21WgqTeRdlU6Nv0WoRMBfNfGob0WyYN2qUPO9M6TKNbCX6NOk4dJNfXRj49psGDNhH99jGv3TJue2RkaZjEKNjLdCPW4DI2kBjLjDOysEFOs03JKlijWUiruQbe6uYZ2h452mHzZgVvJNB3m0HrDRmbyOydZvTV+JSlWEahOb2QmlxkAu0yZO0mZS1HJstRIUKtIMmssHlzaZy53plahoeSGPNdfa0BCCUTMApwdaCgAsDObLuH+8m1J0hT/eSpfvJUh8fbUnxfld7XfpMPL8wHH6I/1aL+aMNM9Zh+bbPvLnX6rdlvqj72aIR1nopB4RybQ1phpzQDrup7PrVnDmYUfso5OirYP0zbNZm5YyRl00Dy+r7InJ4Q2YCvdMiF2+3KPG0dYgJXAOpACaWo7UWci5vpi0Mci03rTJB0h/KfpPCFmW5eDFd7f1NDdyzRlwpsycoudtqBrpHz02yz42ZkRamIeIDLUOaK4WwxYKXOErNVIa6CVAC++TpIJQCS/EtAwb/eEor4MBEXJuJ8Jy5MxIfxud8EBD+Kx4Px+TA+FwjYQMAGQhYQMoCQMZ0x/GdBounAXv8U998l5QApB0h53z6q+MtUhEE8GMSDiQXfSQQTi6YNyW9n+V5iFhBzgJgDxFwg4gORECaGYGIIJhbAIB4M4n4nHkws+HEG/haABP8uHvvf9UO17/ojZP27uGwloUiBLwBMJlwkgvFYyixaytWLx2sarvcOFtU1aLDoqjwuYNBhXAFg/9WmYDp8CsQDUh6Q8pREEgWxBCae/hcM4sHFXEUxF/A5QMgDQh7gc74vwyExHPohP+70hSH/7gqRiIFE/K1mUE7cniWRlw943TrmemupHccPVrjI5fLBzLM7aLeOS4TJlriZwIWgvX+JeD0vIdXWRBLjIIy0DqZqehA1bfU0HPG6pgiYOMt15+ZEZoxZnLMhL9699smx8oqtd24W1ZUeOHdg6brl4cf284pPbZ3HtHlcQvqtG//mLv5Tu8FEDWbsHupzFeHDE/T7GsxQBWa43PDVBY2eq5jeK8SeS4a9l0k9l/HdV5EDt5B9N6gNh/Sfn0CN3DeefIwfeqQ98gQxVo0H3ZTwag3zWozZA6xJOd6hyTL5XejCkZCc5xYhVTjXcqTtDX3z83pGZ5GGl5HkEqRxv0fyG/OobqOIXkpsv2XyZz/BiFNqE9q9GWnfaeD12sCvzyR00DJi0jWlxZ8n1LSJV3GQ64WvRCcv1owSqPjEAmt/uGmQmoXVLLzNLAM7RWLwDKtMDS+BZmCufuRiQtJ6LK8Izd6ESd2GZxwwydtnyt2CT9hDEKwmMTbjmesN+Mmz7bPmOK9EJq7WZ9DVbJeHzx2viCnZaJ0bCeurTVwmQJtqgqwo7JUtliXbqRc34NuemPe32LRdN67bTxi6g//aix17g2ivIHaU4z/1oj4Peq+l62bbah/h4svmOWy3s1gy23iHjssx7ZCL2j5PTEK7fBe9jVjZGbmsO2bpQOiCfh/JcIC424cz4sEbdOGOOHNHbehvzJNa/dhHfBNFTl76cxUMjHS4Tg7V8YJX4fzhAP6IJ/N1COd6elpoqCXFn0j0MCC6Wii5mCk5G/lnx3FWsFQZYYCfDnipgJMGxAJAT9MUpqhCXGUJfxpY36d3/gUCTgraAAAgAElEQVSw4JAYDgnhEj5cwvtmncEhIRwSw8WCb/qREQK4SDSt6ZXPAxIukHD/p6ntvyWS+lnflt8/aPXfgfUTs6bHMj0coYJkOrsMTCz6kVnf2hRNV/5JvwIW7KeZ+aZfAWu6/z9JSQbBRSJlqVRZLoNJRUpykZKAg1+8IH7/Ho+iQpCaADhZCnIRkIoBJAFC0T97Mj1RfAWxREEsgUPi74DFg4u5ChIREPGBiP8t4uNf5V8CS/bvwNJN9kmLJB3c4Hpgq8uNbSEXC72fnhWsptuvywkoP1eQFUyxQcx0wegkOJjslLPCyXgP/Cw3nAo32O7EqnxXHMLdAG2Lm+Nnq39oa+aORUnsILM8hteLpv0PKlbcL11WcW3V3QsFx7an7VobxQwnJruDqgtGv3UZTjTqDz3SfffEYOAu6u1N7cGHyLHHmIG7+kO3UK8vETpO41sOo1+dJL86bvjyBKHjFGawmFy7F12zR/ftVdL4Q6P+Mv2Be3pDD/H99wxAl1FAm5FfhTb1Ccqi1jCo13f+l9T1zc4JD+yCOj1pvfa0V8ZRFUjrUgPTMwTCYSKhzibwJTVo2DhqwjhhkJo47JQ57kEfckh+TfJuwzj14H078UH1KNtGtPldI+88hJcAGbIAE1eIT9+Ko2/B0wvx6YuQsTlaQTGzrOLm2EfMtkvW8sjS9GaoeWbNcBUjgpdjWKuwWcvQsfn6UTztqGhVJx8YOUjJNg1YZSuHFCAjz0sTt8b5LkKHLNTz351q8/qe4+eXLu9eWEy2mvzRZ9lba1F5jlp7zfn+EfuTazXP7yCnh6lkZ2hf367edpLScQozUq059cnh4SXzTeJZz0otKi75B6gDuqoafdZMkfqsZdqGm3Xsdmk4ndMNeYANrcWHvLZjv3XjjwbKu12ZA85ZEx6scXdmv0vmmHXmBxfWiGXqmHX6uH3WiDdvIDrvZUz2FivPs37xXfGSXi9mvx973Is9aZ8+7M3ojBKujw0ysdDAORL1XCyAI84h012wKtUSCgO0WEDLUGOkgKxEVXoymptAWcj6CzrTq10qno6Z9Z+A9Q98iOGQ+C9H+b895iUiBYkIDkngkERBAv3l4QWTCoBM8F+B9asc9/+o8x2q/qTVtzee/0SD6J/A+hFbfw3nW7f/0p8H/rOpXwJU8u9SkEP/qh+r/d2xf3TjLwGZCC6TKMilSnnZIAdSyIO+ZZNU5NIBPU05DwIyHpALYdlSIOQrQtJpqwoS/LM/YsmfDBICifAbDeFi3s+/47RfnuQ/0uqbvgOWclZ0HDMwh2stZWCOF/lc3OJzb3dC8caMbUsTDqzNiHVCuaI1HDTmcn1dq47uSbW3cdafHUZFHVkqubN3Y6AJMcCE5GaIssGq0QKtOEEOGe6mG3ITOluPPH689tG9VdW311VfX7+lIGARV+vyXsPWu+ZjTcSPL5Cfm80GyrQHy1Djj8h95QYvb+m/KUWO3yOMXEd1nKE27iO0HDRu2E5q2mHUsA3fcdS4ZT/h5pK5L09S+m8ZDdzGDpfhBm7je4pJnZdxoJVi/dY99iHB+THS4jU17H3gwpGw3FK81QEt/BPLiBF38TtHXgvBs4pgfkkPd1QbU23l02zkPUgOGzGMGrZMHnBMHXFOG7KJ6yC5NupS36DdWlBelXiLCizmNJqajQ3Mx8SuwKRuxbEO4MWHCZITlNxTxvIjBqLdBszNBPpaTHqRIXMtPjNfM4yv5i3Q9o9Rs0pWtxQhXXg67vHKLuEKLjFqHnRMxDIEYw0y42REzFRrzIcG9zsLXTZFY3oeeg42osZbCR/b8INPNUfrUQOPMV33MZ1l+CeXKMUHkZcPmYkzTANtVE+uoT7c79D3IPTqClTTqUDIFb40SHP8PvPmahcuYs4SdcpybZN1OhbbdBz36TidQ/uUoAIe6Pk1YaJ6TNKGLGmj9pkTzundVuFdtiHNlt4NFp4vSKEdxqHDdgmffNkjLrQ31qkD9vRXJnGjroz33rxhy+QRF1qTY1y3W/pHD/qYN33Al/ecxo9xIM4xmqNsrGUcSoWWZ0XOi1KPDoKnxCkzMxTYaTP4qShmuKkkSUWSBsR8IOYDEf+bcTT9qfOvgQXEEBBDPz5MQUAM/XmUEEiFQPr92pD8rW8tfGvw54ey/yzJv+sHwP3lSvYthsy/geCX+mFQgu+eoSQAkvzIOAmAJL/u5y/an373+pP+p/2EhN8C9cDkEpADAbkQSPkKUgEQ8uCQEEiF8FwJkIiAkK8ikcySyf8yqf5xih8tJiGQ/AVcEUwugckl09P7d/n7sfwnYE1DjZmiH+bj7muyb3XExW3+BUytC9uCm0qzT+0U8OIobngQQkaEGxKSbCh0DytPrE4gSV8Y5MIPcGB5W4ebYWPtTYPMiJ6GaHuduckOVsnOpgfXC9+8PFf5qOhp5fbHd7ZeOcg8u9PryQ3L4SbTT+0Gf7zR/9Sh9+ml+ZcG4pub6q+v6XbfJHYVk9ovot9cxL09jWo5aFG3ndK0ndqwyfjBEsSzTZTWXWbly/Xqtpu8PmMxfMu0+wr27WVczxWjtpOol6dRoAGL63SP7w2BqlCunUT/33zlg/5QMc72gKb+8dmkdqu0UUdWt1lENcH2Osp0rxquiuz6zMBjyDx60DS6xzy2zzah1yJqwDSsg+TUgrNowdrV45yqCSaPsKjTeAuhrucSTNoaRNZOJP8YWn4Sk3feoOAiaeFppPQyMf8CLvc0WnoWn3MMLy5CZi4npkGYKMcZxh6KRA7SawE2skA/YTkqfTUuea9N+o143lZf0werPac6HKe6EVOvTPoeGo/WWgxWa75v1vutmTxWZTTwANVzD9X/kDxQiW0q07l3SuvGUcKBTeYrIdKWHFtepJYgkxRoMDcFrcbVVZUbKpfIPQ8EE/LUZ6zUMNiiY7BLw+6Ylu85Hd9raJe7GOsnaJcGhE+bQcALom8jyq1az77DMqTOxPOKJukmknpfx74a5dBi5N7rFPs1XDLuyesyjhuzSOkjx/TaJA9YJoyYxg1YxvXZJgzYxY84JXc7Jw/5p1+Ii7NAz3IMMMqCguL5oYQ0H524DBAbCKPHajJT0CnBltx4PWYiDGJP7zQJeTARH/4XsOQ/uTX8Bay/CPW9IBGQfyeZ6K+PE4FUAqTfos5LgVQKpNKfL+5fL87vWQD9re8g+DOqpoEl/ROd//DU/5X59v1Yptc2H0j4QCr+gbl/kffnSfimX43l7/78qF8BSyr9Vylmy4CADxMKFaVikC2evkMIuEAggolFsD/zAwJIpCiVwITC72n1w1z9yzwIgUQIk0/fV6ZR9Wf5v9Pqx58VJmDBE+OIoe6ZHKfDO6N2L3fcs9JhmQy7e238Ir59rNMcb7xKvAU22lw/0lwn1oaYYI3fBqUvSPCNt8Im2OIzPahhZvhIa0qQMZrmZxPjTrhyYlFH+6n6+j0P7285sBtaX+Dy8GrwHyM+Iy0aH1qIU6+s37cR378kvG/Gva/D997QeXFcs+8q9dU5k+cHic0Hic92UJ8WGT5dZ9BcZFyxAPGskFJXSC5fgug4bNtx3KzlMLbjJKHjtEHrMcybi7jh20RQq4ttNg79HL2yy5b5Ahfab00bCZA9c8s8jyGdmGtQZxHeYZPQbBJ4F2N9Bm2+E2HyiOBQibbvtY4ZtIofsojrpoa/NQ7spvi3YCyfoimPSZYVWIun+oZP8MYnKR6Qnt8yfNYGLOcgXnYal38WPf8yYfE10pLLuPyr2EXX8UuuYBdcxOQdx0o3oumLjDIT53q6qNoEz7CZR0xaa8DZYMDfSBKvISYf8oj/UpI6WGHWWWYxVm32e7PJH534qQ7c+AP8eCVx8jHxXRVp4hFxtAI99EhvrAb15v7srieop5c17h5FXNtPPbvV5OAKk/kivK4+mAmDx6AR2UgdSGOWXFunYA5yoz5xLUJnnxbxtJbrxTlBN7XDbyOt7uEwVThqNYb6AG96R5dcpk1tMQ9ps4+/j/dosgxvs45oMQ1oNHKuxps3Ulze+bM/+4s6DcJGqbGD5vG9VgkdpKAuXEAfIXCEHD5sGj5oETnoFPPFOqHTN/VBFmMTO0KU5eGZ7o1KDlKJj9TNCEEk+qGjvMwYYThuKpxBB0Im4LBhPBaMzwZCDhBzAST42wj61013uQQmnw7zNK1vV/Z3gn2nf/wdni39JtiP1f6zvgWW+NW/fqGfvMm+x+VPo4NJpHCpDC6VwWUSuEwCl4m/6Ydjv2vhf9yfXwHrB4Pr7/q/al8xWwb4fGVIBBPxgUSgkCNRkEsBn6+QnQ0gCJYtVcjPAdkSIBcDuRhkQ9+d4l969QO2ZNOwg333S/1V/hOjP14bPw/573uDBPCZs1LCZ4aYutMtt2yIP703ZVWe3UKh1eocx5ViJ2YQKcJMI95OM8sTwws04/qZFiT6LIj3ibNAZjgRBYHWUZaYFCezWGsKLcA2Jdj8acWh9taLlRX7NhayIkPJMW767MjZQ82Bf/TjJ55rTTQYj9QRJ1pwg0+RH+rxU0+Nx2+SXh0ntBw0bj5Ird5qUFtoULsa27ye1LKG9GoTtXG1Qf0awyeriM27qNUbsY078c8P4NtO4LuvGQyWEkYf4MBjrEmlrv1ba9rHoPxuO3oLKarbNvNDSHYj2euqjun+WdhtyvrH5hrcITpUmHg+Nve9i7IpR9q+tY4eoEaPkMN7Cb5vKD6NBo41SIt6tEW1ke09HPUh3vI4xT7HwC1T0xtCxS9GpW1Hc48hoDP6ssuYedfw+VdwubdIK64aLD2DzT9LmnfcOHczhSfHx4aq2AaoU2NmmMzHRBfh2Juw3HVoToF+cKG17cdHAe9akb316P467c8t5K/N5KlW3Nda5GgFfuSB/uBd/bH7uN6SuSMPkJNVhgMPED33UM3nsZXH8WWHjW7uxlzYgNmxmhAbbwifAfdD6C8mGC7XQRVhyNv0qDu1TfcjrU5oGRcjPO7phtRhk6vwdvdxmFI9w1KEfpm+VSXGrd0sfjxQ1uyQVmsdUWHgWKZjeE/H7C6CfAuFv4kmN1IDvwSIR61T3+B8Ri3iJ0xjJ2wTO6ih1Xr27Ui3Nn3nHuOgcWrwJ+OYbou4Tp/ER0Fhp2NjfEIdNIKoxkk+ZuEWdsGmzrRgPDtBIyUZmcFSTUpVZjAUWUwYjwkELCDmAkgEIIkCJPs1sL5J8h2txDD5r/c1fjTW/sTB/4BW02tG9rcU5NK/9Gta/aP/0v8ELBn0I63+1t+r/e/DRUAm+v8L0P+s/2i8fBMkBhKxslwC+BwgFcJzZHC5XEkmh2VLASQEUjGQiAAkBNkSkCMF2f/anx/O9Tetpq1g8TdUTW9Zflf+lzuZXAKXSb5r4btLRQYBiUiFxwa0aBBkS/ClWoUYrdpA27HCb89av6WQNSfGSJJomeSutUHkt4EfIgo2WZTknRvmkWpN4nlZyMIcUx0ME22NmO4OqR4WwlTvukcn926RpsXaBHtjqSRQQLfdkuN+dDXq/Qurrx2k943oj03YkWqdgYe4kYeYsXuosVKDtxcptTsJFWuRTzcQ61fiW9YZdG006S6i9G2zaFtHqV9jWLPG6NFK4vMd5o07DJv2Y95eIwyV4Ybuo/rvI8F1A+NypOkLQ99up4whf8Eby4TXhMDPdmlvndJqLYLKzNxumzg8NvV4RvF+ZuBWqWtegrIpRdk8I/uNmccMI316EW4teMf7BMsHWOtWtGOlLvUO0eyUgXmQiobhbEIUIpCNi5qHT96EYRxFCS+gZNfxuTeIOVdxklLi4su4/JNY+XFyzg4idwkinj7LPVbFJlbHO36G3SJM8iYSewkivIAYsi886umGqMlHNp+btUbqkCNtWgONOp+fkSZrtMfq9fofaPfdQXfd0BooRQ+UkAdvG/WXYEbumQyWGLedJdaendt0jVp/lly+G1980J6TbgaAorM6Yi3VZCcavVPLfL+e3Qmk6TWM7XW80x2Max0+vMuUUYWyvocm3kXZ38HjGlAOnZTQqeDcyaD8Zw6MO+TAO3iHCpxViZZJMcbgDAZxCoO/gbXpcc4ctUt9Q/AZt0nqMYsYcUn5EMDoto2qI7o9RTp047y7zQLGiJET5NhB45BB9+Qa33R/SwObCGMXf4pHBD4z1czD2sTBMiLROZ3vS89MXDibRldl0GEcBhCygJgDJCK4WKoozv4VsICUP/2c9fe2lBBI+TDxr/ab+EDCn47L/OeLMJj4vy3On7+7/vO56Z+bwb8kwj/alH7TL7Hy8xmn16TgT+ZKp9OpyUVA/stoFv/XgPWLPTsglwA5pJgrBVI+yJWAbAmQy4BYApOL4TIxEPGBkKcoEcFEfAWxWPknwxDIRN9uMCBbAr6Zrt9wI5UCmRTIpUAqBpBwmn3/KP9kXoE/byQ/A0tJxoHL5inxcmAc5kwGDR4ZC4JcjcPNNi50Obc3fn2BGzOOuALyK8oN2pUfXsQPEgWb5IY7i3ycE00NpYHOwgDbcGO9VHtTlod5qLl2arCRiOacEmGYFUuRsmwFdJODK9wPrjC/d4z84ja29yFm6KHmRJXO2H3cZIXZaDmhr0Svq1j/+Sl08xHjZ9tItatQnZuoXRtNejeZjO606iokv1hLblhNrltrUpqPq1pFbt5j2nGS8PaG7vBD3Q91Bl+bLcE9Q+tiJOUBzvKleciAVUqfSeJrSvQLSmivDa3PIqkZ59Vm7NVm6Ppc37YB5VRH9n1Asb+shm0ycHtjG/VG16td26kVY1duQLmLwz0iUspM7DaRXTw1bDSVbLRn2BppWEcjQoXElBW4rEMGgjNY4TVC9k3svBuIvBKi/CxRvB/H2I5mbzaQ8jWDoxXNU5S9ojUdEmb4CDQjV5PT1puyIJT33VWxX1/5DNTOmWzCjFWjx59gPzzFTTxGDT/UH36E7S4mvLlG7LiA6r+OGbqFGLqFGi01GS2xeX2GXL1Ppfcusa/MpPmKTuM1nYZitzViEkwTjtMEC82ohymG1xDmj7WC7iPcyhGWT1F+Tw0C2qhhncaBLWTfe0T7UrzpY7xxDdG735M7lb7ulSeryTqs3zNhyDWz0zKjBh1ci3W5iyMfRyMP6eBbbKJ6jCO6DHwHzePfmqSMODEGnDOHXNgfvNlthu4NCKcWims30buHGPjCwLue4LjH2NjWUNnUem5QMD6N4YeereamYLzOkHXLsuCSpWyHFxTGkIL0ZMBiAj5HQcJRFLPnSOVAnAOX/Rn0XSr9Hkz/n6yA/9X/s/oTbcoyIVzCn36sFnBhHKYSMwuenhLK8M6hE65t9N64zC0310ESb7wg1io72XT3ouBFDLtwazW6L4XtYyYMsY5xQbDjzCRpjtk0Z0GCSXaW+VKxXYGAumuV35o8m8pzvtWXqE0nMC9O6L6q0B5oQg49QQ7XIPvKNHpv6Y7cxnVdRbSdM2o/4ly/zrhxsW7XGoPuzZTm9fj69cTHK/CPFqKbVxl1Fho/W4+oWoPrumA5VI4frcBOVKInnuhP1CDBE6LdTU3S9bmkx3iXl8aRL0mRrfjgZkLAc3LkC0zAsFnsG4vQdsvADrOgOpxrPdn3iCbu+Fx0NdnxKcW1A+XShXNrQpuX4Yk3seaHyNZ8rCV1phlSw11HyxmhYU+Y60pR83TX9EvQDFpGZu00kR01yjtHWnCJmH/DYP5xYt4uI/56YrJ4bnAk3DZOwzlJwyt0lln8bI801VCOehBjtnsooK6ONJvqdRmp1xqq1hmvwY1WoCcqsROV2NEHuMG72O7rJq/OGbWdwL84hnpzFt15FtV7yeTVSeOn2zEdF1CjDwlvSjBdJdj2W6i6y+YHlpIyUrRz043WuFIuWzpWoL1aUDE1+n51aJ9apE8zOaTHNrbD0O8lNeiFfXixHvkRmvqCHPUlKHfID6qyDD2tS3pCde93zxxyFry0zWgmelXpkW/hDPfO0n9iEfDKMuItNXDIIu4tJXHEMWvYKb3fNmvcJeulocdzhFMT2qVDz/aZnul9LPUu1nKrIZWiC3AWM6MinKlz1UNnk5eapF0MLjxkIV+uH7vCLM3dJVw9NVaNmTSHlzZLmAkTZgIuE4i/uSBM79F+B6xfp/b+X/2vZN+78vEB9C0EqwSI+UDIUeSzFVhZagnuyVz35SzLk0Xx29dGyjKoaYGoYG8tUZZXtB+KkYC/cijr8LrAvct9ixb5rpzvtyjHZdOKoDO7UpaKLFbluuSJHek0axrX7fZF+74Go/7KGZ9emky8MfrQhpxqJvzeSH7XZDDyiDBYint9FfXsCPFRoVHlQmL7MsPmpfptawntm43r1lLq1pjVrjSpnIesW4KuW25ePt/s0XrjtjOGnZcJvcX4sYf4iWoCaME7VyHMb2gaFGtTq/BercaRHZTINqOgdvOI1+TQ14TAJoJvNdHjMdG1jup3Rde0CIk/jjRoMLCtw5q34RyaiA6P8Wa3TUz3OHjE61oaqLkgMbE6uuEEZDgJHYZFBVNwsRStECPg5DbT21fVPRMRk0ukr6CIN5KgNeT8hRS6DONNn+OYONstHekTr+4Qo+5IxznGzbEMU8SJzPSOiCgV+8hfX1v+1k7oLp/bf19/stKgu1hnuAw3XmbUc4Pw6pRp0z5Syz7jlj1G7QcptVsQPWfs7q3QqtlKeH0J138X1V2C6ishdlxBPL9IeHycWn3WpeqEz+Vs63JP91ZiZDsyog0R3o4JekH07zAOHrCObTfweUbw+BjJazD1e6hr02WY8sUvbyJI+tDY6ySKtG8u4g7Gtd+GNeDE7DAMeEawL8Ea71FD3DF2e0b166B4DVvE9VASR2zThu2SuqnxQzZxnSS3VqTTS5T7M6xtPdH4Mc7wnpG5BI3AacIC7cgputbZOP99TuI7QevL7JdXuq/7P+2c6VdUZ4LGX6pAiRsgUOtd61bdW/fWRlEUtbEUq2wiAgLuCiKLQBWbe1y6kxjTiUk6SycznY6ZcSZpNe47BpRNEGTfd0QBARUhCKhp5oOdTObLTH/LnNOc8/sX3t857/s+z9OY9u1bprQt2hgiZoVoywrRtlCXpChWxiawI9nGmv7rUjSwzgtrnn+M//5N3gEsGSD39d3TCnKzbHMzWZZ0kJ4kSAj19ENT1ss+PhRxeIfqvd363FT33B1eSWtJSzLzzk5jbpJ0YzS0eZMyPJbafTQ6OUu7M99rb653bAyxLs2fCVeylYLAeKy9UvtjFffHGtXzeuZVIzpbLx6vR0frBRP1ook7opFCvP883filsu73dMcBuvkw0vk+1XyUKtuPle+n7h5gynYjFXt5pbvggny05lPy0TXFyFXyaSExdov7pJwPHhDmRkx7gyc5zxFfh9SlsKEaNTVKzA1S/zrYuwUPbMKCGrDAblXUPY+Qj5bxPnYRfC+iylG6FVLcF5nuocbTtC6LQMRswAF8xDVMjGwguGsoboIS3ioXbfbA12qhTUY8meaGamg/jcxTiRk80LBQLCJevWWjMiqd8NuHRmU4hW1z8s2EVmzh+q9d7pPGmC4cDn1SvWK2Wz034DbTwcy2Iq9aqYc3Ob0Xlz8tJPq+5wycwQbPUF3fKO6+D7d8Lm/7THH3CNr0KVP7EXn7d7y+/1ANX5L3XUD6zmEPzmNdp5y6zroMFJBt56V3T5OVJ9T1a326yIg+UeQjPHqYDH3IhPZLgofo8FbEp5rv+WNY8lRYRrMkoheLe+ZlmQnNG/LadBVT/8lJUED7DOk2TWoS++SrClH1KYT6cKHTLdrrNk/VxwSMKWMf0QmPlfEjytUD4pWD0rBuzLMLMbbi+hrUrUooLcGIS6R4LwGFSUmTI57gbP5IlnzeeOCa9nCV5t1i5mCR6UhtzJ8/Ds40rPLXrtNLVsq4sf42KRvA65bJz5HuX31m/8MPw/P80/LrvJ7VCnKyQX4uyM+2yc9h78xm51lZubvsUtIdYn1VsbK0DO/39vp89Y75072+qeuEecnM9gQqZ7vPxgRjaIwJ9aW4QbJF3gwSqpWGazUxXmiQcpE3w16hB6FeYdmx1eXuI6ULn1VgjyudnlRxn1ZLp2t5w9XOz6r5T0t4D6/z+i9Jmo4zlb8X1+yRth5muo4oOt9Tth5R1rwpq9oru7dfVpKLlOwiCvLh0qPO/WfQwfOS/tNIz1lh219h0IsYmkXa25j0Eiy6gjDXXzcHIUUhqinhuFdxjV3Slc98k+4b4k5wxG85u37NQ/7Kg2slynqR5jrj9THmEWrnuBiABSxgw2Ytc5VAWLBMvM6d2GDAEgPInf7EJh88yYdJISVBAfFrvDeFLlWIHGQqsUobFBYZZTJbmNCjWOJex6i0pV6pLsFJHM91jgEpMl3ntdi/jaqeti9/3oFOt3Nnm9GZRuJ5tfT+FX7Hd87DF6n242jTF0jHF0z9MaLxGFl/VFJ5GG35SFl6SNj0KdN3Qtr1H2TrCUn7f1JtJ6Dhy8KpStHjYrivlNd8W9x2xdicGNDrHtUjC38iWzMmC3vEhA5JVjwkgpshUw2ibZcFvwizPjNnNUkiu8m457r02cDsu3TISS7zzRL0Mk92l+tTyNVeQzVnccVVmb6QMRYLVd2UeUQePSpPGKJXDVIhfaLgHty3BVZ1YPoOxLMadS9HZNdQ8fduyoMqpWYZx7xMthoKyXeN/ki49c+k9QefDwqM73/FzzgpyN5LrPQJ1BvCSNIHIuOC7VO2gtTtrB0pfy8J/uKsXCvItdrk/V8xnHn+yflZWLbWHFtrDvt14Csv2yYvm52XY5ufC9K2AUsuO2s7iPVaHijTrZZvSdXFR8uj41WrEhTh65XmNXImlHIOkoMVOrAmZOHmrbZrN4DI1ezYNTZxMXZb1i61JILt8YYD0SUtcbM9itlq4UytcKgOG21mZmp4z6pET0sE40WCRwVo72VJxb9g53dxCnKp+j2qrt9r2g5RdbvR2j1kaRZRkIJW7V5uk+YAABG5SURBVHa/me12KsWl5S/E4wLpwBls4Iyo8yRe9zUJumCvdtJUK3UvEUmLUPomIr/Ep0674Ce5dLXYu08W9sR3U6t25Vme7E8O/M8R9N+F8G2xrBFXF1KeGzGUC4A9AOylS2yX2YFlYIHE2UUpc4FUJBbsRqzWyTZ6yxN09EoZ6YVIaVmw1rwtzEHDX6LkUF4ytZn2ksM73cL+KEr/nXP8LiQyTbjKAgUn8/zNgL8z1HG6xzDVw5lo5j5vcZis5T+p5E9UkVN3lcPXyNovnes/gxv+KK5/T9T6IdFyDGv7kOz8WFn3Lll9RNR4jGr8DGr9s7jpuLT3tGLsuvzZbXyiXDhW6vKgyW6oUtH4kW9bbPSYX1K/MnJUETOABj2SrXgsCX2IBrSLfO4IFNWoZthz3WRAzkO/pGFp/KgobtI3a9C8vUxgLOQpv3VFv3Ugi3BjAxPYolxRKfe9JFJd48saccOQLHJUnnCfCOonfHtwvxbEs1pANuCaZoGuFFWVkKrzSo9kZz4B7MRv8KIcVBmuYftdYt4VbvpAlPoZnnFSse84s/OocJtFHOAXolcaOZRRgK3yZq+LBRs3L0hNY2Umg8wUm6y0X4Rlk5cN8ueFNc//ys/CWmjNs8/OY1ssNpaMv5eccqzsvByQn8jKy2NZ8hZassDWTSA6AgQZXUK8XCJ8Fwa6L4nUsELkdlGGBetWgqQtID0TZKSC7CyQkwMsFmCxgJxMkJ0GMrfarF9r2mG6UxHy6r5iulU83Ij13BUO3aL6LyP3z3OGL/J7zvLbz2FV/46d2889k0WWZdP1+5TN+6UNu8QVWVhhCla4g/ohS3YyGSt+Rzx4RTxeLpi9R76oIaaqRY/LZWBIurqXDGonDU2EpoLP3HCmrvDlVwhNkz5yJGDjoE98MW06wRF9vVx4goueEjMFCH2P0taKPc8zBi3PEdgAmyW2gLcYOAAW7oAEy9BAidANdRHiTgJcwFB8ES2R0ZQbKtHwZb6EIdqDNhO4lk8q+TKN0FfNzdMY3sfXvi/Ycghfmw3FpDtGblvuH7eUsZqcH9zSz7Yrn9dLp2o5j6uWP60SPizkjxQRj4uUD88oGj4l7ryDNb1LNv8B6/2EePAF03WM7vxQde8tyb238aYPpY2fEw3H+f0X0afF1NMS0VSt6EUHMdWKjp81tawNGArYNG5MfKbbNOYWM0asGqGDx0QhA0JzJ2W+xcHvIvJWSdB9bdJTc9qELnGIXtPLxIzqtwy6xzeIfasYY6Xct1EVUgd7NwlNZZCmWGa8BqtqCe8hWeQjZk03Zu4lvDox71pIfQcSV2CKYtT9tsrrG4kqnsvj2tguB4t0DnSCqz7dOeyIJPFzKuNjNOV9QeInwsRT+j2f6TKSNb5qMy0zcBh/TBihY8eEsRLi7ZISbTK22WRsB5mpNpaMX4Rls/O3Pg/z/D/nZ2Gxs3Nsc7JtLBkgK/WX/SJ2Xg7Yk8HOtr6RtRtk5oAcK3vnPpBmsUnZwNq6EWxZD5K3guTEhZkWu4xskG5h5e4BOWkgOw3kZ7D35gFrJsjOAhYryLDYJSXarYqkEzwsb3ttT1x4/V+JjpO85m85ree4QwWCqXLsaTH6pIIaKZM3HKeKDlKX0ni3crBbmXDJDuKH7cTZTdD5FOR0Cv9UJu/ev0gmK+nxKsGPVfhcG/GyQ/i3XgUYJNc8pFYOSgP7MEO9q7IWMrTpo/ojt04Gb2t3j7iMq7/kwd8gxGmYOI+Q5wi6GFOVu9KNPE0hY3Zbvsh2AXCFl3EZDljMXko6EWEKUbiCZxLyPZxcaHtUw+UonGgvBJLbu/vxQta5+ccqGQMkpJxhyB4XO5u1fIuO+VC2+gvxjjed1xyE1uRw1uSKNP+2VddyIqjuO3HfdWSkBJ6oRIfLlz4sdhwtx4ZvEQOXyP7T8s6vlHXHFH0fewx8ruw8BnV8IGw5ire8J29+T1HzNnnnTbLra/mDy/Cj2y7TNeRkNf2sjhhv4E2VmNt3awZNKyc1Cc/UCdPqxFHFqlFkxaDE/xEU8AAKaCEMJZC4yAWuRUxd6o3j9JYOOqbTPaaPDO9GgzrlK9tkoUOyiH46oF0a2CENaUX9Wkn/aoXfqWV4CV8zqFj1UBrdAXv3EqZW1FANK8sQyS2EriQURzGxB4v9BrCxBbaKhVDAUsUGnp8Fij1MJx8j0j4nrb+DN+c6hqY5+lh0sXE6LW6EtMEisT/CjXC3jQoAkeFgbSzYkfRaWCBrx7yw5vlH+e9HdyvItYKsdJCxHWSnvY7vsXfmAmvuAkuOfWY+OzvLJj/19ZIHyI17w5Jtl53Lysll5+eDtFS2dYeNNQVYk+zzdrIsGeysVFtLCiszxdZqZWXmL8g5CHbEg9QEEBUCPPmpO+m+iz6Tl8XDFeh4Pf2yhZjrIObaRTMt8Pg9/vAVovdr9fXdgnPpyy8mC64kiq8myk5tRI9vdLiwC275Rt13gX5cCb9sI5/X0i+aRS+7+c+7CNCMGzskgT2y0BbSuwbRNuA+7aqwRo/gmyhzEab/CklOCEXfwdhJBP8rJP5OQJ4WiEsQUY1Efon2Utsvs7EBfJkrZoTBciDQu6giRXSgEDbx+SaM7ynQBtAiDSZxd4lep9683RgURaqNQgFqj+DLZLSLELdTa4QpEaY3NZEfU8kfYFuP4PlZi6K+ig0avxnff0PVchV5WAnPtCMv2wSv6kUzd+HRYsGD6659J10avuKXHRV2/k7Z9Zbs4QeyjndFtUfp6iPyht+TzYeIhsNk+SGk5guk94Jk+LrTRLHgWSX0pJLz7LZh9IOA5ojgEW3ilDr+sSJwTBk1QsZOSmPGpFGPqZAhsX8r5lOGai9w8EJcXibSthHBvZLIXnxVqzC8CV7ZjK3slEQOKuJ6POOH3RN6sOAWwq9KFXgKlh1fJizC3dppnxahvkNo7KN9a8SKQpi4JdEUUT6ZfCkGbAALAPYCV7BYuxAPd9JtgcL3iNYekGw+SCRaXKM3LjWvdFT7uYqDJIxY7+wWhNA+XFkwAQXSdmalTWQIe/0GkBjLTtm8JCP9jWwryLGAndmsfOsC668Ck7/52Zjnn4dfVo9+xi4jjZW4iRWtyz9mnGjwHS0TDN3DnjdAc/2yufvyn/qYF534dB1/phaeqCa6rvEHLmoqPsNuvye5sg+/sBO5sIt/fp9D83Hl81L1ZAXxqMx1qomaaSRmWwQv2pBXnUrQgHrcE+hqYMNd2K2UyxQ5K4r46kJYXoTKriHMWYg8BYm+R7CzCH4GFp8WUOeF4kIhVCahvlXoURsA2MAjkKa9BQsRW5EZMq2Xe62RuYVLxUFSsQ+OK5cbVhDZ+6MTk40G43K9ju+mEgYH6nyMSpM35WHE3AxIZIhynbv3fsWGj7B1fxFYjyBJB6X6iqOBMzVez5qhHzvR6RZqqo6aayFf1orH7+Kjt9GH5+Gmf0OL34Ua32RaDlPdbxOdRyXlh/Cqt+TV+0R1+/DqveStA1jVp9jAJWb4Gmf4Gm+0SDRdohr/z4D6OF2XOfyJev04HdWD+nRLQsdUa54qVz4iI0clwcOEXxfmV40Zr3KJ6xBVIJDfQ0xt4hU9ksge6epeeVwHs7pdEtZJhjaKgxp43q1Cn1Ym+Drp+aUz9JWT4Cau6kb1D2CvLr6hmq8q4VLlEo+v3XThLk48NnBms+1t7QBgLWHbkwuczfbEeldDsoNP4hJTwkL31YtV3ktwNZ9v0JMeAaQmBPWOlmlCCXWEQhAot/VRgbAAVsIasGW1XfI69MDuxXmv+2gWkJ3JykidF9Y8vw3/U1g2lqw3khMNuX4l5TGj5aqeQudH9fy5TmK2C/upn3zVR8204XNtkhf1+HAxd7gMna5jJitk48Wqnu/F/Wel40UewzfIwevIVBnxslE8UQs/vUc8qRBONwpfdWCz7STohj1a+LoGgWcD7FYDq2pgXYVAU8FnSjG6EGGuQdQlWHwJxS+h+EVEfFFInRcQtxH0shg/QjOObOAI2SdsD/INl7jSjqQ/5LdBFZGkM6xWUEEEpud4+EA7D4VvTdZo3ezNblyznAjVenjJ5UtsgJeZ8tBBCncX8wqJpzu9wXPlYcWqL5Gtnyhzsl19Tmz2HL+je3Bn4UgV72kNPdlATFZBExXI4wp8rFQ8epXsOsWUfSipP6hoOkB1vy1ueQuveUtWvJesfVNWmYvd3cPc2EuU/AEauigbu4l0n+MOnGdenArsyzR3m6IfecaMM5GPRKGtAnMdYr6vDB9zD30oiRgWBQzj5gE0oBXzucWjLvPwcy6iIkh1B9XX4N4N4qBmJqyBWlGL+Tag3vWQdxcW8EARUUF7/5mDHnPmnICJywhVz1V2Y171sPEHoftZqed+TOK2kM2yBcCBtdzJQejosmzZkkVLbRGHRTpHV7MjZFom8nbCfF3gEEoU6+eWsNawepvOd7PCL4Exxys0IZRmlScdbRbEhiyKiwBrIlkbw4U7U5R/OGybkQysGSAr9XVkeV5Y8/xm/HrNIivTZkN86rvePWUe/QXQQCU00cGZeyib6eK/6hdNd2LPW4ifmslnldBIKXe6hXrZLppuwmYbyR+riMkK4kU9PV0jflaFTNzh/NSCv+wkp1vosQpotNx5oo4/00aAEonmpkR/Vex5hVZfUmguqr3P0boCmUcZLi1DZcUIXYSQBThxHRNdR8Q3YOkNRF4E4ZeUig08LssWIG6CqHX69Vv0lAElzXy/9XKfWNI7RkEHobing3VXZGKKysu4KMKEx6hVoahCtwwj7BwIB8cNW/30Whc/Hzhus4fal/Q1Gzf6eWd5ROyRJxyk151M2TRZs36ySTxejfzYIJ1scJ2oRsfvoKPl2EixePCiuOlb6c0jaJEVr99Hth3EO94h77xJ3tmnKsshq3Lp0hz6VJaw7ANk6IL44WVu/XeOzV9L+vZ6tfv6PdMmP5ZFPiWDH2CBLbBvldC9HtGMqSMGpZGDRMAjzH8EC+nD/ath5Q2B6CyXuMATXRfSRZCqBNOWi4xlqK4C8qxDDd1MyJgurs8j8jSP/GC56x8h6HsRVSCUVBDqCsZwgdH/gVFH8jgcNlhgB1gL7AAbAABs2TYLlrAWLgMobO8h5+tViMEoN3sz/l4iPxPX18vJ02uJm89iuXmpIsjVbQVMmwmJv9LVV7M40MSO8GPFhbpsj/L//B1nSyI7dQvLkg4yUv/eAZwX1jy/Fb8WVma6w45NX11JfN5sHLsnGWklXvTxf7qPP+9ynemDfuxEfuqRT94TDxVyntfjs+2imQ7xbDs518W8bCGfVUPP64if2mWzzfTEHc50I/y3Hnruvnq6UTJczB28zRurJMBfJPJjmOwtlDoiER8gRbkSSQ4f/oSky3BpJcrcReTlKHUbJwpwvAAlCiH6Fq4tQ2Vnle4Bzk7AFtgLFrkbBKmp/kofMenL84qjVqxTrEw0kWb+6iTDvsMxZn8nb61TII2F8eVxfFM84uu+RBjqoUlJ89cbnKJipDFb5ZSZ55tgWpsWuCrab61Mv5W/IvAN4dtpnMc10pkG12e1nIm7gpFy3lAhZ6CQN1CA3D+LNX0rvXFUdNMqqshBWw+IavfClfuZomyqKA0rzZDcTJNc3kP0n9ROlypmq6UzDZqpG8Edib4jutinqoQ+2LuPr2/jGNpxQ4tEVe1K9aLBj2SrhyVBj0QBj7HQYVFwG+FZjNNXceYyRl7Dpdcg+jKfusyjb/BllSLPfnXIsCn+gT66BNN+sYT7CQz/CUXOwcQ9XFUl0VwRK/dhKLUY2NgAWwDYgGXzxmInYGvHtl3i6ugCOUD4Ily6UEQvdNdyPEwCvRc3KBjKyDCmZxij11FxSdrgtXLtKlQVgkl8cK4nae8uXeCrZ4ebbeNCvN/NVRzKWLQ9npW+GWRst82xgMwMYJ0X1jy/Gb+eMLNNSXTISrD80f/OGbit1LX7nutUG++nIdHcIPxiQDjVBc92SPuuu/RccpzrUb7qJV70EK96xHP95Fw3Md0sfNVBzPUy4/XIj3ex53XEy25qrp+a66anaujBHyRtF9D/As12V5h4rPyMAAAAAElFTkSuQmCC" /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-8995226295933371768?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/8995226295933371768/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=8995226295933371768' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/8995226295933371768'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/8995226295933371768'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2012/01/um-convite-de-saudades.html' title='UM CONVITE DE SAUDADES...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-8461435907618776068</id><published>2012-01-04T15:38:00.001-03:00</published><updated>2012-01-04T15:38:59.918-03:00</updated><title type='text'>ANO NOVO, DE NOVO...</title><content type='html'>Olá,&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Quero pedir desculpas por ter abandonado este espaço...&lt;br /&gt;Além do tempo, o Facebook ocupou-me - rsrsrsrsrsrsr&lt;br /&gt;Mas, farei um esforço para retomar meus post's.&lt;br /&gt;No mais, convidar a todos/as a juntos contruirmos um excepcional 2012... recheado de paz, justiça e fraternidade.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-8461435907618776068?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/8461435907618776068/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=8461435907618776068' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/8461435907618776068'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/8461435907618776068'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2012/01/ano-novo-de-novo.html' title='ANO NOVO, DE NOVO...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-3265943458909832234</id><published>2011-11-18T10:14:00.001-03:00</published><updated>2011-11-18T10:16:32.288-03:00</updated><title type='text'>GOVERNO FEDERAL INVESTIRÁ R$ 1,8 BILHÃO PARA PROMOVER A INCLUSÃO SOCIAL</title><content type='html'>&lt;table class="contentpaneopen"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td class="contentheading" width="100%"&gt;&lt;/td&gt;&lt;td align="right" class="buttonheading" width="100%"&gt;&lt;br /&gt;&lt;/td&gt;&lt;td align="right" class="buttonheading" width="100%"&gt;&lt;a href="http://www.capes.gov.br/servicos/sala-de-imprensa/36-noticias/5074-governo-federal-investira-r-18-bilhao-para-promover-a-inclusao-social?tmpl=component&amp;amp;print=1&amp;amp;page=" rel="nofollow" title="Imprimir"&gt;&lt;/a&gt;  &lt;/td&gt;      &lt;td align="right" class="buttonheading" width="100%"&gt;  &lt;a href="http://www.capes.gov.br/component/mailto/?tmpl=component&amp;amp;link=a389a090b2cf6a38835adcd54a184a3263388193" title="E-mail"&gt;&lt;br /&gt;&lt;/a&gt;  &lt;/td&gt;     &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table class="contentpaneopen"&gt;&lt;tbody&gt;&lt;tr&gt; &lt;td valign="top"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt; &lt;td class="createdate" valign="top"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td valign="top"&gt;O governo federal vai investir R$ 1,8 bilhão, até 2014, em capacitação profissional de pessoas com deficiência e ações para promover a educação e garantir a acessibilidade dessa população. Está prevista a readequação de 42 mil escolas, além de 28.650 que já tinham acessibilidade, de acordo com levantamento de 2010.&lt;br /&gt;As medidas fazem parte do Plano Nacional dos Direitos da Pessoa com Deficiência – Viver sem Limite, anunciado pela presidenta Dilma Rousseff na manhã desta quinta-feira, 17. Dividido em quatro eixos – educação, saúde, inclusão social e acessibilidade – o plano incentiva e fortalece ações que beneficiem pessoas com deficiência.&lt;br /&gt;&lt;div class="mtImgBoxStyle" style="float: left; width: 364px;"&gt;&lt;a href="http://www.capes.gov.br/images/stories/download/diversos/PlanoViverSemLimite_171111.jpg" rel="lightbox[PlanoViverSemLimite 171111]" target="_blank" title="Em cerimônia no Palácio do Planalto, o anúncio do Plano dos Direitos da Pessoa com Deficiência reuniu a presidenta e vários ministros (Foto: Wanderley Pessoa)"&gt;&lt;img alt="PlanoViverSemLimite 171111" border="" class="multithumb" height="250" src="http://www.capes.gov.br/cache/multithumb_thumbs/b.600.250.14.0...images.stories.download.diversos.PlanoViverSemLimite_171111.jpg" title="Em cerimônia no Palácio do Planalto, o anúncio do Plano dos Direitos da Pessoa com Deficiência reuniu a presidenta e vários ministros (Foto: Wanderley Pessoa)" width="364" /&gt;&lt;/a&gt;&lt;div class="mtCapStyle"&gt;Em cerimônia no Palácio do Planalto, o anúncio do Plano dos Direitos da Pessoa com Deficiência reuniu a presidenta e vários ministros (Foto: Wanderley Pessoa)&lt;/div&gt;&lt;/div&gt;&lt;br style="clear: both;" /&gt;Os recursos também serão utilizados na aquisição de 2.600 ônibus acessíveis para promover o transporte escolar, na implantação de 17 mil salas de recursos multifuncionais em escolas da rede pública e particular conveniada, adequação arquitetônica de 42 mil prédios escolares, formação de professores para atendimento educacional especializado. Serão criados, até 2014, cursos de letras-libras nas 27 unidades da federação e instalados núcleos de acessibilidade nas instituições federais de ensino superior.Em 2010, 484.332 estudantes com deficiência estavam matriculados em escolas públicas. Ao lançar o plano, a presidenta Dilma Rousseff anunciou que deverão ser atendidos mais de 45 milhões de brasileiros com deficiência independentemente de idade, classe social ou gênero. "O plano vai garantir o direito de cada pessoa e dar ferramentas para melhorar a qualidade de vida, ampliar suas oportunidades de crescer o produzir e garantir autonomia", disse Dilma.