3.1. Isolation of isolates from thermal springs and determination of LiP enzyme content
A total of 9 bacteria were isolated from the thermal spring in Erzurum. The isolates were cultured on solid media supplemented with guaiacol to determine lignin peroxidase enzyme activity. 4Four strains (coded as SA1, SA2, SA3 and SA4) displayed lignin peroxidase activity, and SA1, which had the largest zone, was selected as the best producer (Table 1).
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5hu5Avjieo074JKc2tKWVSwmQPEoM9Q2QI8pAc17A1CHFuI/BjJ5AAnomxQl9BjJhsMMmBsOY2+pj+5ny5pJTrr+p4MgRMILhn/t1ZyyWlEFxUdAgHBMY1yCKTNJ6NZ8aXuPZ1akoZe6iOkBjUPCZRqJVuASSTJDBi3GIL2GtnLZ+UMrmmD5hw5TcmgBBfZwc8d26jhMKRUl5HBeaeIFxMXiFj3I8ba/nnR+2E+PFM2Nkpp5yikyEakwHGn/ub11AtIYhM4HMb6i8T59yG2gpxx9fQ9/gZfBY20llNKZMpjodMM8FlIoPI4BrrDcgSMKGmrAYijP9ikoB9cU7ex3Y4j5tY82+ay6yRdaJh/yjX+DsyINYMAUOgbyFQEFIKRBBSnDPOBPKDs+kKKXWLPCAx+aSUQEVgwbkSHCFXNNKQqBj87qwVmpRCCiCBpHn53dWG2gqRQAkliEEkUABR1giGvObqwhzpZDIAMVwdKSUoktYncK2u7IH7hAwS1ElNQvxRjmhfRkoJnARMSBv1YwRdiI4joV+VlBIcIdWogq6uMhdHUty5pJRULMdje6s6vjNSCklhAgURZsLDOfLrQLkugRRSwH3lNkgV6VdXnrGmSSnkiEkMz8XvVdUF5t4TKh0qFoooY4igzj1C/lHzsK98wuI+n0tKIRuorW4HgdxrQMghJYzDrpBSjodwMEHgGvkN5Y0JAYq0a1+HlGK33DPkCLWQscjEiD6FqGPHkFJIDqomWHTW8kkpfU+2hvPT5/mN47tCShkP3AMkFpJOSpt+WRUp5X1KZRiH9CETuVwS2hkpxU9Czru6BRX97IglY4rnwM5WR0oREiCdTOQgu65BIrlPfI1T6lFZOSc+CDKLTTLe8GeovpRsOJXYSGlXo4UdZwj0DQQKQkpxsDgWZv0QGlL4KJ9dIaWQGGqQmDnnk1LUMOryUAcJsi4d9WVdUWhSyr1CJCF4+UoWQS13oUDus4AZ5A1106XUUVVQMQjWqA6k/GiOlBJ8IFurI6XU40KOIfbg7BqEl/PmbnnDPaMIcl5IjVtg8GWkFEIKaSLwM1nIJ6FflZSi9BD0IDHU6blGmQPEEMU0l5SiEmMf2B/Kce7xqGEoPJ2RUo7jWiitEBgUKSZX+Xvvkl5ErWdhjJsc8VkmC5QJ8FnamialBHkUZPCDnOQu+CCwr2o7Nre4jGeBgNGnqKwQBpRsbME18IS40W+5pJQUKhMrVML84/kMBBfih6LuGko7BJqsQa5SCrHl3Ngaqebc4+k7lEz6jvO6spyvQ0qpkcWfQPR4bsgkGEJ6mFhAliCljDHUOewVopdLqlAT80kp9weJZfKBEuka907pAIuXukJKqa2GMKMc8jnsm3vsjJSCGb6CjAFqIzacT0I7I6X4TFRg7tcpu0ziIJqdbYLvFmrR36jV+AgmGqsjpWRYyEzQX25xK5iANeOVWICt0Rg71NxTCoS9ck9gz2JUlOxcn2Sk9Muim71vCPQtBApCSl3KE6UP0oDD+rL0PU4ShwvpQuVixp1PSt3Kc4grtU7UpOHQqCGDnK3qG1JWRUohFKQbCewEQILC6lpXVt93lr7n+tRxUQeG8omqQKDldQJLZ+QaooCyAG44e9QYVBXq8yCOpA4hGG51P0QA1QHMCEyrI6XUpBFkIDc8EzVvEFJIMIEU8p/bIKMEDII7gY32ZaSUlCJBzSldEFT6i5pG2lclpRAkygPoM8i4qz9GGcYWXD2kqyklPQxJBS+CqTueY139XWekFIWOfqKxDy82Ac5cO7fxbCzcQRkENxoBGVuCqDhVCjKAbXMO+jq/ra6mtLP0PfWz1G3yHiQPu2KSxutuW7Lca0AwIGTcPySE8cV9o1ahAkO2IS2oW9T0MaEkSwGOEJZcUoqKmH88Kix9yXNiU/QNY8B9gQKEk3NQLpFLSiGr2BJkBdtANQMf7B0Ci9/gHrBHFHba1yGljB3KfVA16RN8EmojjXvmWV1NNJMXxg4TRdR1bAjyh4KXT0rpUxYLcZ+MD1R1ShG4Zwgm/dEVUkq5CLgyqUStZoyAX2eklF0SqO0EbyaV3B999GVKKcdST0tfMCbAgDFBTWZ+6QbjmudCicV2IKVcl2dcHSmlDyGT/OZaLrWO7eGXmMg49ZPJEyVCTLTxQWCIP8Pv0ze5frgrpBT/jw3nloH0rTBtd2sIrD0IrHFSijNGVUABYuaO80FFgxC6ej8cKg4ZAoKzpRaNBT0ENNL5KFEEBGbLfAanT3E9gZFABXGDZOAg+TfBlGNwZAR8NtB2C0MIpDjnztLQBGDq5gg81DTRIBAEdO4XJ0uA5t8Ex1Wlt1wdGrVuKCEolahhEGFIMYGZwMk1IDXcJ1viEORckT/PwOep2eI1PouqlFt/5cwSZRnVieMggq6hoKCSgCPkCvwg09wDz8j5WWSFMgUppK84P8cTlFGvIWQEKVfXy+pYatdw6Cz0yFUp3HV5Pq7nahlZFU7g5VlQelCWwAWyzcSCfoOEEdC4J5REFlgRrFCFuBb1c9gNQQslCnWFtDIrd1FZwQsVC0yxHfqce+UY+ptngtBRlwq5YqKCkkowheQT8CDx9DW/3fGoY/QLEyfuF7sBF6d2QUYIotg15MSRLO4rv3Ft+gTlh/o41FGw4bmxfWyP/uJ5sQ9WmedvuYUSDZlDmUVRIiBDbt0CH0iKU49QnVD+sHn6HXLCOOGa2Ap9ka/ocn76FOLFHpMQIMgJ50WlYqyi4oMlgR2CAO5MdlD76E/OSV9xXZRE+sIdz2IXiAhkB7uF/HNNVDFwh6wxKaXRL9gs18b2OS/4ULLDeAB7bAlb5j6oJ8aO6C/uh/GKP2GM0a+5CjXnB3/Ua4gh9wHJgUxhq5S+YPs8G7ZM3TDPwtZrbpENxAncmVjw3ExoUC4hbkz2IM4QbGwL7CCe2AB+hufknlFjIeDYLZ/Fv3AMtfDggd0zJrhHxja4sjgNf0ntJmPKjV/wyp1oQybpa2wI/8mkiWtwr/QhJJIJJrYLuac/8Q2QQLfokLp8bAFMIbMsKMxt4EOpFdjjY7FN/B1jFNwp4eHcEFfsGzy4Ps+BnVPCwTUZE9gBYwF/wCQo158w9rAZxjMTbo6BkNL3TAywL86PP2NhFBkmxiDXwd7oS57JjWPuiWe3ZggYAr0bgTVOSlFmUGRyGw4fIuYcKPWkBGvIDIQBBQBnjRoH8SHwEhCY9XMuVmqzAAUH5OrLUGwgogQ9GuoeQRWHRbDhMzg9FKBVfa0lQbKzrVUIMm53AIIHSgoObVXfR47z53moN3QNEsL9ENwIWG5hCw4Zxw/pc8cTxFA9UVIIsigPqEE49s5W2DLzd6tf882LIAF+YEuwRYmEkEACqLelQR7dlwUQWCDbrsaR+0MhJCCAPefgXgmyqBL521O560OUCAwQCPoNrOhnyAJBjvtlkkJKmPMThCCgkE3ujeOdOkMfQoZo/JuUMKSMc9MgLARoiC4NVRkSAuZgAzFze5jmfssXpMKplLzOuXOPJ1hzLfqF4ObqB1HlCfI0iAJEDwIBOeG67ssT8vuCyRWKNkSC4A7BpU9pbAGECuTsl9c4V2f1qZA/7AubYHy4BW18htcg6BAghxepdwgQBI2xwLiD3EGscxc+cTx9AxGCDNJf9C+27spBUCyZNIKdq4eFgIANRMHVzEK6UMu5l9zjwTP3mZiMYQsQKPDIzQJAMiCO9CNkBBLKZAJSSJ8wbsDP2SA+gEkB5BAyBomlnIJndXt85vaJ28MTool98Bkwzz0fhJzjuC/IPudnHLsFP9glz4cCyXhwK8KxCbIR9EPu8a4PuA8IGc9M3+O7XGOM8Fy5foL3IIX0HT6IscOkivEK8eMZGUP5C6k4B+MQQg6G2Bh9zP27/XU5N7tHMMmBKEJWGV/YAT4If+B2Lsm3ac7BuKM/EAzwrxyLnfN5GufEfnhOt88ox4AXNob/oa8Z8+Cc/2Uq3C8ElHHlJhYQce6TPsMOGTdkcZwPhehjezy/+wIUSCn2ztjBNle10DX/Ge1vQ8AQKBwCa5yUFu5R7MqGgCFgCBgChoAhYAgYAn0VASOlfbXn7L4NAUPAEDAEDAFDwBDoRwgYKe1HnWmPYggYAoaAIWAIGAKGQF9FwEhpX+05u29DwBAwBAwBQ8AQMAT6EQJGSvtRZ9qjGAKGgCFgCBgChoAh0FcRMFLaV3vO7tsQMAQMAUPAEDAEDIF+hICR0n7UmfYohoAhYAgYAoaAIWAI9FUEjJT21Z6z+zYEDAFDwBAwBAwBQ6AfIWCktB91pj2KIWAIGAKGgCFgCBgCfRUBI6V9tefsvg0BQ8AQMAQMAUPAEOhHCBgp7UedaY9iCBgChoAhYAgYAoZAX0XASGlf7Tm7b0PAEDAEDAFDwBAwBPoRAkZK+1Fn2qMYAoaAIWAIGAKGgCHQVxEwUtpXe87u2xAwBAwBQ8AQMAQMgX6EgJHSftSZ9iiGgCFgCBgChoAhYAj0VQSMlPbVnrP7NgQMAUPAEDAEDAFDoB8hYKS0H3WmPYohYAgYAoaAIWAIGAJ9FQEjpX215+y+DQFDwBAwBAwBQ8AQ6EcIGCntR51pj2IIGAKGgCFgCBgChkBfRcBIaV/tObtvQ8AQMAQMAUPAEDAE+hECRkr7UWfaoxgChoAhYAgYAoaAIdBXETBS2ld7zu7bEDAEDAFDwBAwBAyBfoTAGiGl1dXVMnv27H4Eiz2KIWAIGAKGgCFgCBgCaycC48ePl0GDBvX4w68RUjp16lS5++67e/zm7YKGgCFgCBgChoAhYAgYAmsWgYMPPli22GKLNXvSLpxtjZDSLlzHDjEEDAFDwBAwBAwBQ8AQMARWiYCRUjMOQ8AQMAQMAUPAEDAEDIGCI2CktOBdYDdgCBgChoAhYAgYAoaAIWCk1Gyg1yHQ1tYm7733nrz++usSj8dl0qRJsu2228q7774re+65Z6f3++abb8rSpUvle9/7XqfvJxIJ4Rh+aFOmTJFtttlGIpFIr3t+u6GuIRCLxdQm3n77bWlvb5d1111Xdt11V5kxY4baTHl5+Uonmjlzprz66qtCvVRRUVGnF5o7d668+OKLsmDBAqmoqJDvf//7MmLEiK7dlB3V4wjgL+jT999/X7CJrbbaSiZOnCg1NTWy2Wabid/vX+Ge0um0Hp9MJmXnnXde6f3cg5ctW6b2NWbMGNlwww17/NnsgmsWgYaGBnnhhRdk+vTpEg6HtWYSW2Gh9nbbbdfpxfAx8+bN09jDZ76sPfvss1JXVyd77bWXRKPRLzvc3s9DwEipmUSvQiCVSsmNN94od9xxh5KB9dZbT4nHK6+8okHkiSeeWOl+W1tb5fTTT5f//ve/8umnn0pZWdkKx/C5f/3rX/KXv/xFZs2ape8RZP70pz/JQQcd1Kue326m6wj8+c9/1n496aSTZMKECTJt2jR56KGHlEj+/e9/l9GjR690slNOOUX+97//ya233ipbbrnlSu9jH8cee6x8+OGHUl9fL8XFxbLffvvJZZddJiNHjuz6zdmRPYbAJZdcokSDflpnnXV0MvvUU08pOWWMh0KhFe4FwvCrX/1KicjTTz+90sQUH8R799xzj9oKxPSMM85Qu7DWdxFgPJ944olSW1srRx55pJSWlsozzzwjLNRG9Ljiiis6fbhjjjlG7eHf//63+pnVtc8++0zJ6yabbKK+afDgwX0XsALduZHSAgFvl+0cgcbGRtlggw3kwAMPlIsvvlgdByrYH/7wB3nttdfkueeeW+mDH3zwgRx11FGqlNx0001y9NFHr3AMBOPBBx/UoIKa+oMf/EDJ6dixY2XOnDnWFX0QgY8++kjVTiYXjz32mKpdKGCQUWzggQceWImULlq0SEaNGiWBQEAuuugi+fWvf73Skx9++OH6OsroaaedJrfddpsMHDhQ/vrXv8phhx3WB5Hq37fM+EUhp68uvfRS8fl80tTUJGeddZY0NzfLP//5z5VIKf7iW9/6liqpENitt956BZBQ06655hrdUQY7Y5J7K7USAAAgAElEQVTLBOi4447r32D286eDVP7iF79QccL1JRMQsmtsf4TvyG9kTZjooJDefvvtcsABB6wSJeztO9/5jsYpBBUjpV/PoIyUfj3c7FPdhACz2aqqKtl9993VeWy88cZ6JYLPeeedp4Qjt0FEeA1ng2K6/vrra7oNMusaSgcpPghMJpORm2++WX784x+rCsZnrPU9BF5++WWdiKCCP/zww5paDQaDSkx/9rOfye9+97uVSCnEAuLCvsqoGddff72S1NwGIUFppaGgUOYxbtw4JTcEHGu9CwHS8DvssIPsu+++cuWVVypBpVGm8/zzzwvKeL5SeuGFF6qCCnmFPNx///06Uclvn3zyifY/JT5GSntXv3+du2Eiev7558shhxyi/YmKySTmnXfeUcJ5+eWXr3RaMnA33HCDpuOPOOII+cc//iElJSUrHYdwAqnlB8HDSOnX6SHvM0ZKvz529sluQIBAsfnmm+vApj7wpz/9qey22266iS+pWQZ7boNsQlaZ0d53330aXFC3UFpX1TgPqb599tlHHnnkkW54CjtldyNAmQalFxAH0vC//OUvtYYLVZNJCWUfjlxyL0xMICMEonPOOUfrTe+6665Oa5QhtosXL5Zrr71WP8PxpG9zJzrd/Xx2/q4hwLjfaKONdNL53e9+V0s5qBNl8kkqFVKZW1PKpPfnP/+5nhw/QaN+fdNNNzVS2jXI++xRlOz85Cc/UdtA8SRztssuu0hLS4uW/pDCz23z58/XcT9kyBC56qqrZMCAAfLSSy/J5MmTVzgOtZUMHnWqlI1QRmak9OubiZHSr4+dfbIbEGCAX3fddZp+Y3YKiYCc/va3v9XAka9o4CRIl0Bkqf0hRUtal9ltZzNazo8CSzkAtaurI6/d8Hh2yjWEAAvX6GNICGoHkxaCCiUfnS1IgYASjFDgCSqkbo8//ni1tfzGhIgUPoEG5RQbQUVBMbXW+xBgLKOCsciJut899thD/QWL3fIb/Y3yyQIUyCnlPEx8//a3vxkp7X1du0bviAkJWRRUUbIq1JxDTrGVzmo/qTHFl5C5I0uCL+BYfExuI+YwgSX+ELfuvPNOI6XfoOeMlH4D8Oyj3YMA5IEFCKTkUTsgHTgN0q35SimEgVTM0KFD1XGQzsORkNLvbCEL6XrqyVBfzz77bFsd2T1d2CNnxU5IvUFMUUdpBBuIB+UZrhFMqO/ae++9laiccMIJ+jdqKQsYUFdzG4SX86K+vvXWW2p/LIyB+KxqxX6PPLBdpFME6C9KOOgjVknTX6TxKblgnPM3jSzM9ttvL9SUsrPCD3/4Q60ppYaduuT8SYel7/ufwZEFobb0zDPP1DIebMPFC1R118iUMFGhVhkhgxpUFFAIKj6jsrKy41gWQbKwCaX+0EMPNVL6Dc3GSOk3BNA+vmYRwGmgYkFCKRxnBSyLTD7++GN1CAQRCs9pBBdmp7xPu+WWW5SQQEz++Mc/yqmnnqr/do36Q2qCWMnPLHj48OFr9ubtbD2GAAvi6FsUL+yE0g3quaglxD4IPCjsNNKzqOLUkbJohRQb6hrt97//vdaZddZI60FusUFqFiE5ZjM91sVduhB2QGOCgd/AB7i6PurRWZXvyjioHaV0xy1yYdU+ZBSbQP1iZXZuqt9IaZe6oM8cRAkPKXiybaTmr776aiWQlIBQysVEddiwYZpRYdcFtoWDaEJcKfXgfRqpfCasNEQQ1NELLrhA/8aXIKjsuOOOKpYgjHRWr9xnQCvAjRopLQDodslVIwDBYBECZAHSgYOAfOIEcBKkXpiNoo5QhM4iBhYsuYaayiwXNfQ///nPCvtLEoDuvfdeOffcc3XlPVuDsG9l/upb65/ejwALnSAh1Aa7Rp0phAPVFMKBcob9QEgp83BbRKGWP/744zrRIe3Pb+rGOmsssIPksvKeyU++qtr7kerfdwgpgDzmrozntZNPPlntgMVqlPZAXsmMQEAdSSDdz+IofAkZF1KwuXZgpLR/2Q79i3LuyjrYA5sSHbaHgqwSL4gFTEaZ2Hz++efqH2hkW1BKIbDsbQrxRCRBTXU1yvloEacQSawW/avZkZHSr4aXHd3NCFD3g8JFvaBLp+A8IKUoVS7IEHAY8DiF3NW1KGCQThQ0CtvdFh4EGFRVVkm6wAM5ocaIbYCs9S0EIKWoEwQatnNxjVX3KBoEFbb+cnsTolq4lfaQEJQx1HT+jWoOgWWxAyUjpOxYNEWD1KK0OSXNVI/eZScQUDIiKFlu5T19zmtsA8dEhazLk08+qSo6NYEue0LmBOLARBWfgMr67W9/uyPdb6S0d/X1N70bym/YHhDhIpcooqiTjie7wkb6HIMPQRhxk1DiBrGCsjBUeeIOE1UUV0rMXMOnQHQpE0Fcoc7dfMZX6zkjpV8NLzu6mxFwW0IxG0XtQvFkVooqSioEsop6hTLCqlsWLeU2ZreOpKCMoa7iRHAopGryGyqs23aqmx/NTr8GEXBbQlEniHpOuox9aknDYSf0NSuy999/f90KjECEsuEaNsXqW2oQ2RCbbcK++OILDTQEInZ0wMYgqAQkUn327SxrsAPX0KncllAoYOyUwLfyQEaZXNB/qKMo4aTmUUMhq7kpehRzNwFh1T5240o0KAnBHpgUM6ElbdvZt4StoUex03QzAm5LKBbCQRjxC5R0UJMOAWXCgg/ATnbaaSe1p1zyim1gUyipkE0yMPmL6aym9Jt3opHSb46hnWENIgABIE0CKYWAUkMKmWD7H5wFqiiql/tmJxaeoJiSjifA5K+MZKUtq/FxKKhi+Y2aM2t9DwEmE9Qfo4JRJ4ydQBggpyxkYucFiAnH0ViVTZBhwoLazv6VuY33WfxAvSmqGoSWgMOehqzYt9Y7EWBzexasoGajYjExYdEjKjkTFCYSkA5UT9fcmMe/kE3BjnIbRAXSgk3lN3xMbrlQ70TF7qozBB599FGdsFKyha2whRMTUuIKtkJjEsuuLzSUdyYilHww0cn/xqfc9931yNTxLVHsnct2UrkLoqxXuoaAkdKu4WRHGQKGgCFgCBgChoAhYAh0IwJGSrsRXDu1IWAIGAKGgCFgCBgChkDXEDBS2jWc7ChDwBAwBAwBQ8AQMAQMgW5EwEhpN4JrpzYEDAFDwBAwBAwBQ8AQ6BoCRkq7hpMdZQgYAoaAIWAIGAKGgCHQjQgYKe1GcO3UhoAhYAgYAoaAIWAIGAJdQ8BIaddwsqMMAUPAEDAEDAFDwBAwBLoRASOl3QiundoQMAQMAUPAEDAEDAFDoGsIGCntGk52lCFgCBgChoAhYAgYAoZANyJgpLQbwbVTGwKGgCFgCBgChoAhYAh0DQEjpV3DyY4yBAwBQ8AQMAQMAUPAEOhGBIyUdiO4dmpDwBAwBAwBQ8AQMAQMga4hYKS0azjZUYaAIWAIGAKGgCFgCBgC3YiAkdJuBNdObQgYAoaAIWAIGAKGgCHQNQSMlHYNJzvKEDAEDAFDwBAwBAwBQ6AbETBS2o3g2qkNAUPAEDAEDAFDwBAwBLqGgJHSruFkRxkChoAhYAgYAoaAIWAIdCMCRkq7EVw7tSFgCBgChoAhYAgYAoZA1xAwUto1nOwoQ8AQMAQMAUPAEDAEDIFuRMBIaTeCa6c2BAwBQ8AQMAQMAUPAEOgaAkZKu4aTHWUIGAKGgCFgCBgChoAh0I0IGCntRnDt1IaAIWAIGAKGgCFgCBgCXUNgjZDSZDIp8Xi8a1e0owwBQ8AQMAQMAUPAEDAEei0C4XBYgsFgj9/fGiGlzz77rFxxxRU9fvN2QUPAEDAEDAFDwBAwBAyBNYvAqaeeKrvvvvuaPWkXzrZGSGkXrmOHGAKGgCFgCBgChoAhYAgYAqtEwEipGYchYAgYAoaAIWAIGAKGQMERMFL6FbognU5r7azf7xfqLWixWEwymYxEIhHx+Xxf4Wx2qCFgCBgChoAhYAgYAoaAQ6DgpJRFUh988IEsWLCg014JhUKy+eaby9ChQwvaay0tLfLSSy/JxRdfLHvttZf89re/1fs55ZRTZNGiRXLddddJeXl5Qe+xr14cbD/88EOprq6WsrIy2WyzzaSioqLjcVpbW2XatGmyePFinQxsuOGGag+BQKCvPrLd99dEAFuhht210tJS2W233VY6W2Njo3zxxRcyZ84cGTRokGy33XZf84r2sb6EwMKFC2Xu3LmybNky2WabbWTIkCEr3D6+ZObMmeqzhw0bJptssomJCX2pg7/hvTY1NSnfqK2tlcGDB8umm24qxcXFK5x1/vz58tlnn6kANX78eFl//fW/4VXt418FgYKTUoLHueeeq0ojRuLa7Nmz5T//+Y9svPHGcuutt6pxFLLV19eroe6yyy5y3nnndZDS559/XgiU3/72tzvU0568T0g99zV69Og+SYoTiYT283PPPSfz5s2TTz75RE466ST59a9/rc/D891yyy3yv//9TxoaGpScEmzOOOMM2WqrrXoSartWL0DgX//6l/z5z3/uuJPvf//78qc//WmFO/v444/lhhtu0KBC9mLnnXeWH/7wh73g7u0WuguBtrY2eeSRR+Tee++VkSNHSjQalf/7v/+TddZZp+OSn376qfzlL38RfA4TlZ122kn23ntvzXxZ6/8INDc3yyWXXCKQTnwE3OPYY4+V3/zmNx0P/9FHH+mi7fXWW0+I+Yglv/rVrzS+W+sZBApOSiEaDz/8sPzgBz+QoqIifWqM5fe//72SkUcffVS23XbbnkGjC1fhHnNJaRc+0q2HMHB+97vfyTnnnCPDhw/v1mt1x8k///xzeeutt1TJgkAQNJ566iklqsxiUTSuuuoqOeaYY5Sk4kyOPPJIJRl//OMf+yQR7w4c14ZzElTo+8suu6zjcVHCcjMUEI8f//jHSkRPOOEEVdRRU631XwTa29vlH//4h9x+++1y9tlnqy8h0+JKrHjy119/XU4//XTZYYcddNILKUUhM0Laf+0i/8meeeYZIfM6YcIEwZdgK08++aSSTxrqKeQT+8DPpFIpJbEPPfSQ2tbkyZPXHrAK+KQFJ6X5z059JiT1+OOPV2L6s5/9bIVDmOW6Ok720EJhxbHwObdfKs7I1X9yDETS1XtyHJ/nPLzGsbnOK/9+MEycHr85rrKysoOUumtwTncNXuN47oXzMwhcvSnncDWp3DP3QcM5cqz7HJ/Jvefcc/I53uO5OP64447TdBUKEqoAn13V8bzOc/Ob1DfX55m4v0K1uro6qaqq6rj8Y489pv1+8803a5r+6aef1hSbS8Nx/5Dw6dOny/XXX79Seo4TgT3PBq7u3zyvS9OQwgMDnpvnp//oGz4Dtu7fYI3iwvuub/hMIfEqVD8V+rr0ATZBO+SQQzrGfe591dTUqHqOAgZJyU/L5R6b2+fOBuh/xiF9TnN97sYI72FP2KArHeEz2Im7FoodtuX8itWZd7/lQDZ++tOf6oR2zz33XCkdz8SW9/GPqOpftvdibhxx8YJ+dH6aPuaYXF/Q1c9gF0586X5k7Aq5CEBEGdtuInLhhRdqDKHMh/bf//5XyegLL7wgW2yxhb5G9o70PaLPmWeeuQKgzocQ013cxR+4WOPiRm6s4QT4D36wBccJ+IyzC+KTW6eyOm7SX3u315HSWbNmKSFlJvvPf/5zBcKC8dx4440yY8YMTeViXIcddpgccMABOvO57bbblJyhqtHpGBmO48orr9S6VNobb7wh9913n3CdJUuWaP0iMybqi/Ib5yQN+Oqrr+psCiXyzjvvVFJKepnapPPPP1+vdc011+g5UHb//e9/q7FR10Qq6fLLL9fnwdgvuugivebWW2+tqab33ntPr7/RRhupOvjyyy/rdf7617/qYMDZMZt7/PHHtT4OEve9731PTjzxRH1ejiMYT5kyRUsKdtxxR1UaOR4VkuP32Wcfnf3xvGDBfbP/GJ896qij5NJLLy24fTOwKdm49tprFQtsoLMGHsxeOZY0C5OE3EbNEP1O7S9Y88x33XWXEgwUNvrqpptu0vpg1DRsjPc4BmwoJcG27rjjDsXu73//u77PTBlMqV+8+uqrV7puwQHs5zfA+Dv66KN1wkofHHzwwToOGF80xhvjElWdMYqTh0gwsXHH5ELE+SgJob+xNdRWxiNKPGOZiRI2wFgiU0PJALaGDXANFBXG+9133y1Lly7Va/M+Y/+dd97R8Yi9deZX+nlX9ejj4Tewg4EDB+oEnVIq/o0PcXXp1Pv/7W9/k7POOktr1mmoXpQ85SulEIInnnhC/vCHP6ggAoHFnvDlLjNDDHrxxRfVjxMfsLX7779f/dHJJ5+s58c3UwPPa5BZStCwHT5DjBowYECP4mQXW44AMYS0PL7/Rz/6key66676JuOaGEqcJj67hp3su+++GgtyGzbx4IMP6uuUAXDee+65RzO9+AtiDbaDSk8MRmyBZBJryAJzbfcZSOgFF1wgTHiwr/fff19LS7A5N0leW/qwV5FSOgSy9e677+rCIWoHndIAQaTjx4wZo86F1yEnBAF+IGOQkZ///Oc6q8GI6Gg6llQvRsKsh/fpfGpGpk6dqgGO82Ew+Q2HwjkJUtS04nhICRKATjvtNHU6LHQiwOF0CEDUuDmii5pHQMP499tvP1U0eY/ZGM4LB4nR8byof9TPEuAIvjwD5BrjZDYHCeb8KIk/+clPFB/IOEEVgoUThMxSxM173B9/u+O5B/Bk0L355pv6G9LFgCt0vR2BhEGKEkbNKHjzbCUlJSv1CTNRsCK1f/jhh6+02Im+IKj84he/0AnDt771LQ1U1A0xE6W/Ro0apQGCPn/ttdfUpsCP8xKMUNpoBDlmudgOxAaCwudJ51iNUc+6SBw9dkswgfRRy03gYGxAQhjbbsyTpmWi9sADD2jqHgWNlF3+5IX+pGyIMYS94fwZe/Q5drDuuuvqxO6II47QyRLBizGMr4GwMKHDphibTFyY+EGCmfgyvpjIbL/99j0L1Fp2NQI+Y/zQQw9VX059PT6PfkUdZbJByh7y6VKyCAeIFfQx/ZXbsDP6D99Lf3Ie7AEbwbfQ1yiu+A2UM3wBfhtbw8fg17kfyAc+mPpFyA4+h88QPyAlxANrhUEAf86EE9JI/MVv0OgX6pARa+AaruH76a98Ukr8pI6ZPodDQDyxM+IS/U0Mwu+wXgKBhPg2ceJEFbm4Dj4CvoDNYVdjx45VO8bvYFeIJPi8tW1i26tIKeoW6gIdCCHITbOgFtLZ/HaqJ50JqcIYCE7Uk6EAQnDobBoEg86GNELW+JYCDMM1lEpW0/MZgptrKGw4OZwTi2poGDFEMremFPKIs3GkFAWPY5hFQa4gzJAjV0yNM+QzqKM0iC7vMzsiZYDjI/jhvHCqECcCIkZOY2ZFMTYOkffALJeUrup4rs99czyDBBKGsTOICr2KnWfCeXNfpNcI8KiRKCD5DQKP6oG6m9tfucfRHwxulK8tt9xSgwr9zusEHBrXIkgxs6UGzf2NYyKI0SD/OC/6BJywFSYZYHfQQQcVxqPaVXUyRT9hzxAHCAOOnv5EfSBAMM6wFdL5BADUqfwGwWVyw9gl40JjwgrB4Ae/wcSWLAeBCv/D39gdRBdSSiN4uAwJExwmhgceeKBe06kw1m3dgwA+Fp+Gj0SAYKyDO7ZBRgz/D0HEn+IzmOgyqeFvUv0Q03z/h5hA/CAWuYkOn8XmsDOUT+rgmcA41dz9jZDBeWnYIZ9zKV0WcWKP3Kuzne5Bxc66OgQQPlBD6Ss4BJMYYi8x/zvf+Y7aEFlLxj/iBRwA0ggvyW+QRuIUx7t+Z2EUPAA7pOyMiRIiBsfgD/ibiQucA46BOg8nYAciPsNEmiwOfuvtt9+WESNGrFUd2itIKY6etDWzUlKqEIX8RhBgkKNU5JIROpV6DjqcToWUQhocoeF9ZjoEHjoZA4BofFlDbSPIMWPJXWiVv9Apn5SS+uVeMXxmShgfQdPVoxAscZjub84PkSSljIqaT0oxdJQZR2Lz7ztfKe3K8aSeUHF648Io0u+k3qgbhKzn1gWiIoMpwYLgv6rmSCnEwk1gUC14naCyOlLqSCrHcC1mtzgumpHSLxs1Pfs+4xMHT2DAfxDoISmQE9dcGo5xlq84OFLKWIDM0iARpOSxHWysM1IKSYWMoKDSmEBxflK5Rkp71gYgFogNZLQmTZqkF6cEAz/IRNyppRCKX/7yl/o+PppJKmVgqOX5NeKOlFJ2heBBw+eQisXOVkdKHUnlM/hmrouYQTNS2rO28WVXQ6BAkIJ0uq9JJ+OCbRAjIZCo4ExIEY2cLeSe15FS+AWElkamBhuCYLKjUGekNJekkiHGVhBmsGUjpXjdAjeIJooHNaPMTJwqyG2horF/JYoiiiXOP/f7WCGddCKzDupEV0dKSb1SFA8xcStymRWhvFB/lKvMssAGZQTH5IIP97M6Uso5UFwITBRRo5hy/DchpShynIeFG64QGiWRH1JTELdcpZTjeTbS9as6vjeTUhw4eKEuoFq5ehomHASFPfbYQ9Wt1TUjpQUe0D10ecgkKTWIAkoVY48xDhFx7bvf/a6SENJskMncZqS0hzqqGy9D4CcFixDhSiXImJFuhVxQLwwxoNwCv4IqysQXwspxxJv8xSRGSruxw3rZqeELEE8mE/kNEQRxhDgLv+hsH3IjpWu+QwuulEKuqPFA6STAQDpyG3WbSO2onRAu0mKkP1wjHUKKBbWRtMzqSCmElrQuRI70DUYGEeb8KCW5zgnHxL0g6zNLcivEV0dKIbfcD4oJxswMiM99E1IKJszSqZ+l7g3iDOmiwJ89U/NJKdig9vDjjqfuCpw5nnRVbyalPBfqAsSe9BhBBEJKehTV0+1NSs0g+OZOYJxNGCld846iN54R20dVxy+QYaA22m2u7yZklG9QjtFZ0DFS2ht79avdE/6b/iW9SmYDf0F5E+VflFVQmoOizpoEfCNqObYCYWWdABmrVaXvTSn9an3R145G+CCTyQTF1ZW6Z0AIIw4x2SWeswals2akdM33esFJKSoHRJP6PdLzudtlQEghZKTg9t9/f017MzPGuUAYkcxJs0FoXYoexRUihyNiRswqWNI6zHQgnZBPFklAbigodjWK+Ruxo9ByPRwTRBYnhwHi/Kg34j1WcHJfGDBpXggo9R8ESfZKRJGFTKLg8HysuCSIco8Qce6H1AA1ktSe4lxxskj7DBKUQlLHnI8V8ygBlC6g/EA6caoQXlYkM7BQaikBoAyC1JQ7HifM8dS3QMZRCNwXE6x5k/pqZwRf+gCFi3tHDaWOBltA2YJM82ysruZ9Aoj7FjAUsQ022GCFCyL8o4qRksGZ0D8EJAIWkxZUZXAi3UefUGzOtbkui+DoD/oLwotSTnqPxS7cC98khPLGBAjV3raG+mp9/U2OpmYcVYtyGfqc2nIyI9iAm0y+8sorOjaxF+wc30A6n9rCcePGrXR5zkeqnzHq6sYZt9gfKXyuQzqPGnTIC7bCDhhMVJncscCBSSLvUZOMP2JhA5M+bIdzYnfWuhcByqWo9+Q3O5bgN6kdBX+yRpTdoJQiFDDGsQvKdOjDzsgGk1om9LyP32eijJ9lpTWxA2JLf1MOhp/BH2BLqLKUWeFXIDz0PT6ILanwvcQD4hb+n0za6rYs617E1r6zEwOYxLoJCWtR8PWsFcD/O19OvCVGwCGItfRt/iLJXPTwE/gat5MN78Fn3M49XAd/gJ/hGIQWYgoxhlS9OxZfAt8hDpEZxZ6xH/gOMWxtagUnpRANHP+qGgQCwudWRBNk+EERoW6UIne2YiG9zUCHTNCoH2KhC187R4Pk4bSoP8Vx4JhQ2TAUtydZZ/fA+TFQjIt/EwQxIIgq5BHyR+NeOD9qLM4MQsjfEEqMm3oUiCEEloaTpLCae3SNZ2D3Ade4Fg6Wa0CCKT1gBT2E1i3WIkhyDQgq90mqCgKLE+V4CD3Ej+OpTaXWlYYzZkDxXIVs4AWJIFVCQKEukHIJV14BCclf9cj9Uu8Dmc+vE4Q45u4mAA7U9DDYaZQDMLGgj2iQCiYXLE6hQXpZeUk/YSMOK+qK+ZuJDs1tGVNI7Nama0MG2B2BvmS8EvgZc/l7PqJ+QiSoz6LGC9vvbPsdnD7ncxtnQzgJHq7mmBXWpIAZw64RWFgU4RpkFnKc+7WnKPq5tWfYn6tlXJv6qyefFZ9PgKev2JWFYI4fzSV9EE36mHpT6gghG7kLXt39ooy5BSu8ho2waJVJkWtch8UsriFo8DnXiA34GQgpjdp9bIKJsPP/zrf3JE5r+7WIr/htRA2EKmyEWAEnoDGxgGAygWXCgbjT2Q4wuXZATGfSQoNAYi/EMho7OzBJhje4hijmYhGvIZYRx8hmuoYtcx+510FkW1tawUnp2gK0PachYAgYAoaAIWAIGAKGwKoRMFJq1mEIGAKGgCFgCBgChoAhUHAEjJQWvAvsBgwBQ8AQMAQMAUPAEDAEjJSaDRgChoAhYAgYAoaAIWAIFBwBI6UF7wK7AUPAEDAEDAFDwBAwBAwBI6VmA4aAIWAIGAKGgCFgCBgCBUfASGnBu8BuwBAwBAwBQ8AQMAQMAUPASKnZgCFgCBgChoAhYAgYAoZAwREwUlrwLrAbMAQMAUPAEDAEDAFDwBAwUmo2YAgYAoaAIWAIGAKGgCFQcASMlBa8C+wGDAFDwBAwBAwBQ8AQMASMlJoNGAKGgCFgCBgChoAhYAgUHAEjpQXvArsBQ8AQMAQMAUPAEDAEDAEjpWYDhoAhYAgYAoaAIWAIGAIFR8BIacG7wG7AEDAEDAFDwBAwBAwBQ8BIqdmAIWAIGAKGgCFgCBgChkDBETBSWvAusBswBAwBQ8AQMAQMAUPAEDBSajZgCBgChoAhYAgYAoaAIVBwBIyUFrwL7AYMAUPAEDAEDAFDoC8gkEmnJZNOSSqZkEQ8LvFYu7erk/wAACAASURBVP4k4jFJxNokwd9tMUnGE5JMZkR8GRFJSzqdllQyKf5QUEpKSiVSHJXi0lKJFEXFHwpJOByRUDgs/mBYAsGg+P3+vgDHGr9HI6VrHFI7YS4CmQwD0mv670xGf+t/+u/s68Jxvo5jl/9LxOfz8T/93fHDkbyuv3KPNvz7JwKerXTYT9aOcPQaJDJpSafSy20Ne+owPc+2cPL8+HJ+O3ty9tU/sbOnMgQMga+KgBefPP+SiMWkvblREq0tEmtpksb6GmlpbpRUPC6JdFxSqbQEAgH98fuD4vOHRHyB5XFLA1VG/AG/x1GJZdkbSiRTODYJhMISKopIJFysBDUSLZGiaIlESqISKSoRfyDoxT8/n+y/Mc9I6Ve1VDt+tQhAEtKplCSSzBJTEtMZZFySCWaVCUkkEhJPxHXGGGdA85NISjqTEoYpAw6OyfGpdFqKi4olxAwyFJJgMJidTTKrDEswGJJQKCghBrP+HdQZJo7BiGrfNlRsyLOZuMRaW6WtrVXaWlqkrblF2ltbpL2lWZoaGqS+vlZampqltalJWhoaJZVKKXFNpjw1QzJJSSXiEgoXycAhQ6S8olJKSkslWloixaVlEi2rkNLyMikpK5coqkW0REJFRfoTDIfNjvq2GdndGwJfDYFMRuLtbRJXf9MkbS3N6nfaW5ulvbVRfBnIp19jm8/n1ziU8QV0okvM8fu9f4v+7b3GT0Y5pCfKuNjkBBt+6zFKNj26GRCfKquSzkgQfxQplkA4IkXFUQlHIhIuikokUqREtb81I6X9rUcL8DwQz1gsJrG2mLS1tkhLS4u0tDarcgVJgFx4s86MEtP2eEySyaTOQB3ZVMUrk1Ela8mSJTJ9+nRpbm6WbbbZRoYNG6aDNp3OSDqd0uNCwaAS0UgkouSUkczf0WiJFEejUlxU5A3eiEdorfVuBFAk2pqbpbGuTgMAJLO5rk4aa2pkzsxZsmjhAmlpbJbW5iZpaW6SttY2aYWctsckpam0tE5inECKqupTPT4laQKJPyDFxUU6YQn6AxLA8YeCai+VlZVSXlkpVeXlEi0pk0hlhZQPHiJDRo2UgcOGSdXAgTJgyFBVLawZAoZAP0OASWw8Lq3NDdJcWyf1NUuUlGYyKUlKWjI+vwSCKKB+yUAeM2kJB8OqhtZW10sskZShw4dIJBIWEu4qqqTT0tLaJqXFJRKBuOKJMkySRfxKO71s4XLBE+KakbSmDkUCENoMHkyU4PIi7yHa+H1p8QVCEo2WSnG0TP0Sk+7+IsQYKe1n46unHieVSkpNdY1UL1sirc3N0tbmEVNvFGUHl5dtlbq6Opkz5wtZsGC+NDQ0SnNzkxKKZColZaWlUl5erretpDWRkLlz58rSpUulvb1d1l9/fdlyyy2luLhY2trapLq6WhXWaDSqP8OHD5fRo0dLVVWVlJSUqOOAhPh9AQmHg0pKS8rKZMiQoVJaWubNYq31GgRQQqsXLpDp70+VJfPmSFNdjSqj1GO1t8WkenGNzPhsutTX14k/I97EBHfuW14OQhRIq3dfntbyMv0ZSflS2VSZl/5nUqOJM+WvXlpf9QlSaygdAb/4qedCgVdlokgGDRwoY9cdL5tvs51st8d3ZNDw4arOWzMEDIG+iwDZmLbmRqlbskCqF86TlqYmiUSKVcRI+TPiC/olGAprOh5F0h/MqqAZkZbmVnniiWfk7nvu1dT9EUceLvvuu48E/biSlLz25jty403/kYMOPFD22WtvSSRiqoQyIcbfpJNJSedl4fFr3qzar77Ol9GTdRyHz9MJti+jXgt/5Smvfp1Ml1VUSaSkzFNr+3BJm5HSvjumeuzOCe4omSiezS3NUrN0qdTWLJOW5hZvxufqRDlOs6cZaWpuknemTpV3331XFixYIA0NTUpaNb2qs0nvcwwslE2UU97jB6cwaOAgqW+oVyI6YMAAJaWQVAitq98pK2MA+lUtHTJkiKy33noyatQoGTFihAwdOlSVMX82JUJqv6SkTKoGVElF1QBNg3j1P0ZSe8qQ1I5SKWltbpTaxYtk4awZMm/GpzJv1kypWbxUmhqbpKGpUeobGtVWkom0xNqSnoPOpsFQEDIB0R+tL83efCbtkzTKQlZp4B2UhbTfUyRQSn1+0bSbV5vqzZ8yac8OvYmU9xpOvuPz1JRl+LxIKBiQIcOGysQNJ8smW20jm261jUyYNElKy8vVZvtyIOgpG+ip66hPopQou7gkHoup+hVva5f2WJu0t7RKorVV4u0thHfxo4YFsrXr2JHfU64ylIFw05yHzE8yqf8mC6QlSumMhIqKJRwt1vKPaGmZFJWUSDE/0agEQyEtKXLp3Z56frtO5wioPSTi0rBssVQvnCsNdcuUJHoLjYrVTwiTUtLiwaC0tnlCS0VFmfoIwkVNXYNcd/0N8ugjj2mcWrx4qQwZMlgu+MO5stkmG0qsvV2uve4GufHmW+WkE0+Qk078iUgqJZl0UqbN+Ez93OabbCrhSJHnZ3A82Uk0XBJbhIyqL+I9nXR7E3F8muqm2bUa/CYuB/w+zfyEioulpLRSSsuqJBwm/vW9+Gak1EbvKhGAQLS3t+kgQqlqqKuVxoZ6dfSOJPBvakLb29q17q+5sUXqGxrkvQ/ek1defVXJBYOOwUHg5scNFGZ9XiDPSGtLS5aw+iQUDkkwEPRqTtNJKaGOJhTSsgBvMPr0WMhoaWlpR9rfkczSsjLZYP1Jst6EdWXI4IFSXlEuFZVVEimiBofZb0jKyyukvKJKysrLpLiY9IfVD3bXUECdbGlslLqlS2TBrJky58P3Zf7nM2Xp4kVSs6xaampYNNDupeB9pLlImXlKQSAT6FAEPA3eI6jegiWvBstz4j5JZjxbxIFrGiyr1JN+03plnHoqre+75gn7nuP3PuBdQ4MApNbnk1R20qWqBO8QGAJ+qRwwUNabvKFsu8vOsumULWXd9SbKoKFDjZx2lyF9yXkhA6jsuiq6rU2a8FfVy6Rx6WKJMZlta1U1rKnFW6CSjiVEUnH1JzpZgZ74fFpiJJR5FIc1rUvNMuRUVfWMT8K+gBLeWCoh8WQC0R2eqiZEvXIoFJFQpEgGDRsug0eOksqRI6Vs6BCJVlLPXKalIpFo1OykB+2EhUqtTY3S0lArjXVLpbmhVolfIFIkgWBIsyO6RiEYlsamFvl42nR5a+q78v4HH0o4GJSjjzpctt5qCxVFbr7lDrn//gdku223laOOPEpuu+N2eerJp+WwQw+R7++zl9TX1cpfrvmHfPbZDDn6sENl0rrjJdbSLI0trfLQ00/KkiXVsufuu8vQykqdFCsR9QckGAhIKEB2LyyR4rBmaYqKi1VAKY4Wa/wKF0WkuLREIlHWWlDP6mV9+F+KfzBhF5GiULFEo+VSEi2TcFGxKr59ZdJspLQHB0ZfuRSEr7mpUWqrq2XZ0iUSa2uT9lh7x+wM4/ZUy2apra2V+fMXyqKFi6SxoUEaG5ukta1VGhobpLauTtPxnjLqUxJJyn2FGk+fT2IQ36ZGJbsMKNRNLfwm3ZpJSxFKhN+vJBUyEoe8pFJSVFTUQUodtigSnCPk90tZcYlEiyMycECFjB49RjbYcEOZNHlDdUDUIUJiKVQnrQ/BYBEMTqCvDN7ebk9skdJYXS3zZn4m06a+LfNmz5R5s2ZJ/ZJl0tjYqJMY1CcmLb7sSlXUznQ2ZQVNDGr154rKgJdy92xEJzvBkKbakumUtKPGo2R1pPf9kiFV7xYTQDRzSKmzTUd43e8OUqru3lNgc9UJ/VyWJGMzQ4cNkw0330R232cfmbzxJjJy1CgNIta6F4FkMiGNNbWyaM5saapZJunWJkknY5JogoA2SIyJbDymi94SSRZcJjtWPns+xptkeKQUQcub2JCqrRo0UJoamuXN199QhVTVdvFJSVFUfVUilZBkKiHhUFiKqV0PhyTg80mQBTCQi3CRRIqKJen3S1s6Le3+gESLojJm9FgZsd5EWXfKFBkydoyWGFnrHgTop6b6Wlkwa7rEW1o1tiQzSfGHg7rSXVe0E29YMS9+mTNnntx2623y5tvvSFtbTKZM2Uw2WH+ibLPt1lpOdOddd8vLr74ugwcNlv323luiJcXywisvy2uvvy6DBwyQiePG6YTn/WmfSSyRkBFDBktZICiZVFLakkmZX1sn7cmUDCkukapIkS6c0gm4+jO/LtgnpcNiqmAooCo7MYoFv8WRYiWn5VVlMnjYMBkxcqRMXG+SDBoyWCIlxZo98gWXq/1YKzYbjhRLtLxSSsurvPUXvbwZKRXRhTWkmXfaaSetS+zu9umnn8qiRYtkxx137FWLcHDOdTU1smD+XKmtqZFUMi6JZHL5FhY+n5KJadOmyezZsxU36kUZrDhzBpUuRPLh3FNKSEnLkzrjPDQCdTlqQjCoUzoCexMrqVua9Y8Is1VUsIBfg0NbrF2V0tLiqH4eslHf1KznJ31PEflyVcxLw+rsMYOqgXzhzUQhLgOqBsjkyRvI5lOmyIQJE5Qkw1goIfD5A969lVfK0BEjJFpS2t1m0G/Pn0okZP7MT+WjV16Q919/XeZM/1Tq6+qlTWtFk+LV+2cL/b3NmpSUokrSl94GKZ6ayXu5pFT/nd35yS2MozSDl1hIwAIDzuHS79RnYQu5pDRrJR34d6yGzb7SoZRmSWdnpFTvTlmpd59KrIN+CZcWy8QJ68k22+8g+xxwgGy02Wb9tp8L9WCsjm6orpaaBXOlbtF8qVm0QJpqa8SvCyB9EoqEJUAdYDIl4YBIURjy4dM65YbGRvVJTKpJe7a1t0p7W6vEYpDWjE5o3BZj+AN2cairrfMmqmlRn8Q/UWMxgHQypSUpkAgmSGSWUL9KolGdMA8fPkJ8gYDEEwklKaizgXhK2hJJSUWLpWjECJmw8Say8VZby8iJE7QUxNo3R4A+bGqok2XzvpD66qVKRiGgWkoRDEggjDrq1YjSX23tMXn22Rfk1lvvkHnz5snOO+8sBx50oGw4eZLU1y6T2bPmyD333y/PvfiyJFMZnYQUhUIq1sRT+LS0RPwBGVBeKhGfX5Y1NEs7js7vk4gurvSrLbVppiYtQ4IRqQxHOhY6aZ0pfouJUtbveKXvOj1WH+bX/1golVZltShSLBVlFTJwYJWMGT1KxowfK6PGjpZho0bIoOFDtHwk5ROJswcVolA4KhUDBktZaWWvTuuv9aQUcnjnnXfKgQceKGPHjv3mo6GLZ3jwwQfVMPbcc8+CE1NVGxoaZMH8ebJs8SIvbelWMlMM3tKqBPSzGdPlo2mfyLJlyzTFxcDXhUO+7P6P3r4XHSsLqRtlMJDCb25qllg8roNzaMUgJYR6uE+ktqFOmtrbdDY4sLRMlQZifX1LozS1tkg5K6RLyzWt29DaIk0traqSVpSXK6FUApJN2XoBJXsfuiFcThpX1S7IbLkujtpggw1k4sSJWoOKWkqaxudLa4pk4KChUjVwiKZQINvWVo+Aqk3xuCxbMF9eefRhef3JR2Xe7BnS3tomqRgTG78E2aPPF1BHSbd4kwmXSvdLCpVUJx7ZetAsLXWkdHntsqcsaPlHVjFVIpm1JzSv5ceSul+x//RYx2xz9rntqE/N3pXWcOmxWavOqeNyamuueqpkWoUKFjT4ZMSoUbL3AQfKAQcfLKPHjVPFw1T4rz6SVJWMtaviNW/GZ7J45mfSUr1EYiyWTMR17BcVRbREZ+DwEVI6oEraG+qlYeECaW+q19XOlG3U1dfLksWLpZnaUtL31ItmRCe+ENKMkDmJUOOhqVRKiCCZungy7amo3gQ8oSTE7eRA5gd/VsTqa83yZCQUCOkkd9y48eq3KIHSHUnSaU9JDYUFO61papLaZXXCXpXlI0bKFrvuJpvuuKMMHT1aotla5a+O2Nr7Cfw/k5bqxfNl0ZwZEmLdACvldUtB70fLfrJxg9+U/8ybN18uuOAieeudqSpIEJcRLmZNny5T33hdamu8GNWciGuZB+vsESWVOOrOMCJlwaAMYecXn19aY3FpiMWkLZ0U5Bi3N2lM60OTMiYclaHFUa80KVsz5JUtZVfac0LJSFJ9EP6QibVX55zEv2GP2R1rwj62hcroDgHFJUUyoKpSNtxosmy2+eYydsJ4qRw2SMLFxVpzGstkpLJqkFRWDdEMJOS2t7W1mpQ2NDTI6aefLkcccYTOjHqyQdTOPfdcWWeddeTYY48tCDFl5XNTY4MsWbxQli5ZogXaGjQzGd3eqa6+TubPnSvTP/tMV883NDdJIoVS4NPFJxyne4JmU6O8zkIUBiqKVTyZVDWitZ1vvIjpFj3lRcUyuKxC0wqqqGYyUltfJ63xmFSWlUlFFIXSp4sIljbUSyKdkgGlFRoYGltbpDnWrkpatDgqZSUlEtKVkR7t0A3UM5JV2jziwc/y5TArkgvdJigalYkTJ8imm2wq48evI4OHDJSyshIlMkWkWAYO0rQ+qzL9gd43gHvSZld1rZbGBq0V/eDlF+XNp56Q+bNnS2tLs6Y3A36/BP1BCab94vd2bFLyqKoAxDRbowm9hJTSt04x1W1U8OZeLl4dv/7OLgLIVpjqbSnt1NX2op/R/XL5W2v9WMjifmcXQy2friwnitlZklNSlZBmf1QNzZLo7Foqva4upuqIKxmtOfT2hfGCCQr8pA0myT77Hyg777abrLPuulp3aO3LJznUAbY1N8iiLz6XhbM/kyVzv1BFlIltaUmJlKI0hiOSSMQlFkftjGn5BupVO4sw4wlhlxBUUUhoS2urLlxB2cLumNAE/WEJkF4V0cCN6o4/o7YPMsueuN6ey2lpa41Ja2urkpgUCmmWFECECO4V5SVSVVEiAwZUqH/yB8nEYP+Q2rSSU0gR5IGFLyi27EDCMUxuGptbpKmpRb/pp3LcWBm7xZayyTbbaJ1yWUWF3pu1VSHg7S9as2i+1C5eoPtj43tCkYj4mQwSp/jSDPHKu3RNhH6hBusT0rqTzL33PSC33H6HNDWTifNqiIsDAVU0i0MRaSYmtTWL35eRgUXFUkJ2zeeT1nRS6trbZUAoLKOKSyWqK+fTEsukpTWVFP1SJ8io3yfVsXZpicdlVFGpjGAv5OxiTWxO/U62Tt7LFWUXOGUnxlra5BdBo48nU5LANVKOoFmibPzDSfqZXomURqMybOhQGTturKy34QYyYaPJMmjkMJ208S1SJSUVUlo1UGNbb5osr9Wk9Morr5Snn35a7rvvPlXeerqxKp19OO+//37Zeuute+zypJvYdHzpgoVSW1stbe3t6jSph0IBXbhggXz44Ucyc+ZMWbJksTp1SKHnvNMSyPgkQLCn5i/7DRU4AN1XzZ+R5nhMapubJJ7w0hooB5FAUKKRsFQURaWYlco5qior7FOZpPYBaX0GJw67vqVN94MrLopIXXOT1OAs4Cdad4qz94rDiyIRqSwplRBEV/eD89K3EByKvxmwSh5WIDTZ2avWEPgkWlwsgwYPlvHjx8nWW20t60IeSkp0Vs0q/rLyKqkYMFCKirwyAmukrNPy+ScfyUsPPyDvv/SSLJw9SySZ0tk/NXjKzyCE1DYBmCpT3vZNWvfpNHXIY0Ykif2pI/YkSk10+Umn+rxV8kpq/ZLw4eiTHd8Ihu1FfEEJsWBFMhJLpSSOQpHxiACBB2Lg2YtHOlZqWkqCDaPYesTXU0mzpFMdvzfB8RZHeTIJrzib1IVQuYum9BCv9pX9UNeZMEF23n032feAg2T8xAk6obO2MgIsSFnyxUytRV7w+Sz9Jp0Iu2dEo+p0qM9DIfVW1MeVcCbTCU2rUyZECRElJCj3uiiTFG1KpL09KS1tbZqxoRe9HT9YhBnwttpRFY1jU95sRGcfy1fw8zmtRfcHJcBip+wKf1XGAwEpjrBQJi2jRg7X1fdNzUzGE1IEKWI1f5pdHIL6OVQ2tckgq75D6lvj8ZTE2uISi7VJK/WvKHtlVVIyeJCM22CybLnTTjJ6nXV6FYHoDfYLns31y2TZFzOkvq5afL6gBKNsDxiUSDAsbJ2hFcNZUspEkfiDYDJv7hx57dXX5ZOPPpbZs2bJwoWLJJZOSytf9JJMSUUwJKOjJRLO+KUpFZf5rY0SDPhkHGlzhAtfRuKSkpZ4QqL+kJQFQhJSX5LWWOiZEbvMINYEpSkZk7ZUUoqDYSnBNxIfiZ3633L5RCfA6gZX/OYmT8hhAo9v8zJLCb9nrgm2VNSflMQz6LH4zoyKAiWlJTJ85HAZM3aMjFl3vGw8ZQsZs+44Kakkrg2RkrKqXiO6rLWklLT9brvtJieddJKcfPLJOraol3zsscfkueeekyOPPFKefPJJufXWW+WAAw6Qs88+W+tOzznnHHWC5513nkr81DaS/n/hhRdUdb377rvl3nvvlf32209+85vfyCeffCKnnXaaLgq6/PLLZffdd19hHKPQbrfddnLppZf2yPhGHV3wxRxZsmC+59RTCR2sOOglCxfKu1Pfk48+/FDT9W6rCuqlIswWgyHdXy0kAVVKvW8781QsiAEjg4FQy7Y+LU2aOomySCkU0LqaiN9beQ/51c2BNcIoW1Himt0wUnHgz0za+0pIUhbNsVZpbo8p6fAUKrZkSUk8GVenP7higERC4exXmGbJg5bieBseQzSS1BwyaLMpYk/xWpmgsOfplltO0QnDhAnjVaHgvkntVQ0eKpVVA3tl2qNHDCh7keb6OnnhwfvkkZuvlyVz50o6kdZFSWG/sw1lpErcNMVNV6uyRN+tSEq9DvcrIW1loYl+ZShENSlJH5vf4679qqCqepBOSpo6ruxiJuypOFQsEQK+iMTiMWlJJYR10ZRrUPDPfRUFQhIOhDyVX6+5ImKe3u7tc6tEU+tbs5McV6fqUvvel7MsLzfQU3kvegHFW4TVUXuavRRp3smbbCpHHXec7LHnnrrVmTUPAZQutgj76NXnZf6sTzUDMnTIMN0nFp9bU10tdTW1msrXxSkBJqHezgs6qcl+sUY46NeaP+oHly1ZJrX19dLc2Cqtre2atWESTrDG51H3jo8JhijdwVeIBH0BnUhR1gTJ1W2gCPpJ71vmeI8JTrYwSOva8T2RUFBKi4KyzpjhMmRQpSQzAYmlAno9VvxDjNUGw9TNc+eaMlDfyXehlxaXSSQUkZb2VmlsalCfhaLV2N4m86trJV1cIjt9dy/Z48ADdAJtjUqLlNQsnCOL506XeHur901H0VJJpFFAMypYuE3vNWsTCOn2hNOmfSovPv+CvPnaa1KzdJmkqBXWVHZAmpMxaUm065YKQ8NFMjockRLxS8rnk4Zku3qJoeGolKUzElYf532LnJeOyS6Gd2VFOoli3YIX75gOoXb60iJFTGzYBpHPBrK+gtr0nJp6ja9eiPXK5XQy7EUtVU5zSo2SqpoysU9LPJOS1nRK2vRv7p1YmJEIC4CjxTJi+DCZvNHGsvUO28k6G06SwaPHSPnAYbpNVaHbWktKH3nkETnmmGOUhDqV8qOPPpJrr71WX9t///2VWM6fP19OOeUUJanUnE6ZMkWuuOIKJZkQVsjb9ddfLw899JAcdNBBsu+++8p7770nF110kRJYSgT4zDXXXCOzZs0SFjnltlNPPVU++OADue2223Rvze5qpLEa6xtk7qwZ0lBb66U3qdVKp6S6tkbenTpVpr71tiyrrtYVql5dnLePJytJKerW+peUVxPlfXOFN2AYYN6o0UxUdoFTQlNgEfbpY5PHbHrdnyZYe99q4fdYRXb14/JFIx5ZJb3r79gvUHO3FHvrN1qgOqCGkQJLSZDC9VCoY883jyt7M0/IDikRp3opOdWvfWMVZkbaIbcZ3UzDWwzDp1Rd8UlFZYVMmbKF7LTTjjJy5EhvYZSIVFYNlkFDvQHcm9Ie3WU7ueeNt7fL7Gkfy2M3/Utee+xBSbS1q/qIAkQw99awoox6dcGu3teb4XvlFailTilVu6DcQ0Raqb2Lx6VN96vFAePsURwCkgkEdDIB+eD1oM+nNZpKFhIJKQoEpRxi4AtKLBGTpmRc2nx8y1NGlX0IaxR79EGds14+p57LS+kFdRKjpDSriWIjHVtMZYmqp7p7tq9qPM+VDRQdC6zc1wt2Qn55qbyqSg465BD50VFHy5gxY3R7l7WxQfj4FriFn8+U9195Vr6Y9pEUQQTGjpDBgwdJc2OzzJ0zR+rqG7wUu+LkTXjS/oAuOtGWrRGkxIZFjXyVMfvcTv9khpYHxWNxtYtYknpQb+GIfiad1slmZVWFliuRtaFWPRyKeGUA/7/MCr9Ajahfiaw3ifcmWdgBX8bgzW/wQIMrS2XHrTaRjdcfIzWNrTJ7cYPUN7fpCnv9drv2dj2atC8TpHAw4PnhWFz9Z0mkWAYM9EqI2CZv2bIlkgn6JFpaJa2xhEyb/bkko6Wyz2GHy3a77CyDBw9ZK3d5oE/4quFFc2dIc+0SJZR+LY0I6djUkh2IHlkSlrSn+ca4Vo2//33gYZn67rvS2tAsYSasgaCkgz5pTsaluTUm8UxSIr60DA6GZURxVCr8filKexmPpBLKjIQhvBmfBIOsp/D8CT4DwukSMU799IzFqwPifbIwxL6QfmtTxptMZb9i2wuUnkHp7hCOpGr5kje5Z/N8rSfVg9gDyrs2k3qIs5cdTGk5SjIQkJrWNomztkMFGXauSaifjoYiUlZeLpM22lC233Unmbz1VjJu8kZSWjGgoF8ys9aS0quuukrOOussefvtt2XSpEkd8YAFSKiiN910k5LJpqYmOfzww2X8+PFKNNnS6I477pALL7xQHn/8cV0wg1LKZ5555hklrqTljzvuOC2Uvvrqq/Xc/D7zzDOVzOa2Sy65RD/P9TbrjpW6mYy0tDTL4vnzZQmF/61tShIJ5PX19fLBhx/K1HenyqKFCz3VICsfeYqmVw+lv7PveHU4XmWOsLx4EAAAIABJREFUx0l9ElCi4S0u8VapevU4bOiLc2CGqosNMin9nC4GyMpM6tD1e4K9wexWsaJieER2+ffu6OpaBnJH3c1yJJUo6EbE2Q0D3VtuBupFLucbtO5PVbWMKDGl/ieR/bymaHW7mIwS3uHDh+nEZdttt9WJA/dfHC2R8ooBUlY5oE9ss/FNCQ+4Vi9aIM/cc7e8+ND9suTz2Zp6oqaXSYpuloM6mP3dMUnJ7vmpzlJtxPs+ZxRvXUSvxfuis/q6WJs0sjetfluJX6rCYRmkE46AtGZElra0SzO7QaAyEWxQt7KLWMp8ARlXVCyDVC1PSUMmKTXxuNQmkhJLo375pMwfkkr2kHRpd0iF1p96yjvaFd9j7e0AkP3mqOz9e1tEZWNL9v1snPHqYN2+pkpSs6p/du/TjkqVbMBRDCAxobCsP3my/ODww