&lt;br /&gt;O Plano Nacional dos Direitos da Pessoa com Deficiência – viver sem limites integra, além do Ministério da Educação, a Secretaria de Direitos Humanos da Presidência da República; a Casa Civil; Secretaria-Geral da Presidência da República; Ministérios da Saúde, Trabalho e Emprego, Desenvolvimento Social e Combate à Fome, Esporte, Ciência, Tecnologia e Inovação; Cidades, Fazenda, Planejamento, Comunicações, Previdência Social e Cultura.&lt;br /&gt;&lt;em&gt;(ACS/MEC)&lt;/em&gt;&lt;br /&gt;&lt;em&gt;FONTE: http://www.capes.gov.br&lt;/em&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-3265943458909832234?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/3265943458909832234/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=3265943458909832234' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/3265943458909832234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/3265943458909832234'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/11/governo-federal-investira-r-18-bilhao.html' title='GOVERNO FEDERAL INVESTIRÁ R$ 1,8 BILHÃO PARA PROMOVER A INCLUSÃO SOCIAL'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-7149395046413301466</id><published>2011-11-18T07:01:00.001-03:00</published><updated>2011-11-18T07:03:31.482-03:00</updated><title type='text'>... ESTAMOS DE VOLTA...</title><content type='html'>&lt;div style="color: #990000;"&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;Peço desculpas aos que visitam este espaço e o encontram "abandonado".&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="color: #990000;"&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;O tempo tem-me aplicado alguns contratempos e realmente não priorizei a postagem contante aqui no blog.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="color: #990000;"&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;Pretendo faze-lo, mas confesso que não está fácil...&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="color: #990000;"&gt;&lt;i&gt;&lt;span style="font-size: large;"&gt;Agradeço a compreensão possível.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;i&gt;&lt;span style="color: #990000; font-size: large;"&gt;Buscaremos os mecanismos de regularizar nossa presença por aqui.&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-7149395046413301466?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/7149395046413301466/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=7149395046413301466' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7149395046413301466'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7149395046413301466'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/11/estamos-de-volta.html' title='... ESTAMOS DE VOLTA...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-2672658559241953865</id><published>2011-11-03T15:50:00.002-03:00</published><updated>2011-11-03T15:50:52.729-03:00</updated><title type='text'>EVENTO DA UAB EM SÃO LUIS ESTÁ SENDO MUITO INTERESSANTE</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-QgXaI-CIXow/TrLiD6K1PFI/AAAAAAAAA-g/dHGvu_Zc5Tk/s1600/SAM_2477.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-QgXaI-CIXow/TrLiD6K1PFI/AAAAAAAAA-g/dHGvu_Zc5Tk/s320/SAM_2477.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-08kTUwwoQLM/TrLiUeyHoxI/AAAAAAAAA-w/uYu1ujmqqrg/s1600/SAM_2484.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-08kTUwwoQLM/TrLiUeyHoxI/AAAAAAAAA-w/uYu1ujmqqrg/s320/SAM_2484.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-1nykNSeNW6w/TrLiNHhsgBI/AAAAAAAAA-o/5_SLztpMRMg/s1600/SAM_2483.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-1nykNSeNW6w/TrLiNHhsgBI/AAAAAAAAA-o/5_SLztpMRMg/s320/SAM_2483.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span id="goog_2072169569"&gt;&lt;/span&gt;&lt;span id="goog_2072169570"&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span id="goog_912473683"&gt;&lt;/span&gt;&lt;span id="goog_912473684"&gt;&lt;/span&gt;&lt;/div&gt;O evento aqui na Universidade Estadual do Maranhão - UEMA, em São Luis, está sendo muito bom e vamos desenvolver,&amp;nbsp; junto com o grupo de pesquisadores da Universidade Federal Fluminese, uma pesquisa sobre o funcionamento da UAB e seus Pólos Presenciais.&lt;br /&gt;Penso que será um grande momento de aprendizado e de construção de novas possiblidades para a Universidade Aberta do Brasil _UAB e o acesso ao aperfeiçoamento dos professores e professoras da rede pública de ensino e o acesso à universidade para os filhos e filhas de trabalhadores.&lt;br /&gt;Avançar na democratização do acesso ao nível superior e pós-graduação de qualidade.&lt;br /&gt;Vamos juntos contruir esse processo!&lt;br /&gt;&lt;br /&gt;Prof. Marcos Roberto&lt;br /&gt;Coordenador do Pólo UAB "Sertão das Caraubeiras"&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-2672658559241953865?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/2672658559241953865/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=2672658559241953865' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/2672658559241953865'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/2672658559241953865'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/11/evento-da-uab-em-sao-luis-esta-sendo.html' title='EVENTO DA UAB EM SÃO LUIS ESTÁ SENDO MUITO INTERESSANTE'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-QgXaI-CIXow/TrLiD6K1PFI/AAAAAAAAA-g/dHGvu_Zc5Tk/s72-c/SAM_2477.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-7310582318611096852</id><published>2011-10-30T20:09:00.000-03:00</published><updated>2011-10-30T20:09:18.360-03:00</updated><title type='text'>VEJAM AS LISTAS DOS CERTIFICADOS DE ESPECIALIZAÇÃO QUE JÁ ESTÃO NO PÓLO "SERTÃO DAS CARAUBEIRAS"</title><content type='html'>&lt;br /&gt;&lt;div style="margin-bottom: .0001pt; margin: 0cm; page-break-after: avoid;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: blue; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt;"&gt;Pólo Presencial da UAB “Sertão dasCaraubeiras”&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="margin-bottom: .0001pt; margin: 0cm; page-break-after: avoid;"&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: blue; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14.0pt;"&gt;&lt;span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Caraúbas – Rio Grande do Norte&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style="color: blue; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 16.0pt;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;CURSO: LÍNGUA PORTUGUESA E MATEMÁTICA NUMA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;PERSPECTIVA TRANSDISCIPLINAR&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: -3.6pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;"&gt; &lt;tbody&gt;&lt;tr&gt;  &lt;td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ALCICLEIDE ALMEIDA TARGINO BEZERRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ANA CARLA DE OLIVEIRA TARGINO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ANTONIO JOVANILDO DA COSTA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;EZENILDO BATISTA DE MORAIS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;FRANCISCO ANTONIO ALVES DA SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;FRANCISCO JOSÉ BEZERRA CARVALHO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;GERLEY DE SOUZA SENA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;LÁZARO RÔMULO DE SOUZA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;LUSAMIRO HOLANDA CAMPELO DE MELO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DA CONCEIÇÃO FERREIRA DE FREITAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DAS GRAÇAS LIMA OLIVEIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA JOSÉ CURINGA LEITE ALVES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA PATRÍCIA DE LIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA ZUILA CAVALCANTE DE ALMEIDA  ARAÚJO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARINALDA DE OLIVEIRA BENEVIDES SOUZA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;SELMA MARLENE GOMES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;STELLA RAQUEL FERREIRA COSTA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;TEREZINHA FERNANDES GURGEL&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 320.85pt;" valign="top" width="428"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;VANIA MARIA PRAXEDES DE SALES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div align="center" style="margin-bottom: .0001pt; margin: 0cm; page-break-after: avoid; text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;CURSO: LITERATURA E ENSINO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;"&gt; &lt;tbody&gt;&lt;tr&gt;  &lt;td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;AILA KELMA DE SALES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ANDRÉIA MARIA DANTAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ANTONIA ILZA FREITAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ANTONIA JANAINA NOBRE DE ALBUQUERQUE&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;CASSIANA CRISTINA DE FREITAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;DARCILIO CARLOS DE SOUZA E SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ESTER NETA DE ARAUJO PAIVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;GIRLENICE EMILIA DE MORAIS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ISABEL CRISTINA FERNANDES ARAÚJO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;JONAS CARLOS DE CARVALHO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;JOSÉ DORGIVAL DOS SANTOS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;KALINA KARLA COSTA DE QUEIROZ &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;LILIA MARA DE MENEZES VITORINO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DA PAZ CURINGA LEITE&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DAS GRAÇAS FERREIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DE FATIMA LUCENA LEANDRO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DE LOURDES NOBRE DE ALBUQUERQUE  NETA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ROBERTA KELLY DO VALE OLIVEIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ROSINEIDE LÚCIA DA SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ROZINEIDE TEREZINHA BEZERRA DE MENEZES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;SANDRA GURGEL DE MELO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 338.55pt;" valign="top" width="451"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;ZAHILLLA PRISCILA DE OLIVEIRA RUFINO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;CURSO: EDUCAÇÃO AMBIENTAL E GEOGRAFIA SOSEMI-ÁRIDO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 480;"&gt; &lt;tbody&gt;&lt;tr&gt;  &lt;td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;DEMILSON DE SENA BENEVIDES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;FRANCISCA VERA LUCIA NOGUEIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;FRANCISCO ALANCADERQUE MELO DA SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;FRANCISCO GIORDANO DE PAIVA FREITAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;JONILSON FERREIRA DE FREITAS&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;LEODÉCIO COSTA BARBOZA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA APARECIDA BARRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA DAS MERCÊS LIRA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA RITA DA COSTA SALES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MARIA OZIENE DA SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;MÔNICA DE OLIVEIRA BENEVIDES&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;SILVANIR PEREIRA DA SILVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;SOLANIA MARIA PINTO&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;tr&gt;  &lt;td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 293.4pt;" valign="top" width="391"&gt;  &lt;div class="MsoNormal" style="line-height: 150%; text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;American Classic&amp;quot;;"&gt;YURE DA SILVA PAIVA&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-7310582318611096852?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/7310582318611096852/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=7310582318611096852' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7310582318611096852'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7310582318611096852'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/vejam-as-listas-dos-certificados-de.html' title='VEJAM AS LISTAS DOS CERTIFICADOS DE ESPECIALIZAÇÃO QUE JÁ ESTÃO NO PÓLO &quot;SERTÃO DAS CARAUBEIRAS&quot;'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-1880063924328905043</id><published>2011-10-27T08:22:00.001-03:00</published><updated>2011-10-27T08:22:17.979-03:00</updated><title type='text'>REGULAMENTADO MESTRADO PROFISSIONAL PARA QUALIFICAÇÃO DE PROFESSORES/AS DA EDUCAÇÃO BÁSICA</title><content type='html'>&lt;table class="contentpaneopen"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td class="contentheading" width="100%"&gt;Portaria regulamenta o programa de mestrado profissional para qualificação de professores da educação básica   &lt;/td&gt;      &lt;td align="right" class="buttonheading" width="100%"&gt;  &lt;a href="http://www.capes.gov.br/servicos/sala-de-imprensa/36-noticias/5017-portaria-regulamenta-o-programa-de-mestrado-profissional-para-qualificacao-de-professores-da-educacao-basica?format=pdf" rel="nofollow" title="PDF"&gt;&lt;/a&gt;  &lt;/td&gt;      &lt;td align="right" class="buttonheading" width="100%"&gt;&lt;br /&gt;&lt;/td&gt;      &lt;td align="right" class="buttonheading" width="100%"&gt;&lt;br /&gt;&lt;/td&gt;     &lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;table class="contentpaneopen"&gt;&lt;tbody&gt;&lt;tr&gt; &lt;td valign="top"&gt;  &lt;span class="small"&gt;   Publicada por Assessoria de Comunicação Social da Capes  &lt;/span&gt;  &amp;nbsp;&amp;nbsp; &lt;/td&gt;&lt;/tr&gt;&lt;tr&gt; &lt;td class="createdate" valign="top"&gt;  Quarta, 26 de Outubro de 2011 15:58 &lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td valign="top"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-iVVmWnSXu7Y/Tqk-sK2_pfI/AAAAAAAAA-A/dlGzrd5e5CQ/s1600/banner-destaque-proeb.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-iVVmWnSXu7Y/Tqk-sK2_pfI/AAAAAAAAA-A/dlGzrd5e5CQ/s1600/banner-destaque-proeb.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;Publicada nesta terça-feira, 26, a portaria que regulamenta o novo Programa de Mestrado Profissional para Qualificação de Professores da Rede Pública da Educação Básica (Proeb). A iniciativa tem por objetivo fomentar a manutenção e desenvolvimento dos programas de pós-graduação em mestrado profissional recomendados pela Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (Capes) para qualificação de docentes do ensino básico das redes públicas.&lt;br /&gt;O Proeb concederá apoio à formação continuada em nível de pós-graduação &lt;em&gt;stricto sensu&lt;/em&gt; exclusivamente a professores que integrem os quadros das redes públicas de ensino. Para isso, o programa apoiará financeiramente as instituições de ensino superior (IES) para atendimento ao custeio das atividades pertinentes à manutenção de seus alunos regularmente matriculados.&lt;br /&gt;&lt;strong&gt;Requisitos&lt;/strong&gt;&lt;br /&gt;Para participar do Proeb, a IES deverá ter o programa o de pós-graduação stricto sensu avaliado pela Capes com nota igual ou superior a 3 e manter infra-estrutura adequada para o gerenciamento do programa. O bolsista, por sua vez, deverá continuar atuando, por um período não inferior a cinco anos após a diplomação, como professor da rede pública, entre outros requisitos. A intenção é que esses professores possam desenvolver, além das atividades docentes, outros trabalhos em temas de interesse público que busquem a melhoria da qualidade da educação básica nas escolas públicas.&lt;br /&gt;Quando começarem as implantações das bolsas, elas poderão ser concedidas pelo prazo máximo de 12 meses, podendo ser renovada anualmente até atingir o limite de 24 meses para o mestrado. As definições da quota de bolsas obedecerão à disponibilidade orçamentária e a política de apoio prioritário às áreas estratégicas estabelecidas pela Capes.&lt;br /&gt;&lt;strong&gt;Custeio&lt;/strong&gt;&lt;br /&gt;O regulamento explicita que o custeio de atividades do Proeb consiste em recursos para o financiamento das atividades referentes à concepção, implantação, avaliação, monitoramento e acompanhamento vinculadas à oferta do curso. Poderão ser financiados no grupo de despesas de custeio itens essenciais ao atendimento das finalidades do programa como material de consumo, produção de material didático-instrucional, publicação de artigos científicos e participação de professores convidados em bancas examinadoras.&lt;br /&gt;As bolsas do Proeb, assim como as demais bolsas de estudos da Capes no país, serão institucionais. Assim sendo, as informações sobre o programa devem ser obtidas nas pró-reitorias de pós-graduação ou unidade equivalente que representa a instituição perante a Capes.&lt;br /&gt;Acesse o &lt;a href="http://www.capes.gov.br/images/stories/download/legislacao/Portaria-209_21out2011_PROEB.pdf" target="_blank"&gt;regulamento&lt;/a&gt; do Proeb.&lt;br /&gt;FONTE: www.capes.gov.br &lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-1880063924328905043?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/1880063924328905043/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=1880063924328905043' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1880063924328905043'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1880063924328905043'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/regulamentado-mestrado-profissional.html' title='REGULAMENTADO MESTRADO PROFISSIONAL PARA QUALIFICAÇÃO DE PROFESSORES/AS DA EDUCAÇÃO BÁSICA'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-iVVmWnSXu7Y/Tqk-sK2_pfI/AAAAAAAAA-A/dlGzrd5e5CQ/s72-c/banner-destaque-proeb.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-6787674746583973746</id><published>2011-10-26T19:34:00.000-03:00</published><updated>2011-10-26T19:34:24.266-03:00</updated><title type='text'>MEC AGE COM EFICIÊNCIA NO TRATO COM O ENEM... O EXAME MAIS DEMOCRÁTICO PARA ACESSO À UNIVERSIDADE...</title><content type='html'>&lt;br /&gt;&lt;div class="titulo"&gt;                    &lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-HDNF7u3jQ0s/TqiKoxq0GBI/AAAAAAAAA94/BNBEz1Z3uCI/s1600/enem.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/-HDNF7u3jQ0s/TqiKoxq0GBI/AAAAAAAAA94/BNBEz1Z3uCI/s1600/enem.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h2 class=" contentheading"&gt;                                    Provas de estudantes do Colégio Christus, do Ceará, estão canceladas                            &lt;/h2&gt;&lt;/div&gt;&lt;div class="caixa_data"&gt;                     Quarta-feira, 26 de outubro de 2011 - 19:04                   &lt;/div&gt;&lt;div class="caixa_redes_sociais"&gt;           &lt;a class="link_twitter" href="http://twitter.com/share?original_referer=http%3A%2F%2Fportal.mec.gov.br%2Findex.php&amp;amp;source=tweetbutton&amp;amp;text=Provas+de+estudantes+do+Col%C3%A9gio+Christus%2C+do+Cear%C3%A1%2C+est%C3%A3o+canceladas&amp;amp;url=http%3A%2F%2Fportal.mec.gov.br%2Findex.php&amp;amp;via=mec_comunicacao" target="_blank" title="Tweet - divulgue esta matéria no twitter"&gt;Tweet - divulgue esta matéria no twitter&lt;/a&gt;     &lt;/div&gt;O Instituto Nacional de Estudos e Pesquisas Educacionais (Inep) prestou os seguintes esclarecimentos, depois de avaliar as informações que circularam nas redes sociais nas últimas 24 horas, notadamente na cidade de Fortaleza, no Ceará:&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;1.&lt;/strong&gt; Depois de revisados todos os procedimentos da aplicação das provas do Exame Nacional do Ensino Médio (Enem) 2011, e sem encontrar nenhuma ocorrência de incidente, concluiu-se que não houve vazamento na sua aplicação. Em vista disso, decidiu acionar a Polícia Federal para esclarecer de que maneira os estudantes do Colégio Christus, de Fortaleza, tiveram acesso a questões do Enem 2011. E, em caso de envolvimento da instituição ou de terceiros, o Inep manifesta desde já sua intenção de processá-los civil e criminalmente.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;2. &lt;/strong&gt;Decidiu cancelar as provas de todos os estudantes concluintes do Colégio Christus, que totalizam 639, com base nas declarações da direção da escola, segundo as quais as questões teriam saído do seu próprio banco. No entender do Inep, esse fato configura uma quebra de isonomia, independente da questão criminal, que seguirá sendo apurada pela Polícia Federal.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; Nos próximos dias, o Inep vai contatar os alunos que tiveram a prova cancelada e oferecer a possibilidade de refazer as provas nos dias &lt;strong&gt;28 &lt;/strong&gt;e &lt;strong&gt;29 de novembro&lt;/strong&gt; próximo. &lt;br /&gt;&lt;br /&gt;&lt;em&gt;Assessoria de Comunicação Social&lt;/em&gt;&lt;br /&gt;&lt;em&gt;FONTE: www.mec.gov.br &lt;/em&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-6787674746583973746?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/6787674746583973746/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=6787674746583973746' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/6787674746583973746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/6787674746583973746'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/mec-age-com-eficiencia-no-trato-com-o.html' title='MEC AGE COM EFICIÊNCIA NO TRATO COM O ENEM... O EXAME MAIS DEMOCRÁTICO PARA ACESSO À UNIVERSIDADE...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-HDNF7u3jQ0s/TqiKoxq0GBI/AAAAAAAAA94/BNBEz1Z3uCI/s72-c/enem.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-5307587423734274306</id><published>2011-10-25T14:04:00.001-03:00</published><updated>2011-10-25T14:23:55.971-03:00</updated><title type='text'>TODOS SABEM QUE A SUCESSÃO DA PRESIDENTA DILMA É DEPOIS DA COPA DE 2014...</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-dI8RMYOVkLk/TqbvoOZOGSI/AAAAAAAAA9w/LekbHcV5kX0/s1600/copa-2014-brasil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="190" src="http://3.bp.blogspot.com/-dI8RMYOVkLk/TqbvoOZOGSI/AAAAAAAAA9w/LekbHcV5kX0/s320/copa-2014-brasil.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;Ora, no Brasil de 2011 já se fala e se age pensando nas eleições de 2014.&lt;br /&gt;Tem "cacique" que nem pensa em 2012 (talvez nem se lembre do Natal, dia 25 de dezembro) de tanto que tá vidrado na sucessão presidencial e a mídia elitista e entreguista nacional acompanha, em boa parte este percurso.&lt;br /&gt;O esforço contínuo da mídia elitista e da "imprensa marrom" de condenar os preparativos para a copa do mundo; divulgando "obras atrasadas", "pseudos-conflitos com a fifa", o carrinho de pipocas de madeira, blá blá blá, etc... Não é à tôa!&lt;br /&gt;O sucesso e o êxito na copa de 2014 certamente influenciará na sucessão presidencial e isso não poderá ser negado, neglicenciado à época.&lt;br /&gt;Quem será insano o suficiente para condenar o sucesso da copa, lá, em 2014 com o mundo inteiro elogiando o Brasil, a exemplo do que ocorreu no Pan do Rio?&lt;br /&gt;Os ataques atuai não não inocentes e nem direcionados a um ministro, a um técnico, ao pipoqueiro, etc. São direcionados à sucessão da Presidenta Dilma.&lt;br /&gt;O Brasil dos brasileiros, que está se consolidando ao londo dos últimos 08 anos não agrada a elite entreguista e anti-nacional. Esta sofre por demais com o modelo de economia que tirou mais de 30 milhões da linha de pobreza e elevou outros 30 milhões para a classe média...&lt;br /&gt;"Os estabelecidos", como diria Nobert Elias (sem irmos muito a fundo na sua teoria) não suportam olhar de lado em sua poltrona no avião e ver um professor, um pedreiro, uma babá, um poeta... Tão pouco ver um torneiro mecânico entregar a Faixa Presidencial à uma mulher, que lutou contra a ditadura e pela liberdade e democracia no Brasil!