2XPffaRgYMHrzWTHC0hqlkmMz54T7745EOpr14okaBfKsvLtKyhra1FV703NTZLMpXdxkm37wlIMBzWldSkL2MJr+qXz1CrSckNdeJkgWpq6uTdqe9Ka0urTl5j7TFd1MQkIsEuEFliyaQqWlQk8URMiSoKq06cqJ/P+jbN7GRVTYgvfejtOIKteqkdXzolJUUh2XKLjWXsiCFah/rF0jqZM3+RlFWUS7S0RBdkqdKqk6VMx+p9VvGj4OvWUtnUPmVLei8+BARUQcaNSE1Li1S3tErZkOEyYdPNZcfddpNxE9frmDR/07He2z/PRKKhdqlufh+PtekkoT0WV0JK/AAztxc2RLW+plbeeO0NeePV1+W9qe9KXXWtiiwRiJnPW5PQlknJstYmFTpKg0H1I5DSEuxBMhLWLUCzqmX2u+nRVfVb4LKpd5d081L1eSi6L+vgyzwo+9ScDLu+eGq5N6/yxBL8lytv61gMmq2B5T1v4osvypYQZUuNSN2rL8pmdVDwOaQl1i5pv19Y1dHqE2mDwGLbpPY1ngakrLJCNthkY9l0661k6513lQmbbS5FBdqBZq0lpWeccYZQU8qG7E5xwTAgpaTmIYmbbrqpksgTTjhBvyno/PPP13RbZ6T0ggsu6CCprE4//vjjdWX3ZZddtlpSetddd8nFF1/cLaQUIlG7bJksnDtH6nWLJwK6X4n2Rx9/pA57zpw53iIkBl+WPLqCa3We2cGge57lEFaKvT1fjOK5fA9HR1RVCc1+mwQDlxSrN4yyZNbF7Y4sqkdqstzRqyHMrkp0K7Td/egWTtnN0F3WX1PDjkA4h5DzVWv6klPGclTepJYciMTESxvzmxllLLvAxSPNovWuEyasK7vv/i3ZaKONNACwCX9JaYWm8/n+4f6qmlJ79enUt+TBG/8pU599TjLt3i4KKBBMEtRGdLP75SlxTdm7PmFhiG5kklXDqfnzef3lQzmHXGTS0ojCiVKq9aQig4uKZP2KqJSFRWoSGfmwul5qkgkpDvilmDpSvo86EJL2VFqKJSOTy0tlVAiNVqTZH5CGhE8WxjKyJN4miXibDJaAjC0tlfD/Y+9N4CU/yyrhU3vVrbt33973LGQhCEFEw5IIBJQgERAMi6CooMMMKgLDsCjjfM73DYOf4DqCgiwiIoLsO2QlhE7S2TrpfV/vfmvf/lXjOc/zVtW93UiS7jQgKX79o3O7bi3//7uc9zznnCduDCcXcW5CTZlQKO+gSSpGWayZCMQ8mC7ZFnrrWk2iLdL/XDNmBTxnge35mkMh3iWoVNzcJfY3mB8AjE8sx3Oe9zy84tdejcdcfPEPOyY4489XKRax6547cd9tt2Bh+gSGc1mMjAwiarewML+AYmFeEgxWSuTbYKVFGz2j4pL8ga4fWXAx1gT46aRaFjPHkaCVOni2ND5+7IRkWew+d/LESVWuiCKDjl7yoBZ7mTMuKKE1sMnYHuoA+W86aNti0Gm2VKqXYpD3UAYnsmVJ6ViZy0v9+WMvvhDnbdqsz0Bms1yrY2RsFOmBrAytfC5ZUupkGX8nuQBRRitCip3DZO4j4DU2Np1MWZB6OqsOUqVaWXp94vH5ah3xoUE86ZlX46nPejZWMoLqR7jF5PcbXLzm81PH5a4nk1wsl3WdswMD6vynyCdf67nP3b/9AXzjq1/H1tu2qlJIs2WO2Z+MCaQ8ghVB7kqxOGrtpkrcw/EkBpEAEz0lHIoB6Q7EqrKNaHjI4KuoJqc7vDqi7mDSiYZTqO1gtjyyq52X80M1pQtKe3uUOjm5Rl7HZa9Kqs2yGyvD9hgO0Pp/kTNW2lcGr+KjjGCh8IStIvinRS0sdafSoAJ1Jk6k0hgZHcWGzZvwrF98Aa669lqsWLv+nI+nH1tQSn0ny+u7d+9WaTY8zjUoZdn/D/7gD846KCWQOH7ksFo4smxETRbH8rFjx3DDjTdKMtCs1a20LpDHk5tNpKCDE0vAUyFdjCo12FUKTCnBKH+jG7/TNSCZ6ck6VYgjldGlP5hH7+dmqQA6tUH4xi3C1esgAsyOd3iyJIghyA2vx8+hb9CN8HG1V2hDaf/UZWQtqSogV5aHQ3mfYCRS0HWp00GFXVs6LTQdbdGtz+ion/3Zq3DVVVeqtSk7TTF4ednK1RgaHj3nE/j7LeJn+u8cO7d+6fP45F+/F4ceuF8gMsNSpvdeZmlcrPkp2lxnRW1ZFMCwu0BtKN2hkQwBuocsQdFZHE9oo52p1nCiXEI8auIJy4ewYWQAhWYHW49P4mSjhguWDWPtQA6DcWsFeKxUxkKpgAuXjWNFJotivY75VgflKImpZgKz9RIyrTo2ZzPYPJwHU01N22qsJiUsXJx1GGFmYdRGpRNDow39CQC1KwVpk5EQVO128zG2NOi87OcWEcXr0Kf9cj20thw3ePF6JNMpXP6kn8LvvOlN+Kmf/pn/kCYosqMnjx7GzV/8DI7uvh/LR0cwMjKsqKS5+VmVzmkMarZqGinZAeYZZ6TrrDfMlERWjB1uKHdg6d7K620dEpctG9dBsd5gqH0LNTnuraXo7NQ09u3ZhxNTJ6UHVxg+mVceQppN5LzlI++L2onS+JRISHdKJpXAJEV5SjJpLXDVTxlKmKCRxA5lMWRSMWxYvxabN23CXLGE3fv3KxdzdNkyDI+NqqrCzyZts6+JpnmOS5M6kGbloaMAdo4aVSHUQcraSbJCMzY2KtnMbGEeyWwOsXQWh+ZmMbh6LZ5/3SvwuCc88QeS5nKma833+31mw04f2ofD+/dgZn4OJ06eRCKVxWMecyHyw0MCbpSMcXIf2HcQn/j4P+OmG25QFyYy3QT3zFRIRCzPs3wOZOMxZDsJsYbyu1P+wYqc40PdoziQ7FCeEZdEg3OaB0vOX44hsY0OQcOu4vJS3//sm2mVZDk+2CfCmun7qkmInI1V+2NbP3SYDwqAsCd200A8zUTad3UJsWYf1JFyjHL1Zftc+8hqAy4NNoBajOV8W/dY3q/IJNqWkWt8fAxPfMoVePVb3obzLr7k+92as/rvP7aglNpRsqUsufc73881KCUgpb71Qx/6EC677LKzcnOp0Tq4dy8mjx01vUmbAdCz2LljB2688UZMn5xUCTMbTwmQNWM8MbVN43maB3/KEr3E2m7gIBDhYspJq5K5TxxpUclqOLKlO78Ti/T7gjLe0dEiRMNs7NmNxK5Ks8euPPZ5BGWkBacY1eKoGI4iCE2NjUlHu8asoMmx02FPnyNA7TqeAGJVCiawUsi+ULQYGMV5MBc1ilBoNVDuNMX2sdTBEhwXwuc973m48MILLbkhFsf48hUYWzbxH8IERUaiXCzgax//GD7zN3+J0syU5BjJGLvW2GbOexhYgqWg1Fju4CgyFjUcDLh55GKRNgSWlSpIoAygSvdxvY5yK1L8SrrdwuPH8jhvPA/alXaTKa2WccnqCUxkUkhz4Y4Bc80IpVoTI9lBAYQHpiZxuFpBJ5FG1KbGEFg5kMSmLAOracRqIxaZU15CFDFybR0+GnGg1uKBBKg226i12qi0KO0ww0BTMgSTohB6SlPqzK4Vkk2m0I2Tkq6VQNxAq2QL0qD2gVKW9LxxwMSK5XjjW9+O5/3CtYqO+o/AevHazk1P4q6bb8D9t92CoVwWExPLUFiYw0l2jGNJXT3qrTRJWQMPqNR/VuiUJyMpLTB1ggmMjIypYsXYOTKHPDjxuXwNhtQzxomRdqXCAhbm59Gq1tGqNMSo1RGhGVmUHQ2SnOvVet3MjL6WcS2UxlyxQB1kU2np6zn+OXYJVPkv/HvIaybTaid2a8aRzrDLWAaFalWH64HhIYx7y2NFSilwn2MzIcBkjm1rX5tOxJFNJZBPpxQdJf1hwmQlnB+xqI3hwSEMDg+hwuzMShnxXB4LzSaOFQq4+Ak/hV944UuwYdPm/yDgtINquYxje3fg4K6dOlhwjrHJybr1G8xP4PtCcXYB13/zm/jspz+Pw/sOmtaX0o6EleFJhEjPS5CKttYQ/t1kR1bdsL3NDGgcFXZ4sJgl4ju9Dt9PhA3vn7KcejunWHb7HR6AlHNtCLMLSg2lLrHZdvdDMwxbhqqtrDJcWu6h+zmctOkSL17Sl3afANTWKCFRYVKr9Bhlm9AhnKH6XI9U9o8BPAqSiKlFLX0/zsMtl16C33zb2/FTT3/6Oes89mMLSu+44w6Zkv72b/8Wz33uc7sD6sMf/jCo8/zgBz8o93XQlDJPNGhKWdpniZ+GKAawf+ADH1AJnhpTluzJRv76r/+6Mkj/6q/+SgsQpQLMJd21a9ciZva1r32ten//3d/9HUZGRs4IlCoao7CA/bt2YXZ6UhOAI5I6qnvuvhtf/dKXUCkUkEukkNNkSqDWjgTArMmeU6NB39LX81slCf+jyRjiGCXG7rUOF5OpHtH2M5XaxYx1FDic0nPtXGnh56ZL9Tna7cRj5c9Q9jAmVOL1OEGoRWxosfDMVIJLSwuw7yB9jp9PNbmDJlYlMftsauvGz9v2iR43YMrXDiCh3OlggTl0UVN/GlGkDZP6JRoxnvCEy3HllU/XPU2nkxgcHsX4xGqZJ35UAQXH68EH7scX/v4D+O4XP6c+4oywEVtNQOqMejgwnBpcEpgB5oPKN48UmdE4ZOxg2X0oEUMqGUe53cGe6TnM1CM5R/ng4YVJDxMDGWwYTmJMgyaBWjMml2w+ww4pPEzYvW7xk4lNJyBMYLJew2yTmbtxpOMpZNMJDMVjGDLVqAKpQ18FMfr+vgFIEqiwlE/wwvJ+tRWhFnVQagHFKI5qN5LFY8d82ih6TEYp22y6ZTXGzyjyyspmShcgb+IlaG86ZfKTDrB8+QR+6brr8PJXvhLrz2FDjzNafL7HLzP7eM/2e3Hfd2/GwomjWDY6KgaQIfbsEa6OcZxzDKvn6UGHE8sUZbpGaMwRQnP43MGhYTGO1BHWmw0UF4pYWJhHqVxBo15Dq1pT9yayjYhaApTpGEvgOaSHBqStI5DhxS4WKyiUix7bYyXPZCajEiuD8wkCCDhz6YyqM0wfMe07c0mHkYnHkI4iLE+nkW41UGk1caRBpj4S615jkxGuUxzzI8MYHRt1w19HUgPGXAnEko2Nx1S50pGm1RJrms9kkE8z5JwAiMkTbVW4Os1IiSgTK5cjNziAuUIJJXapQgxHZ2aRXbYKT332z+GKp12JkZHRR+LWnrPXLBfmsee+bTi0Z5c6w6VzA1i3cZPaa/LC8PpWa1Vsv+c+fO0LX8XW73wHtVLVeskLWHLPIBA1t7wIDbKcDjbFnnqWscCo721cT/RcmYuMbBHpIoLETBAy/bqbns8RESJbRdvycNtt5JPMObWuc5SGNBuRgdt+uZpfTZGwwrDdYr/2KK0lPXVbF6zKKGwNDM0L3NW9hyxoMzQLmPqeyF2XaxQBqQxSTDphnJrSAbiextAgaOW/J+JYtWUjfvV3fw9XX/sCMfWP9OPHFpTyxEm3PM1I73nPe3Sd6aIng0rgSFPLRz7yEcVFMSKKgPFlL3uZ9ITvete7cPfdd+PKK6/Ua/D3GP3EuCcCWv43o6F4mn/Oc56Dq6++Gn/0R3+k5zBGin+//PLL9Z6XXnqp3oO61TN5cODNTJ7EgT27UC7YIkvj0t49e1EsLWDy0GHcd9ddiNUbEnkrnqLVUamaDFGX03LHkUBdAKXqTW6aU04a5ZRqkbTToYmybcbE44wGimvSc97Kic3Sl0ApdTlBaxNOfeaoN7e9TUZTwriphKUsbur2Tv6aAVC6i1+MqfWwViacM6Jd5OEwKpRUwsTt6mipWxNItdOs4mbUWYPsGDDP5AJm0bUjFMneCMQb8CXDwjHEaK8nPvEJGB4elr50+Yo1msA/asCU12/3XXfik3/5Xtx1w/WINVtaeBnppbut9a3HqIel0/qQeGnLO2DZfWeJDBhMAtkUS5Q0pLBkZveyHutgqlJFtUVWIanoJjIXzPzLpYBUvIGEswYsg5MltxKXHXxsWLj8xEvl1gXFHiElIk62zT6sH8BsPOkA4881U10Y972xKEauBZSbwEIUkzSgEhGoMnqFDJaBGY1bMqneVYz6VOWYyoDAeWaJD1z4A5tq6QQ9A5X3CUB+aBDXPP9avO53fhcbfkSBKQ/Gd996Mw4/cB9yKWtgMDU5hZmZKTnbyYBy/pCR6SSs8xvL8TwUKUScbA/zkxl8rg2XJhGyhU1UKmWUSxUU5xfUvpbtPxVEL7BPtpWJENagQ/eXWsJcDkNjI5bm4BWkaqUhIxQZSr4P45qoSVUr0mrVkh4845YlezKjfC+uIdSE8vA0kIxjLBHH2lQSawZHMJ3J4AiNe7UqyjVjaKlhZaSUqj+Ua2SSyOeH1F2ObClbkoqt5Tzj4sr+7ATEBKyqzqQwMjqsz8J1PWo00W60tG6uWLUSa9atFZg/cuQYqo0W6PGfbzRxwU9cjmdfcy02bznvTLaXH9jvFuZmsPvu23F43x7MFQoYX74cGzedh9zAoGuNoQ6DJIS+8eWvY/LocSK/LohX9yyV3QlKCSi5DkhQ5FU/l4OB5XymdFgFQ4Ze/oyMYQClXsVL0onv5iY1YCALywOF3PEx6TOrjbqax/CAy9SPcVY94kCFLWbr1OTzvRjo71nIvp+o6udgNTR/4XhQDcFlZCJ11EXK9c7u02hr8XBmtd947DF19hq21mhNUjUSOjDzozckZ/I/1F3HgFK7hXqsjdXnnYdXv/73cM1LrnvEk0J+bEEpZxmd92wveuedd2L58uVyo7NjR3hQMzg5Odn9bxqiqF0iexoedOP3/86yZcskrOfCYSCNGXT57u9wMDEHkyXf73znO3jd616nPFT+3sN9CJCePIm9Ox5QmYMPmpe+893b8K1vfhODqQSWUQsl5z8jmJIqTVYYQC3TBoGYOQbDgA+gVCcxB6WaiF6y7QI/P0naFk93PEXhNsE58aQ9ZOA0/3CRldM+mJo8UspLVxbJZI/ANinYWmHrhii6J0Y5FZ0/0ULfi2bpsq96MUMu9rkNvAh0+vvINS5pgn2mwOKGZ1BTuNBuoswyLBccxDDfbqHYbiqkna9Dh/7w8Aie/OSfEutOsTh1b2vXbVKI9o/S4/Cunfibd7wZO7duRcxbInJhlwIulBi1aPq9C2InDR9nqnkASRBYdpBLxDBIxidN1tJkFlxckyyhUveU6ID5el12ne0bxVDY5q2WpKeoSmzLCA+7b/bevaeeXopy6r3oSQyMZA/xZYFn52GHPf1i3OtU4ipGbRTrEYq1Fors9BNZxqoxnWY2kI6UZVptEmSBI40dAmayENoIxFjYBiFTgnc4C3FUNG1c+Yxn4R3/439g46ZNPzLDiPN4/+6duP7zn8ZArIUVY2M4fHC/wAPD60uVilhRHuAI4GkmVVSTNleOiqRF5ygk34+jvOaFIhZm51GYmZObnuXJqMkoJbLTZCOTGBzMq9sTryf1fizFU8PJEUMtJuUd3IhZ5ldMVLnSzSe1o7nJByxTt4OBbFoghkCUrSOpU+XOTQmLYs/4ytmkAvkHEnFsWLkCufwQWglbsxQx522bmT/KVqez87O2EsVTav3IvWCUXXbYNS5pulXJrKl55H9rbbaSKvcffseBdBaF+XmUi0UMpHPI5Qew4bzNuPDCi7Bj+w7s2bsXudFhzNbqmI1ieNF17Fp41Y+UVpmA9O5v34ipY4cxVyhKl/uYSy9BJjPgRXVg5wMP4CMf/gi23b4NzVrD9hiRF7bXqLzuh1N2T9LfHZSyImaGTZIoxp6mvTQfWFG+Bn8mqZpLBCgBUIMQyUUa+j0y2mRmOXcL1bL0nDKmMd6uGWEkn1OjmVKjhUaTRjfKNFjap/yHkhIefiznuZ/IoHZdALRPIdAFrW6G0/4mpjTI5mwdkqrAE3EEPtm8xFlVi+TzvFONUdtb+ULSarOCSikTOnLs19odjK1Yhde/85147nXXPaJr0Y81KOWVZTcnZo3SLU9n5Ll6cCF+/etfj7e+9a1i2h7ug4B06sQx7N+5E3Xql9ptFIoFbNu6FbfecitY+hhPxjCSYnkoIX1brU3Wh2V7DvneVq42bA4aQxlchqIgGfVyuwHQbhCGWEpmp1EgzkDgrE6dNlPkzGe2n0KnzSzArk2m6XQdZ7++1C9EN15KL9MzWYl5ilsHIEJCAVPNPpN3a60PveoVaGzMbADTfHl1ofL3oV4r/D1M9gC4BTLadCbytNhBm7quWAILiHAyqmEhMvNFuG4svVEX/OIXvxjLlo9jIJ/Hho3n/0g482n8uH/rd/HhP/5DHLz3PnfUG/TTAt0F9RaDEy6aGGWxliynt5FOtJFJxJFPJzCasv9Xll+MDEVkMlNJAbw1rNqC2qKoY0P/4UELsY8Rv1/dw1IXq1rubRB6hFSG3gdcMrP6MOjp5lyfrCuMROu0Enm/abCkT3MUUGt2sFCPMFttoRixLJ9Ag8+zjAlLHFBJ3zTbKol58wZpVKVNDZmDxmIYqxrY0442tWdcfTXe+Na34aJLL+0mWjzc9eKR/j0257hv21bc9e3rMZZLIZtIYP+evZiZmxETStc4jT884HMzbjTqukYxzknffKM2JUd1lc8TTZNpzE7P4vjR42IvjTnMqtTN1yIA5WgiyznKlsCJJGanp83w1G6qzzzjmAbzA2jVGgKkYqqpYSUYIJgQu1VTDmk2lRGrS3DIeCmVUskkNQlwzeCk8c6xT2NNKo0WD2CZjDJG+bnq0p12BDrD8Ewk48iSDW00UStXBbSmigUsVKrae3LZrCQGqVxWxrdWvSH96EAug1yaeaYRUgzeT6WUVjA0NCSZAl+Lwma+75r161V9m5qZwZ49+xQmvxA1VY246tnX4Fk/91yZNX+YH7zexblZbN96iw4zPAgMDA2J7aV0g8KtSrmK27/7XXz0Qx/B3t17lCOrJJAOY+qMFGHpXlU4cyAKqEoPSn+Dd3nTAZjglRVA7U8WO2hleb4eTU5tPSdISDRum02NZ85f7nWjuQEF4NejplhS6pAHswPd9ra8h4o6a/AwxS5LITLRjHVk5mnEMqNWWGMJRkPNx8rvttmFhy9m7kjmGtqN3qeeNKBVETH0SvgBOByenbCxsr8BVGW7dqAKas3NnzwWsmXAPBvtpJP4w7/4Szzz+c9H5hFq/PFjD0rJaJKxZGmHEVDnApiSSb3pppvk3n7Sk570sNcH5uhNHj+Gg3t2o16piM6fnp7Gt771NWzftg2DsQSWZdMY0AmPzjqg3Gqj1IrkMKa2reOdmKTr0kQxp6mAYChRWJaPA78uP+URQNYyL0vzipdIWLaVppS/ErFHtOCjCfodlFrEhfco5+bgJ7rAVqoMT22nb/FWhvXShkoeDkpdH2Pskj3Joq3cZ9PnzFfh2XMFlaEatK/dOW4nRU57flZ9a5cTsOzKbabViYE603lEmEOEEk/LrtlRVmIigcc+9lJc87xrsHH9emRzeaxev0lMqtjoH8IHgcS2m27AJ//sPdi/7Y5FXZnsbOGMt9dBe0y3/RsX8yQiZBMQKz+cjWOAm6zGk50IekVqG1shi8G0x8Ys9g4Y3YK6A86wvnZ5dDtKOWPbi621xXyRZEIgWKeWB3nlTUbSv/CrbCbqzsvsat9njEKdWtNGG/O1Ngr1NootqJuMWNDAhGrcEJRaR5dm20r49FcLHLnzN7QstXamln1KEERW8WlX/Sxe98Y34vGXP/FBfo9z/7SFuVncu/VW7L7nDgzKpNPA4UOHUCqVUW+2VJrmvSmWiippc61NeItNbsTUl3I9bvLAXK2hwcYMzQhRrYljU9NYqJS1MeezGbUFVt4xWRyW2TkeeECUKcpC8TnfCThlDklanI/SItT/1lglgRYedFuRrjU/X5rlWGqh2eEnlhJoYDWEz+RzdKTlmspDPpsyjC/TZs3vx32EZXoyp+lcFpmhQd0/ggWCGGpcSX1QY8goqKLAaUGMJ3+H1ZeFWkNAlYAz9DAfzKbM/DSQQyabljZ1iGanwTxSqQQ6lBsUS7quLOdffOljkUpnceTwURQrJdRiwGSpikt+8sl4zjXPx/r1G879AHmQ71iYm8UDd9yKQ/v2YKFQxLrNmwW2M9mcFv7ZyRl84XNfwG3/VmmcOjGJYmFBkjECUUrEVEpX5of1ko93EmJQCUi51igPlmOPn4fxXDzkMGFG2lPr2GXA1Mxtyqf1wzK7ApbqbF/L34tjKJvT73AOL+j+NRGPs1LET2SyHjKUA9mMDkuSmbRsjLIRqFV4rBRPsoagVPIBxTjZGtDdcb/n/uEnfX+iVWuM6ffNvAdjw2tKqeaVmq5z38pStrfy2rHSQ7NnhGocImMKnTbGV6/Ga974JjzvupepIni2Hz/2oJQXlIsFwRxB4rkApWRJ+WdiYuJhl1PIbB07cgiH9uxVez5OwKNHDuMrX/0q9u7cgTy7i+SyWJ6zUz9LBiw5FhptVMXYMOrGUnx1BuRmnuDJ0HMnwwRQICAXa2tzZrihc25oAAAgAElEQVTPTmSc+DxZ5mIJczQq19TUhXxIwycHq6nmCPc42VlSCUybypbqiW65gP1MWDfpjQsFFxN3IwqqOlun1oCeOcmSqPIfPYzfUKVNmVBY5vtK8+pO2qAplClLX24xfgk6Q3bCEDClBrcTQ6XTQQFtFMH4KDOLMU5EfdjZSvKSS3DNNc/FunXrdaJcvXY9RkbHf+g0pvx+9377Fnz83e/CvnvuBrWXlOSLCVKTg54xzWG6BT67pjNJN2s8hoFMDEPZJIbTCeRTxpR3DxgeLG+7hIFS3RbXcxouCPqo0AHaAGg/kO+BTR9PIZ0hdO8KGbj9bEJ43e66fWp41amLaj8wDXpr12sJsZp2WZmBmh4xVMma1lqYrlIWA9Qidn+h655d0zhuLFqKrAP/m3m4LI2pjCZNak9nKmmYzxoFvRMIJRN42jOfif/2znfivPMvONv7wBm9Hq/F3PQU7rjlW5g/fgixqIGZqWnJmBiAT/CeHcjpu87Mzghw8r6S9aNEgRs/D0athrGQBJmF2TmU5op6rsqk1O/KER1D7t/YGq5FjJjikGIsm8Yb9afhQOrlUGaPCkiSPWO7ZB66rXairnAWo2MgVvFLKeqazZzHe8LPTtMT30PlTnXfIaNEbXQSzVgCw2vWYXRihbSoBNX83vxsTOlAJiO9bDxFq593u2tbzJQOvi1m7MaRYQm3VhXDue3AYeyZnNbYItDSdyKzl4hjOJfBquWjWDExLqaU+aXsFjXGpgOdDqZOHJcZcHxsOdZt3IjzL7xQsokDhw8jkclhptnE4IpV+KXrXo7Nm8/7oel3HgZgvVrBvbfdjAO7d6JYKWPlqtXYsHkLMuye1+lgx/3345P//CncdefdAu28b2SUM7EEcpQ68ODQbun+xQgW1fwliaQ6EbKiZ7p0AkTmK/PwkYkx9zhp2lEG11M3T2aV172758QEKMtk09VWO4GBZBIjNMB5rNwc5R2tht5HetE+IxNZUOryuddpTAk4simEa/EJShNJsaXaA1XW7+23Yd/tAtRg5A0Na/wf+LtkcoOMKJTo+/dWW3vNjS9Xf7eVslVAQ5qInqdMZ/OeVGIdpaTU4zGsufB8/Pbb/0DZuJTJnM3Ho6D0bF7Nc/RaLNEfO3RIE5eBzVxXjxw+gK989nM4sv8ARtMpLM9nMJJOWtZek5l9LczXrczYIMvjAboh5imUoEMEhoFDd8fTeBBQhH9Hsg1cvMnCZtnz3BlIcw0GA5KDjdDJx0sk/aDUGFgrj4Ww/YBYAq/I72s4yGM4pIslAPSOFIm4omHkbGSJQh/Ay/r+eXtMHcGtTfyAVm3h8Vbtzo7avPVTrGtZqQvk+5AtJdPF8kaZkzUeocQTpTMoxjrH8bjHPQ4vfelLMTQ0qBPlhs3nq/z0w/Q4tHMH/s9/fRMO3H2PmHAt1NyUA5nkjFMwrbkqQ4cUxthkO3GMpOMYHIhjMJeWbpTlLjKkSS7Y3LhZLuUYMtHmooOH3arFDLKCy08DSBeD0p4hwH5u8o3wnO7/6+eLH4FR//fuQ9fkd5oncTzav7v0RX22gUYrQrHZxmy1jYUGTQJxsehKC/RxY6DUOohVY5GV1LRJWf92gVyvEIRyPnNUpQCLxfHkpzwFf/wnf4INP0Qa06nJ49h6w9fQLC2gVi7g5NGj0o2yxzjZz1QqK81osViSCpNN4EOMnDI/+ZxkCvFOEpMnpnDi5CQq1OWpyxG7qhHA2UGIwec0zNnpk4xUQpu5sooZSu56Qh2uZBpiab4tvSlXj4TAp5k0OSYlr3DbMtktgtKE+iY708SuTfxNSX6s/bBVW2zMtml0mliFofHlyAzkdT+rlRJAxiwWRzMZ1wE2koXbjVf6XFRpBw0go4mAdqWMdK2Ok/MlXL/9AUyVS8hnssjlMhYS32wJyK4cHcLG1RPIuimLrSJHhq0phKKpojYKhQXJGdasWiN2vVqrY8fOXciPjmOuWUMjm8UvvfRVuOSSx/7QHJRbzYYaKuy4606UalVsPP98rNuwQTpgNha4c+tWpdQcOHgEUcvWfsurjiEfY1IBLU0dVJt1RM26iIw2DWxIIsl2sjHGQVl3Qq75XOtYnh8gkcBOYZ5dqoB7HxOWs22yM/6sxrWMrLradbYwlErrTxTrgKCUWucRstrphKQjPJyEvc3aG5sO2V6eB1Jzx3NtZHYtx3InEQ6onjpzmjUoHPj5u0urQzLx0YzrnZ1CyT8QPqEqqUNXt+GMa+JbBlYlQeKUUwcqyzPlfqfuh2T9kzFs/onH401/+l5ccMnZzTF9FJT+MCGEB/FZOKB4Gt6zfTtqdWbgRThx+Ai+9qUv4jgBaSKN8RwdoZx0BKAJlBsNVCjUp2vYoyC0hYsNY+ak6We6LdPcOR8AJhkIK2Pbg4u6WrTF48hpwnJxcDbSBdY81QZmVe/jJXHTa/ZrY3qgVECiL67HewDpPcPEI3PHMhz1QqmExWqIcdCm3kGNQduc9DpJBk84f99AkQEUKx93Y6EC0A441U+f+s4qc1gZgwCDZViVXLnhkMXie7KDUKyNIies6+IkI0jEJc+49trni9UYHBzG5gsvQpZlqB/wg99t8tAh/NWb34gdt95qkSgIWieLRSErFfR0JvLn9mydZsim5hMxDKfTGMslMJBi9qNfU4/vYpA5WRyCDjZvEDD1axu65YQsvqWXY1EJvu/+2/NccxXumzdo6JX0e69mRfQlj1O0WafejDD2+7XNfFYAq71/Ny1sOzLmjQeXUqODuRowWwMKDWPXVYoXG+oOfDZp0ObRkQ5VAf38t/7MUyVPWFybMk6pYf43ZvtFL3sZ3vDWt2LFypU/UEDBTXXy+FHcedM30CjMqp3x8SNHUKnWMF8sibGieSMc5Hg4oQs6ajbVjYfP53XMpNKKZjp49KRag2pbdICQS8aRS2elAWScD2VC2YzpNC22OC5tqILMCfMUoG5jV6NV5ViT+rBNJ9eknOeDygwSOsf5uqQqi+LljMWypJFggDRqvxciZhFgBJuJdBbJTBapdEbRcGRJWW7mWlSkC5sH59BRMplES8kCZMo7KFUrOHhyStfqovUbkOzEcN/uPdi+b6/u97oVE0qtmCmUMVcsI5kAzlu9EkNkYnldGEeVSWpd5Po4OjqKkaG8otwIUJdNrMDFl1yCeCwhnWlmdARzUR3NZBovfOkr8djLHv+wK3Znaxlj5W/v/ffgjpuuR7laxsbzL1DJnixcs1LHd264Cf/yz/+M/QcPiGkkwEsRSNKIlEhiiPtefhCZdApTszOoNcmwWwdDdZ5jCojkYzGw0auV+E2vTN2zyv6ehR2qgqFwLi+E7He2PzFCqRw1UayXtQeOZnIae2USRLE2hgYydtgJsk7tiUyF4KHGDjO8FwKPXBt8f7WmNKw/miFJ+oKuYclkSKaZtz/9B+f+w7jtWwZ0Q7Sh1jH//JagatUeeTMon3JdPwGotTC1mCmdvaRFNe0/9fSKkaIMJw488bk/hze8690Yn5g4W0OBc3mxguqsvfKjL/SIXIGFuTnsvPce5ZGS2Zo8fhzf+MqXcXzffgwlUxjlAk5Gj5marSbKEZSzyHI9l2cLhg4J9jbICUy7rTu9gm2BwD4tNWm8Ek79KIABshZcEP20uljHx5JXS5uPJhBLKCzte5enwDZ0L5C/uL2GhdnbxO21Lw3lfcuL86gObj6GFEysTvDYbrtIu5eeaZOzpyp0D769x7+j85QJJUxQN6gwFiaAUmZOEvIQSLC0WEJbJX2VZTWh42pLeNVVV+FpT3+aXMHjyyfEmP6ggen0sWP4xLv/N276l092N3PLFCXQd7lEMIk5s6AUBnbPobM+BYxk4hjOEJCytOjMZYebuht8vCtOWEDFTHnET7juYdz0L0OnyDhOuUc98X+4h6Fn0lLWIIDS7gHL+0s/3Mm5mEENZWArv2sziLFtaUcmqEIthrlyC4V6JO2pHPcxzsHAlpppSn8UYq1qrnICnasTKA3Sk2abETNtDI2O4lWvfQ1+5Td/U0kPP4iHujMdP4JtN3wN7WoJM9NTmJyaxNz8HIoVRtQz6N506vn8oExHC3PzaFNTV2+oe5Nomhhw4vhJHD05ibLKsHGMsCSdIr/Fscbyvm3VBKV5MpNs9Unm2XMgNabE8FvJlBm2XGME4snChnxlHbyZAmGHJwJU9qsXC+qSIrH5cjJbsoZe09dBa9toshOldvhph8SAyvlu1kqS8UpnEU/R/c8TdFLaxihJeUBGZkm6mamzZQ7uzsNHsffYJMbGlkmPTr1spVTC3ffdh+PTMzh/xQQet2mjwvEPTk4KcKxcNi45Qjg0Im5HFzLOzALOZ7NYPj6mEjcrZUx3YaOPkaFh7DlwEFE8jkKrhfl2By/91dfgsp94/KJ22+dyTPE+HNu/F1tv/CZm5mew4fwtWLN2nRjSykIJX/ncl/D1L38FJ44fl5SF31uB9+5byDOvdXQUg+kMWvWmNoVKo66uTyRUlCUrZ7tFQ3GMEaQq3F57ickkRKR0ff0hy9gyPsMYoL643vKAeWnoU8i1zRDFJjGdBFl5m+Md/TwmSQAL3GqQ4N4NDiJrCWpyJbNt8BAVtwYbvmcpm5T7DBl7Sc5UC9Dt6V/T+u9XSJFY9DMHm+pK5+CU48jK9729MbwmD9J6WjdBRKUrVWUll2O8VQJKpXnmq34Nv/6m/4rhsbGzMmweBaVn5TKemxeh1ureO+/A/NyMTngLs7P4xhe/iIO7dmEomcRQOqOSBrP+yuxCFDVR14mcYfB+8vE+u6TCAiBgiH43nNojkwT2fAGWjooLuFjKmABpXou7sQgGMAxQ2qCmW1l1SXsNDzYn69BNE+o3pNiO3j0BBreqpmuIy/GgYrIJBKDU/yQTzuh5xhzZFM4Y68ZkLdOUHal4HgMQ9pVcE9m1kC+5fwKini+pyWlaV0kevCUlT40EnmRRmQ/HAivLG8wzLcU6qPK866HYZEmf8tSn4qlPfQqymQxWrlmL9Ru2qCXiD+LBBgpfeP/78ZW//yBqxYI0tkFTay1hqZny6CydoO2AQO1UJtbBUCaNkWwSQxmG3Jt5QEfqYB7h4hUkG30s59JFtB9ASiri92gpS6pSac/wryW7X/pr7EFPZ7r4gGTmle4B60GwpGHBX/o5bCg7e9y9cc7ABXOAjAt2iGu2YihVW5gqRTJCEZiyKxThDhkygley7UzD4EGG45YRZBYXZX+sBGcbl0AWTRdJc1n/1u+/Adf+8i+fc7ZU1ZrjR7DzzttQmT2JE0eO4MixY5gtFFFr1gW8GTtHHSCBWrPRUrh9jXF1LQaHJ1AsljF9ckaaU3Yl4ubIpgojWQsaJ+iQE5rmKDegsA1nNknlujGgLJWqxC8gypxR71Xf4bZuLBS3YDJpGTFqni5iN9jKpzRgqRlGwk0h1lxDySA6sLur0gPRebBSOVfNRzgWyP5Hkqk4UjAjnw7IdqiPJVO2LnLssYRPSZU3YKgD2D01gwOzJTRicWTzg4qRy2XSmJyextT8PC4cH8cV51+AZiqO+XpNB7tkOolKrYG5Ukmfh+XibCalazAxNq4IQn73FRMTyKXTqNcqykTdct4WjA2P4fDRY6hxr0gkUUulcM0LX4zHX/6kHwhjWpyfw9ZvfAVHD+7H+vO3YMW6NTLczp6YxJf/9Qu4/hvXq289ATblCVnmzCrLVsEvWDG+TPeAPg1qMocHB7FQmAflAIoo9PFh8U4xUAfPn3G/4L2SKcrXF911AUqTbZgRifOwrUYNNKMxtoxkQ5ZmNWpBydzywC7ZE8GjVQ+5P5KVl6yCexR7QXiVh89hhyaZISnxEWvKw2pc60C9E9PBhXtO2It6DRdPqf0skS31dO9hzeI2psoAx2xo7ORrlpXwDZmqqkCw6qY/Lyd6OZ97nbePZl6uuvF10Bkbwa+85a24+iUvQYbdDc/w8SgoPcMLeK5+ndEp9991F6YnT2pTrhTmcePXv4HtW+/EcDqFoXRaOhWyLlWV6huoKRaCEROeidTn5OtGP7lOkwYnKx+EMoGxiGJ/VB4j99FBBgnkWUYjIA0O/WAack5HpQJO0gCAXWMa2AVuKHz0NKS93ukK6A8QVxPADTAszxEU04yVsNzMBIP6uQB0bAMjYOYk4gZHAFCNIjFQZCtMbWYPD4/qnjTDxOXKFMoc0vMJCNjR0K4FS69t68rD1xEyMpBBIxR/Vmu3UZQgnLmU5gDmQkC37LOvfjae8jNX6MS7fuNmrFyz7pxH/PD73fbFL+Bjf/z/YO7oUdsnXZeljk1KSeBhwxZX8xqb8SMbb4sdHcvlkE8lkVGZNIBS++3w6Ncgh3G0lMXszZ1wn41Z64LBvmD7/nkWAGzPz2SaD3NSL35ws9L7+rh+sPM1lO1PB0wXfxbTXGmx9q4pVmSwzYwB2sUqMF2OMF+lBpljJaaIKQErAdIQv8L/t0OVmQ2M5/VzHprODMYTSZmENl1wPt75nj/FpY87O+2JH+y1mZs+iR13fBvlmUns3bsbJ48fw+T0HNqxFOKMMmKJPDeAZCKNYqEgd3SlUhI4HMzlceTIURw4cAjFQlnGOoLNTCaBwUwa+QwPatzozUkd2neqE4961du1pZmDLmb+IMVKj9zGamkhBbgdPQ3o5qi99LEtpkrjqpcfGqowYXz26/TCIcT+n/clsna7HhfE36VulmDQmoD4vdfhx7SvOlSpghBDJyELlbVVdXa8EHVwolzH8UIJU4x4InhRr/YEBnM5bF4xgfFsFo1OCwP5QVVZJudmse/4cZyYXxAopwt89fJxLB/NY2LZuKQA1JVWqzVsXrcGA5kMKtUK8oMDOH/TFqycWIkd+w4AqSzag1kUOnFce90r8NjHXnZODzlk3Ldd/y3suPt2jC1bhvMuvRidZAxzJ2fwkfd/ADvuug+lYllgkPtHnkwzUwzEPJsJLJ/IWJwXNfFJ9q6PKxubjLmatngWqf6fEU4yZxI0hhagFrZvpIofSvrK3cGPQMaZYJXd+rRP6dDTRiKCwGk2HiGfjGEoBQzGE2Jo2bWOY4QHMR7qOYa0TPHQk+AewgOq/VG2MVt9ikHvqItctR2h0myrN32DaQ8+vkLrUo4pfhYr2ffH59keG8aynPwhmD/h1RftXWZ2onlLhz+SLxybJJTca6FDoLJy42KqrTJpM6oZg5rJjD7mIvzW/34XLnnST57x+HkUlD7YlfgH+DwOkCMH9qt9KMvi1VJRjOnWm29Gp9pAnr1/paeMUPVetmQRuFkGFaWxWf1fwsTeMjgJutr/9wOHXmm1rc2D5Yd8PIGcdJw9vYt0WIZltREErZZxHL1IIUlkunb47t881dE+nnStnGQ6qfYeMtp0GKreRootKj2fVG3kOEmoh1RXFvstBp0TlFap+2wbcLRPZzybGFRvS6r4K/1ziKBycKvIKvujTck8udaeTUwp/41VSJZcGPBh7BdZrzLL+XLlW3IBDWdqH+ldxJhhet6FF2P4HLcAPLRzJ97/5t/Hgbu3eVaogUBrred9n93kpLKRa4izsbZK9SP5NAapYdOCpbYGHrnEa9gzLC0tx58O5PWYUxP99zJy7b73uO0lQDOwDc5a9vRU/nt97vsuKO135J9mLvd/3n4g0g9KT1cuCz8zZtizBB2U8ncJPupRDIVaS6X8hWoHpaappQVKCUJ5iGKqQ5uab7KltkmYWz+AUo+P4nVSqZghXG385FOegj941//C2g3rz8kKVSkV8cAdt6AweQT79+5V5NCJyZPIZvNoJ1LaUONJa+FZKZYF0qgf5cyiiWPPnj04euSoYpaY1kQgygoP2aSUjItmOqSbOhNzWZEOwG68FCo1FzvZJXVhEjNv2lF1mVMfYYuqG0hb6dZ25FAR6OsqF9hvTwfpmdjCYbi/YmCHJ35uVhNYmrU1w96Xn9HAMlcCasqtqqNnaPwxXN2YMXUJ43snyFxx/WBcX4SpWh1FVaDjSGdySGVSaqnKf5uvVVXypyRhtlCSsZNtSutRAxVmncbjOG/DWowP5zA6MqR4qskTJ9VGeXx0DKOjw+g0q1i/ajUee+ljwb4Ed+/YgSE2fEnE0B4cwUt/5dewYePmczKWrGy/Dzd+/l/FsG25+EI1Hpg7OYlPfeyfcPttt6FcLgtME2TTbJTwFtEkBJhIQWKkw3a0Dtao+yRhkU6w572BRbGiYrftHtl+YcQ4laJq8qIOSQ7Gwj4ob4LtmwSUKrk7maIfR01kuCfGgOF4DMNJauxjyKY4Ntx057mf0pJ6RZDjQ3sCAasJ1tChAUqxeAYKQxtQmhxLNCg3gGI7gWos2dV8WlcqbzHqFRUloxgc7TMn29wR7FZJLMRN2XtbMD818fZ6vA4hpk7Xl/uAmzqpi+bnFKAXmKXxCailk7jiuuvwiv/2NsmLzuTxKCg9k6t3Dn6XiyDbh+649140ajVN0h3b78H9d9yBIjeDGE97CZTYvozMoLtS1fdeoDR0dXDRsnMJBiJNo6Ioe2eTFrFZHjshB2wnQhYd5GMUhRvzJAJ2URck7gWu95O5qfe6ocAvhsKBqWl4HDYH135fWV95bW4sUJi1l5FNU2rmKlbdyPKSSZEmUiUUulzj0IRm8kBkJdGAdFhCVZHVr08XeHiclQnCXddnFJtNc8kADJRKS+otUFnukKtaIMNKLvUOQWkbxXZLz1eJMZXEhvUb8Iu/+ItYt24dRseW4YKLLpEZ6Fw8SvNz+PB//0Pc+plPmwvZx4IYcs98VE9oMaXGPvIeZGMdjKSBsXwKAxk6RO3Ub4s0RfkqdC4CpVoAwz3t04T2DjrhhgQXfc9F2gWwizo09V2hJYSovaaXSpfklD5cUBre7cGA0gBi7Yr0Phx/bmyoJUMUa23MliLMVpj9x17ThpVMY2oHGkavqIyvtn/ef5qyF2dRZNwhK6dGDub2+dXX/Se86rdei/zg4CM6jCqlAnZu+w5mjh/C8SOHcWj/QUxOzSDDUHoyOVEH8URGuaQst7INJg+KLOMvzM5h3759mKX0iFpRBtNnMhhKJ62LjrrBJcSMcl4ruimU2JW+4UxjCL33tYMtHgVEEjG9pqo32lwtPopmTzJcao/cbeHZk2FIftQ1Jwbc4JFfXqpXad6ZJHFMvi7xfcW+JRNeZTJgIz2gJ3dY+d8O43JdK4rK9YTBreVrHKNwJfGg5KoDlDoxzNRamG00MFutoliro95s6j1Ypt64ahXWrliOar2CvQePYqZYxKrlYzh/3Wok2dI3zXWloy5//DxjIyNYPjqog8D6VWuwbu0GySx27N+PxPAwZlstJEdG8bJfe400nd+vSnCmg23m5Anc9IXPolxcwAWXXIyR5cswMzmDT3/049h64y2SHDRadeXSUlMZNW0cKDfYuytZmKdVSSyrNI4UyQsecEheMFaLRIZC8umwtz1K7Tx14LZ2tMFxvzSGKei51VdQUzvSPkQWf6DdwQglJ4kEBhPsvgWkE6yYsBZihE/vGtqu18/Q97TzHBPdEBrbm7z1N9cvkpPVZgIL1KlHMVVbZLhVW2Nf9/htSOb0rY2LD9Gm5zdQ2gO2Wqe9wmgkjWvj+8xXoVUy/40GJ9rMSAIp3SBu+x6Z3MToKH75v70dz3rpy84ok/tRUHqmM+sR/n26lrdvu1MxK3wwdH/f7gfQWiggyT728QSKzCBt0WBhbJ0J8X2f1pw1vR2NBwY+DVRafIqFn1tY/mKQacyinRK5cQzQ5MTXDmaRrg7U8Z5atXm2Wh8gXVzYDdjQXfdLGLFFLJWDOX5aaz1phXduWmnqYBk7lOACEcwLtnAw1FoCbURijytNMlG99AAym+Y29LzT7j30DEsvc7C0ogK8a2blllVJm0xshGqrofxBbjaBJVV5X3pU9g7uqHdwxc1RXISYYcomDT//8z8vl+za9RuxftOWR7yMz+iwb370w/jEn7wLrUpZgDR0VUowSJpskvpCWxyU4BVjnwhIk3EsG0hiJJtQCLkOGG4A83bLiLE8KUBoF7O/fN9lovvmSr+90mQcPUd9j1XtyToWTzN7n9Mxl6dKBE4TqH/K5wi5pD1gq6PIEnb1ezGlXaCtX1ocb2VlNcsNbLSYZRphcsE0pjWxIzRIGwtKhoSg1HKELUuYrDur1MrSdFet8nBTSYuQQgerN27Ef3nLm/Gzz3624pMeiUe1XMLue27H/ORhHNy/H3t278bCwgKy7FrDz9oGkqkM5ueLWCAgbbbUvWh4cBgHDx3Evn37US6VxK7n0ynkUgnpQ9lrPE1piAeHm7HI1iQZi9xc1C2t0yxHllXpFjRaWncelrp5WOJFUfcwPwixxMryeheUhgOSj1MecPng3DaQYG0fZWaMWKqnXIhOaR/XbgDhy2hN0gFZLr/uAZpslVrNKq7HGDAurpZHG6LE2I/BYneURqJbzMoL15KY1q3ds0UcKFTU8pG/TxMTY8dKLQa0x7F22TJsWbtGqQ8P7D+I2VIJG9eswvqJcT1fkT/U3MYpO+jIPEZ5xPLREYwO5rFh1WpsXrsBhVIde48dR2bZGGZbTaTGluNXfuO1WLlq1SMxlPSabIO97cbrseOuO3D+JRdh+epVmJmdxT9+8KPYdut30a7VETXqyKRSGMqkUCpVtObGXMLhFXADljpUe0cmVdPMWU+2NITmk9mzSpuPGVGCJgnhi9ArYNFMvYf2Iuo8my2kUyRvGJjfwXAshsE4MBSj2TOFrAiTyIK5tXhaOH5gLe2e2yuHcRki0XRw9fnd8zyEQwyXZHLrNI7SHBdDpR1DodVBscF9pa3MUBFQgfF3Q++p66Aln3Df47ohrt9jFruNZ/xA3f959XdBcXsPwm1qxgn2SQBRn2qStjganTgmzj8fv/f+v8XaCx9+lvKjoPQRm3Zn/sIcuAf27cWeHfejWipj27Y78a0bb8TygSxQLBpGjG0AACAASURBVIu1ZDD0QjNCWXonZ61cx6SB6SVqldR1mvScPa8o2TzqhZxYFdtbqnFRFdtAxz1D8m0wGpHoXVOkR/RJoVBhiqFdJN4NX+pt8CEo3YDLEnNTuGRhkhF0So9l5TK6JNV4TUHIxo6y+woNDOpx7BuFtF0yG5h2ix13yowlcrdjT7ztpZPurbJNwr6inToNzttGIqaUiwCAaqOBUq2i9oVRJy5tDcEqJygz3fi+jIuSGDwWocJDAwO9k0nk83k87WlPw9Of/nSxGY+59LFYNrHyzAfMv/MKB+65G+/7/d/BsT17BOytxwwPGGwDmnKmx4o5dCQTbPK+Ux+1LJfCcMZcvWSg7I+DLwewS996MSjt14mSfe1zLZ0mAUELuMsDAvEYxkp4n6WLbj9gXMxuGjDo15v2A+LFvxeMdadnXb/X5e1+NjvVnfI0q9ox47aJahTDXDGGqSIbWdgGIQcsDzzMLnVgWmdZny1uyZgGZs3zDAlK6ezmKJWZJpnAk698Gt7+P/8nVq5efdbHEcvFh3Y/gBP7HsC+Pbuwa9dOnJicVLtKOpHbceZ7ZsWQzs+bw56AM5tMYf/+/di3/4B6hDO1IZuMg92JcjIrsqwa85+xObFr4DT/bYyE+9MNA2c7xnhcJpN00hp9qJ+5yHK7f1KQS1Jkh1k56T32zjrd2LrGNSOsLwIJdPGzDahApbOzLK8HUOHsJ8u9PAzzP5nRzIQAfmTNewJZlmxDGTRoE6m/YySVN6UQQ+5tZYOMqv+7Uk94tFTBXD3SvGOHNLbSLLaaOFQo4GixLJC1YnRMn7VQKmF4eBCPOW8j4vQAUHNJkqLZEmvKv8tB3mljMJvFhrWrFcS/YcVKTIytxPRCAceLRSzbvAmH5uZx0ROfhJ//hWu1Vp39R0cZ2zd8/rOYWL4c5118oWKx/unj/4Sbv/ItmYYa5YrK7rx/UYtxciqcq0qg/UBJIVz7k+qE1GGEFxnkwJZyv4Dpf0mUmIzC7jfbYQtUuRyLTWO4Nlvlb/GBOh5LSv/NSMFsLMJQIobxRISxVEpNQthWGe2WZAU0vvLGi+wxLVz30mn/8EzRrmbZ643KPPGmIqHiYwDSCKWYn/wV7xRPotyIoRC1sUBJR8v2Gb6XwKMbRrU+einfVvoeKDU5GkGpreM8DGvFWyK/MkBqc9GAK6uA1nlPSQJKYjQpm+Ls1KEuhit++SX41f/v/0XqYVYAHwWlZ3/GnbVXXJifx7att6HZbGDHAzvwqX/5F8VhjHAQcNImkig36bJviwk0vZP55sOJTCWwUKZ2d53FSC/eeIPKyiqC1oM8dPWhYDsnYBrCKBZZWsSuBSphEVggexKK3z4/lWfalwOqz+orgcCEL+IqdgkYxRBXOgUF68accUGnk58nYWbMsbc6NwKWb+Qk90gYLgwsnVabbK3aRFUbv2WXdsGO8cS6ZiqbOHvRVSHoZBlCjqkjNQ2YAK82FahsyfIlQalclDHTJgmkIoFmvI1i1FYagja7eFyu2F968YtxwQUXYHh4FBdcfIm10XsEHuWFeXz2T/9/3PCP/4Bms266Kje4CVqSRdAGYB3brc0dwIzI8QE67RO6zmaCI6NkzHrvEYpcfT/pQ36LxgRf+0GAUlvPLfOlnz1/6KDUf8NLpL3ft7/1QKkH8nVLr4v11eF5ugTfi0HVhTn1BtpYorSDOaNxVJpJzBYjTBcbKDeZbRo3jTI1yC0ypVa6p+yEWlMCU4FXLw2rLEjBHO8WgQ71mPkB/PYb3oBXvPrVZ511nzl5DHvu2Ypd99+Hvbt24uTkSWRyA/qs/OwD+WG1gyRzqh7eBKkdYPeOnTh54oSWBs57Ml4cU1lGFrEnPCse8bhMOJTj0Ekf3O3hOneBmrq+2WE0kzQDSehjro5HnphhzFkv77hfPWqvJXRgxiSG7rsGVXo6ygAoAaAZSeyk6e80l72Ub3nO5lLm6ynAXbfcQGA38owHOAdQwZTCfM2uFEjVFRNI8pARALUxZ5QAWJ5tnV2uHDCQHSs2m5iq1rFnbkGmSrVuTsQxPjyCzevWYtnwICr1mvTG/HxkADnX1eI0XJtOG8vHRrBifFSl/PPWb8DY0DIcnCyjMZDDyIYVODA9hWf+/C/giT/5pLM+nsi6X//Ff0VhbgaXPP7xIk6+8aWv4NOf+CQ6jRbqxaKt6/GEvr/uhQ4YVv5m5YEsOSUe1BNbBdvaiFrkk2lIrYmHkSq8BhqH3jaUw0DeBY9eck+qSvs2Tmwikw3knpJoxzCMCKsyMYxl28imGPVk66ixmS738ja3ftNcRmr7mmFHT4hwjamZNv1nApKBkg/BTr5fKWPX1kKuIVwjCExn6h0s0NcQ4sG6JIHrVb1jFMeDLd8ca/wcBL18bzdPuZQorIkCziHNQuyoAV6rCIS8VAPezOYO8JVfMrdsHK9817tx+dXPeVhl/EdB6SMAAs7GS9ZrNdx39zZMnTyBk5OT+Pznv6A2ossHh9CeX5DQmKCoHFkGomlhDJTaWmrGJXmnuaCLhrAcygBIdGrvH2SLyvcED5zEQI4t1byvcN/Zz855csX3yhOmpbFn6fcVuG4gp/u7Dli6m3s/gNHvmdlB30O5pRZJxDKdaYKsdMb/ppZMBidqY7nROKCyzcOmSrXVkVGAzQPY8cl0Nzb5mQunz8vSWhB8e2lfJTgtgvw9Lo6Qe1bmBgJeRURZ/qROiWJLe5009HuRhROXY+zw00KdC5hfr4suvhgvf/nLMTo6Jjf+6nXrz/oGwPtz3w3X46PveBtmDx/SfeCmzVKnuKSw0FgEvLrtcIxkkmxpmMLYQAo5arOcfQ5Mz2Jg1gOl/cxjP4DszomHAEqD6zW8V/97nsqU+jZwiqa0T3PlA7AXIu0HJLFyHnXS1xWqHxgtBaWL2Vh/j38HlBrr7p2b2nGUKy1MFWqYrbRQ5cFFOS2RDpfhDyNhqjxwioVzoxNZDbI/gSnl3AfNURG2XHQR/uz978emLVvOxhKk16hVythz353Yv3M77r5jG44ePYh0NqtxTe1jfmhEnZoKxSKYEMISc7PWwL5du9R6lFu1YnzYZlFZkR1ljQ6mGRcFHSil6WyYVpLX1UxNPdbagKPH6mi+2zrGdHKtD25gEXCh+UVl8j6Rnh+0rasY1z9v9CBGy41kIRTfDxysQIX7H7R2Gj5eJeodpG0NNYrNzS0K4PcFT4uNH+Ao15CMyA/FHKsEr+6eDjfNxpqxmzR0sfsTI4J2npzCdLEsgNBkFB2BWzqNPOfp4AidM/p+mVxW8UULpYLat25cs7oLrBm0z6gkhvGPDQ9idCiP0fwANq/ZgtHlF+JQYR6p8TRqCR6i23jBi18u/fvZfOx54F7cefP12Lh5E0aWLcPtt96Gj33wQyjOzqFeronJzKcSaLc6aDQNJOoqBplDh3mscckm4qqaEcCSETUDE6tnXfMrZQ8cF92DpB1KunFfoS22l6nNHW9VQPkYWFVqMwovhhXpBFYNpDCUkl3NnuPGta6Ex/cyi07iELV7GcZSAH3997p/fbOhZGNSP3ejVUj4ECPK8R2PSf4zX29jrtFBiX4SrjEaz92FzsLz3XxsxQdrNCMYyYQVq425q9/MUUFaQFbaIbLJWXxt7EoQvKooE3GfdCueSuAnX/BCvPAtb8Pw8oceqv8oKD2bs+0svRYn4ZGDB7H93rt1Srz++uvxrW/diBXLxxHNF5BuMu4iLqc93brhhB4oe7Fe/OOlBGuZ5r3ovX+0JWB4mZTTRgM1TASKn00MztMpHff8E7JL7ezmzj8CW2ESbyGpKoABvABKqfGyCeGTpQ+UdktjfdeOryc217tusFQjdo8lP/7MTVTqC82NTT3nTWNqerLQCtAY1moEGcEqLfbP7uJRKxd2kTIns9uxQhxUKF14FwsFIuuaEZQmFAOlOA3F/BiECt13WNZQowIPROeCQW0pHfnSLqlUmMALX/QiXHHFFWo/esFFl551swrNcR99xztw26c/iY60aNZoQK0ZPUDaALp3HOlEYq2GckmMDqSQT9PdbEaCDjNMwmLZd7+6rGYf8xjaMNpq3PfkBwFK7dkhUtolHl7O7Qe63fEUSm7Kwe2TCiySiCz9IN1twf/Se7+w6PbOSr1DV//msnQj6gKR06wDXLi7JiiaWZoRFspNHC+0UIiYTcgNLDLJB4Ep9aRRW6CUDH/dcy91+CQIS5nCmuCJY46glAz+r/7Wa/E7b3yTtMtn+rCy/XYc2Lkdd95+O/bu2o1kOiZdY6UeIT80Jr3dQqEAHqKz2SxqlSp23n8/yvMFyW14uCGAyFBmE09igN13sgyWMw2m2oC2Wmi7gUdRS9Jwhu3Q1hauaezIk014XJmPkZAYwv9kTBYlBXxvtXfsu7P+dI0PNXrw6irXDVu6+t/P2MrACoU1qneIdsmTMpr7XPrSwNtGLvjblUX1qjECuMHASZbVDWtL20WSweKDlZVUKoVaq4NjCwVU2GCAB5JEClGcZjeTHDU7MeyfnsFctSY5DuUivDbMfH3Mlo3qMGVtVa2FJpkymhYH8wMYzKWwamwCm8//CeRWrMR9+3ZgxcYNmCkVMTC6DC/55Zdj8CyZ6Gi6+spnPoF8NoX1mzfi2JET+PM/eQ8K0zOoFcuIaibzSHPtjLwrkh/EbO21fUHsp/KpzdxE85HyUci+k6Qgqy5m3QyyIi7ExreciAkMa68iwr2WEYCEcYRqkod0Ysi2OxgNgDRBQx6zdhcbgsK6Y851c69HEoNTOuRc+ikZx6eboZ4+Y2G5Gl+8kaFdCPWcGppqghNHPUqgUOtgttnCPCIZkcRPqQBm2dHWgMP1eh5YLrzLEqQiocxwaUB6sf5VT/fOc0GDyvVR6SHu/BdI9uXVSClgYsM6vOCtf4DLrn6O5vhDeTwKSh/K1TpHz61WK7hn251YmJ3BkaNH8fGPf1xZbRMjoygfP4khbjhkUcBSn/XW1iB0HVW37O15fBovZElNGGkYwQ/3gorcHLjXdTd0o/Z52iQDmU8QlFoWIGe9WvOp7GBwpgdKDZhqU3d9jfUZNlDaFWT3lUBDBEt3wSfQZEA4T7chJF9hxCwBEkx5GYcLjUcX0f3KUo/FXll5WUyxSr/c3GMCpSyVNuQoD72zXUMayjVe2qCjUeUKfmY5942NshifUOZPmAufInnll/L5ZEmdEfNOGSzJyryg6B+ypRGqbaan2mQfGxvDa17zGqxZsxZrN2zEpi3nn9VRds/138T7f/e/oLbAPENvI8rrSBDvRSd1IhHRzvIXkE/HMJZPYzhLN7SVK32EdaUX/R/Suoz0IAD/5hU1/bAfKNq4sfLY0jL4qeyjMRFd8OexVeHNwnuKWfAEAB/avU8TsvuWlO+7n7Z7QCKBYOPUB69Hhlmpa+kjSFAWfebuvFr83cRUeOlR/go6iaMItUYMJwpNzFZjOjjxZ0pv8LxhMqUVZRWa+YkOfmq32CGITClfk4yYjAbtCI0owuBwHv/nwx/Fk3/mijMeR7NTJ3HwgW24/bZv45677hEgaLQaKJYryA4MMwcfjUYTxVIJuWxWnZru2no76tWqNJ/SfSpTmDIbakeTGB7IyU3NRiBq+xkAoQ5q1AByLif7DE5mnmTeKJlWmkpSSWN6AqMT9KapTBq5bA6luTnpBYNxSYdkjYNeeH4nYmg+NfAGgMO52nqSL5Y2hTGsce3yosBo2dwwEMsGDhwrijYmeFLwP8dCb1O2lzYJi5VBLf6Lh1SrzEAgtGtY08E7qWvF+ytQloih3OpgpsaufRFSyTQKzSbuP3EC01U2PY4hl0zgCRvWY9WyZWBrAh5i+L6NZlMtf/kamUxaayyZ0pF8HstXrMbFlz8RVcRwYn4eqzdtwPZdu/H0Zz4bV/zMU894PPEFtm/binu/ewsuftxlqNbqeN9fvw+TR4+hVa5i9uQk0h0gp7vnLTC9NayBKiYoWFcuM99a1qhAZ0g4UYYs9whrAiLjpre5FpMuaZodckjECPTZEcWMhOqeRH0qiR8g0+5geTqFVWSjM2RgiZRJfPRAqck9yDKa1MPGkLGkvMcGSk9dQ7rjqQ+sGjtqr8eP5R46ZynNA9GKKGmzBOkolkItimOu2cI02/fSROYtTMX4ah/uxUbZpm2yBe/CbabfwCsFaV2gBSQlYXSZHbZ08I5bddCkJzRhmXRFDwcE6XQCV7zgxXjBO/47sg/xQPMoKD0rU+3svQgnxuGDB7Fj+31o1Gv49L9+GnfccQfGR8bQobmJoEyMFZ14TRlsOP1s4bTpZf3gTXCtchgXQHVl8t7jARR6FclKUf2g1GhOpuqx1D8YSyHrEUwqdQuZ2czTJOovv3sl1z6LCdXVbacPlIYyTJiUgSWw8H4Lyecf/jfZUAVne8SLYqBcoC0pArWkdBx7i0y6bclS0rCgSnuMMStxA6XsQR3MTl7S6EX48AP2NiiW3Fme53eTCcWlAGwRGFy0/FlEobgmtWnAjB215wvYMvtOnTlMd0otELWl6jnD57daeMYznoFrrrkGg0NDuORxl581cwHzbN/3+v+M+67/ut0L72cvcK/F2ZRQXchE40a8g1GypLkkcmlbxMPBpX8R/d6g1Nem76EpfWig1NbNpeX704HZpT/rB51L2dP+zx4AiMwt0vj1Pn8PnJw5KF36ChwXjVYMxWoHk8UWSnWLA1LUC0vjUUcdwipRWy5b/p2glGV8lgdiqZQOTfVGvQtK6TJvtpt4xat/A2/5w3ee0Tii7u/Q7p14YNt3cdP1X0epUhHzMlMoIjc4gnRmQMHspULRDqgdYMd92wUIZUBMJcToMZuCCSHMUqZhJ5tOCRCwLN1pmZ5OPGVgD3XYNFBKF7yAAWOl2K9exhZ20/GsTzKsHl1jPesNcMQcDFjlqHcoMhDoBk3lB7e7znrreNPr1mUlVLtr/fm5/YcRAQ4yU9K7BgMg53zIRPWKTUgC8M5w/QdxvoZkBVwLgrwgmdSa1gPS3ifdM2qphT2yUMI9x6cFDsYH85it13FM0U/AaG4Ay4cGsIHGp/VrUYpamKpUUG2wF7xvEjyApi0OiWA/P5DF2NgIVq/fiE2PfRwOTU8jPzqKVG4ABw8fw7UvejG2bDnvjGKiyqUivvqpT2DNmpXIDQ3h85/5HL742S9gYnQMR/fvR7zVUrrLCBlg9pIXW2qsoxrGBZ+BDEtkzumkJ1C0ih7/kJm353mcYGgJ601TeBQnoLV9UjSDQCOrZHbQMAayzYYInRaGE8C6XBIT1ELHGYFksjYp0H3shfHbYYoGAaPnXYd/Jxsexs3Sw/ApLLyPO6UBULKScd2zS+/UKQxJJGTs6qBFGR/iKEYR5upNzNM/QekDd16SR87M8wNTt67qoP8JMoFw6PKjmPZP38ZN5sBqhhMw/P5cYzjGYzGO0wTakclSDJESCFMeE8PqDevxqj//a2y47HEPCSA9Ckof0uV65J9MDdC222/H9NQUjhw+hI985CNaoLKpFNpzC+qkJHEyOz2w3CA9ZAAOfjLzuB9l9gmUkim1LidhEvQbm4L3PpS0DIR4u0nFXySQI1Nqun+bYOE4uOSSSMOqEq0DZFGyVj4I5dbF1dzFrIScrQSbbe69nkGo8GzP+qTDXn83zaxMDupdbYytEue4IKm0ZqC0EcVQZI6rTCV+Zg3lF0ch0uEoosd0qNzwDZQG5tP+Xx0wHMypdK/TatwAaDA6eblDoDWU8JVfGrOybKdlXXuc7Vm1ahVe+tKXYsOGDVi3biM2nnf+wxKILx2d22+6EX/92tegUWN4uelyea1ozuAfu0c9UKoDSDKG8VwS+Qw7ylipLCxaZxuUhs/bDyiXlsT7QWn4HI8cKDWm3c8iDkq8Y9WSi/tQmdKloFQl3iiGWjMmw9NcmUw+nfZkDE2LzLFCzbha5hLERpZf2uZ4ZyQUTQbsbR6Y0lZTTtoLLrkI737vX+BxT3jCw1qw1Nf+yH7sumcbvvm1L+PAvj1Ik4Esl5HI5TE0PI4KAWmphKjR1BqzZ8cOzE1NyaCSTSW6qRhksDKguYlueetNz0vM9Uvjz4PvA/gzBstL9kz88KgnRZh5hq7Sy7wVYrgPVp2xA7LWAW/owdGttc7dyAKaqswTjNAoZOV7yyx2falftUWv3fezAFI1DvtLnkHK55mqS+dLMAeGEq+xaKY35M+CjlWHc2+vasDaPiPbzJI15b8dnC/hzuNTWGi2rJFJLIHBfA4Tg4Ny1fNnrWYdo9k0Nqxdg0osgWNzCxorfP2QEkCWlRAmnU5hfGwYI+OjWHfRJRhZsxbHp2dVvTl2chJjy1bgeb/wixgYGHhYY4rXcvd992DXvduw5bzzcPc99+IfP/wPGM0M4PC+fWiUSmZSils3JFaciq2WXRM3ZWqt55kMcfWvp6wopTK9N05RRJeZ6iQpcklmaKFNRlAxeASVAlU8DNj1iMetW1gQcsSiCPl2hIlMAhO5BIbIqiv2KegyrUzPGxPwmKCuqEk7jPQfPsIBpx+cLv179zne4prTgNnWGr++n1qZPCXCiO/dYlAVq4ExoNCIMFNpYIF7UdxaWIf9Ppj2QoVO2aQ+3nvv63ujGzrCoctipKhljyuXtBG1LC+X15ufr5Pqybp05rFEXkpxrvr1V+MFb3n7QyrhPwpKH9YUe+R+afLECdx1++2o1Wr4/Oc/j9u23m4sab2ssF464Jlr2FAnhTZamiQ+EVxSrcmrCWplaoJTdmQSI+aLaP836LYut2Hqk8pK6Cyb5xNJB6XehdvbiFoOXyiN9fJPu6/tJ1gDPp4DePoqhhmmCJZcL8RTLzVpLP8LRJm/yBhT70kdwC2Bk3LqVLIP0oTQt9g2eE7YKt3CXm7zqoaRvv3le+uFYaV7gXhzVYr5lIaUBwI7bxoodTDq2aT8J+vGYfFQ4b+lMQLvG9lSxlO10SQbS20pJ+9VV+HnnvMc5PNDuPTxl4Mdn87kUV5YwIfe/GZs+/IXrJylUotl55hj2MCBBO9kusgyJBIYySQwliOIoGnEDhZh4zwdiLSVr0swdj/y6YCm/aOdqMNCGMDIovHYNSW4RcDBxukYz9P9bCkrsRTE9hjQ3vFIm0hXuRU+aTj9B0eu/Xwpc9t9vaClXqJrVWGr7ySm52vc2VxeqDYxVWhhrkJtKK8NtW08vFCH3BFTSjd+PSJjygimBNrJpPICG02yo3w+nfvsctRGOpvBb/yn1+E//97vqd3nQ33USgXsuvNW3HLDN7F163eRyQ6g0mig2mhiYtVa6WELhaLK9Iw0e+C+7Zg9eVLqtIFsGjkym2SyUjQdGQBQr3gBLdOHB4152DQ5d3WZFOvG51vkWzaR1Brg+hIDnWZ9X1RmXzSegqY+SD+8iQHnpYjmkM/MdvduKHJlUxcg9gPS7zX+9dldDqWqpR+QAxgIYLOfae0PKF8ESrlmNJsW8B+MT2FtFWiyvuMK8gfL9xH2zRWxb3YB8/WGJA8blo9h/dio2Nta1BRwYGtaGhY3rdqAAtqYrpY8e9OyTvl+5lCPYXg4j7Flo1ixcS0ue/JP49CJWXXDG59YganZWTztymfhMRdd9LDY0kqphK03fEPGKjK27/ub9+HEgcPINNqYOnZMrKcF3HfUnpOVgnLUsrKwg3d+RsXZdagtZtMFhuITllGWZP0DNXYUsN9V4ahMb+cSGmEtQcaEFWTLCXrDTziuKNSKIR21MBEDVucoY6JZygSuiksMbnORL4wB4wHT1oogGRGvyzU/7JFBb6/x2zuIhO0wVByDJCWARnb80g5P5Vy3gUuoHHqbUFZMaHpudDBbqWNOTTe4PphrvidJMszsK7COa2GsakfzGCp9ByUT2DxT9zF+V27CCZoyKT1qosamFDIxZrsHPzsAGtbge41OjOMNH/k41jzm4ge9DD0KSh/0pXrkn8hBsfWmmzE/O4MDhw7hHz/+cRSKNYwO5BCV5jCUzsrFWq7WtDkxUoRuu7C4cWG3sjcnnrFhfLC8EYAAtaNaTINOjoyku/zkZO2WL03Px84Vg6mMQGksbqczbQASTvUQZmBAAsjwt/TOGdb2z8pnAUT3rqeALcGZFiU66a0bCxenAEolZVGvewNVptUyaKnFSMDUw9u9PCONoLccLTbbygolWDSO1a0NZDmdPfGWAwYkQ0aiyiUElP6HQEInzOCyN9BqbUbNIW3P7QOzalVqekAK0attA6VUlvK8yc1m7Zo1eOUrX4nVq1ZhzYZN2Lj5zEplu757Gz7wu7+DuWPHBOgF2AVK+2QVDkq5S3HtG0zFVbYfyiR0IHB9vpVF+4Z/P5tpi+npQWm/y7376wIGLsz1H/Za44UfWFlUY+k079sDmb7CBtDXHY7GlAdmXkci3xy6G76Dy37A6o34evKvLnPSWiwJc4ds+Gj9IDeYAfpflx8rdPnp/lyXwTr3kMEnKJ0qsCsboTE1ojEF0rMaQm2pcksdlEY0xySoaU5IU0gwypxFAhBuGGQ2fvpnrsCf/PlfYP3GjQ954Tq2537c+rXP4pabb0a7HUcnmcaJ2XkMjowikUihVq2pp30+l8N9d92N6clJyWx4YMxlWVWJu9Pe0jDUaSdFJsoAQXDMa/lw84pt7lbNyaRYKuVrmHzHHM6WlGhzvVfyD4eE3j0wGZLWQnftW8SSqXoJcFTq5fhQ4EGv4YOZPXwUuDQpAAitUV2ttBlHDcG6hMmBUxhfoeLSDzx9j9evhcO803NdZi04+TleJY8KsgQHkIJSMiyRVQcma3Xcd3IWk6UKhtIpXLxmFYbovu9EGhvVZhPVRhUTA0PYtGkLZptVdX6ya2jf13SaQIZs6fggRibGcPHjH4cVGy7AbXdsx4UXX4LJ6RkMj0/ghS9+iTSvD/Vx7PAh7L3/XixfPo5v33QzPvGhf8DYwCCO7NuPHPWhPLjQ1MWDS4Idi5uV2wAAIABJREFUCutaG1UWVoc5EhOWssLnUk9KMEp5iGWWBi+BV3Y8eYZjJ3zXcAODvE2JG3Khm/aSTHxSIDiOXDvCmiSwMhtDMtlBvG3EDlf/YNyRlrJvKRNwFGFj6yHzPCOW/APzqXVSamc3nFlTBN4JVg4oI9DOpjHISCbmkhLcsUuZtQQw05IlA0gWIFIk0jiut2JYIDBlCZ9VuTjzs1vayxgFpZxaadocmHbbP4XqUGhWIp2XrovWFUkJuInQYEn5WgvNVhuFRhOleoThwQHhkqQ2TQ5ukj+2DvEescvT1a/5rQd9mHkUlD7U2fUIPn968iRu+ua3kEmnccNNN+LGm2/B0OAIEvUaWgsLaqNHKWe5UUeDTF0Aejq9sd+vDWpblNkr2OKZzMDnAM5W3h7L4BmCxlz00AUnKwEuT6+McDFQ6lHyS0Bpl61yBkgbr83KRaA0YAcZY/rYMF8dreWpu2MV9yT9qLn+pZFNWj9rnoStrOzAg9chdH/S+9rmZc7BNppszdYyUMrWjn2HaJ2edULUvLTuK8FZqI0sMKViRrkAaFkyptSNCQKl7FksTamBXTKt5sb3XsLSppopiimCZLkJSglOuYExquV511yDK6+8Unmll1z2eOQeZqmMjMs3/v7v8MX3vhfNStViwLzrSRD294NMGkmolxrJQI77tDo8ed6jn/D/PbaxB//6Dhrh7iy9z85WnfJ6S8xEYUz1g9Leq9t4txJu0PMtZj250Vp5KvQiCSxGz4R0ymdw1LCISdXnCt7X3icIxotFy4EGlr1+eI2uU7Wbf+gaRzHVVm6uR8B8uYXJQg3zDcY7cdxYqDW7QFlWaUy5lASoLbJmiSRasQTqUUuO7Ea7ZRuI51NOrFiBd7/3z/CMq5/9kFasVqOOu278Ir76+U9jz74DGF+xGrMLZbVFZR4px1a9VlU4/sF9e7Dr/h12UEzZfGWbxYFkypgssqPULjLgnJ3PtG4oQOYULXpYk4iVsumYSv48EEuCpNkd9PABZJyeKQ3xUJIBeCOPpRpOri0Cj+6QVttWPteBcRh7/Yev0HzEvoKlnwiwOijldwuMqA65vtgFUGvYe/HYMOAanPxW1eqOyb4uPZqM3o1HLJ3WEu+AFk/ieKWO3VMzCrPdtHy5DGY8+DK9gWOG5VYO49Uj41i2aiUmqyXJRNwzraQCvm+KXbZyCYyOD2PF6pV4whVX4uh8FfV6hLXr1uPg8aN43rUvwtq1Dy0iip/3+KEDmDlxBIXCAv70f70brYUyUKmhODtjIJN/2IEpnkSdYJq6RXGW1DQaO8ndTU1TGPvEvcnzSA2asZ9839x2j4RV33qriHT0bnQKoJTEjhh0jlXvoJTvtLEmBUzkDOwm2tb+1rzqrstUsorX3GQANkOxcyFaC1ju1p4Qes/LZBtIkaB9jclbQFDK7ydpgRNH1HDy6dRvKklaINj24TBWtE+x81QUR6EJTNcjFMGOggk0E2aqRceMbpYQYnc+rGqBERUQ9oMbvyz/i+uLmvK0LTSf5XriAN4bRizOFCvSlY7m8pYRLlc+PyFBqc3fy678Wfz2X/4Vcg/S8PQoKH1IS/Yj92RO3G2334bDBw6iUqviU5/6NA4dPoqJsTEsHDmMfJKOe0bAtDRh2W9W0TDeX1cnSRfyB5aAaqEY00M4nN3t6QIqK+PLz8QFKXwvW0xDKSH0dmbHEgtPt6EsY5JnvYUyVz9jpp85U6ViEw0ELioPRf6wgIfNm6+pOBh1aiIYNfaOZbwkrFsTg4UFWsX6hUgqTw/oBU7Z93HjBOEpDSQVMqVikuy7hmUq5JDaodFBqcLK22opShZTf/zk26YeS7pVB/ZeqieI4GtrEXEzlQXpW59r6lD5xzo+sRxroJQgQ7rTdhsXXXQRXvXKX5Hh6bwLL8aKlase9Omyf2ROHz6Ef3j7W7Dnlm9budPBvhs7TxnEPM3mkzRIxIwl5b32No6G0/o2S//txSXwXlOF/hc3HetiWNn/Wt1NP0Qv9yHlpaC0vzzrjU5tc/Zg8344rMiYpGnE1BHFY2R0h32+nHIo6vte/d/NnPe9ioCux2k+bwAhpweliwKH/J0MlPLAyINKsRphulDDdJUbsnVq0lhh3JjAqEVEBVAaxZPKqqxHEcr1OupRU4wG1wUdKBMJsVrves97veT7/dcubpzTh/bh65/5GG688UbEkmkgmUGxUkcqM6CNkW5/HgrLc/O4587b0WQEUcLkM5ybmQBK4ykkkqYPVzSdtz+lgYQbNw8NAZzq6srRbPKdLGN31HXMTCP2sC00/I5N8dAhycPHuc7xdX288hqYG5psoOlZ+Xcbl/baNNKYHtXKl+HRDyA1n73dqQ8qj6HzFA+vIwQQrPGj9c8PKco67pWhQ0Sfrb8WwB+qEaZr1b94uokxheEzhPEroMBrKxMKJE2SlKATlwSkynQHrk1aN5MCF0xH2LByNYZWLMPJclGMIK8PHfmtFqUDbBzQxtDwAMbHRrHl0suw8bLL8cCu/di8aQumF+YwMDiMF7zoxQ+JLeUhZv8D29GqV/G5z30Wn/zox7BxfCWqkzNINGvaV0znbnQBs5zVWlXxhdRYGFseqmYcGxk2U1EclJs1tY/1FhCRM34wto6FNvf5PkFyYVmdVq3iteRYzZF97SQwmohjZbqD4RTBIhNhbP+LddTI20ekrem+aaoa07Wx+2hVMoT/hu6hMG3f7qMKYB9Jw7nR5trA2CWaY41NlYRB+iuPIPOOYToA8zsxr5ga9E4CU9UmFtoxlJlvnGBYIR9WqdBqJpkRjbh2vVVFknSG66Zdbx5weSjmvdCa/X/Ze+8wSc/qSvxUDp2nJyeNJBRBaEBEE4zZZ3nWS8bGXiMwJhowhh8sNmDWmAwOIBDJGLDBFhIYZGFss2QJiSCEUM5C0oyQRhrNTOeuHH57zr33q69regK7lv3PNM+gme7qqq++et/7nnvuueeKaTVngAyZIXSlb19qseEKqBZLTnuZRExkgHf9j01P4/fe93485tf/+1GdZ8dA6ZFj9X/II1gOu+yS72oT3njzzbjwwq8gR0Fzq4P+8qK85xhAW522saSuX6GWRuwA/yTd9JZxySQ/LDJkSG8lKxGA7pVpi9zBaOqdKnOWppRldDYu8PkGjVLKCEMnk5SjBiykgrrAsMkJrIGEXboHM1WmzTJtJbMtGmxbt70ddHyPLLfxOaQ7ElPq3qdpSYAD0fRISb5hsk3cPDVuNENZDrzNusXkDOrDNIm2mCpjommOryYItxwynU5Kf5gCpXzuKPsHSyrGVLPP2SBlWTPDWoBSlmTdIAqVSgVnv+AFOO3007Bx82Ycf+Ipv/ws834fN176fXzxbW/G4v17E7mE2X2lfLxT94DaLGpJJ8tZddxzQow+vxSePBSI05JJle+TJCVROg8YokNtJIG8YP2HmNVVmVIXjEXDSHQvx2sTkBooNYZtBYPibEpaJxjgxjBEmkP2NzcESo2rCElK+iYNmNJgSwWEAk2lboCxE3bYsn+i0SJb2sL9i20sdsKxwQzqW/TXjfI9m6CcKSUordP7tlZDgyV8SUosNvDrpJNPxuf/8R+xZdv2o4phzdoibrn8Enztq1/Bnvvuw+jEGuybnUc/V0S+UEa72UO+mEe/3cKVP/oRFmb2azqTKjTSatIXkzPt8yhlcmK41HTilXN+Jj2OwKRcJFdImheNiemZjjQHlLI9s/FhCd7tbXjIWUwxMBrrOabVSRXozUHh5hGgVEey/4xjN/nFn5G9lZ+pH55xk1aw3F5VirUl9ocd3D4NSExedNd7bIk0xtP+BAwbCWX2OfEeZIFlmg/bSg6MBzY9xl4F9knK+wMBkrSBvAbqigkmqHsn296ktpAxTA1yplcmmXDC1u3IjFWw0GoJkLY7bYFisnWUSVQ51Wm8ik3bt2L7w89CvzCqgQjbd2zHD37yI7zwd1+G40848ajWFB+0vDCPe35+K+6552684+1vR3+pjslsCf35JVQZaX2B8D7IcxdMxswbWb303kcQZxrPpDLt7byax0pPWjaje+vxR8mH6tW+nlyvqw56OaRQL2kle2KtEqtGXbOBWlcERmiUz4+mE+NsY1J8nBMDUCo2O5F4WB1PQDU+V29KbrV4n/vIF9zGMO3wwKRJDQ3WLqQkM5wEFJNNamFWT8HIswPexo22cgXMNDrYT0N9SjxyHErhTGtMK3RNbHh0B1svv+98XuuAOEOeyTzz1flPCYHqkQ6iO9ZgpaYMJpM5EV1yt9EF2rolKC9WK3jay1+G33z9G1CqHHlq4TFQetRb68F94J233YLrr7kWpVIZ3/j2d/D9S7+PE7Ydhz23/xwjpYLsYBRAZJrrgn2B0Zxl7epGd72Uly5YDrB58GFG7wBR+NC7B/1tBbso1YsWlc2dL8qGJdhL3wca/el6nxSTphJXuvPfmbIElJqIbNCpl76lPp7NOispXDdQqucjIPbAL1G7NrHbvcSGdmBkth6DrnFujVa7j6V2R/o8jQl1QO3Ns36EW1me2aG4Jt+4GhWaNDM4aFW2aRevEqC8Sjkq0lhRRrFkprnPoGbc4zNzohR1pWETVc8wGzWAzWDwxCc9Ec961jMwPj6B0x/2iF+64YkH8nc+9Ul895MfQ7tG1zq3BmOAdCPmONhDl0vvx8kyQSnHiZLF8uamgUHp4Rf/KqCUvxBMRRoUrvZEw6A0/GxXwXLJr/N+8hAmqDBPPwMHXCvcEyrfa1EbUxpgM2FgUyW9I4PSlVdtkNQ8KVeMW02V79PgVqt+COvaTnBWjxWQTgZL9Q72LrYx2+iqvMo1pPWiqU5k/LlWgC7BHUcwZjKoddpYrC+j3mpp7Uou4nppzi1//7kfwTOf+7yjCl4H7rkT//vL/4AfXHYZxicm0c3lsX9uEcXKqDRry0sNbN60AT/98Y9x5603i9WskFlnU2KOQxYy8hMtZPNKbJhEFglOXYNt/J+V9DTswvrdnb2kdZR1VGtiE5PiXMGcRroGlkIVpPKmf35kdwMwhnZQoETsk40LFVPK14tRpKvoP+MGBaAdZkrTgFXg1xskA5AKJHuJ3ph0l9c5O6v94OObY9qUrVfePd4D6wSPnEjOHHLe8+5wr15kMwUxWlIWOlsargFhKUWtI0cfc0oYte5cI2TWaYnXaDUwVa7gxJNPRj0DzNaW0GCDlYNSXhM78bOZLk54yAmobNyGnU94KnbfcQeOP+EEHJif0+AQsqXpxO5wC2xu/33Ys/sO/NOFF+HvP/MZnLZ1O7ozi8jVOoo3ev8qb1syZgm9OyZoApefYeFV7Yx6jtU1d3EQM+2Mo4A9GUeXtVkcsj1oFoXe28DXpA0Xf5c6be7pbhsTmR42FXOYZILFQQvytvbSvFt/8Qmpq1R0FePu45B9nyt0unMiKwwkJuzY7WN+3kimarUk3X6Y1pvszC0W45wSq5nSrvr0Mmu2siRGlTx13LMSV8BSG9jX7WGWFRa/CFO7ZeUrarIzA7S6JiWJOY3Y5Tc6bAhWc2UPLZuAa+/fN7DOV0+UxKTKws1HjUfFIWtA1gq6WZz5tKfh5e95L6Y3bTpiLDoGSo94ix78B7QadVzzw0ux/8CMOm6/8pWLZJqf7fbRnJ3DWLWkwMEyXYwT5cLgQhIrJPBpUy0cd1iHqUpW1tWuRgRtMBcjOygdMFtRpnVmy6cqsVQn30E1ywyyQh4MkalFIBeIcNsNt43WzTNQGpndwBk0MkixSg5K9XrKjAlMDVcIaEQJRodalN8s241NEsEmJjoJdKpDuYulNsuiLJ07mxsm+B7YTWFlGzamsRi3a/PsTctj5Q6V8tUVyYBCw3NqSHM20s3LdDZ61FhR26+mQSXIUMc+f4fTpjIsyVqphF9r167FH7z21VY+O/FUbNyy7ZdagJzgdMGb3ogbvvMN0ylFV7PKPIYeuUYkeudnnLVZ5JOVAsZL1ARScB8lpVV4ylWamg5V3k/KZ+nylL+bFeV4TwDSQOAgcnIAR62zk6VtaoQ71tCh8lueVlaco86Fbhe6GiA9FEheKUkYsFbD7OkwKE0ICz/90o+PkplJz7wikbBidgBpIkovqznf+xabVsLv2KQwsevdjkYKUntKUKomp1xOtmIEHPPNGpabLV+nbm1kQhu84CUvxTve/4Ejllu77SZu/dllOP8zn8JSvY6RiSns3T+n9VooldFoNJHLlbA8N4crfvxD9FoteY6WNe6xbz6iZJtYXVFp3hJDfi/RsEdjonsQx5wjbiX6S7JjP7yRVUoUcDVwa9Y7BlYpBxhYdw1K7hF/BusI6JKZ5XMpcbc9u6LMnmLHIzmJ9TwMuhIGlbEo6ao28MTH6l1L+sOWR1t/sppzKZN08dLI+j4UELS1K6Aqj+VYs9Yoo3DtAIUPzFJbyHJtooM1X2T+jPpqAhRzY8goznDdcYpdJ5vHfKOJeqeJbruLLRs3Ye3GDZjvNFFrNT1OMDlihOwhn89g89b12HDcSTjlUb+qAQm5XB9bd+zA1dddj+c+77dA3fKRvnjP7r/7Ttx50/U45y8/hHt37cK6SgWtA/Oo9Dl21hJHgja+CcZIlqltCImVlDl2lMx5yLlUFdRkP4JS88hViT9JVDxSp3Sldp3OsIfenQmNf45mDs/SeQdTuT7WF7KYKjDBct2nHVbeeGXPZnp2A8MJ0RHkpft0a3izyHjzWm01O5ibW8DISBWlclGxdkVzXZLY2PVaLCFg9nXg51fEdQOl5vLS5XpCATXazHW62N/poO73V0UyY2ysmpeyh9QS9aSHSb56mMnSsknYhvglI8q1N0KWRb9hNmJRbJMaCyw5mltAml1WBttPOxWv+dCHcNLOnUdaMjybUkKaIz782AMejDswv38vvn/R+egVqljsFfCF8y/Q1I2FAzMo9VlCKKLWbmK51fCmHFusym5ofkzbFA+KKpcr8DpAZLORRvfx8LBNHrqX0FsZwePZY+BO9/xkllrJetOUV5n02PAiTTEB8TwKvC7UjylRAyZ2JSiN+6mXZQmP3qQqzdh/o2HBqvd8L+bgYaU9a87SOFPvEI+ynrCYSvPWpVprd1RqCE2pGBZvRLINxZiTS6ygwmDYmmUGoNSAal+HgsW5sH9y8buX9wU65ZDgB4Y3RpF17dC/lA4j9CxFV+NiqRvkaxGA/95LXozTTj0FW7Yeh4eccvovteT277oLn/uD38d9t92qtRIHtMCRyzSUuPjnRwaJo0QJSkfLlE1wqo5N7lhVKXoEUBplayuhWQkrKW+mSuPpsKOmk9S1ppnLg9+8fQKy3er1BUiXGnXQOL5cKGHy/7CDBEjxXqVt9tdN34thoGkfpZ0ocT3DIDWuZQBKVzaumDH5Sv2t3XdXRB4SlPJQIyDoYWa5jQcWW1h2pkvDF8SQ0uOWTU8Au+85YpL/Xu60MUdQqtnxLjWJZAp9PPTMM/GZ887Dps1bDruOluf24dJ/+xK+/S//gvHpddJg/2LvPhSLZbE6S0vL6HYyuP6aazB34AEUs1mMcIJSIe8jRE2qI/2od8dzLbMkzxFVAbaMPvJ59QJxTEBZ9je3DQIQk+rYHrc00DRwATpDE2ohwxt+/N2lEw5NSWLpMZdBIU+5gPsQ+0GelORTR2AakMaBnzyn023q3Jc40ACJGCifNmZygogeRi0Fm24xKiz0LOGOGBy+pPx3xPYwXVeHt57X9IRkSyUncj9UmwZlk8KCNWPMowZZTiJMfnvQVLBFNsm2OygVitixfTtKE6NYoh8oS7attljpPMdrFrOYXlPFtu3Ho7TuJExs3IJGfR4P3bkTN996G04+5XQ8+jGPPaJGcHGphosv+TF23XANLvy7v0WVwae+hGy9iTJn1nuiQirAGFP7vDXIwFlNdcWr6dUbXnO27zhGVIDVwVZ6PdjkJo8/ydqwZDyZLKjzzKZrBW9C5nWqAKwtZjBRNNupkLdpH+v3k9BvYFQ6Zs+TOla94ffynMSlZkY7VHmZnXYXzWYThUJRLCn3SKw5c2gJxjF6JSyKakWpNyMkcvacipW+32l32M8UUO/ksK/dxf5uB0ssv2e6RkSoNmFVQJdBGxSIRMj3E+VCmirF7n0fRtbn+NWI0cq2bF2ZZrng98WqrxHvuBZtNDcwOb0GL3nHO/Crz3veETXux0DpL3XkPwgPZmfinbfiexf8DTKVSSwVpvAPF1wg1ufAvn2oOAMhLWm7lYjxxQ5qFjxLDM6WakRnWK4YsBBIJYPBA0LToHzihDo4u27DkgKlyclrJtQMBJx7b95v3uXOrMrS+5VByTP2pCs1Sla+IY0pGoDSAB8qa7non/YeLN1TOkBBuzUkDJgIzRym5szLGAGOQzvkVQptOh4e1H82O2x0onieIDFqObaplIHKG1KyevMx9Sw9AKX0PV6WjwAQTKnKHfzjUzC6LJl58FKDkzS8Bk5lFRWglNkotYToYomgNDWr+4lPfCKe/exniTXlhCceTkf7dcsl38MXXvcHWF5eNobGS9f8b/hwBlOqzzeXx3jJrKAqBTaW0YqE64FNHKs0OXm38WqgbsU1hpwixUQdiqGM4Dr889XyZb2uqnOWDLCCsFhblrSFtiRTo2OoFosOSu2kSIPSFU0FKSA6zG6mQWr6fSWAWXTByk/FEqEBcxfPGd6A6evwfMbvMd9TDp1uHwv1NvbONbDQog+xgTGC0pZYUpbxjfVS+R4ZAYq5Rg31Thv5QlFTlgjQxa4R5JVK+IcLL8RjHvf4Qy4hgpr777wJ//rFv8NN19+AdVu2485f3IfZpRomJqZQqy+j2Wji3l33YteuXWKT2OE9WiIzXfCpOsYSxl41U3KOFi0o+4qGM1m3ucUPJy/1u21VceiLK1AaCUQSO6yKInhnkztcXhRToCw2RDKU/q+VQnv6PTXMhOWTxynGR+5HK5tHWXcwBSo0y9EIpQRHOmACGUcmvk/sGpTSWNqqRg9KYTh0hGyZdW1rHyoBXblODrXHB3vAEh4zaM8ZGPKxqQ6RfEypARcmLPWWyUCYHtJCsClwSg1lBo1mCxPVKo4/6QQ0slnU6eDQIqfKi+xhfLyE6akyKqUqKmuPR3nDDnUy7HzUI7Bv/wHZEv7605+JsbHxw4am2+/Yg78893O442ffR+0XP8e68VEs7n8A1X5P40StnG4DUXj7FEuluTVAaXIP7y1Qf4ERLorvSq7tTFMjrd/S5Mxw8JTephI+GMIzT1x51cbnSk1pR+X7DeU8qgWCZjOC1371s8OKWt6y64NS1LtBCUCn6+y8nb9iyvXL9l64jxrNpvyDRaDoQLPnsw79ASi1z0IpmDObzif5GZoe9sCXof0U9cT1bg4znR4OtDvSlXZzntK524cRBdH/QHspkz3x1SkRolyIhwBlaUq9vJKp9ey9Ivy79KOKM94oyLXl1lbqydC/TZ6Qzefw3Fe9Gr/75jejVC4fds0cA6VHe9o/SI9jwL35xxfj8q+eh1ypirvqGVz60+uVTc3NzKhpwA6mjjJhYw4GZUl1vErDRWBKraeMI6xj0JkGLiSBUo1gGzBBEXQV+ILFCRChLlWzealm8+p0lCYxDIK903C4xBW6qtDHGNU/6OiPNDM5sNOvS5sPZo8c/5dM5zA7kHg/7Ojt9dgRae8lytCyvgpxu/uV8nd475od84I083zzpYuv2NhiGii0D3WDyvgGWK0OZ9mlNTmlNKWJhRQBbkab0KZGuTaKPnXOWAzYU2aUkjOhmelh0eeWqwSdy+Gkk07C2We/ABMTYzjzkY/F6BECf/Jeej1c8omP4Vsf/qAOodBYxYGbBqUMyvw4aTM2Vc5iokrGiw4IZIFtaphYhTS7l0pEfhlQGteXBsjD2ynNlA6DwPS/jaVnALXyZL3dwoJAaUvjLKdGRzFSKjsTYCxB+nUPWZJNaUxXu7b090zD6hsxeXN+fqwGSp2NOPi17Qd2iwk0slhqdPHA7LKaFQg6ZUOmTlg7rNVxz9G2BBoZm4E+11hCnVKNXB6NelMJjkp03tjw9ve9Hy9+2csPqQFk6f66H3wbX/3ieVozzX4Od+y+B/liRRr3fQf2oVGr4+c334Z6rY5iBhgrFzBSypuXsMqrsU+N+eEXGTeCUu7TaO4p5I0d0+6l+Xa/K91euUiJEUHK4LGKXyntphhs43bsvE4lXGl2PUCqEncHKsF6ap25fICP6/aZmBsolV+nOocNJAQLG6CUwFoxJzxEFUaMsUxe0/d+WABJy5qa7uMIRb+XVBACrArE2khKfkVZN4mV/u451lE4x0u9ioVMwBNHFCYuGdTbPelIedUEp2S12lka6/cxt1xHu17HQx5yAqa3bMFyo6mJYZz7TkP5fL6HUpH63gKOP+l05Nds19rbtm0rNmzehFvvvBNP+/WnY/MRGPjvXXY93vP+j2DXz76DraN5PX+32cBELotRWjD1bexnGOM3JT8wEKiKjrTF1txj1UCebZZscs1xg9i6oJewMfD2Py9Xe+VQIgEvPetsEpj1qV5kNDketN/HWKaDcXSxvlzQ8AfTCg/iYFRRks/GE8cgiQTWnO2OBGkQn228bq1Ww2hij2TrLZ7XLev9kx5098ca4BqUV6mOJFNlazvIacokP/VuBrPdHmZaJDyy6OYYK0mxm92U9oSTOzyIpPHO5dRMyQYz/mG5TPaHnOKR+orzNmFDFbp87G/IT9i9r7HmPnxG38/iSc96Bt54zocxMj5xDJQ+SHjy3+VpO+0WfvTVf8ANl34TpVIFF9+yG/vqBezf94CCBj0jqSnrdpIBmUlJy5hSMopsdnJzYYE5m3NOj09+yVbJpx5pDaWYBVq0RBBMAwMtPnYIppjSiPAqq8UGTzFhIQuwIO6sBplbOUm4RUowDAef/HpfKt2LLaVNituAeGZnwdeYDfOtG5RPB3JXb3jRgWUHWIu0XvdUAAAgAElEQVQbtdVBvcOSetdsm7ShLbBz7rGJyaPc5XxuSprAziZZJ/tM++TyyYIIvLqPKZuY/EATM8pgQXZU7IlljWJN2cAi5svGxZIFk81Xrw+OHX3BC16AHcdvw0mnPgybNx+drrTGKU6vfjnu+MnlAjOmKR4MGTCYrHCvg5WHAcum0yrd0wrKWGq1A0RZbRiU+jMMs34HbYbQraYefzSgdPh5htlTC/T2KL4bThqarzXQbHfEsk2NjMg8XFNFEv9aW0uH+zoUyF7t+1EyG3Bd9sxGarh1UVqq4HqwFa4Qvvb0iwlTQuvGHvbN1XGgbjrSWEvsoOZ6aVN1mcujpZG1BKVkSutYbLckZdAMd/kEmmaZ4PS5z/8tvPvP/0JWY6t91Rfn8Z2v/AN+cPF3MDa9Br+47wD2zy1hamoNZmdnUa/XcN+e+3Hf3fdI2sHRnyPqsqfW3PahbGzUHZxmTK2pifEnJsT0WR52Wzdp4NGTLpXPZXGL7CXLmK4VVBd2+BLb1esM5us6gEt8SGOtJcMenGUN32IHF2oKdXaH+s+o+Nhas/1huNP0jRbKeLFshbT3S1DE69S44/BddnyQkOjOKknb7o2h9l6M2eV/zR5q5UqKf0WTU7JE3GouWgj5q8bQmQelwJAzj71cBnVKW9rm/CEde6YvqRCrRguNFpbrNZSLZZxx5sOBIv1BO0pqyDp2Ok01nBULOZx4/EMwsWkHWjkaMQFP+i9PxV333oPTH3YmTj3t9EOW8Kn3/rsLvoOPfeQc1HZfj/UTZcwtLGifTmYzmMrmUO3bwBQx5GzMkabROuWl8u+z0TYGxFiybySH/cxKyrGqY2qgleOt635Q0LAhKdYVroohW1vVUGtldpKtI2hhTaaP9RXTS2v/D00u1OexykSxYQlSGpRakdAGHywuLmpca9iUcRqUHqsg4o1OKsv7RKZY9SRAuO68KseAE3VH0x5zVC0bIjM40OlirgssMYnlGaSSvRENXvhPJDG818ZsGvNp0gnd6UET1opz3lhS6VM9xvDfajzVJCdzmDAiZ/AcJ5x2Gt7++c9h64mHd244xpQe9qh68H/IA+Ebn/0gfnHLdcjkSvjm1bdgAaOY2b9fwLKYLyi7IlOaLn2HVk+glNqcmHiRgFIL8kyJCEjJQpgW05tYNO2ELB4zGgNM6ZKSdDoEpSBTaiyGlUIHZZUoiyQHd4pJk18j4Y01RjsoiFahlfdVm1mZsU3nyHn5XpYyrm21QBRaWX+8DwrwxC9hcSPwi1fJ9FX6JCilATgNU2hoHFuTG1Cb0Ev23PRRsDEHPNN6ksXSQX8QKPVJvzHJiV6knpVrkoc3OgkgqGM2yviWlTb7Hc03J7NJhov3Ymx0FL/9P34LO3eeiXXrN+CU0x5+VCX8fbvuwsfOfj4W9+715osAl/HZWhnU+iI56asjf9LpahEjJSY25niQ7VsLSojhLVauBHVHBUqHycQUs3W0O2s1IMvPwVz8gHqzjblaC40OM/6+NKUT5RKgiSLuUTo0rCEOj9XeV3K8pTSuq11rwPs4oAagdKDjjd+Lbng1JxwGGxOgNJs9PDDXwIE65SZZuTrI4YFjRCUDyaOXL6h5hazScruD2aaBUpqOaz27fCRA6eOe+ESc84lPYuMhOl/333MXLvzcX2PXHXeiPD6GO+7eo/GS1UoVe/bsQbvVxm233IbG8jKqpQKqxRzKWY6lzaiConakaNDwDmeNFU30b2S5Ynym2T1xhdH6jX8v0d0jPyjrJyVr+W7G2htIAGJ/8/4OAGlUkcLz0w5GlhP5FaOXBTmjBCkNo1n8JFZLXhYPLfmA+Ga5l+NPCSbZbWyz6tV0I3Bs8SnYuKhmacgDeTwHjGlCIN6nri0aTaQhdlMvX4ODRhjToQvUaqymy5o8UbPIFRUdK+FTi0wrqFano1hkAxigdbPQbKDb7mPb5i3YduJxGuixsLRo4FYBlxWrLjauXY8N245HLVNAL5sXKF1sNlCujOLJT3nqIWPTwmId7/mr83DhFz6FSm0vSsUsZpeXlKSM9/uYzuWwJluQPplnFc8hJlYEOGSYQ5pFVweT7tKMfnCGWGE7pBAOXBMrOlfEp0BpsORWveN6I3AiM0xG1NrMy50GpnMZbKgWUWFlUb6m3cH6SIHRdKw4YjzzYiTXR225Zv0gRZuMZaB0ADAt7toz2phQ/7e7R3Rss/nIPQ8oegzP8az27my7h5leHwu0jbNNZDIAP7+jcmDfZoXP9MjeWZd45Zpgz22hPLmU96qzopoq6bpWWmtJA69qB3/TBgVIxtbrKuF91+f+Do984hMPe7uOgdIjrqYH9wH779mFi859FxYO3I9aL4NvXXk7lvslaQIrxaKCHgFpjOATGHC9nrrvMzwYaHpsG1ujOqW9sVKYOil90yuYe4aeZHECpunZ3lYg0+MESjOoqPlIw/70jFEWi/M1YbPS1kD+HPx9r3I5I+AHQAAWIUrbgQKgspIgwHCfQwYodTg6IFYwscd7L1OiPbKue2NVgvXgI6mRIWtAbam6FAdtEwrjJsa2YB7sqQ2UY7JnB2P4Ist3NOKAgobpVhlFVJ53JlSToWQNZUAzXleNCJr8ZFZTMj/vtVETKDUGgP51z3rWM/GkJz0JtPXZedZjVUY90tdd11yFj7/of6BbrzsTYysgWE9T0QYo5QzpLkbFlBZRKdncabMQs/naRwNKA5QdBFJTmtK47sMxpen3Ngwah9nSNChttDqYWTZAxmufqlYxVi4hY+NVtEjUF51mLlcZBnCkezu4j/bIKCKn2ZDQlNprpcZXeknXDh4/VFPNBvHaDPQNjglcaGGmxmSFZTDrkuLPyJR2Mnl0maiSJe72sNSihVSKKQ1QmiREfZx6xhk499OfxoknnbTq29x189X44t/+NZbnF9DKZHD3vXtRGRlXx/3szCx+8Yt7cP+99wlAjleK0tqx5M4xoJzapBQn7qkqNNSve3OkA0e5dYQ/KKVETLjFqnZRkLbZQIfAYcQGT2gVxdz6KV3e5n22WfI+atLrktahzhGsbYFBVZTyPm/G16Wx3WTlonRvOk0enmogEtAzwKOxlGFDRH0+LblUpnVA5J+r1oXPQA/WWBIBHtRan4N1GEwbH2dVIfsZP+fw3Y3y/oCVM6aNMg1WxrTOogKlm2afBe+ImlB4Pbm8nBxq7bZiED/TFuhv28dip43lRhvlQgGnnH4KKuNjqLUbWFxcksdsq9tSpWy8WlbTZbcyChSqOOOsR2Ji7TTuf+AAnvWc30D5EBrBPffP4HVv/ACu+u5FmCq2NGVqudVCMZvHSL+PqUwG63IFVHOQtRPjLRtRJdlg8k9bp27XvWuLkqPQaTqIFZXrU+Si7zr3sPV1xOcLHbyPvI3phmS+u722nRmcMkNQ2mthGn1MV/MYLRRQkK/2YCFamX2QDKU/x4iF6U02iDsmAej2eF8tYTapiNXe6RITvy/iwkcQ87WtaOX8u0+JMsbTqhJ8DgJVVvqYrBAILnX62NfpYjZDmY8lSxo36mejXsPPIvudgVzFTVATEkaxzBvPRNqkhkmQG9V6E6ljvqTWO8HmKq59nwzV76JTKuCdH/sYnv4bv3HYcHsMlB7NafQgPmb3jdfgwg//GTrNZexr9/GNn92JdscWSIX2NhwnyODKSSiBAsPqQt33LN9bSUhglKPYZKdioJSaOkIMfp8BPQJdEtwTUJrmfuwNEwxSM1aiib3Piw82lfE/fAHTTKn2j5vRM8vktUUxIPjJkOMljIVbvmicqLodo5veDwQFBrdRESi167P/ejNUsAbecJCA0gx9SsmSdsQaUF9lG8tKQQSPHBHqHIOelxuMhTrzcxsI6PV9B6UBnJRJUiSuTDM67q22LFDq5sNkXI0ttY1LqY50Xj0DpcsEsxrlRkami6f82lPw9P/+dBRLRTzqMU/AyMjoEVfhDRd/D5991UslVrUSoQW61UApg1oBXYyxy7ZSRLlI9op+dUxAmMGvBKXDgTYdjNOAdHgtpInBYXA5uLaVb+1oQSl/iyzQgcUmas22GvkmRyoCpWRN1fzgWuMj3rzDPCBdlouHBTuw4j35Go33FffCK3fJoZP8fKhRiqCo2e5jZrFtoLTD9+e+ut7J2s3k0fbyPaf2LDabmK3XsdAxYB5NETFvm2t9247jcc6nPoUzzzrroHfJSsllX/8Kvvm1f9Jnvm9hAWS46FO6b98+zM8t48Ybb0Kv1VEsmKiWUCmYbRtdPwyUeke5l9XJilr8MXrIDiiLC4wZMYij7Ab6MkEXA+mgNAlFMbXNAG06AVB80r4zJlQgLVIFNgJxX6uR0xqdGEeZsFtyz1VJNpB7jY1IXikJ72V9LsZvE1xzeIj8V6ltJBFA9wNn9Xr8jGRY7yb3DnJDIyig6VKEkDUNl37T78uuxZPu1Hz6AEOsmjF2p7u2tc6c/fVWagEO07ADTTKMOUtkaO1ED1MypgtshGm29V527NiGDVs2q0lzZnZGcafRrOu1+Hlt3bwZ5alpdHJlHHfyyXjYzkfgpltuw3/99adj/SGsoW6+9W688uV/hP23/hijJWCe8oBuT0lLFcB4r4d1+QImCEqp7ZWmP6acqaCMklfPqpmytJG9PkEky/TWuBYOH5Hs2bngk8BcQmSOBzwHbTqgnGGo9c+qpmUEhjTdfVR7baxBD1PVHMaKJRRJFATy9X4MvkZ6YEc6XqX/PhTVdOawEYn7lGQFY604mSA2PIHTOUM7uC7JGIJXJ01iyEIqqDLEaa9zSAKTKOlzc+Bw6QNdCJjWeDBxr7gMwtZknEXqBXT9cnRleNJNqQD3iCqJ4QDgjGz0TLgFol0z9a6RVDKpgIggjkVe7Lex0GriTz/w53jlH/7hYcPxMVD6/3Ja/Tv87k0/vgRf/cT7FMDvXWji4hvvtcMlk0GFmVo+J0BqwdS+uAE1254BUo0GVsbRxAuV6+3vppuxcZ3y9nSgIqYzdKXuNxqbbPCWCFIy8g6kqbVJAezVFQRTpfoAiYNSm8V9df1Lke3Tl/TrLmL3a+AmioCikYS6TpvIYSxF2MIweLjOyFFturHJXs80aSqHOThl9sj7qRGj2sC0C3JAqmzRGE3T3IT9U5TzPbtV5u76U27U1OceoNSYFzKjpjVTVuzlF1m66N8Eoc6UuqaUJfs6S/iyheIbs87dsx71KPzW85+PUqWMsx79OHVBH+nrJxd+GV/4ozfY4e7G0enP053/pKdlnC1kepgosvO+oM77HO2gVGLnagwN8EDkH88VhyjfU6yjBGjFOjkEU7rae0gDu0OB3RW/p9ewdcQkY7HRwcJSTaBkzfgoRsslK80NhlAfUveWft5hjehgw0X5y+CMMQMDoJTcl9CY+DfifSlOp8DG4D7Gc/h28sSEoHT/YgtLHWPxg6YnMUc/3E6+YMb57S7mGw113y9xfXdYSrMSHb/MTL8vsPH+j34ET/jVpxx0+5u1JXzl0x/ViGOevnffvxe5QhnFUhkzMzPYddc9uPeee6WvGy+X9KdAUKCdlBVgC/9PA53O/EleO/DOsZhhZVl6P3KFmWuIdVTLOsr3u7JCj3PBJqXXXNxXA/0RTyK2qKg90MK50X74Olrzkk2EIyjN0s7GbbesQ5rdxDaCgL/DRtNKPo9RNnZVyiiVSgKZtUYLSzVakfVRb3cEgK3D30qbSUKS0ouqw97L1On9koBUb3Qa1pwGSA2pQppBjb8bsCKQiXtna0fDQ5i8cRZ6p4d6q4Em/0u9KStIXTKzHYxPjOGk005FrlzC3PwcSuUSarVldLptlIslbNqwAaNT02jmili3bRue8OQn49bbf45HP+6Jh5zu9LNrbsVrX/kG1Hdfh2KeJeW2Jkzx4y2jD7a7rM/msUYetcY8t10nyjI9g1SZ1bpsH8VeQebw1ABrb2cLbnNk6bOkZQ7wTPPrFcWEUTQtaq7LM4It9z19zkpMBFpNPjDa72GaE+6qtMoroCC62crrvP/RPBvkTDpepZOJ+Hv6v9J7IwdWd5rtJsrVspIcebT6+hcHIs9Zi21R27Jyow2NkD+qN7YpGfE+XJEo1OOS8MjmcaAPPKChMWZbxUlLlsBo9dnZmsuj1mq7T7adtXY62vsWY63JUkbgmETFznOrE5BMcSsyET2UO1hs4Hm71O9hodfFTKtOzzK89W1/iv/59rcf9ig7BkqPdNI/yD//ydcvxP/++4+rvLT7wDJ+dPsD0v/wwy/mLeBHMIpL4UIlGyGzao3mtMxQXfY+XpR/VzergJplW+p5TYnsbWlaI87wa7B0JSNsgVJjYA23+bJ1bY0ALgFhTEkK/84o3zuaE2RTJ2NKAuAHlQFKK/vREDnRjoZ0xuhXu3YXuvvecQBqUMFAqdm/RLDmhmfgrfU6YgjsOBzov2jhZKwp59Z753CU8z1zFZOq84+d+2amb9ItK00k49p8UlP4zUlb4/ogle/lrTmwyrBOx45M0A2U8jpsssuOHSfg5S9/GUZGKjjzEY/C2vUbj7gSv/mJj+HfPvjn1knsUo2Vv2S6Oyvz9TUQgUyp7KDyBjRYRu1JXxUupR6g4olW8SlNg8qjYUojUA/A2cBLNG3Dkz5w43fs+d0CRllQDvUGmwca6PY6GB+tYmSklFi52GedZowPfRsPrhUc/pYPsyKmw0tzw87uOShd/dlsXcfhRuA5v9zBAwvU/HHUrYEta8iTGMeM8zMs0XUx32xgtraMWoeG6XaA2EhcM/dm89z4umn86Z9/AE9/znMOugR6JJ/3kQ9g99270Wj1sGfvAyhVqopBLPVee+2NWF5cFjs6NVLCSL4gUKnmSSXAeRu5mYzOtOYm7nM20yVd0K5hV6MQRw/ScL9gyS41hblCXuDbuuUDrA+6yu2MdAYx/DkTwGcWTdKwsnko8aK05DabLeopw5ZK9zukSCENUCk+juQe1JBFQFoqYLRUxESV9kicMGU5wrKDUspvCPJ472PMaRAIwww7AYjeRzJr3Eu2qVGUMR431gQfn3iZerKd3guxbmyvuE+tms7YvGKJLkeM0t9WtnhdAmg2FNm0H1pEcewlLXt2nHgCpjesR6vbQS6fRb1Ww/LyEvKFPDasXYfRqSn0yhWs37Ydj378r+De++7HiSedjoc9/MxVl/b3L/sZ/uR1b0B2351AroD7ajW0NI0KKPR6GM8Am3I5rMvnUaA2UUmZfwpur1Yk88dKXY9jFXTQmKxCOlBb57qLoV8Ov9ggTWRraLHMnBNM30wQ28vQsYILwzvge32MU5dOS6xyDtVSHnmVxngmETxa/IwGStN7GaliL2cHSVSmLJ+0SpuGpwiUsqGsaxZ2HLnJBM8ZU4HO6G9QMOJnGCDRxhpzAcoyi2cNqwCsEPCexr5h5aCbESidIVPa7mJZjjOWrAq6K0zZVDX+m7Z6fLlUgcJ3oEljeN/VhKvX8Njru1Rki6Qsbq/oUh6+7Vq/j9lOC/s5zrbfw+apCZz9O7+Dd5xz7jFQesTT/D/xAd/+wt/g0ovOR75YxB37FnH17v1otliicPbAwVg6KHPxCHzKq5OMl3GGpO0JIgPgsbSmzlgvAViXqAXC8MUbBqWDLJ96UpbfYaBUv7fSlzSCrnuGm5F9aMJ8FJlVNN0wWyDUmQ0HTQxExEAMHHwfnGMcJZUwNJbOLNV4wtJsAgljkoob7auhIlhY+d710OhwmlNXoFTaHR1mVjrhvwdNTgOjfJs97HodPS5GjBgDKubGGTPb8P5v2WA4G+qsgKaTOFOqsprK9mzAojMArX96muSlWSp0AOh15VH6mte8BmvXTWnc6IaNm4+4Si9421vw4y+e76B0oM+LAysYa/WlssEkm8FoMYMp9ygV+8WyllwbVlrnJ+x4cnSvvJwEjA6B10OV79PAdPh304duwjauYCYtMJLloOCj0WRZso5mu4UqJ1ONVmUtNtBAm/5uNfYq/S4sBNvXocpwB73P1BPoPqftxvyabSzwwAJo+INMXxfBDSey7J1vY3a5pbKcsefKmjTSr50zW6hlMaUs35tPaZtJl6omOYGzdruDFsuWYyN40zvejrNf8pKD1tD9d92Oz5/zfswtLmJusYY9ex5AZWwE1dFRHNg/iysuv0Km/gSlk9UCqgKlTJhpE8dJckxgTAfJtylbJTc0l2woAYkDO7uCRhdnUCky2eUUsRyy0nxSk2ljQaOak457OhJTSXH63wQusnx08BnVF7JictfwDzY6ni0J5xoywMAxkfK7FAhsCzjS+aRcKsqPdbJalmY5NJ2dXhbL9bqm7KkcS0uhxKvU1o9Zh5l/ZXwlbGdqPaTBa6FQSErDaaIgfT/i/gR7HPchEjp5lpB5lMUPmdK+saRtmynPWEaLILLrTGp6LBWjj3UbN+Dk005VmbfNxrl6TZpcOr9MTU5iYnoa+bFxTG3chNMfvhMLS8tYs34zfuWJT1o1Nv3zP38LH37LmzHWnsc8/bgXl9AiuJOfdg8j/R625vPYWGB6Y/6YNK+wASji3BLQGZ+7PF8zBtXEfnsst4qal45dMtFX86Npn9Wv4Alt6JbpZZHhD7hnejb3fizTx1gOGC1mValM8kxpLm398dqkcfapiNHoZqDVCJIYzmK/w/VnU6t62SKd0OTzWqmyT4Cg1MkQVS1jrdjz2HRBO1PiPDJQbg26Yt7pNCLSiNfVRq9Lv+08Ftp9HOj2MZ/poa3YFFVCC3SSQGgMN0GpsQ0GXC2xU9OeewPrnA5Riwf1GOjA1NMcM+x3+Xc2Zc61O7ifevduD+PVCk7csB47zzwDn77womOg9Iin+X/iA87/4Dtx7Q++i2J1DHfsW8J1d92jRcIVoAafFIAcnPcEpCyDqfAgxkJla7crYQmNTIZAqaZm2OjItNlyAh4D3rnA3koU8jHScxZhTKm67xX9BoxFBMVgXwl01MrhADKKATqQ9TO7Xiu1RHnY5l6yjEepgHVT2pcYWAcTOrDCnDsBv+5XJwZhMNc4mNIomTMg05uPtjr0KdXGT/mLquXBy+98T9HUJHAk2wsGbTfw9owySqR8O1Imhc+li+DDOJ8bla9LGUGY5/N5CSDIsJCVoFcpy7EEpdTfEZSOjY3iVa96FXYcvwOnnHYGNm46Mij99Gteieu//U2zrXF9XrCNlq7HSENrhwimdGpF+Z76JNNrBaBMSvQrmABfDkPMYPLhDZXvh1mjo91yaTA5ACFcRTy9uFZyaHeymF+so96oo1TJY2psVN3cVrz0w+soXnC4oz6dYB3Fr9u+WcV6Ssydy2cOdx9Cl7xMUDrXxGyt46C0i0yfTgr81ApoZbNowDqoFxstWULV2i1jSruUjxVQKOTR7nZQ67bQLeXw2re8Ba983esOehu3XX05/v6jf6VS4d4Ds9i9+x5MTU9j69ZtuOaa63DTjTfrdSfkS1rQAc+4QyBpzY8EavQbNZbIPCUZLwhY3SvSGSN9XwxrTxpNdu+z4UkJb5RbFV8Gn0R0niegzKcbOSWl2624wGSKAs/U3HsDHzSuN5aH1j+MDXLBCKNyd2hQnPWJT9x/iqd5Pp7a2QwmWLoneBKGyagES2/PettKnwGf0smMACxjGq3ZUsySxTaztArQHeucayiYUT2XX1dUZmzMdIqQT/nrGitnSYmVXtk4lFN5lkw6440aaHI2iIGDF1jWn/o/CfAD+/dr0MJDz3gYCmNVle5bzYakY+1OG2Mjo5hevx7ZkVEUq6M48bTTMDoxjl6miF9/xrNX3R7nf+Z8XHTOB4HOAn4+t6AysqaRMaZ3uhjpd7G1VMSmLFMTH7XsoJTNrEk/+tBkOgNKLpHwaXvUDItoSDkWEDTGZECepbImcxtB3XeBUt6zHHK9Pir9vqyqJko5VOREMphOFtEwYUE9ywlPUj7fsGxDzT8OZPVznTNZseyMTFWBUpuCpOsRH2N7wYqD1sCko1dMvh2CNsTTiRARvUwIbaQ4QWnXQWm9l8VMr4cDva78aftc+4ltmYxKxfHyPfB8iq4xG5fttk5qFI0x4FZhME9vB+a6JmPlozmLrg8LrRYeqNUwK711BhvWTGL79BqMVor4ztXXHzacHivfH81p8yA+5kNv/H3cu/tObD3pVNx2915c+pMrxfgIlLI5KaX/jMtgqCIrSiDHuGtaTJu9rBn3McGJBwPF3blBl2L6oFUgdFulyLJjgxgoBshqlNUtawbGg2tYCVoUKLVV/CtlxWFle2vBMLbVHuNFVWsoUEOVT0vxBygoBcPlgFS5WIBep1Ll/xgjSfmOnIXVpu71Ue+ydK9ph9rzptVxNiNhs/wdeJAzDaAdQFHaUK6qYJ+e8cHMndM0ggS2DaxSPfU2bqZsTOnAGJyglGbVNBmuZ3o6HCgTCKa0Wq3gJS99CU499VScejpB6eHHRPLqP/my38WtP7gsKZkGoB+U1K15w8A9UKIJejGHiUoe5TyZIjfPF7vkCURK3O+p+grW8XBbI9X3k0zEOjTTaOz18JdJRgYdQQlzyk/FGfNeP4/legvzS8soFrKYGBtRaZid3elDaOVzH/xaq4HSQ2Hu1d63OltXMeFPT3Q6HChVstLpYa7Wwf7FDpZaNqVFo79UEqcWrqDGgXofGi1Kv8l5MnbUNao+yEYHMnwlrcHFdkPr61V//Cb8wR+96aDLvuayb+L8v/k4Wp2+Svd77r0PmzZtxsjoGK644irMzs4LaNIsX93IGh1qJXf5cThbRBBhAMC+LzN0j0/xmamK0euimO1JK0+rH+YO9JuM8itZRY2IjeQujNSTpM/cMBQ/UrIHHsgqNHqs0W62DhUDC/S7zOe9/BnyAL6MZry536iXY91/NJenDIja1yymRqso5RkNmWR2sFRvqbmOSaV2lVg70x1Gsq4En++RLHB4kjrbO8zcDzPz6bK8+W1aLEw/v15Hr51ey5YUREqmaSuzMk4AACAASURBVHacgc4EWFUcmzjH5JwDF1CsYHLdWhyYOYDFWg1bjz8OG7dsRrvfxdLiAhYWFlQiHqtUsWX7dk1/Ko1N4IRTTsX6jRuw98AcXvDCgxl43tPzPvRJXHXeebhnaS+u3T8H5PICpARH2X4XI+hha7GAzWLsjCm1ATFMqt2PNBUV+N7V5OUm+isrKqnPOlXWt7PCCAt9el7Jkr9sjkw5QWlWDhAVAGvyOUzSs5lDN6LbQc9hA2ksd7Lmw3j9ZDRoanfJlUUNRKkzUzlDFgu1mhrsqqNlDRNIzlwmDB2vBngjLs8rffw0o/dGQkOs1ohrZxPXsNqauTrRk9Qhj3ovJ7/SWSYh/IlLyCLBEwXEe27crsCukTMm8dKzcVCNU0jEGCFX4LnGKqTSMWJiygpce7rc7eG+pRoOtOoiW3jWbF6zBpsmx1UJ+ekdu46B0gcRU/4/P/XbX3E2MoUcdpz2MFx51Q245NLL0Gi3rAQbYuSh0p8BSdNbWTOT/Tf0pCqFp7vyvRM2ZvhK4uZBPkBpBMGkoYobuWe2Ley+5IYWk5AUOAc6TzsAonRiB4rr1FccEgYt3OIi1T3PJI0HXZndgQKibi49JBcYBHLaRFk5JtHxkfHwgyq0rwRfnOPLLmXOgg7/UWM+XQOT6NLs+lUyS94jM0sTm3sf/mDQgINWHRTRZe9ToWQt49YYBJ3GfnIDm0E/NztBKYMwf94gU8oN7YcOmZqRkSpe+KIX4uEPPwMnn/pQbNq89Yhr7WMvPht3XP5DD8KDknUCBKXXsq50BooiWKYqYKKSQ7lIJomaPl6lat8JRFwBJMMk/ZBozaUVsR4iR4lglzjErnw7Vm6NNWQ/i1J6NKnEOgu2YoBhyT60BUpZxp0cGxUTZ6Zeg9njR7qBOj+iNLXCpzSu5AjPoI01kAnE9Uajk97TKv6naSkDu+/JkB5YamnYgzpqvaRmANtAKZ0kFtotNTqxhM/GFYHSDpOLPKrFkg6KhVYDS/02XvY/34A3/MlbD3oDP/q3L+KiC76ApXoD9973AGYPzGLTxk1otbu47vqb0Wy2kM9lMFrIY6JURolz0WWxlEWfZWvXR5JV4rEofTutfBhz+GH4AS5JkSygemJHud+pX1aVh/FC05Tc1F7ayIFNXaw/0+xZ82PSqKn9a39M/ZYx72VvqhJw9eYmuYU4s2rrwnyIVcZ3LlPx0BsTlQBnMvLwnR4fVQd/MJ4LtbqAqXUc296m7jD9GcdyWnmt9hGkm5Xid+LDWbHfvMKUrKXQpFqQSxpXTEpk4DsWMZlzeZSyA78HaUs5oKUup4aOGrRa/SyKo6OoN+sytl+/ZTOOe8gJyBZyWFpa0h82cVVLJZxwwolocRLT9DpsPeFEjE5O4rY7duH1b/ijVTfGl/7iXNz0pQtw/f57cMNiLQGlTLAK/R5GMxAoXesgVbUkQ0gregciLmgXqr8hCA1jwHW/UpZKkh55f0FU78TSa2iINxDo82JZoWfESyaDsWwGawocL8qzjqN6bWXFRCfJhQR4zfWBJW07NyU0tceSenGll4zjQyoWy5RuMN2uYn9RzLt3NiVrzk9JY03UwyBXOB+1q9dX2dCaau2lY/3yeikr4LCEDBp9n+zEJjeCRk9iJP/L0fPCLAxVevcdZCe0felW+bABAXIx0XYasonO1n0yL0QNdXUADyzXcH+9iUa/o7OR/1s3MYZ11RF1cF2/577DBtJjTOmRTqoH+efvfuPvY2RqCmvXb8Lll/8Ml156mUYnCpQKmA6mf8SlhOWFHuOMhYHSDIqyhAp7KJ9uRIsWAbyVrRxppjSeO8oRXHyyhKJBdtJMZSd2lJVWHBaexQVW4eYXMGXJJEq5iuh2CJju0/U53QClTn6Fn6pDkwCjA1DKazN2IwEoXm821tTCMmEOwSiZAgZmddq73i3M7K3kc3ADl7GinDFuUzSkEfOb5HzvAKDSfFi+erw35p1oXqRdeUuGx6JNy/CfpZjSBqJ87z/vdVCpVnD22b+DRz7ykTjplNOPDpT+7tm444ofOlNqxs9xmFmUcVCalQeB9MKjxaIxpUUGKr4B2vfYFJs0q+4fhd+rlb6fcfimD9eBbMBuWiQ9aaY8vbXSTNHB6+pgpnTlQZ5RSWx2cVls/JqJMVRK1CgG0B3yXjrEnl4dlFo5+dAMb+rJDglKBwj/yKA0g9laGweWmqj5BDLplaW3HgKlLbeDarWVeHU7bNBhK18O5UJZB9pCu4mlXhuveOP/hze+7U8Oeudf++yHcOnF30Wt3saue+5Fq9nBlk2bcc8v9uDnd+6WnrRQyGIkn8VkqYwKB1owHtCOLpdFvV43/03ZOlHuY4dpSGhsy5sFN9kvrjt+MtSU5jhBzGVHtHRKl7PTQD0uOu4d0400qLPvp5hzTb9jkmXWVFp7bqC/Ys2FFMcTxWhAoo9mlNF5vSPFvMqOpSLhi4GB+eVlLDcJflnmtFL5wXHK45ADimBQeQ1p14r0Hk3vg2ChdY+81J+AdYETa3IZ7C17d2LeFOsy6lhvq5nFhi+MjI1KVzq3tKTvNbocPcohDR0s1pYxtXYdznjETjH0C4tL8stmB36lXMbxx+1AtlxGcXwCm3ccj8m163DVdTfgrf/rHavuqC+9/4O448Iv45r99+H6pRq6lCaIyc6g3OtiOp/D5nJR9lAFJcuUqdjPw+pL+861UgKJGu7hlWYlE9HHMDib4rMXZ6/RsKYXFosf8zH1gXWRy1NbD1QzfUzkcvqjoQ65rmQOOi8Cx6bifwydUWyXjyeBqsQW6Ktxir0S4eri0lcnXERGdCjtcPuqRL9v3qE6X7x7lv0KgoG+hhLNe0pGZ84xg4+Aj2djErXEC/0sZroZLIr08KSJA2o4WlWSifArDdZ9kICLteYNT0mPBMad0LEJ3M6edkms9KQd3jW/gMWOMbusNvB5yoU8pitVFPvA7bMzh4jA9u1joPSwt+fB/+F7//gPUJ2YxJrpdbjyymtw8cXfF1PKlRCAU7lZYrxslisDHafPrvVxfwSlbDbQJnQ2QPZRKm8PFpydn0ELGVMROhZlaD4TlyU2ag8JUMOXVNlawjC6xtStKRJ7KJ/GogXtnfuEBmHozzZIe30rd1OjRuupuAb+KJELOCMQ+84OQSv1x2ZUQT20OHqvVqInU8DSFaffiCl1najllOJLvAnCOhjDgkY6QPfNYzlRgV+g0kGW1cdUaiRgsKkVxtXo75r4wtLewPhbbIZrY2WcT0E4u3fRlWk57VBsxF8HlUoFLzz7bJz1qEfgIaccHVP6iVf8Hm6/7JKjAqVkRKkXHikUMF5lpynXjTGlmin9IIBSv3MpDnT1/ZUGpemDPh49DFqZBCwsNzC7tCy7mOmpSYyWi/IqNeboYFCqj3FF85QzBENMaTQtDBKiw