&lt;br /&gt;Como diria a canção... "A Taça do Mundo é nossa! COM BRASILEIRO, NÃO HÁ QUEM POSSA!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-5307587423734274306?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/5307587423734274306/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=5307587423734274306' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/5307587423734274306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/5307587423734274306'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/penso-que-todos-sabem-que-sucessao-de.html' title='TODOS SABEM QUE A SUCESSÃO DA PRESIDENTA DILMA É DEPOIS DA COPA DE 2014...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-dI8RMYOVkLk/TqbvoOZOGSI/AAAAAAAAA9w/LekbHcV5kX0/s72-c/copa-2014-brasil.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-1761631715067352142</id><published>2011-10-24T16:59:00.000-03:00</published><updated>2011-10-25T14:04:47.994-03:00</updated><title type='text'>DILMA E LULA INAUGURAM PONTE NO AMAZONAS...</title><content type='html'>&lt;a href="http://noticias.r7.com/internacional/fotos/imagens-do-dia-20111024-28.html#fotos" id="link_seta_proxima"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="centro_conteudo"&gt;&lt;div class="galeria_fotos" id="galeria_fotos"&gt;&lt;div class="setas_area area_foto"&gt;&lt;div class="foto" id="foto_original"&gt;&lt;img alt="Juntos, a presidente Dilma Rousseff e o ex-presidente Luiz Inácio Lula da Silva inauguraram nesta segunda-feira (24) a Ponte Rio Negro, que liga Manaus a I..." src="http://i1.r7.com/data/files/2C95/948F/3335/B590/0133/36E5/5FD0/77EA/lula-dilma-manaus-tl-20111024.jpg" title="Roberto Stuckert Filho/PR" /&gt;&lt;span class="credito"&gt;Roberto Stuckert Filho/PR&lt;/span&gt;&lt;div class="legenda"&gt;&lt;big&gt;Foto 13 de 14&lt;/big&gt;Juntos, a presidente Dilma Rousseff e o ex-presidente Luiz Inácio Lula da Silva inauguraram nesta segunda-feira (24) a Ponte Rio Negro, que liga Manaus a Iranduba, no Amazonas. Considerada a segunda maior do mundo, a via elevada tem 3.595 metros de extensão. &lt;strong&gt;&lt;a href="http://noticias.r7.com/brasil/noticias/ao-lado-de-lula-dilma-inaugura-segunda-maior-ponte-estaiada-do-mundo-20111024.html"&gt;Leia mais&lt;/a&gt;&lt;/strong&gt;&lt;br /&gt;&lt;strong&gt;FONTE: www.r7.com &lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-1761631715067352142?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/1761631715067352142/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=1761631715067352142' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1761631715067352142'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1761631715067352142'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/dilma-e-lula-inauguram-ponte-no.html' title='DILMA E LULA INAUGURAM PONTE NO AMAZONAS...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-7217758033690625686</id><published>2011-10-24T07:21:00.002-03:00</published><updated>2011-10-24T07:23:35.419-03:00</updated><title type='text'>VITÓRIA DE CRISTINA KIRCHNER É VITÓRIA DA DEMOCRACIA...</title><content type='html'>&lt;br /&gt;&lt;div class="materia-cabecalho"&gt;&lt;abbr class="published"&gt;&lt;/abbr&gt;&lt;abbr class="updated"&gt;&lt;/abbr&gt;               &lt;/div&gt;&lt;div class="materia-titulo"&gt;&lt;h1 class="entry-title"&gt;'O que mais posso querer?', diz presidente reeleita da Argentina&lt;/h1&gt;&lt;h2&gt;Cristina Kirchner confirmou favoritismo e obteve mais de 50% dos votos.&lt;br /&gt;Em 1º discurso, ela pediu união e agradeceu ligação 'fraternal' de Dilma.&lt;/h2&gt;&lt;/div&gt;&lt;div class="materia-assinatura-letra"&gt;&lt;div class="materia-assinatura"&gt;&lt;div class="vcard author"&gt;&lt;b class="fn"&gt;Amauri Arrais&lt;/b&gt;                                                                                        &lt;span class="adr"&gt;                                    &lt;span class="locality"&gt;Do G1, em Buenos Aires&lt;/span&gt;                                &lt;/span&gt;                                                    &lt;/div&gt;&lt;/div&gt;&lt;div class="compartilhamento-materia"&gt;&lt;div class="fb-like fb_edge_widget_with_comment fb_iframe_widget" data-action="recommend" data-layout="button_count" data-send="false" data-show-faces="false"&gt;&lt;/div&gt;&lt;div class="listar-comentarios-topo botao-listar-comentarios glbComentarios-botao-topo"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="foto componente_materia midia-largura-620"&gt;&lt;img alt="header eleições argentina novo (Foto: Arte G1)" height="50" src="http://s.glbimg.com/jo/g1/f/original/2011/10/17/header_eleicoes_.jpg" title="header eleições argentina novo (Foto: Arte G1)" width="620" /&gt;&lt;/div&gt;No seu primeiro discurso após ter sido anunciada como vitoriosa na corrida eleitoral da Argentina, Cristina Kirchner pediu união e comemorou o fato de ser a primeira mulher reeleita presidente do país.&lt;br /&gt;&lt;br /&gt;"Sou uma mulher de 58 anos que milita desde muito jovem que cheguei a lugares que nunca pensei que chegaria na vida. Não apenas tive a honra de ser mulher presidente, como de ser a primeira mulher reeleita presidente. Não quero mais nada. Que mais posso querer?", brincou a presidente, em um discurso transmitido em cadeia de TV do Hotel Intercontinental, no centro de Buenos Aires.&lt;br /&gt;"A única coisa que quero é cooperar com a Argentina, a seguir crescendo com o país, g erando mais postos de trabalho, mais valor agregado, mais ciência e tecnologia, mais escolas, mais saúde. Ajudar a mudar a vida dos argentinos. Isso não se pode só, precisamos da colanboração de todos", afirmou.&lt;br /&gt;&lt;br /&gt;Cristina confirmou o favoritismo que teve toda a campanha, como apontavam as pesquisas de intenção de voto. A candidata da Frente para a Vitória já havia vencido as eleições primárias de agosto com uma diferença de 38 pontos em relação ao segundo colocado, o radical Ricardo Alfonsín.&lt;br /&gt;&lt;div class="foto componente_materia midia-largura-620"&gt;&lt;img alt="Militantes peronistas comemoram vitória de Cristina Kirchner na Praça de Maio, neste domingo (23) (Foto: Amauri Arrais / G1)" height="411" src="http://s.glbimg.com/jo/g1/f/original/2011/10/23/comemoracao.jpg" title="Militantes peronistas comemoram vitória de Cristina Kirchner na Praça de Maio, neste domingo (23) (Foto: Amauri Arrais / G1)" width="620" /&gt;&lt;b&gt;Militantes peronistas comemoram vitória de Cristina Kirchner na Praça de Maio, neste domingo (23) (Foto: Amauri Arrais / G1)&lt;/b&gt;&lt;/div&gt;Milhares de seguidores da presidente tomaram as ruas da capital, Buenos Aires, já comemorando a vitória.&lt;br /&gt;VEJA REPORTAGEM COMPLETA: http://g1.globo.com/mundo/noticia/2011/10/o-que-mais-posso-querer-diz-presidente-reeleita-da-argentina.html&lt;br /&gt;FONTE: www.g1.com.br&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-7217758033690625686?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/7217758033690625686/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=7217758033690625686' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7217758033690625686'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7217758033690625686'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/vitoria-de-cristina-kirchner-e-vitoria.html' title='VITÓRIA DE CRISTINA KIRCHNER É VITÓRIA DA DEMOCRACIA...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-1622910452663923988</id><published>2011-10-19T07:20:00.000-03:00</published><updated>2011-10-19T07:20:07.102-03:00</updated><title type='text'>UMA REFLEXÃO SOBRE O QUE FAZEMOS PARA SER A PESSOA QUE SOMOS...</title><content type='html'>&lt;div style="text-align: center;"&gt;    &lt;div class="blkimg"&gt;&lt;img src="http://www.recantodasletras.com.br/image.php?userid=4945&amp;amp;imageid=343564.jpg&amp;amp;maxw=495&amp;amp;maxh=660" style="height: 333px; width: 301px;" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;              &lt;div style="text-align: center;"&gt;&lt;div class="texhtml breakword"&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;span style="font-family: Arial;"&gt;&lt;strong&gt;O ANIMAL&amp;nbsp;SATISFEITO DORME..E O HOMEM?&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Guida Linhares&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;No&amp;nbsp;pensamento de Guimarães Rosa &lt;em&gt;"O animal satisfeito dorme..."&lt;/em&gt; penso estar inserida justamente a natureza irracional, em que o maior desafio seja a sobrevivência da espécie, que ao satisfazer as suas necessidades de fome, sede e procriação, dorme plácidamente.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Mário Sérgio Cortella, em seu livro "Não nascemos prontos-provocações filosóficas", considera um elogio estimulativo dizer a uma pessoa: &lt;em&gt;"Seu trabalho é bom mas fiquei insatisfeito, e portanto, quero conhecer outras coisas."&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Quanto se levanta a questão até onde o lado bom das situações leva o ser humano à acomodação, penso que há diversas variáveis a serem levadas em conta, como por exemplo a personalidade, o caráter, a estória de vida de cada um, o sentido de vida,&amp;nbsp;os propósitos, expectativas e sonhos.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Se alguém projeta para si mesmo, um caminho que o leva à realização de algum propósito, com certeza os elogios serão benvindos, e ainda que ele ouça que o outro está satisfeito,&amp;nbsp;se ele não sentir-se assim, prosseguirá com certeza, até alcançar os resultados desejados.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Não é fácil lidar com as emoções e sentimentos alheios, quando da apreciação de algum trabalho, pois há todo um conjunto de fragilidades e melindres a serem levados em conta.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Nem todos estão preparados para ouvir o ponto de vista do outro, assim como o estímulo externo tem um peso diretamente ligado ao estímulo interno de cada pessoa.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Se o estímulo interno for suficientemente forte, o homem não dormirá "em berço esplêndido" enquanto não concluir tudo aquilo a que se propôs. Afinal ele busca saciar a sede e a fome da alma que o impele a produzir algo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Porém há criaturas que realmente precisam do estímulo externo, necessitando da palavra amiga e&amp;nbsp;construtiva para dar continuidade aos seus projetos. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Que se use da sabedoria para dizer as palavras adequadas no momento de estimular alguém a sair da letargia, da acomodação, da mesmice e da falta de entusiasmo.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Que se acorde a bela adormecida alma do seu sono de mil anos. Afinal humanos que somos, poderá haver um momento na vida em que se precise de alguém que também&amp;nbsp;nos estenda a mão e nos leve a subir mais um degrau da longa escada de evolução espiritual. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Santos/SP - 07/06/2009&lt;br /&gt;&lt;br /&gt;***&lt;br /&gt;&lt;br /&gt;&lt;em&gt;Elaborado na sequência ao seguinte texto:&lt;/em&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #9e2214; font-family: Arial;"&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;strong&gt;O ANIMAL SATISFEITO DORME&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;strong&gt;Redação do Momento Espírita&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;span style="color: #9e2214; font-size: xx-small;"&gt;&lt;a href="http://www.momento.com.br/pt/ler_texto.php?id=1622&amp;amp;let=A&amp;amp;stat=0"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;http://www.momento.com.br/pt/ler_texto.php?id=1622&amp;amp;let=A&amp;amp;stat=0&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #9e2214; font-family: Arial; font-size: xx-small;"&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;---------&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;div align="center"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;a href="http://aeradoespirito.sites.uol.com.br/"&gt;&lt;strong&gt;http://aeradoespirito.sites.uol.com.br/&lt;/strong&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;***********&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;O pensamento que intitula esta reflexão é de Guimarães Rosa, e encerra, por trás de aparente obviedade, um profundo alerta existencial.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;O que o escritor tão bem percebeu é que a condição humana perde substância e energia vital, toda vez que se sente plenamente confortável com a maneira como as coisas já estão.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Rende-se assim à sedução do repouso e imobiliza-se na perigosa acomodação.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;A advertência é preciosa pois, segundo o pensador Mario Sérgio Cortella, que aborda o tema, a satisfação conclui, encerra, termina.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;A satisfação não deixa margem para a continuidade, para prosseguimento, para a persistência, para desdobramento.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;A satisfação acalma, limita, amortece.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Diz ainda, que, quando alguém nos fala: Fiquei muito satisfeito com você ou Estou muito satisfeito com seu trabalho, é algo assustador.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Explica ele que tal expressão pode ser entendida como uma barreira ao crescimento, dizendo que nada mais de nós desejam, ou que aquele é nosso limite, nossa possibilidade.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;O está bom como está pode ser um grande cerceador da evolução, pois pode nos acomodar à situação atual.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Segundo ele, seria muito melhor ouvir a seguinte expressão: &lt;em&gt;Seu trabalho é bom mas fiquei insatisfeito, e portanto, quero conhecer outras coisas.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Percebamos que ele se utiliza da expressão insatisfeito, não para criticar ou depreciar o trabalho, mas para incentivar seu autor à continuidade.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Um bom filme, por exemplo, não é aquele que, quando termina, ficamos insatisfeitos, parados, olhando quietos para a tela, enquanto passam os créditos, desejando que não acabe?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Um bom livro não é aquele que, quando encerramos a leitura, o deixamos no colo, absortos e distantes, pensando que poderia não terminar?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Uma boa festa, um bom passeio, uma boa viagem, não é aquela que desejamos se prolongue, que nunca acabe?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;É desta forma que, segundo Cortella, a vida de cada um também deve ser, afinal de contas, não nascemos prontos e acabados.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Ainda bem, pois estar plenamente satisfeito consigo mesmo é considerar-se terminado e constrangido ao possível da condição do momento.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Termina ele dizendo que somos seres de insatisfação, e precisamos alguma dose de ambição em nossas existências.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;O animal satisfeito dorme, pois não tem objetivos de vida, não tem razão para sair do lugar.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;O ser insatisfeito, sedento por melhorar-se, pára por pouco tempo, avalia-se, celebra e valoriza o que já conseguiu. Depois, segue em frente, rumo ao inexplorado.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;* *&amp;nbsp;*&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;A reencarnação e suas leis são um grande incentivo ao progresso.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Como se acomodar perante um horizonte sem limites?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Como parar de caminhar sabendo que muito nos aguarda à frente?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Como deixar de buscar o aprimoramento constante, se percebemos que quanto mais conseguimos, mais felicidade conquistamos?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="justify"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Despertemos, aqueles de nós que ainda dormimos o sono da acomodação!&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;Redação do Momento Espírita com base no texto &lt;em&gt;Não nascemos prontos&lt;/em&gt;, do livro &lt;strong&gt;&lt;em&gt;Não nascemos prontos - provocações filosóficas&lt;/em&gt;&lt;/strong&gt;, de Mário Sérgio Cortella, ed. Vozes.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 14px;"&gt;&lt;span style="font-family: Georgia;"&gt;&lt;a href="http://www.momento.com.br/"&gt;&lt;span style="font-size: 16px;"&gt;www.momento.com.br&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span&gt;&lt;span style="font-family: Arial;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;span style="color: #993300;"&gt;&lt;span style="font-size: 16px;"&gt;&lt;span style="font-family: Georgia;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center"&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="aut" style="text-align: center;"&gt;Guida Linhares&lt;/div&gt;&lt;div class="aut" style="text-align: left;"&gt;FONTE: http://www.recantodasletras.com.br/redacoes/1708284 &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-1622910452663923988?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/1622910452663923988/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=1622910452663923988' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1622910452663923988'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/1622910452663923988'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/uma-reflexao-sobre-o-que-fazemos-para.html' title='UMA REFLEXÃO SOBRE O QUE FAZEMOS PARA SER A PESSOA QUE SOMOS...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-3859260444058261779</id><published>2011-10-18T07:46:00.000-03:00</published><updated>2011-10-18T07:46:05.016-03:00</updated><title type='text'>PÓLO "SERTÃO DAS CARAUBEIRAS" OFERECERÁ CURSO EM PRODUÇÃO DE MATERIAIS "CIDADES E DIVERSIDADE"</title><content type='html'>&lt;h3 class="post-title entry-title"&gt;&lt;a href="http://icemcaraubas.blogspot.com/2011/10/curso-de-capacitacao-em-producao-de.html"&gt;&lt;/a&gt;&lt;/h3&gt;&lt;div class="post-header"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;img height="317" src="http://1.bp.blogspot.com/-Qj6iSdLYrxo/TcLwn-h5znI/AAAAAAAAA00/7MQymcl9Hx0/s320/LOGO+UAB+ATUAL.jpg" width="320" /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Foram prorrogadas as inscrições, continuando disponível na página da Sedis (www.sedis.ufrn.br), o Edital e a Ficha de Inscrição para o CURSO DE CAPACITAÇÃO EM PRODUÇÃO DE MATERIAIS "CIDADE E DIVERSIDADE" ofertado pela secretaria de educação a distância da universidade federal, em convênio com a UFRN/MEC.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;É importante dar destaque ao fato de que o curso tem como objetivo principal orientar os professores a construir um material didático sólido sobre a história do seu município. em especial para nós caraubenses, uma oportunidade ímpar de construir um material sob orientação da UFRN da história de Caraúbas e ainda receber um certificado da universidade federal do Rio Grande do Norte. Estaremos de plantão na próxima sexta-feira, dia 21 para receber as inscrições.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;O curso está sendo ofertado em 6 pólos no Estado (Natal, Parnamirim, Luiz Gomes, Guamarè, Martins e, Caraúbas, Pólo "Sertão das Caraubeiras, cada um com no máximo 50 (vagas), portanto solicito de vocês mais uma vez a divulgação deste mais novo curso &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;EDITAL E A FICHA DE INSCRIÇÃO.&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;&lt;a href="http://mail-attachment.googleusercontent.com/attachment?view=att&amp;amp;th=13312fa9ed4f9a9e&amp;amp;attid=0.1&amp;amp;disp=vah&amp;amp;safe=1&amp;amp;zw&amp;amp;saduie=AG9B_P_xBBFP0HwSdiWqaQXECAdF&amp;amp;sadet=1318883570725&amp;amp;sads=Yth7_n_pNwXaSmvq4VMmHQweuYU"&gt;Clique Aqui&lt;/a&gt;&lt;/b&gt; e veja o Edital - Abertura Inscrição Cursistas - Cidade e Diversidade.&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;b&gt;&lt;a href="http://mail-attachment.googleusercontent.com/attachment?view=att&amp;amp;th=13312fa9ed4f9a9e&amp;amp;attid=0.2&amp;amp;disp=vah&amp;amp;safe=1&amp;amp;zw&amp;amp;saduie=AG9B_P_xBBFP0HwSdiWqaQXECAdF&amp;amp;sadet=1318883567501&amp;amp;sads=f2NjbF1dzRFjfccdYshDrXRxAGo"&gt;Clique Aqui&lt;/a&gt;&lt;/b&gt; e veja a&amp;nbsp;&lt;/span&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Ficha de Matrículas - Inscrição Cidade e Diversidade &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Qualquer material a ser entregue no Pólo, somente após o dia 10 de outubro. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Prof. Marcos Roberto Fernandes Gurgel&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: right;"&gt;&lt;span class="Apple-style-span" style="font-family: Verdana,sans-serif;"&gt;Coordenador do Pólo UAB "SErtão das Caraubeiras" &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-3859260444058261779?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/3859260444058261779/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=3859260444058261779' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/3859260444058261779'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/3859260444058261779'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/polo-sertao-das-caraubeiras-oferecera.html' title='PÓLO &quot;SERTÃO DAS CARAUBEIRAS&quot; OFERECERÁ CURSO EM PRODUÇÃO DE MATERIAIS &quot;CIDADES E DIVERSIDADE&quot;'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-Qj6iSdLYrxo/TcLwn-h5znI/AAAAAAAAA00/7MQymcl9Hx0/s72-c/LOGO+UAB+ATUAL.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-4364321543889175763</id><published>2011-10-15T07:25:00.000-03:00</published><updated>2011-10-15T07:26:22.144-03:00</updated><title type='text'>NOSSA HOMENAGEM AOS COLEGAS PROFESSORES E PROFESSORAS... PARABÉNS POR TEIMAR EM ENSINAR!</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/Xir5eqTV3xE/0.jpg" height="266" width="320"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Xir5eqTV3xE&amp;fs=1&amp;source=uds" /&gt;&lt;param name="bgcolor" value="#FFFFFF" /&gt;&lt;embed width="320" height="266"  src="http://www.youtube.com/v/Xir5eqTV3xE&amp;fs=1&amp;source=uds" type="application/x-shockwave-flash"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;FONTE: youtube.com&lt;br /&gt;&lt;div class="cor_2" id="cabecalho"&gt;&lt;div style="font-size: 127.7%;"&gt;&lt;h1 id="identificador_musica"&gt;Anjos da Guarda&lt;/h1&gt;&lt;/div&gt;&lt;h2&gt;&lt;a href="http://letras.terra.com.br/leci-brandao/" id="identificador_artista"&gt;Leci Brandão&lt;/a&gt;&lt;/h2&gt;&lt;/div&gt;&lt;div id="div_letra"&gt;Professores&lt;br /&gt;Protetores... das crianças do meu país&lt;br /&gt;Eu queria, gostaria&lt;br /&gt;De um discurso bem mais feliz&lt;br /&gt;Porque tudo é educação&lt;br /&gt;É matéria de todo o tempo&lt;br /&gt;Ensinem a quem sabe de tudo&lt;br /&gt;A entregar o conhecimento&lt;br /&gt;Na sala de aula&lt;br /&gt;É que se forma um cidadão&lt;br /&gt;Na sala de aula&lt;br /&gt;Que se muda uma nação&lt;br /&gt;Na sala de aula&lt;br /&gt;Não há idade, nem cor&lt;br /&gt;Por isso aceite e respeite&lt;br /&gt;O meu professor&lt;br /&gt;&lt;br /&gt;Batam palmas pra ele&lt;br /&gt;Batam palmas pra ele&lt;br /&gt;Batam palmas pra ele  que ele merece!&lt;br /&gt;&lt;br /&gt;Professores&lt;br /&gt;Protetores... das crianças do meu país&lt;br /&gt;Como eu queria, gostaria&lt;br /&gt;De um discurso bem mais feliz&lt;br /&gt;Porque tudo é educação&lt;br /&gt;É matéria de todo o tempo&lt;br /&gt;Ensinem a quem sabe de tudo&lt;br /&gt;A entregar o conhecimento&lt;br /&gt;&lt;br /&gt;Na sala de aula&lt;br /&gt;É que se forma um cidadão&lt;br /&gt;Na sala de aula&lt;br /&gt;Que se muda uma nação&lt;br /&gt;Na sala de aula&lt;br /&gt;Não há idade, nem cor&lt;br /&gt;Por isso aceite e respeite&lt;br /&gt;O meu professor&lt;br /&gt;&lt;br /&gt;Batam palmas pra ele&lt;br /&gt;Batam palmas pra ele&lt;br /&gt;Batam palmas pra ele  que ele merece!&lt;br /&gt;FONTE: http://letras.terra.com.br &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-4364321543889175763?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/4364321543889175763/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=4364321543889175763' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/4364321543889175763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/4364321543889175763'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/nossa-homenagem-aos-colegas-professores.html' title='NOSSA HOMENAGEM AOS COLEGAS PROFESSORES E PROFESSORAS... PARABÉNS POR TEIMAR EM ENSINAR!'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-694906368355592327</id><published>2011-10-10T14:02:00.001-03:00</published><updated>2011-10-10T14:02:46.334-03:00</updated><title type='text'>MINISTÉRIO PÚBLICO DIVULGA AÇÕES</title><content type='html'>&lt;m:smallfrac m:val="off"&gt;   &lt;m:dispdef&gt;   &lt;m:lmargin m:val="0"&gt;   &lt;m:rmargin m:val="0"&gt;   &lt;m:defjc m:val="centerGroup"&gt;   &lt;m:wrapindent m:val="1440"&gt;   &lt;m:intlim m:val="subSup"&gt;   &lt;m:narylim m:val="undOvr"&gt;  &lt;/m:narylim&gt;&lt;/m:intlim&gt;&lt;/m:wrapindent&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;&lt;m:smallfrac m:val="off"&gt;   &lt;m:dispdef&gt;   &lt;m:lmargin m:val="0"&gt;   &lt;m:rmargin m:val="0"&gt;   &lt;m:defjc m:val="centerGroup"&gt;   &lt;m:wrapindent m:val="1440"&gt;   &lt;m:intlim m:val="subSup"&gt;   &lt;m:narylim m:val="undOvr"&gt;  &lt;/m:narylim&gt;&lt;/m:intlim&gt;&lt;/m:wrapindent&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;&lt;/span&gt;&lt;/m:defjc&gt;&lt;/m:rmargin&gt;&lt;/m:lmargin&gt;&lt;/m:dispdef&gt;&lt;/m:smallfrac&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-13bib9MGwuQ/TpMlCe6PWTI/AAAAAAAAA9s/O7n3LTzJMvI/s1600/dr+flavio+corte.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-13bib9MGwuQ/TpMlCe6PWTI/AAAAAAAAA9s/O7n3LTzJMvI/s320/dr+flavio+corte.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span class="apple-style-span"&gt;&lt;b&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: black; font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;AUDIÊNCIA MINISTERIAL DISCUTE SITUAÇÃO DOTERRENO ONDE FUNCIONOU A MATERNIDADE DA CIDADE DE CARAÚBAS-RN&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: black; font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;No dia 22 de setembrode 2011,&amp;nbsp;foi realizada audiência ministerial que&amp;nbsp;teve como ponto depauta a atual situação de abandono em que se encontra o terreno onde funcionoua Maternidade desta cidade. A mesma contou com a presença do Exmo. Promotor deJustiça desta Comarca, Dr. Flávio Côrte Pinheiro de Sousa e do advogado daempresa Mossoró Transportes, Locações e Construção LTDA, atual proprietária doaludido terreno. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span class="apple-style-span"&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: black; font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;No momento foi firmadoCOMPROMISSO DE AJUSTAMENTO DE CONDUTA, obrigando os &lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;responsáveis pela empresa Mossoró Transportes,Locações e Construções LTDA a manter limpo, além de manter fechada a cisternaexistente no local, cercando, ainda, o imóvel, no prazo máximo de até 02 (dois)meses, contados a partir da data da audiência. Em caso de descumprimento, ficao reclamado obrigado a pagar o valor de R$ 5000 (cinco mil) reais, por cada mêsde atraso, que incidirá, caso mantido o descumprimento, em 10 (dez) dias, apósnotificação do Ministério Público para cumprimento do ajustado.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;A fiscalização do supra compromisso dar-se-á pelos servidores doMinistério Público, ou ainda, por outro órgão que poderá ser designado pelomembro do &lt;i&gt;parquet&lt;/i&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;&lt;b&gt;AUDIÊNCIA MINISTERIAL FIRMAPRAZOS PARA QUE A CAERN CUMPRA COMPROMISSOS RELATIVOS AO ABASTECIMENTO DE ÁGUAE SANEAMENTO BÁSICO DA CIDADE DE CARAÚBAS-RN&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;Audiência ministerial realizada no último dia 14 de setembro de 2011,com a presença do &lt;span class="apple-style-span"&gt;&lt;span style="background: none repeat scroll 0% 0% white; color: black;"&gt;Exmo. Promotor de Justiça desta Comarca, Dr. Flávio CôrtePinheiro de Sousa, do&lt;/span&gt;&lt;/span&gt; Sr. Francisco Nehilton Negreiros Barreto,Gerente da Regional de Mossoró da CAERN e da Sra. Isabela Rosane Bezerra,advogada da CAERN, teve como fim solicitar à CAERN que providências sejamtomadas no intuito de que o abastecimento de água da zona urbana e rural,notadamente o Sítio São Gerald&lt;/span&gt;&lt;span style="height: 449px; left: 0px; margin-left: 160px; margin-top: 65px; position: absolute; width: 424px; z-index: -1;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;o, fosse normalizado, além de pedir esclarecimentos referentes aoprojeto de saneamento básico do município.&lt;b&gt;&lt;/b&gt;Os representantes da Compainha informaram que há processo de licitaçãoaberto que tem como fim adquirir 07 (sete) conjuntos moto-bomba quesolucionarão, em definitivo, o problema de falta d´água na cidade e nacomunidade. Ficou determinado o prazo de 10 (dez) dias para que informaçõesfossem encaminhadas ao Ministério Público dando conta do andamento dalicitação, além de, no mesmo prazo, ser fornecida cópia do projeto deinvestimento em saneamento básico a ser realizado no município. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;Ficou acordado, ainda, que durante as próximas duas reuniões mensais doConselho de Administração da CAERN, será submetida a proposta de não emissão defatura para os consumidores que tiverem registro de consumo igual a zero emrazão do não fornecimento de água pela empresa e emissão de comunicadoalternativo indicando que naquele mês não foi emitida fatura em razão do nãofornecimento da água. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;Em 60 (sessenta) dias a CAERN, se comprometeu a emitir nota técnicapública, divulgando em sua página na internet, como se encontra o andamento dalicitação que tem como fim solucionar em definitivo o problema de abastecimentode água em Caraúbas e no Sítio São Geraldo.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Ecofont Vera Sans&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 9pt; line-height: 115%;"&gt;A CAERN também assumiu o compromisso de em 90 (noventa) dias, apresentarresultado de testes laboratoriais que farão em água fornecida em residência doSítio São Geraldo, tendo em vista a denúncia de sua má qualidade. &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-694906368355592327?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/694906368355592327/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=694906368355592327' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/694906368355592327'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/694906368355592327'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/ministerio-publico-divulga-acoes.html' title='MINISTÉRIO PÚBLICO DIVULGA AÇÕES'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-13bib9MGwuQ/TpMlCe6PWTI/AAAAAAAAA9s/O7n3LTzJMvI/s72-c/dr+flavio+corte.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-7505476361475035958</id><published>2011-10-10T10:37:00.000-03:00</published><updated>2011-10-10T10:37:12.299-03:00</updated><title type='text'>SESSÃO DE CINEMA NO PÓLO UAB "SERTÃO DAS CARAUBEIRAS"</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-VSqpNPh6uH8/TpL00ZFW6iI/AAAAAAAAA9o/Q1mB_678VYU/s1600/LOGO+UAB+ATUAL.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="317" src="http://2.bp.blogspot.com/-VSqpNPh6uH8/TpL00ZFW6iI/AAAAAAAAA9o/Q1mB_678VYU/s320/LOGO+UAB+ATUAL.jpg" width="320" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-x_3vS-lH9Qo/TpL0vTv-WvI/AAAAAAAAA9k/pJjocKHYjlE/s1600/LOGO+IFRN.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://1.bp.blogspot.com/-x_3vS-lH9Qo/TpL0vTv-WvI/AAAAAAAAA9k/pJjocKHYjlE/s1600/LOGO+IFRN.JPG" /&gt;&lt;/a&gt;&lt;/div&gt;SESSÃO DE CINEMA NO PÓLO "SERTÃO DAS CARAUBEIRAS"&lt;br /&gt;&lt;b&gt;&lt;br style="color: blue;" /&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;Pólo da UAB "Sertão das Caraubeiras" realizará hoje, dia 10, duas sessões de Cinema no Pólo, que se dará em dois momentos para as turmas de Especialização em Língua Portuguesa e Matemática numa Perspectiva Transdisciplinar e para a turma de Esp. em Literatura e Ensino.&lt;/span&gt;&lt;br style="color: blue;" /&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;1º Filme: "Em busca da Terra do Nunca" recomendado pela Disciplina Literatura Infanto Juvenil, da profa. Maria Eliane.&lt;/span&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;A data marcada será dia 10/10/2011, a partir das 18h &lt;/span&gt;&lt;br style="color: blue;" /&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;2º Filme: "Nenhum a menos" recomendado pela a disciplina do módulo III Concepções de Ensino da Matemática. Curso LPM.&lt;/span&gt;&lt;br style="color: blue;" /&gt;&lt;br style="color: blue;" /&gt;&lt;span style="color: blue;"&gt;Os/as alunos/as são convidados... Até lá!&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-7505476361475035958?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/7505476361475035958/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=7505476361475035958' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7505476361475035958'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7505476361475035958'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/sessao-de-cinema-no-polo-uab-sertao-das.html' title='SESSÃO DE CINEMA NO PÓLO UAB &quot;SERTÃO DAS CARAUBEIRAS&quot;'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-VSqpNPh6uH8/TpL00ZFW6iI/AAAAAAAAA9o/Q1mB_678VYU/s72-c/LOGO+UAB+ATUAL.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-7349528012624737118</id><published>2011-10-09T09:44:00.001-03:00</published><updated>2011-10-09T09:44:32.722-03:00</updated><title type='text'>ESTAMOS DE VOLTA, APÓS ESTADA EM BRASÍLIA DE 02 A 08...</title><content type='html'>&lt;br /&gt;&lt;br /&gt;&lt;div dir="ltr"&gt;&lt;style&gt;.ExternalClass .ecxhmmessage p { padding: 0px; }.ExternalClass body.ecxhmmessage { font-size: 10pt; font-family: Tahoma; }&lt;/style&gt;&lt;div dir="ltr"&gt;&lt;i&gt;&lt;span style="font-size: medium;"&gt;"&lt;span style="color: red;"&gt;Se não houver frutos/ Valeu a beleza das flores;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&amp;nbsp;&lt;span style="color: #00b050;"&gt;Se não houver flores/ Valeu a sombra das folhas;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;span style="font-size: medium;"&gt;&lt;i&gt;&amp;nbsp;Se não houver folhas/ Valeu a intenção da semente"&lt;/i&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp; [Henfil]&lt;/span&gt;&lt;span style="font-size: medium;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-7349528012624737118?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/7349528012624737118/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=7349528012624737118' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7349528012624737118'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/7349528012624737118'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/10/estamos-de-volta-apos-estada-em.html' title='ESTAMOS DE VOLTA, APÓS ESTADA EM BRASÍLIA DE 02 A 08...'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-114631767282704752</id><published>2011-09-25T14:49:00.000-03:00</published><updated>2011-09-25T14:49:13.756-03:00</updated><title type='text'>LULA RECEBERÁ SEU SÉTIMO TÍTULO DE DOUTOR HONORIS CAUSA</title><content type='html'>&lt;h1&gt;&lt;/h1&gt;&lt;div class="origem"&gt;Fonte:&amp;nbsp;&lt;a href="http://www.opovo.com.br/opovo/brasil" target="newwindows"&gt; O POVO Online/OPOVO/Brasil&lt;/a&gt;&lt;/div&gt;&lt;div class="comenteTitulo"&gt;&lt;a href="http://www.opovo.com.br/app/opovo/brasil/2011/09/24/noticiabrasiljornal,2304531/lula-recebera-seu-setimo-titulo-de-doutor-honoris-causa.shtml#tarjaEntreMaterias"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="subtitulo"&gt;O ex-presidente brasileiro será o primeiro latino-americano a receber o título da universidade francesa Sciences Po desde a fundação da instituição, em 1871. Cerimônia ocorrerá em 27 de setembro próximo&lt;/div&gt;&lt;br /&gt;                         	             			  	  &lt;a alt="Lula já recebeu seis títulos  (MARCELLO CASAL JR./ABR)" class="zoom" href="http://imgs.opovo.com.br/app/noticia_128033434835/2011/09/24/2304531/LULA.jpg" title="Lula já recebeu seis títulos  (MARCELLO CASAL JR./ABR)"&gt;				      &lt;img alt="Lula já recebeu seis títulos  (MARCELLO CASAL JR./ABR)" class="imgMancheteNoticiaOnline" id="imImg" src="http://imgs.opovo.com.br/app/noticia_128033434835/2011/09/24/2304531/LULA.jpg" title="Lula já recebeu seis títulos  (MARCELLO CASAL JR./ABR)" /&gt;				      &lt;span class="legendaFoto"&gt;Lula já recebeu seis títulos  (MARCELLO CASAL JR./ABR)&lt;/span&gt;				  &lt;/a&gt;		     	                            &lt;span id="textoNoticia"&gt;	  &lt;div class="textoNoticia"&gt;O ex-presidente brasileiro Luiz Inácio Lula da Silva receberá no próximo dia 27 seu sétimo título doutor honoris causa, da universidade francesa Sciences Po. A cerimônia de outorga ocorrerá na França.&lt;/div&gt;&lt;br /&gt;Lula será a 16ª personalidade - a  primeira latino-americana - que receberá essa láurea desde a fundação da Sciences Po, em 1871. O último a ser titulado pela instituição foi o ex-presidente tcheco Václav Havel, em 2009.&lt;br /&gt;&lt;br /&gt;Na ocasião, segundo a instituição, Jean-Claude Casanova, membro do Instituto da França e presidente da Fundação Nacional das Ciências Políticas, pronunciará o “elogio do impetrante” e outorgará o título ao brasileiro na presença dos professores da universidade.&lt;br /&gt;&lt;br /&gt;“Mais do que um reconhecimento pessoal, é uma homenagem ao povo brasileiro, que nos últimos oito anos realizou, de modo pacífico e democrático, uma verdadeira revolução econômica e social”, afirmou o ex-presidente. &lt;br /&gt;&lt;br /&gt;Lula já foi laureado pela Universidade Federal de Viçosa (em janeiro), pela Universidade de Coimbra (março) e, em julho, pela Universidade de Pernambuco, Universidade Federal de Pernambuco, Universidade Federal Rural de Pernambuco e pela Universidade Federal da Bahia.&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;Ciências humanas&lt;/strong&gt;&lt;br /&gt;A Universidade Sciences Po é uma instituição de ensino superior e de pesquisa em ciências humanas e sociais. A universidade tem 10 mil estudantes, dos quais 40% são estrangeiros, oriundos de mais de 130 países. &lt;br /&gt;Foram alunos da instituição os ex-presidentes franceses Jacques Chirac e François Mitterrand, além do príncipe Rainier 3º de Mônaco, do ex-secretário-geral da ONU (Organização das Nações Unidas) Boutros Boutros-Ghali e do escritor Marcel Proust.Viagens &lt;br /&gt;&lt;br /&gt;Em Paris, Lula pode se encontrar com o presidente da França, Nicolas Sarkozy. Lula ainda viaja para a Polônia, para receber mais um prêmio e segue para Londres, onde participa de evento da revista The Economist. (das agências de notícias)&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;ENTENDA A NOTÍCIA&lt;/strong&gt;&lt;br /&gt;Doutor honoris causa é o título atribuído à personalidade que tenha se destacado pelo saber ou pela atuação em prol das artes, das ciências, da filosofia, das letras ou do melhor entendimento entre os povos.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span id="textoNoticia"&gt;FONTE: http://www.opovo.com.br/app/opovo/brasil/2011/09/24/noticiabrasiljornal,2304531/lula-recebera-seu-setimo-titulo-de-doutor-honoris-causa.shtml &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1524314688224030615-114631767282704752?l=culturacompolitica.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://culturacompolitica.blogspot.com/feeds/114631767282704752/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=1524314688224030615&amp;postID=114631767282704752' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/114631767282704752'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1524314688224030615/posts/default/114631767282704752'/><link rel='alternate' type='text/html' href='http://culturacompolitica.blogspot.com/2011/09/lula-recebera-seu-setimo-titulo-de.html' title='LULA RECEBERÁ SEU SÉTIMO TÍTULO DE DOUTOR HONORIS CAUSA'/><author><name>Marcos Roberto - Prof. Marquinhos</name><uri>http://www.blogger.com/profile/05753976555754092085</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='http://2.bp.blogspot.com/_jPmfCHMbHJ8/S5DuA_0Mh2I/AAAAAAAAAZ4/c9TiQLBP3d8/S220/FOTO+NOVA.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1524314688224030615.post-1962029173981299822</id><published>2011-09-24T16:13:00.002-03:00</published><updated>2011-09-24T16:13:26.906-03:00</updated><title type='text'>PARA OS HUMANOS...</title><content type='html'>&lt;div align="center"&gt;                  &lt;b&gt;                  &lt;span style="color: #660000; font-family: Courier New,Courier,mono;"&gt;                  Thiago de Mello&lt;a href="" name="estat" target="_blank"&gt;&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;hr color="#000080" size="1" /&gt;          &lt;br /&gt;          &lt;i&gt;&lt;b&gt;&lt;span style="color: #c00000; font-size: small;"&gt;Os Estatutos do Homem&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt; &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;(Ato Institucional Permanente)&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000;"&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;A Carlos Heitor Cony&lt;/span&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;i&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo I &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Fica decretado que agora vale a verdade. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;agora vale a vida, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;e de mãos dadas, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;marcharemos todos pela vida verdadeira. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo II &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #c00000;"&gt;Fica decretado que todos os dias da semana, &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;inclusive as terças-feiras mais cinzentas, &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;têm direito a converter-se em manhãs de domingo. &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo III &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Fica decretado que, a partir deste instante, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;haverá girassóis em todas as janelas, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;que os girassóis terão direito &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;a abrir-se dentro da sombra; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;e que as janelas devem permanecer, o dia inteiro, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;abertas para o verde onde cresce a esperança. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo IV &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #00b050;"&gt;Fica decretado que o homem &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;não precisará nunca mais &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;duvidar do homem. &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;Que o homem confiará no homem &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;como a palmeira confia no vento, &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;como o vento confia no ar, &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;como o ar confia no campo azul do céu. &lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #00b050; font-size: small;"&gt;&lt;/span&gt;&lt;span style="color: black; font-size: small;"&gt;&lt;u&gt;Parágrafo único: &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #0070c0;"&gt;O homem, confiará no homem &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #0070c0; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #0070c0; font-size: small;"&gt;como um menino confia em outro menino. &lt;/span&gt;&lt;span style="color: #0070c0; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #0070c0; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo V &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Fica decretado que os homens &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;estão livres do jugo da mentira. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Nunca mais será preciso usar &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;a couraça do silêncio &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;nem a armadura de palavras. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;O homem se sentará à mesa &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;com seu olhar limpo &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;porque a verdade passará a ser servida &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;antes da sobremesa. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo VI &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #e36c09;"&gt;Fica estabelecida, durante dez séculos, &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;a prática sonhada pelo profeta Isaías, &lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;e o lobo e o cordeiro pastarão juntos &lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #e36c09; font-size: small;"&gt;e a comida de ambos terá o mesmo gosto de aurora. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo VII&lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #366092;"&gt;Por decreto irrevogável fica estabelecido &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;o reinado permanente da justiça e da claridade, &lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;e a alegria será uma bandeira generosa &lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #366092; font-size: small;"&gt;para sempre desfraldada na alma do povo. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo VIII &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Fica decretado que a maior dor &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;sempre foi e será sempre &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;não poder dar-se amor a quem se ama &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;e saber que é a água &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;que dá à planta o milagre da flor. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo IX &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #c00000;"&gt;Fica permitido que o pão de cada dia &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;tenha no homem o sinal de seu suor. &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;Mas que sobretudo tenha &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;sempre o quente sabor da ternura. &lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #c00000; font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo X &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;Fica permitido a qualquer pessoa, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;qualquer hora da vida, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;uso do traje branco. &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;u&gt;Artigo XI &lt;/u&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;span style="color: #938953;"&gt;Fica decretado, por definição, &lt;/span&gt;&lt;/span&gt;&lt;span style="color: #938953; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #938953; font-size: small;"&gt;que o homem é um animal que ama &lt;/span&gt;&lt;span style="color: #938953; font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: #938953; font-si