8SEXwKUHgqQN9sZzC4bKOVce2PyeBj7ms8U0cnm1D29IOP8GhYdlHZ4EHT4bjktpoRupofFbluMxave9Ca84c1vPujiL/jIO3HlFT9Fs9XDnbvuBjJ5bNuyFVf97Grs2btPAKdcLGC8lMdEoeTVDKBYLGJ8dAQzB2YSj1BeIaczRSNJlEoFwgRUDRzYBB9IasGSurSp2pfONPuEOX5LhuBeih8kslFmT8Uz2QSZbl0lbi/JG6hJletTlZHwmo2mFF4vf48yA3k6ixQw7XWZwLxS1LWSZdy3sCzJg5pHJBi2hTOcjAkgpSYuDZfx04B7td8XzMmZl6qZ8BvgDo3y8Adq7BbBMj+HnGRFlAlxol1THdIM5gSH9JDsYZlaUz5JIadmN+RyeNJTflXTDOaXFuRrylHYbPjaumULKhPj6OaL2Lh9BzZt346fXnUN/tefvXfVTXHhe/4KN5z3eVy9/37cqml4GVkQ5Xs9jPV7WF8qYKqQRaHL5CQkWOYMoliZrn1HU6lT1dzXPM/s1+xzS3/xdLA+C7eCUl+DsfI+OF5Mab7Ql+fuaKaP6XIZVZ82puainPm85n2YSAxB6Pc7qn4ZuUKJh5e/vamJTXPG3npM8UEH1lDHKhmbbk1vTFtHJjnRUCX2MiY88TyIXi5nZHUuOuVigyMYG9wdxm8AzxhWWKhcne9nMNPNYglZScSsMcoanZmImOLH9KB6FymMkIDSsJKSv3bbqobeIGzG+zbdjGzsPWRJl+vgo3gPxsbGlLhynHm1UFR82Lu0dAyUPvjQ8v/+Fd7zR69FeXRUzQU333wbvv3t76HWaCaemxbgQ6tm5Rp1GjrTGFlgNDrJJkoHQ2RhZt2i8Z3p7ni/ZIItAVw1xoQlkoPSvnUuykfQtWL8tWFQMND2eNnF2dGAAknDk48MzWRZXDBIGKiSTVmlDDkUG84Z72/48NZh4d80y3sDknZd9oNgJLjPeHgTlHJSiPE1Xhb2THOgO4t+3ZWPs4E60f1ogDOJawkD6LOyTdGj/1FzEyUXFew9qATbSlAqW5Y+LaG6mmPOa+xlGLi6qFbKePGLXoCdO3fixNPOwKbN2464yD77+tfghm983UBpeNIOJR8qRalMb0wpQelYJStQms9SU8ogHwzr4H5a9LPzfTWLpTgUVuq8ho8Kf5K0BOQI72o1UHrQQcxOz6W6mFI210xPjmO0UtahFenL8O+k2aVYz2mmdPB466T9vwWlASDSVlHDrOuAHcug2YGGARCUcsyorb2eymCaw86RB9ksap0ApXVNdaK7RIBSCX+Kedmw1HotHUavf+tb8IdvfONBd/srn3gffvzDH2FxuYFdd+9BpTKKiYkJ/JR60rk5JWOjlRImK2WM5zgS0vabzVzPodvi0AKPR7LbsZGQZEdNUJeRflTTtbt0dzBNqmyhilnpNAlSVYmgyb5umB1ocq1wYDKwOLPXDk2fNWV68yR/Wa8b8cPjWaLj5POlgCyrIMk0OysSR7I+SPq78vMt5oDxchmVfAHdfA6LjTbqDfM+1uQ3X9NWwh18yZqPDSYu5+H7CrYzzZyGVjRArcU/Y0hjalU0QA3H34h5ZE5VOta4yIHGkkM6OIaXwzk6fYKRHnIl6jshTTLL+pz6QzlCq9PEE578RBSqFdRbTSzMz8sWitMFt2zZiDWbN6ssvHHbcVi3eQt+dMUVeO/7z1l1F3/lzz6A2794Aa6efwDXs8ObetBMFqVeH2s5zamYwygbivw8C8Iv/DAtWjCxNCbaKk58f34m6l4bWxpnQhJ/XG5mZXyTiRBvqcIm2yKSLF3FvFKujwlq6/MFVCTfsGqW/KvFtlrs4/5SU5+z0/E5yl2BHfC+tJJYKJLXQKDlRkZ0NNsdNFst0GmBdlDWvGYAVM/tgciez8Ct9kc0vkWXbVg8+cPiQxCwzdCbto9FmehnME/5ho+jN30XX5djic1GTq8vT1KXDfjr6aJS+m0x2OFyodflIAk2+/Ux0+li9/IyFjiakGssl8OG9RswOzuDRrOpf49WKjgwN3fYqH+MKT3iUf/gPuCDb3+TMtmp6XW4a9duXHzJ97G4sIwSm5SSjncuWCvhqZPdGVABVG8OCmaUvyMm1fkh6U3Do02TkjyjT72tdCCOb9NjMDSlMriOEsMqJuARFA3OOdvoJTtjND3g83oFatjhbwePTIt5QHFyilS0ZvWTInEHQd4nwujQ8pLh4CCxjZ8+8LnBWNasU7/pAqGkaz5hxLyhSRHADIatkdgijNlop8r3znpIT5PauMGC2gjTgV5VQTLGvHkAkCaH3fcOSjldhWyFSv2aANXD6EgFL33x2Tj99NPxkNN3YtOW7UdciP/4Z/8Ll3/xfEXQGLk6+GxCq2WB3JIUSCM4WaY5OCe3RHOB+/b5K8ZBa5/Xyns8uKgkFCfH8sHshY/eTGXjafC32htMH9JJ0A222n1s+ToLtYZAKd87u+/HRytJw8ehbpwF/QFIOfhf6TC/Uit6EDWTbJyVjVlxsKrEF8nT0AUNStUEpX3sX2hgpt5Gs8dmhjBuFPcDZPPoZAyUzraamKvXxYJxDRF8RKc5J/jQbqzebaJTHsWfvPNdePkrX3bQrfjSue/CpZf9AAfmlrB37wGMjU5I63blz67VjG7us/GRMibKJYxlc6gWOdKY7KBJcKgrZXkzn8+iXCyi02oaSNT+N60bAQ3htabSyduUQC0jWQCTUerf7cD2cqwnpfqXz+M2y59gPA3kCWRIM2p7zgikYEnj84o54gFkBuOKeTOsY33lGogYYuCbgIZJXBdjpSImqyPIFguyV5qnDZkSXpttH4d3/H5CIKRmhes1Uwx9ulw//OEMl/jTzOFwyd6SJh8xanVVAVM+rsHua15nL4Nml8C0h36OE42yKt/38nnUWepdMgeLh+08A2s3rBdomZmZRa2+jHKpgLVrp7HlhBPRzuawYdt2jE9P48prrsE73/1Xq26xf3nfB3HnP30ZV+7fg6uWl/Q6hR4w1s9gbT6PqVwWFY/Zmr4mFtD2T8SOYLyjmcjAqQM9o1MNrHrEjj1tRIxpS/XHq2J5ESNZ5HuUunVQzNDuDBit5DFCRwgxh97d7leh9eUNfSIlfLSrJVIWM6OBlL8SZyzPozTIU0k+k3UPYLLPJe0lumQMpMBGQBkAjxXvUcSJjSjlG71KfJkLC1NnO7PokA1XspHDvnYPMzxv3HFGRyGb3aIKk4rzg7PO95pirI2vjQqgMLprZfmr7X5HgHdPvY5763Wda7wj5WIFxx93PH5x927UmjUNCFg3PY377r//GCg94mn+n/iAz37o3dizZy8m16/Hnvv24tIf/BALMwuosgTHDjiZDdsYMf5dXbhugi/AIdaBGR+PLNMRqkHKYzTDlDfwDcavmROZldm8nJ3u1Fb4Zud9H+qQtXnoXrJPph4ZqIxyVMJoxQJ3xbo6KR3Q8jFmwk8mIxhNO0usMcsPDgrQVd73/DfspJLmmlRXPq9BvhvmqUY2KYAGmRaaRdfpJywLjZUQxPsm7IpdN8QOxXQzV5Tj4wAzM3MrkZkNBg9fOwwMwFo4jSTXDg8DttFCRQsZNSFQh9O3MXDMatt6RmvUmJoYxate8RIct2MHTn7oI7Bxy3FHXKXf+uTH8Y0Pk7UgKF1FE6oLM9stMewgA5RVo9N4JS9tlUkijCEIx7zVdJAHX8wQBB1iDbRWo/lpVYnnSr1zgvFWbahaqWnl89aaLczOL4rJYKMTS8sc43ekr9W0i8O/s6oOVG9o9WcfZlWDXV+ttBvPYAeceUnuW2hirtFF261W7Bb46MRMAa1+BrVeF7PNJuZqNWkDzSDdBjNwvbUzeTRZuu+2kVuzGR/44F/iN5/3jIMu+Lxz3oHvX/J97J9ZwPzcEqbXrkVtuYFrr7sRnXZbhNvk2AgmigWMcJBGgQbyllxoK3CmOzWClRKmJsfEitgoIQ5UpH7UPE2d8NFhFqV7myfPSk4wmowLTJiGPGUTBw7fpFE6lF+z+6SmcGVMgYveZNu7Vlfhz9ikZVY87ieZAqVKvIRtrSEzX/BxzZ02RksFrJsYF8M1t7iM+XoDrS7b6QxEiNmUMX9KGpIEA4sJoS9PA9c0Y7raeox1k+68X7GffI+EdtaSagMTBHCMK5QakIVvqvGSQxm8AYoazkIRzWwWs3MLsiPctmM7Tjz5JJVq2X1fr9dQJJO4ZhIbjjsBuUoFG7duxejUGlx97fV4+7v/YtWN8P3P/i12//M/4dLbb8cVD9yPHn1fM1msyRUwAY4azUjLKXZQ9m5uA+gbK+6Rec0OhJ0xrEQmDbLbM+/VNFC3KYY+2S4Viwp9qxxypj19Sau5HkZLGZSKGU0to5TAGn8IDs3HkwmWyvXeKxAl7nRVaMVr0wJMezbdsGed9VZlo4ewn9kCpd1kClswomIj/axNEy32cyNExMDKq5xuBl6hcNDMARuUkzGB2Nfq4kCnjwbrFT4m2+qRK6f1JWSKr1PJCrRnKFGw5wtLsoiJfD/tPi3H+rhreVFG+dS18/sTY9M48YQTcPNNN2iSGD9nkizXXXfdMVB6pIPpP/PnF33uk7jh+us0wm1mfgEXf/8yLM0toNzjzOU8MnnaO7AcTM2U+/l5aUbXLd1TV6DOJqlEdyJF3VHesANEjUFG1IspS0BpSnifgEvqPGmVQSBJrVbIN1MBUEEkuvgDcCRZ1ABk8NARcyuhuXkKJkyol+rUjZuUK3ggOCj1A8MaHwfsR3IqCkBb+c5pWsEpTbkgA6l5y8wKB+MX7cywmoyMtXUIeYnIOxR1kGnz24GjTkcb/uGleJu2Yxm8sb1kHqI6qEAbr6PfiyBg4x8ldmf2Cps4JXN/n8PMEsnm9Wvx6t9/Kdau24BTzzgLG4+CKf3JhV/B+W/5Y2XqdFoYBkcKbgFK2dCkLswMJsu0/MmjlKNMw/SLpky0r9XYnOES9EEIbbiUlXSdD8DcyucYrJfh11vttYZtolha49hHau4ofahUyv7+B2hlVXCZAiTpQ2a1mLDicFjpQ7Hi4en7zr8HKF3xPlz/nP5FvYdWF/sXmphvEmhyzZoURxpCM32TU8Nyt4u5Zl12UNHEQqaUiRGlI02Y9pG61PHjTsFff/Ij+LUnPeagt/W1z56Li/7pywKl/X4OmzZuxM9/fhduveXnBiQzPUyOjmCyXELJm+OCLVfHPTWiOrS4MTgCMoMqJ0It15HrdeWCIG9Q2nM5SMjTPoqkb0yF8rGgyejPiCVpPaiXcqnX0xQpdwJJnBmk67a3x1hhTUId9NgBLJN8Y3v4PwIsxQcv3ctPVNfvHfmacBfgje/JrPEmKiVsmJxAMV/A/tk5LDSaaHOggQ8rCNlBGqAwNlETymc3n8qQ8sSIXstgxYKGdj6V+AdbGk1PAUb5GuFWEHFmYOdnsU9NNw5E6EJCr+YWWVOBLjK8Wa0Tyjy4phqtLlqtFqbXr8UZOx+u+ez79+/H8vKixo5OrZnE+MbNGJuakp6UoPTaG27E2/7s/aseoVd89SLceN7n8cObb8b1e/cL/FZyeYzlcqhQqwygws+GriuqqFv1Jrrt40mt3D6I/95a5DaDFrvpEJAmE8KHlqV1cew+blQDH0i49CBQPFYCRipMnKxvouAjvs043jrUbcx3xwmY4GQHbzn29cr4YWdcfG6KCRriQAbTut5DkhLSjlgDfGbe+8DhqzWNRuc77x1dIXjtA9CcRdusptHK5LG/08MMx+HydR3s2oRBA7fxFaBUTbp+P7l36e+rCWG0j0rJX+K90UuVvqR3LC9iodO36Y6ZLDas34xt24/D1ddehVaLzsrA05/+dHzta187Bkr/M0HnkV77kn/9Mn74vUuQr1Rl2fCvX/8GGot1bZoSBe7MvH00myTu3gEk/ac/eZ65eozXFEvqdlLCS64llZYmulY1HDN4SS+ZDPw9VWLTAcSufZuUopf1BZzefOmMX5fnIEYshUolZo6tTSm2lQcZDyjTcFpw9VFwPizADkMDjfaEbv+UAr4GyAdQKLz5rNkpozI8szoFY3XCpz+JKPqrg0SgPzYnmdJ41shaTXdD8oeM9aCcryRal2dlbdOOOiOYMnWNoGOsqgUDXheZLZZdqS1t9jsqA1LHxCd7yLb1ePELfwfTG7fi1DMeiU1bj8yU3njx9/CZ1/y+xjumQekKMOaglB6eLHUyGZgoZcWUVsgUyG7RQGkw7Ok7d2jW9PBMaQI0nUEYBsypIXcHgeDhxxooGrCltgbdBFrB3kCHfZKRfHg5asiyKQ75AN/x74OB8MqdHPnT8L1JP58AkjNnsfxW2zvxPZaAF+od7F9oYbHd0/QbarYSrbQ+kRzayGGx3cJso46lRl1JDUtmBBxiTFWy9dGSvTy27/wVfO5Tf4mdp590UDj64b9cgM9+6pO497596HYy2Lp1q0DpnXfutnHc7D4vFzFFoJ+zhFeWTEpWbYgHQVqv00a/2zZz/FwenU5bMcSAqw1rsBjgMSFvkh11ROvADlMal57ocTGBLkrwzqa5zZfdF6PdzWrdEqjw9eTYWYJSY3UjIbe1Muj094qNtp3ZUMUfsmOMIXI1yeUwVS1jw+S4GkkfmJnFYoBSMnmhUU/0qwZwLZxYM6fmkifgV2UuA6thXp4G46lPKsB8rJO4Pq2tRMg48DA1UGMd3Pwxy7R0H2n1MppuR+9JsnD8HqtI9Ctt8ufdPhrNFibXTAiUkv0+MDOD2dkDKJVKWLtuHUbWc9zoJLbs2IGxyTW44+49eP0bD26g4zX87Dvfwvl/+lbcce992N/ooi+A2MdYvoAqWXfabekjFIesd0wYbaMGnKTUJzyQf4V1l5ox/Xxg5V/WZB679WwCVcZeJ3ZfjL89O9dK/QxGKE0pZTBSYbOT+eXmPUbrdHTfaE5Gk1yFshVplg/aRsk3dKqFxM0JjGTSk8rx1oBLVwtr3LMye7zllSAxxa57BSteKJGYyZ7NyvfW5GZTCrs5W8eMIQSkMx2O/eTUQDtjBErjjXifRLp/grFI0lNhEL5vA9JRRbA1aMQNmd4DrQbuadax3O0j26Wcp4AtW3dgYnIK1990HdpkSjMZvPrVr8ZHP/rRQ99AI5mGBDWHffixH/5734Grf/Bd/NtXvqKSXGV8DN/41nexOLcoPy/6qil4Sttks3+tMdoCXixM/oSxTl32YgSs05AbjBmxjrKYDuUzksMeysrrVgaIICo+xrv3yRCYhtV2YkCP6LCNDZiA0xQo1QEkEBoB2sKDSQd8WpJ3vGo6lfsVCttJS+eQz7vy4/VDccTsOrkO2eUMRmtyg9EWg5ovglIGaYOr8SxWy+dGFij190bDezFbEXg8MHFDMkuM8kesA4HVpGRvWtc0MAmWTA1QnvqKKdVBYCVXAgiOg+Qfm1uexSNPPwHPe86zMDq1Dg97xGOOCpTuuuYa/PVLfhet5WUF+jSzrHeuDtQAaqalY8IxXiALlMcIZz3rc/H3EJ/3EKsnSJ8w5gYJUZvI/QAAIABJREFUhpnSYbYjZCIhoDDQGI+KQ2lF5pDcx9VZ2ZWjQ+0qPJFZ0W3v86r11OGBe/Au1jrWQ1yo6stksF6SczJJBofL9wkzPiSLiXc1OKwGh65Z4BgTz3nzC/UeDix1pBlVWVjA1FkigZA8Gr0MFjstzNWXsdhsCpQmyY2SHDbgcHxtHs3iOjz5Ob+Dc9/1OuzYvPagN371xV/HX5/7QezafS/q9Ra2bNmKu3ffg7vu2m2ZKCAt5dQIQSmQpwk97aDyBQFSMlEcx9lutpDptXXnyaDYNCMrxYdFnTW0WJLL6kuJoNTt3zSjyxudjOmnbIhd8HkBAY7+TH8N1ratVZsyY6B0oD8103OriNhnK+Y6MeQn4I/akT8uAI3cNMzvlBIBvueJSgHrJ0YF0AhK6VVKpjSkQWltqq5/yMZJ8S31/SSeEiykdZFuwB/vN55LSXKqI13SKT++0+9LrBYfK62RgVIDnaaskHeyx0YxpWx4qjew1Oyg1Wxiau0Udj5yp+yj9u7di0ajjmKxgOl1a1GensbEurXYceKJyJermFuo40UvfeWqx+JPf3AZ3vDCF2JpflEax17euH6CwTKyqGSpKbVGWko62HhJNp62YoKcrC7J3cTtBT2CS+sr9tR9Sj1DjIZXASa/ueG7rXVAZrDTR7Gfk5Z1jHGvyAEiBTXeJSeDzOodFPNeUfOpsOj7thMdG/a2V0KoiB8pH6k4NEViWB8FzwA+qX2GftgMjCISPkYe2D7DKelv8mYtkS8aRuCGAgK93nvCwQA8Z+hV2gbmesAC/Wq5z2QzJQGLxcyUdE1LhmcdR75KH+sNc+FbGiNWtdfM/pCJzkyzjn2thqZ28ferlTFsP+5EVShuvuVGtDsGSt/97nfjrW892C95xd4+BkpX3U//Yd/8+fVX4aLzPqcmjdLYOH58+RXYt3e/grrgSRhFq0PeGKDBce4byRsEpJdSkDdgarpSA6XSnCRZfAATL+UbinJGIUz4zduUgcKAnwXtOKQFLodM/a1EkgIHstPwynpSmrKAY6wrS5ssnVngl241LQ9QIPHMc3COJ9ZWBnDDl3TA9OqQclBK6426rHXSs9y5KS1b5Ma15NcOLuXXHtTMLso7MZ0tVRk/3fXoRvyhV038E30FWbHHTfP1XNZowPK9RowSRIjdoobQQCnLMf/tKY/HU5/6FNmvPOoxT8b6o5jotG/3LnzshWdj8YH7E41tmmW0qVrpL/u8Rth9WsljrMSkZnBP04diPE96SlME5HS5/dBM6soAHoyRf9eN7g/edqvpMGXBk1oruo7D7Ng4E2yZ24zotHzEvm+PShrhUt9bsSbjcx3SIQaoTTOicc/i0Eq/lygC6jOhpUq/j3q7i/1LnGfPTukYJUjlr1kOWWKaR012UBxDuoylVgv1Hqf2sNOe64mJThu9Hs2ryxg57rF47otfjj99xTOwbpKOkCu/brj8Enzqg+/H7XfejYWFZaxdu0ZNljfd/HPMLde0FyaKRawdq8oOivuZThyVUsnGgybNQnwfPgVHpfOu5opXiiUl2EyG5B2gJNt8cgn0+Mcs3txnlEy3NzBpJrjnCWQT43MKhtA+Ai+5uzOEviNcwATRAGoAufgcBqBUApZE/xdaQYKQNPjj+yzn85gcKWLdxCiKxTL2z81jlrPcZfHjM8qTWGn3OIkFCeCJ5ptBI0/sF7PP9NgzxBOl11G73U7K9iuSNV/ksqejpi/ll8ypQI0e9aQE2hafOTWQzGiLzHsuq+RmbqmGZquBqbXTOPMRZ2JichKzs7Oy9CmWixhfM4nKmmmsWb8eJ51yqpLqbKGKZzz7N1bdfdddcw1++9nPwfLiErKFvNYwPxueK7T/oz1QiUlEvyfpFge1TGSzGMvmxVzyM6Ryn9Ins30y1l3JtMrKdJb3zvtk4p9fSjSXCsQnu1KWafleHyPZDCaLGYzmgSqTI/kBeiUyBf6lO5a0wtRzeiargXsibmdEOham40jSrOYSM00T9DGdViXM6Kw3Hf8gt9cadrmYzQyLlzTv8ixZ8DQrKjunKGna6G72WnT6Wcx1+pjrALO0RyQwz1Oja04vaaadLKr5yJpW10CpgWirFlKT6t0R7snNkj7PsJl6DTPtFmq6F1msn96AzVuOw1Kthttuv0WglFrsj3/843jZyw5uuEwvoGNM6WEOs/+IH+256zZc9PefwT3370WuVMEtt9+Fu+7craBIjRkPUdkgJdNOvHzmjCc3C7vkVcDyOdJ6LDNQAVPPyLzhSMHSASLXD/N8daz6tBMym8Zs5GWFQrbVdFsrrXESY3x/rgjiAQDS5XsZFntgUGOWmpMCvlKrQ1CaN1BqJ89Q9hmfBOdID0o92t3++maBNSjpMm6IkZQXqHVsxpeCgsoXHnD84CMwSNguByWhKdWrete4gdZBE5YanJRFh5HzANwElFf3pssIupmsunWbXepdyZiSyWAAMVA6Uiri+c9+Gs581KPQyxbxuMf/mtwZjvRVm5/Hp17xctx93VXJ2NWEwfZgM9xjxKsuZ3sYK2U187mYN4/bAG0BBJLnGVSakstZDZQe6lpXA61WXj1Eo1Pc5xSyDE1j+jWGQWn6wF4JSj35ikPcy7UJUzrk4BDvf8VrrQIabAeuBMdpMCsWPz2nXM9hA2/5VzIai40eHligaT7XiqWTBBlKHXig0x6II1W7BK5NzDRqWGq2JP9YZpNUMKb9Djr9JpqZEWw/6xl40UtejNf/5pNUhh/+uuuma/Gx9/0pbr3tDsywwbKcxxMe8UhccdX1uP72u7QeR/M5TI+UMVIqoCTdOqVFBih58bw+dhJ3mg2XjrijRimHNZMTWJibR7/bcVs5vidxwFprxVxBzCn/cG3S21eVGvoWs9M/y2ldTTMxV+PJAOxJ4xZaQy9d2kpied70sGSiteZ8zCc1x4xVjKlsBMpkCLPt01MHuHwiTV4kdwGCZIHSHMYqeYxXKxgbHZVt377ZOdQb9JwkI2WsarpjfvjfwZRGnNISVPXE4gblWYwBK/ZsaiOmgXL6MbpmjjTVGqH2z1zmpfnzIR5ksNghrWTcG+JoZ0WmFKWitMn7OJ++UcP02jV4+M6dWLt+nSY6zRw4gFK1hMm1a7Fm62ZUxiZx8qmnYna5hvWbjsOTn/LUVbf7XXfdhec/57m4f899PkSF98fer6aC5bJqfKKOPcfPpN9DuZvBSC6H8WJeINVm01ucjr4E2RLxOXJ5m2fPJEYVN6/IxeQi/zyCYdb95pRCmFn+ZCGDsXwGRb520C2UyrFy4VPBOJdaghA5xkTi5CuGRqbSiQ5AqX0ubGLtas9KSqTKCeUb/H3b04MzbvC71rCVIg70eWnOVQqUcipVViVyAmMNd9HhZ9OfvBRpSaw05nksdjNqdpojQUPg6XJA80C2NcvrISjlGlTKRJkDKWyNyY6WQWNt42zn2+HPBEobdcy222iwuTFfxLatx2Hdus2YnV/ALbfdhGazhrGxUZx33nl45jOfedij7BgoPdJJ/yD/fHbvHnz9S5/Dzbfejg5FybPzuPaa690TjYyDeSSatiNK1G6e7+WEsHxS3q8StmmxFNyVYbpVU2hzUptXYMDLuNY0ZeV6luZKZBrUBJC0vCQlYVv/g+M+ffBbrB1oSu0y/dFuxC8ZkYTgXR0giQ+qfz82+nDpVvvbG4JiCLZATbp877PpyUQSlKrE5noYvleVLvQYK8kTrxaKBenydCB5md2yUzPMj5KQdGcKLGG6H8/nBexEAGiBJKba2dljJsXa/GK0aOXTFovBbFi+cQCmx0fwgt96Jk44+TTkiyN43BOeipGx8SOuRLJJ/3ruOfjupz7hY/oGn4oSlQg4qWfi/eU0lWq+r4anKs2sdWCTmT/4JYeZ0iNe1NAD0gA2fqSDXLH50HxnlFkDQKxWOl/1WlJjPQU8k3JnUp1Ofs34iIMN0IcVTmn2Of2aww1NwwzrCg2gy1gY5mmU1OzmMLPcxYHlhtahGSq5TwIPjZwzpb2smqHmGnX9Wep0BVKXXaZCNoxNCu1MG83cGE54zHPxnre9Fs/6ldMTP9/0NT/wi1349F++E9ddex327ZvDwoEDeNqTH4/9s4u4+CfXyNVgPJ/HRLWgkbQVMpu5rJqbpBWX9CeDYiGHbrttDhpuy8Qxo2RaukyupRc0kMd542TkuedNg2oadlUm5BxhC4/JWSGfx8JyTfs3AF8c/JLfeIVD7Lk6kAkSTE8oBV94L0eS6eNLB58hr8mM203b6CMdfd2IifOxzZUiE30e1qxY5VFrttXVLjN0B0pRarcY6Nfsi1UyKu4t3SN7LYEWT4za3tA6zKzHuk2vp6REHQmSJ5ICPH3zNtVjVIWx4SEyz/c9wLdMkMpmOhQL6Oa4rlrYu+8BjIyO4sxH7MT6DeuxuLiIffv2YWxiHFPr12Fq0yZUJyZw3Ikn4hf37cUZOx+Dsx792FW3HlnWF7/o9/DTn1yh4S2aFqdKnw1ykWdphq4fnKJEoOX+yRkymVlU82RT2Uhn7LmiGcnRKH3rnHJQqr4D+3tIugZkppWZdc71WAnsodrvYA0HIhTyBojT1n8iV61+n3HXhpgYlm6mspKZATdeW9g/GaYzgJk0Pkjr7B317hcazxXSEkkxVB2I9NbOp+i0twhJaYZ120tHzffMBEwsrtu0eWLNaiTTv4VeBg+0uphlXMhlTSqikr37vjrDGvaHbMhSFVJ2a9ZwFTvKhG6eNPs0KDo6EJQu8LylE0e1is2bt2JsfA2arQ7u3XMP9h/Yhw0b1uHLX/4yHv3oRx8Dpb/swfkf+fj64hwu+9oF+MmVV5sNTLuFK6+8Go1G24TKLWqprIOT+i3ZHoX+k4vGvT+5qfRHZsGW9zGIlaIRQBuHm88bWAbdE6ZzCv9Q90GlHVVJ/qShmFypnRGbJp3NylJU3DuBDy/ZuSwlua3WiBXwwnSN4SXn4q8VfqPDZVD9ptg1K9HpnyuaBDglA2IiuWE6EmmH7sZKt4GBgjUV+AyLDMdGprgZGO57XDMw7QdouhdTh4d33duh5N35iXEymRCO9OtK28WDrEEvSR5GOizZWAEcv2ECLzz7t7F203aMjE3hrMf/Kkpl9qoe+eva734bf/vG16KvAQym4fNi9+Ae2w3z22hTayrZnhqeWMIv0uzcPfDS91Z/PwRuHE5KDnWlnnOs+LExCZ62HOKJBsnJKlTt0IulQaTKuMn68CdPvYlg5uPz0lW4RMYOgdT/e2JjzIK9aDppSuv7rKxsj1Enb+oatZ5NvCLdNMu/S60MDiz3ZGYuxl7rkaU+rqmcdSjT45B60mbbQWkTi+0ulnpmK2aAlIcYx+p20S5O4dQnPA+f//Db8NDjN6z6kSzNz+Dvz3kvLqcV3dwy7t19Nx57xkNkDfWj627D9bftFlPK8v1EiRNZMjK8Lxc4McvmyocAjswMWS+NrSEAYJnQQWBMYeNFULdMFkyWUIxRucH90f30+yPpksuBeDjHz4JZDPDBqgOTPaXU0rxxLrldFxOsYZAXpue2Fh1YyOTcbPCT8n6i8aA2nnIDGw5QKRWkqWW3eqNFY/q2JDkRp4YT6fCVTmz3HJSKPZeFn60zggVpz52IGH6e+ACV7Ka0pSuSJCXROVViwr6H4JPxRkl3dITzv/mCpE2s1tAOIVet4MDMnMDoKaefplHH7L5fXFhUSX9ywzpU10xjcu00Nmzdijt234On/Jf/hlNPPX3VtcWu9Xe9670499yPo5Lne2VFzizpVMbnWNr/n733jrcsr6rE17v55VC5Q1V1dc6BbrppsMlBsqCEGUfAgESzzsiMigGBGRVQgjhjQtT54agjjCAwgDah6Rwqh1ddOderl9/N9zdr7b3POe/Vq+rqUA1/1OVTdNV7N5x7zvfs79prr722JzeUjHAt8PoR+JfZmd8F6U77iJu1L5ENTKtbxqjbwADJQxjvXP5hnbk2fCK5VzkwpK2hVejvamFpgXIlszrUspVVH62frPsg/hetdMG4ZiU+HgX0eoOSqSZdJIRLMvg87pnZRySxIclXnIh9yGZCm3xMCYatVTYxNXISxZnrixIbMsq24ZBAMsbYXGk4kGWi3cFR+hqzEZJJoq8/khja/1iBiYRdn+N7umvjE39SMdC2K/Lu4l7V9PGidAKZld9qDn19A1hx/nkolXs0YGJqegYTkydw7bVX48/+7M9w/vnnn3YjO8eUPvY+f1afQbPpDd/6Eu78xjfw6IHjCsgbN2/DseOcpkJ6nCJr83JL5klHKVCdvR01HxgY9VFqahKwW4leo8kiVWejj/TLdAY7+28jJiVGp+jcQCmzVN0ovrnYHm0MBBc9OxIT3adn5vGc0ADZ5ptu4FlQagCAQnYDsbrNMhv+wjJVEpi9/BnjSiUxiHueQRkMwjYTXKBUIS165VOOV3oZz5JtUIizGMGohl5d5yBtvIzApI7FzCbCn9vU39QUNTpzNYvaNaV8jiattFuYU7nV/OfQbOHWq9fidT/8elQGl2LZqtW4+oZb7DyfwePorl345Ht+Csd27Egau7QukrDpTTOZAEk9Fe2g+koEpV3oLrCBJbU2WEzXmT2UJ8ue2pI62cIqy5yeip08/SnhdWg5yMxYNZziRTZv2rrdFwcEwWBwzaQWPumaFEzNNJjZb1Q1yDCA6f1hJXxa9UxUOxib6WCmbjPBrGxv9jHSkrMTBDlN5uFY0bG5OZyoNTDRaGOm05RWTOVZzasmKG2iWVmBV775p/Hx3/lZjAycrCflcTTqNfzvP/8EvvxP/4SJExPoatTR3aHSsAtHJ+awbd8RxRV2ng9WKqjkCSTJblpTJSkaGucrQeQUF1VICEoNdGhNiwBKWWp+FTW2sBrDEr473S2sjqTpbso6RhySnRStploOJLi+NfLTzqnJjRifzFxfMS4x6U/9I1nCj2tmDJDHiND4eSMmr0al0IWeShmrlo1IdnDs+AQmZmsCddVGI5ESBbOpY3H94zwf6EjonRs2NpcSAILS+Un2wqWalIr9F/M+Kwz0O3k1UjYpzVLTU5cmT3GkMUGI7H54/np7Md1oYq7BufeziplMhp7z3Oegu6cXhVIB+/fvR61axZKVKzG0Yjl6hoaxdOUK9A0OYfeBw3jN696IlavOO+Vt+A//8L/xtrf+pM4dx8yafMsAk0r4GhJj8Yl/J8hkAqDEhUlFpy1/3P4idaZS5+uzgm1WU6+/3lwcPEfKSJDiuvMz6U9aLHRhpJTDkkJO8rRInPhfglJqcgn49Bl2m+szsmX9yM2zcUKx39BjEj/CucWOOYBjwFxnLvzsGenNfcBGh+rjWT1z72EZ2Ofy0BDyGG8r9j0kSU40xKAJJiJdwIlmC0c4AY57jm9LioyyRHMJgDPr9n2iRGbT0/Q8ueWkPRcCpa41nW21MFWfk71huVzCwOAQhpYuQ7nSg9lqA9PTc5iYOIHXvvY1+MAHPoC+vr5zoPQM9vLv2VNIj+/bfA+++eUv4f4No/Kq3Lf/MHbv2S82juVkdp5yYcqPLOYyq/HJlNdmEmyld+MLrGtOmbi68G3KkgAfA7SXOAJsaBMWbrTyCm9AlVTo6Sec5nxg4lGW6ndigw1tZ5SldBMqSCi/s03L9Z/zQGmiJ/TNXOAkvYH1PjEYOBOMFJwdMAcothvKyu00jK5St6nyvRXzArN6uPESvJUMVcrPlOSDAU3K7/6+kQ0nGbECRzTOkG2xBiodt7CpA3ovKLaCKVVnpFm1EJTy7yrVNOt4+W3X4EUveTGQL+HqW5+PCy6+/IzXZ7Nex1/80s/hoa98KZlopJnPrnVKrksGlMomhSUzaqzKOfSV2F1t/piLPX/hwXz/glIeqYPSBSzFYifUQOnJoPIkYKBrefLoUdtUTg9Ks/qzWGPVZgcnZloYn+NIXOqKrcmJdQ0xPSxtkvFLQGkdJ+aqOF6tJzoxDl9g44ocIsiSthpolZfhV3/9t/C+9/7YPI3wwu9z15f+EZ/78/+OvXv2oZQv4OiBQ5g+MaHSuvrpc4wHXBtl9BZLmqLD71FkQ0qppElO2q6oo2vLEThxwojSNIEru9ZnZ6ZVuqV3cSlXMFAqE/CM64EnKWy2iEdUh1J9oDHHNsHK7l2xRLrOdm34EK9DPaLHyChpx/tEEhLr3LqRI/lAMmu+u1hETyknScHQQK/u7YmJOcxQR8fkstEQa8QHr5WYM2fglDBHud6TS427dLsw+ZeK7e1IEzoPaEYc9e+THnda7dD3VGOcNfLJWMl18zwvqspQ+9dsqipN4MukmA2W05QgUD7SbKNO5Frq4I1v/mEcOHQUS5Yuwa5duxT/R1asRP/y5egZ7MeFqy+SN+74zBze+O/fip5eGTst+tiwYQN+5PVvwtiRI1oj+QLH0xqhwbNEXXKcH54zAlMO9NAoWvY0tNooc8JdPoceyl/ZwOO2f4r7zpDObyK0/UOAVV7MltAHKKVH7hKBUjbXaoRTCkyVqNlIXLXfuce0JTlm35WNd7pWwYb6SNGkmJSwnnZqTE6bylMsWqSPWJsaryu9M/f/hjnfSCZAZUZBcowYI2s9J8bTZptsbU/qoJ7P4Ri9j5ttTAuUWjOTsAWtwVzjICDuay2mLEoC6MmkkS3hEmF0QZAsM80Gphtz6BSAvp5u9A30Y3DJcjGl07NVTE5OYXZ2Fu95z3tkCcWYcbrHOab0tKfn7P+SC3Fs3yge/taX8e2778fhsWmNr9s2ugvVel06Q2qyeDOIDc2AUjGnbjESwnx13XuXIhc1mVF1szooEf/i9lCmGYkAbttg5EnU+FRyRWnEjL20m9fmEKeaqAigUZKUxcWC0hJZUEv8DG1SL256NCrcQ8OZdt6HS0A4seozEh9AzwYz7Fp6lSxj5KYsQ2iCUrEEBjqtFGhsgNNhnll7OSJTtvc7VOyoijs+CcO0XJmGKI8qIe2Krn5/iTcyGHdjhsUs3xsgpbSgDm78LLUx+aChdBOvfvZ1WEE2pn8Ir/qJX8DIitOXO7KrlOf+q//90/jSJz6KBhtPeP1py5OU609mShl4KdPoznfQR4uUCsuz5lF7qpJk9jNP1ZEfz3liLGcwjCdrPB/P+y3OwC5+Xy8s88azFnsPY0rnv8+pQOnJLVAOlrTpADO1JsZmm5isM+hzLVLHZXejVi1HqnnDU61Bo2pOfKrieL2O8UYTzUJeHsezVcYLoNnFBKeO7oEV+NQf/wle+4oXnTaQ7drwID77qY9h/cPrUS5WUJ2axr69ezE7PYMyy/Q+r56a0oGeim+u1IXmtcFomhwZuWYLjfqcsV0+rSl0osViAcPDQ5g4cQLNRl1NmNZ9T4YsbVi0eOJdwfPYm5RNTxjPUA6okhldHsaURjMc2VQmtby/gj2dV/Xxi5i9xgYODGDGmqgUzceXHeMs4fPnjSblEuxqJyhtGgMps/y0qiFiwIJJJik2bal5TVtTjNwKCAJ4rTOfG0AhBQzO8makI/MSHZ6/Fr+zxvBJU09ASokIG7IkE2DcaTNhZ+nebYK68pim5KfYhRe++PnodOUxODyELZs3o3+gH0upJR1ZgnxPCZdfeTWOHDuB7v5hvOI1r5Mn5akeBCNvfeuP49+++lVzZ+B42VLR9gFqQrlWfKgKk2OGKdMss0pn+wQrOYV2Wx3zA2yAE7ozPZZK91nP4hjS4sSGqn82B9TJjg56cl1YXiphkEypQGnYxtlENDYYWxKRuq+I9NZTvdnJWc2ktyAcW7zvIwCmJD2ZvU/XKmwDQ2et5jNDqFrSMq83VtkebJIygCzqKJmhE248BoyT4pzWlV3r2S7gSKMlr1LuBiRBrImSp48MqFtAJVNfrNs+9r9oyGrnUheaGCDMs8aEZ7JRQ73dQLm7rPHY5Z5uDI0sk+56emYGY2MTWkO/8zu/ixe88IXzGj4XWzfnQOnZx52P+QmzJ45ix33fwN1334MN2/epnLLj0T04duKEZSTcaSILJ8AsFLRgNa3CLaPMu82sn2zmrzUZkPIXSPXEOvQz0T2fdM2L1nNPU24Y7DiVNYczZlzAvknYrZGWHrIljACpCSCxW9u2V4nS7TiD1TUfQb8HkucaEEn6bOzD0vPoASFCvROSye8JSi3gGhPJ0rhHBgUm224C3LrxvTMLBjqz1kD2PP6MDIMxtAbWEtaFgcJo0eS5djB2I8cYUn4ub2KZWXMzcqPzJplSopNWG+uW9OIZ61aKobn6tjvw2nf8CkrlM9OT2kd2sOnb38Jn3vdLGD940KzBHCBE8OWGlbANXuxkmCp1tdBTAAYqRfQW2XzgjHtiQO2aqQUbooHSFKEJtEdDUfLcRFtx+vsh44kawGBhKf1Uko7F3tiuyvyxpKc6AEtNFm90mg+EPTHxtZt8M63Lkz8rGQQRJJyzDuyCrTc6GJ+uYbLWwlw77GIIS+2uoYaM8+614XS6ZBs1UavhRLWGE406pnwAA5XnZOpIeKiDG3VcccX1+J9/9/e48MLTJzXHD+7D5/7kY7j/u3ejv6cfzVoNWzdtxZHDR9VoVCmV1YhCUDbQTWGPsf8EpaYLzUtjygS31phDpVzyKomxYdxbJXEROLASLGMJE14ypWx6YoJtdK67fNgXXtSFY2EibGvNo4x7M1sqSc1hyUuQZoAupjGamBwA2JSalGmK8aPZa86kjg2BAlEuktc4SlZlWuxaNi2o3inz/iIGFKcJFhcwvy6pUck3E3Pi3kni4gKWf7HvYCHNk21SVu4WwsScx8e594w9PMNMiutssuQkuQ7A8iuboGqNFpYuG8ZV116N4SUjyBeK2LJlM1actxK9w0MYWLocfcuGcfEll2HPvkO4+IrrcPMttz4myPjQhz+MP/hvv4dOg5wsR7fmUSiWdC4J8AlKw0dbSmpvbCIwZTMcr2Ou1VIZf5h6ZtYQcgbUTFffnT3FAAAgAElEQVTptoAehyTtcEspIkn3r0js4PpyXVhRKqNfE8W8iqd115LsIYldXrIP8pwhWub58pQNkcj8KUfZ+JGw1xEDvbyv8aCqItKnl01psQe1TTPLRljZRMW+aFRR0qPg1lXUbEcs1BpyEBvjSbnvTaGDQ80WJloQIy75mPdJxE4YXq62ftLSPT9fzU+s4tmdabswk2lKC0n4kG1v1PTZvf29qFRKKFYqGBwZEdCeHJ/EkaPHce211+K//cEf4JJLLzt9/DdGOziex3zuuSecpTNQm53CnvV3Yfv6R3DX/RswNj2Dg0eO49G9+228Ja9uM/UUKxCUkv0KUOoaUxWNxIq6SXNMXmG26ewmA7NNWMnqKi0oc/4wwSpZjDInbgiUMqAKXiVMg9alRV+Phdmu5hScpDDEGViCIQ+MwejaTZVpdPC/K5h7E5Ut0fnMRTCzChKKBA4yeSOpgaiDWY3V82P0BqS4ifWe6t6NzYxsrKXTNJaOemfCQjCY+3xluy8dgIZ/qbO56tx3XoS3sGw+HIIr2JC5YPCj5pVsCxtd2IzVaaPUauOWdedjoECPR+B5P/Tv8IM/+o5T6BtPvRiP7d+Hv/q1/4Kt37oTXSxDMfC77i868EOHpXPAr0LLE7RQydFUuoiBck5m6SYDMYsxbXQ8YwvYAIOkC2nDzPHN+1XM3pl//MFszT+3nj4sUno/U7Y03nchsF3s7LmV9Emb7MlMqa/HZKBErAUvGi44XrUWaO2wimDNgWw4Ydl3usrSfR0zDQJKJm1kL6y8Ro2fiogqS7Nrlg1RTYzX6wKmE82muu/ZLGejI83ShR4O1OS9+c3/Ab//0T8E48XpHtPjY/jCX34C3/7a15iOakLTnkd3Yc+uvVp7xVJJch6ujR46ZTD+dCCwagkmpLHU+mg30NvbrXJ0+/81usR6izGjJs2hOTe9SzuyheKgDvmXag0xzln1xpSqNoc+1kUW8OmHDjIFHJLN1k0e3edZkNWprmwKrE32pG58A9BZj1Edi6RQ7mLiDYTGgpmBfTRJhr48wEnqU6mT4yV2u2MiwY0d2Fi0k+3wsq4N8f0D/No5MMBgFSW6CVDqYcbzrMiTdWu2DUjofOXI7rbUMEerKI44ZjPd7FwdF645H+suWYcL16zB9Mw09uzejSWrVqDc34eh5Stx1U3Xid3fs/8IXvCSV2iM5GM9/uUrX8a73vFOHDt81MA/5WGlkrxui3nGee45FmMISAOUSlsakjTXlg4wAaIMQMNBUksmnWdfD6Ji3Iu4Swy0fSarhlxfAqXFklwlbOqYFpnpepsLhjS47E39BBrioBmh1hFv0lPbL07BXM+LOzHa0xNfglJSRgKbbv+UNhLN16aGGME68e13kvR4Eu87eAIaCXTp5jDRaRsoFYA0Ra7tefad7ZR5UqQmz6StS0CYpX4bOWqP+C8bqBhruL+yobhYLqKnrxe5fBcqvd0YHB6WC8TE+DgOHTmKV73q1fi133g/hkdGHmu5nAOlj3mGnoYnMHgf3P4wjoyux7e/ex927juCsfEZbB19FHM0cuYaZOklAFZk32LAjDVl6YM3pjGQBgLVae8lf2p0Ykyotk6flRs2U5YFGVPKxil20ZZpcOxC9AClySLO0P1iX6M8nLHdSdkyH6/nzwlAagHH53on4n+7vSJ4aWPSk5xliDJJ8nwPyBkPSHoGstOUoJQ3T8qOZliwGK3m7JXEC9El72xqWkq0G1fTLjL9MsHQJKNH075F26CZYRLkhi2Nb6C0hGLJT2xpdN6321hSKuKG1cuBVhW9gwN43Tt+ETfd8eLHvQIJCL76V5/BP33kI2jNTCNP5kGzxsMj1nXIDiQVpCQqpi9tC32cXlMuoJf2UNKWBrN6OlC6iH/Uokd+KlA6fw3ND4Env9HjBaXZTeNUJ/Rxg1IP0enGY6D0pAcdu21FawHxLiNQmGk0MT7XxGTNPCT5iFeT6zSAaaVYriVuAFONJibqDZXwJ9nk1GzKYiwSGyZOvJ4rli3DJ//403je8xf3kMweY21uBnf+77/GV//h77Br3zGct3Q5Du87gN279yiJyhcL6C1V5MyQbzVRKhT0p7tooJSxR6CCWkGb8K6NlqCCt6XWHaVGajSyzV+zxN0QnbGJoNcGYVjDn5pLgvkxDc28DTRbqUjK8brRrVFNhuvS95qcSO/nzLaYRgXV+KxUOqR14npP/t08S9NpcQpF3pCpY0gYzuw4HjtWgdnsKNCkhGwhTsed9EOa9CjL0mk9BEjIsMbJeovE2K3ttLYkKzCmXU2YKtdSMuTMnjrwufYaSmgob5pptMzPuVbDM55xA1atPh/nrb4AR44cxcTEBHoHB9G7ZAQr16zB+WvXYGxiAhPTNfzQ69+EwcGhx4xPO0d34k1veBM2bd5s4zq9dN/b043u7qKAJxlRVviUwnNf00hQG/GqoTD0FkUXupnI0Gyfjg1KDvjqINmNaIhhL1qb2pvI2HuZn/Et14WVxTIG2X3P36k3wxJNEhos3yuR0fVztxb3u5WxBIexuAeskoEC11iMwg0rrjRRyJ4gXm/e+xYJYjSsDzzQWnKpmBZQUnxTQhtyAsZqm/RolZXk4WuJx93iSFm0MdZq4VC7helOTmx54mLF4/YZ9QTVCSngSZbOITXlambyCoCyHyNxCN2ZJNN2kdKh7u4KyuWi1tbA8AAGhwZlwnH06HFM/j9bsXe/52fwjne9e5605VQL5xxT+pi31NPzhIkj+7B3w13YtX0b7ntkE46PV7Fz9z7sP3bcpgFnu989WFkWTt9AE9abYb5tf1w6kWUKrGpsqBvn+w3hfaeJB6eyL20mBC0tlHMFTd6wSUvezeqZfJT9paFSNJ1/nrLBVUE0OhKpGfLPcF7J9J7RqOX+aaDBtt+I2RJ/lpALtte41mDy6L3XMK2UQKDd2GYN4uNZ/U4WI6U+Ccs8VSqNTnzPIJNCQojW46t6BxS7JIMlCWGCvR83hRTKm3k+55N0oSZtT1uZLKUG8mDsdLB6sIILhvsUQNdecTV+9Jd+DcvOu+AJLcCt99+Hj//iL2Bq716U2ensXnZKQtj85nY7IglCzK/JKdS1stu1iL5KTtpSeUmKiTFP14Wk6OI/TEHEPHbLPSxDQO/bdyYHz2peFyyq05yJUzGhizGlJ61Nf1/hQmd1s+yoL6F5ny42j0/3camnu0ipbZiNAGTZkRrE8bkGJqotzR83TGpJIcv0XCdkNQhKbfPhPPuWuqXHaw1McXpKm6VXM243P15j3Lmuf+CO5+Jjf/RxXLh69WOuH36Xrfd/B//nzz6JRzaNYrCnH7MnJrFt23bM1qqyC+otlTHY041yV0slRzb+kB2lLrTT5FEygSmgWMypo19MqO7r6A628iPPq2EAW2vR8FLRZCeWMts2ItdBgdRy3sGfSo3sPo6yI9/LGpR4c2bm0EezE4G12H0LUwlLKd5/PssVAJTANMBu8rNwLIkk3BnKOMHzqjBZrLBgGIjActCjGR3hQh/b+Fx9v0zi74h3fjOX/54KAZbiWaGh3pVg1NaTjbIluKGenaB0jpWkTpcGMHDCU3eljGfedgv6hgYETA/uP6jzla+UMbByJc6/6CIsXbECO3ftwXmrL8YLX/yyMwIZMzMz+ODvfhCf+sSnUK/WTJbB/alURH9/L3ro9uGtfXZ9rJLH57EMzwanPo0kzcsQXj643l1P+0NLNqzhzcgMq+4oz/b30F7DJil0MNAFgdIhuj/wnpM3qMtFmOD5rPs08XVLphhjLbLUYiElHDbCVC3zLumyLnwvdtuO7GNwJYdVZd4AuMla7HViQbm/ap06e+la6aRWmKmwR1KUxlAH5105eV+Pt9s42m5jktPevIqSrFG+yIxzUolZJFkRdjXkxd0oPAZF5wmlAUyACUpbBaC3u1uxsJPPoX9oAP19PZidreHo0TEsXbYSH/vDP8L1N9zwmLFIIfhc+f6MztNZf1K9Oos9j9yNo/u24JH167Fj9xGMTVSxYfuovPBMCZ0uv3QTzkljymxP3YYuFrcSiJfAXWyfgFK/uazc72HaF6SakhTgDJR255hNutWGl0SMaZh/PAFKk5L9YhY/frOp8zS+i9tX8CaNkaQWTWwaS1IWjk5712Hx5WEHEjCcx8BgwW72Wpsd+A5Gg83wrs2wqVGpPhEG2DtaAEnHBibgW3cL7TNsY0t0YFkPSoHo1HyJ+XYUPszrrYW6JmeYzpXaP5X3Ox30FnJYO9SDgXIe3d09uOPVr8fL3vw2GRE/kcfM1CQ++Z/fh/u+8Hk1CFScKY0yl5gt36Bd9aGykDrx6RGYz6G3lEd3iQ0eXSjmyFq4+fNCd6VFkGpWFTQflGZ9Q+1c23NN6W9sWyr8sA34FGfA2W5jRhZ/UvLZWa1qch+Fl6iX3xPWy1bUQrBhh2LPNV1idDvHM1M7s3lHLPNpY61k0dMCpmc5u76J6UZbTIN0Zpquxlud7LolSfS1JcjkOqH1EO2gyJSSIa115cR01ZvmS6oNAm2Uuyt498/+PH7mZ34Ole7uM1o+40cP4V/+4hP47re/g+nJKroLRWzdtAWHmBR30QqpgpGBAfTQ2qfVBEFkWVrTvGITt3WOEWQZvtkwtxDdzwKlBozS82l/YxNKaNypLxUrSCZNJd1gr7JT1+yaMPaJqfIYZOsnGp1cV+kfNj8BcZYz1oKSrGwFyq+wqNZULhXvsXCscsSKbEIUDG6yIjJThQJEJxrTzAS5hUnVSSDUv3c2SY7PT0+tOVGrS5oTnKipZ5OnGj29ckObIJXs25htdjBbb2G2XkWz2cBFF63GZVdfhnJPL5YuW44jhw8jx6laPT0YPu88rLn0Uixbvgr3PfAgXvry12LdxZec0drik776la/iZ979Xuzftz8F+3R06OtBX5nNc1Q6UlPJuGTjQ/kgWB0oAIOFEnqoYWZMDckF9wzd++Hu4rKq8AHm/kHfUu/CN3thGue3sCxfxJIih0GYT2wQOVxKanTKTOfLXmeTldj9r33AlZZWoQzGlMdoGlURIZJq+FfyUr00oj7mMxwfRG5kZGG22Pk8P7qo1EXTbwxCCKN/SWBMGjTR6uB4s4kTTEBYMVQ1LPVOVoKWT1pV0hqNcIC7Dmifs7isW8InGQbrrqmJHFRRhJrdRC4VChgeGUJPdxknxqdw+OgY3vAjb8YHPvjBx5QRJfHhHCg94/vqrD6RwWb/tvU4Mvog9u1+FOs3j+LoeBWje/Zjz4HDYljMnFtDz0xv5VZPAho+hjQmX8gKypnRaBqKmdJR7ohueN5oITS3+5PZJhtfWL5nw5N19GvHzJSYssAj+nwSo/AFs4iDLfX735WcvpX4Xm5sr3uuJbe8wQ3TNIapb1LLMyAjtoqblHXaa5a8RqzZDRYMSTBe0ckvGOC/zJbR1P8cTIab7pt+zFhRnaKEUXPWJ23nsjPlYFM6P2XUpvFisxTLspozLJNvY4xW9Baxsq9bzNPIshV443t+Adfffsfj1pMmi7TTwcPfvQu/85M/jmJ1Fr3scpZmyPRxKotZ1EvOT7xWWr889YM59JQKsoiiwTklHQpRibl8nAR7n+xjMVCaAARDFokm2VvLvNyallJTQOHPn/8JKW6M7tZF7lDPuez4wnXIDzWrg53POnjpzd9vHuhIhilkNV8piF5E/mrjAGXVxDWZw2yjjYnZBqZqBJK+lnRODSDJrkUbnmm62C1LXVe12VL5fqrelKyHoLTKtcSJQrKBog9lG1dcdRU++qk/xrXXXX/GMYvl9Hu+9Pf48uf+Ert3HxUzemj/QezYtU8lfJbr+3v7MNxbRrHdkvk959pzODC9SYlNBbZ4Y2hDbquJRSxWnG9vyjRQyca+pjGlrjVX2VY6eSu3G5uaTiYKcJD9b/yd976tZSupZ8FhtowupjYpq6dMafKerh3NJiVZYKuGJY8NWQlBtsy+0Nd3Pnj2qU4Z8BHvl71nFr5H9jkWSz05iuYqMcqszpgRuiyfmm4x1jRWz4CpJetsbmLZvtoEpuamtT6fffstGFkxjJ6BIZTK3RgfG6NYGL3LluG8teuw9tLLsGvvPhTLPXjNa39EFl9n+tg5Oop3/vS78N3v3GWx0SUZtBPr767omvPu4PciY24NRSRW2hjKAyOVCnrpBqPeANN08kJrSpjvV3afxlhZA4OCad5cS5KDFbhyp42RXB5L8gUMEnQ7S6v7z8v0BiZT+YbWoutWA5SGowrBp4lPtFMl07RkH6X72kGpp95qbJK8wjxXLRzaKGHFCILi8L5m9cA1y64ATeQkfJ01U1kPhMWNnAiZY60WxjstTAEaLWrpdDqmVy45OQP4ZJVtIpodB4+K97x9vzSuKxF0j56wFVNYZV7KPKILqFQqWL5kRHvb0WMnMDE1i09+6k/wile88kyXyjmm9IzP1NPwxMmxY9hx7//F9PgxbN28GTv3HMLRyTls3DKqAGJMS0eWSkHkJPYj2gCMLRUYDUP9ACJsYAptYJQb+Dwv/Vs5N8NQsUzXyaHMudZsRlD+moLSbKkqZbvSztOFNkHZ0pTKIhY+jN/wAGPvGYV4K3CkG1qwUlZGTktw5nGo7aWTk9+exnb6RJxgYrJTODQaOrlRI2AENApFq4PPYBkW4K54v2QusdaHAecApBE0TBSukOuWP2RJqTe1Dbcn18H5/d2anEOLnYuuvAY/+b7fxNLTmFKfyXKcnZnB7773ndj4r99Av7xnzf/PnBrMxNoaOecDSv6L3a0s+3cX8xiQppATV9xr1hudkmNY2H2/QP+2cNNdyCbF5+so0v9LbHnSMtqZfOvFn5NUSzNsQWxgunIZTXIAlDgt88+PrdFsw9djHpUWnJXZOZ+efqRTdTKfZAGj5ObvS/BKPamSGG5cBko5aIGd1LOc4FRn53QTc11dqKrbnhPB6DhhRttve/tP433vfz+6z5AljeM/uHML/urDv4xDBycwM1VDfbaOjVt3qEGGDCgboIZ6y+irlFFocao2Y0rBjPAFSr1k6pulmqDUTcyAZa4EZFN5XJxc15ibTWaaC5hqHjrN1B2cu448ZtDb5u16UP+MCBC5XDEBKmJsHDxm41S2MTO5pt44ohJqItCzEvHCdbvQAH8hOA5wEaAxiYue0KoO4xKiOOfZz1DE8YWa9WWN5xoQcw/YKPl682EM9iA8IrBREwrL82yQZTnfrwKZd7KnZNoJTMnGHxsbw9DgIG5/zjPBm37dxZdibGwc9WYD5YF+DCxbjgvWXoyhpUvxd//4j3jrj78DN95082Mu++wTON3pgx/4AD72kY+h3vBpU5RVkIUvFzWm1jBlxhupzeQ4j74iMFKsoJvaUq1FVlQ8qXUGkom9yva2RVpFK+RoScrMpMV08/3tHEbyBSwpF2QRxdGjfKEamaK47lPB5J4S5XjtXb43ONupgRXO9NtvXcCrEr+BPdWCkkmAtldIlqJyvJEFkTSosU+SEwqyrcZuw1WM7eaDYFym9mrUsmEetSZHygLTnS4ca3cwjRZmaT2o0GL6aiWO7qZiDVPOxMrx0d0pZPUUHfexH1piLYmbvG9lXKdyvRhTNKUVHu4fxODwAManp3Ds2AlcuGYdPv/5L6K/v/+M18u58v0Zn6qz/0RuKFvu/SamjuzEwT2j2LptFw4cmcTu/Uew98hxZUDKoGKH9UPShupsA3WkGkfqrIGyQAchliv5RA1/rVgE6U0N1OohYGDlc5buyZixG99speZnTgEirIvVX+7xIp7pph3JCbTPzHxUMA/SWpnRdVooDY1hClDttXane6uBmE2CP276nOesDG9eQ4KxKJ5XWiOEskMDA2YOHEoeDywapeb2P0GzuuddWrrxGmXIADzTVhByvzm7wY0hlXUMf84GJ59ktaxcwtJyAd2lPErlEn7obe/AS974o2c8xel0K/Pub3wNH/2ln0drbAy9nMIjX0CuAfOr5ddZOP7O7KJMf0Vg2lfMo79cQKVoc8pjc45NOJM76FCyScpJ6yWzhpKy6AJAmP0+UcZcCJyfyN242HvNL+/aopxXAciwUrbq3CnCs67scS1kh1PgQZAJGeNP1prqeiZDyhnWdr/557qFmLxGJffg5mo2LmwqqBJINAOUUgpi2jGuLulKO20sXbESn/zTP8Mtty4+j/x0541a0K/9z09g9IF7MDp6CDOTVTy6YzfGZ2a1mbFjeqiXZfx+NGZmkGu2UGazCM3Ow+bGZ8XbN7J1RCmQIw79tEjvU442pOG8bILIqloznbH4yZlLY0YinEinMelqmL+OjPNNljO/ez2ueYC5WLOxRrMJT1SiLKakoDQOIg4rm8DE6+dd+8xJFouXaVbKHkf2WNK1sthkM/vtvGP2SXpWyg7mjax525IUJTLmi8zYTB9JARvkJfmYrjcw26xjul5Fo9rAZRevwxXXXIpSfw+uuvo6rN+4GblyEcMrV6CnfwjrLr8CR44dw47d+/GzP//L6D2NYf6p1timjZvw5je+Abv37OPgOjW7ESR2l+j4YGV0tfdRU8yGNc6pL+QlFenhHzJxnK3ONUcZSQwaiH0xrIMlL6a+0QBqDG9RVY1xv9XS+4wUilhWKoiJZcKt7UBTjk6+BjbEJm16i2uXZcuNbLG9w9jxGPdtmlVKa5KYF3utlTvNdUEVhAC8fuxc23lraNKgKQfHXd5sRbs4ygB43Q2QApPtNsbJkDabcvjgFCcx0Ez4iA3k0JDKj+Strf3K/bL1d4feBJwcveokj3WrMMmxZkLGp7rsudroKRWxfMkS5Ep5HDo+hmqtjd/6rd/FG9/4xscVrs+B0sd1us7+k48fPoCdD9yJ6uRR7BzdgS3bduPwsSl15B+dmpNOJQtKIyhGZk1wqRnAXqIS6DCIqoMXaM1UQ620z/J9tsHEcKm9B+2hbA4xy/k2MSQNktlN/CRGzJ+nhoYFgNZ6n07uuFZHYLwuA02jE1dVDq/DqgTopDEbPXgD8sZ01WKqCnT2LTLeaGiJ4CNmk1lyENDeEGHBJb3madk/moMCkFomHcfCv8s5xC2gVIr1EYIBUFWm6bTFkq7s78VAnk0iBc2U/rkPfQQrL3xsq5UzWY1zs7P4k9/+DXzz7/8OFZZh3eg8WFKC03BBiGtpa8qYcWq6aANEYMpSfqWQNq4kgTmVX+qQzgRALgR+Z/KaM/m+2e9wpsey2PtmN6ZUqpFqGtXcMJ9gnvc28f0sMeEGAXmREpTSuFxaY4HSyOC4UZjvpbxGJe9wLSpyGi1YazZUMZlusFxvSRgbVVgq47rKl0v4qfe+F+/82Z97XKXV7IEfP7Qb//bXH8XObXuxfctejB+bwF6Ommy1UCqU0N9bwWB3Bfk2mXQChIJAqRpVyMD4pq6/R9Ko0o73gog1tKYoTXahU8bcrNaleZgySTJfz7Dy0Q+T+5D3pN/3WR9TjycSOHl5NFkLthDmJVMLgYdigBujR6Ib90ECBj2ihM9vlOXngc6IjRkJwTxWNqMxfaz1ufAYw25KMdubwqgjZoVI0TRHBotG+WaYz6oRNZoEIPQlVfOTJzKTtTqmq3OYq9c1keuG667BygtX4IK1q4FcEbv3HUTPyBCWnnceVl14EZauWol7770Pz33hy3Dd9WfWsLLwvqrXavjdD/wuPv7xT6JWb6LZauj6d5eMKaVbAxMY7Q2dvHlae/MuhxZo7HWeY5ALqOQZiwqSkbAJmEssfLR1vfi9fa/gGArXdFh84toFMJgvYBnlUnQZkWOEW345YxIglK9Z2PS2WMzIAtSQC9m2YFUAleGjScvXZJjru92E1w/t3WNvZywmg2vNU5aEhi1Vi/ZyigMGRglKp5tNzEV3vPY2A73Bkur8CJR6w6DvVdqjvGyvQQGSatMppGlVPf3PhnqI9fU/TWl1Oxjq68XS4WHMVGex/9gYrrnmBnz84596zFn3C8/lOVB6pjvd0/Q8shWb7v4m5o7txeT4fmzZvB27dh/D3sMT2LrvIBpNU0pmHwpSpOUJPWnPQuDhGVEwYdbR6N317mOalIJcCB5WKEZUOrD1OdUVzn7Os4QbRf6TGYkI3lnAoZsrynDhJZdM28hu8tHWbjoyvc43bN08roW0mzUFgGSVeKNz9Br/UFNqr0ztWpKfOLqIUkq8l6sHVIbQsScG+wFwbUc1ixW7oRWoBEps2k7QxJZhmtDdOhTN0NwAatodreDUamJFX0lzxSv5orLk1/zYj+N1P/F25PKn95Y80+XI7/Pgt7+JT73vP2Fq315JMfg/akqtUYzzoK3cqbI0A7zbjUjTxcYZdNQQQFDaW8rpPZT4xMabSXKS62YwZN5hnopVXAyQRoCPN3gs0Drvk7xcasdyWuw47/iS9wi9q2VO9i3s9GQ2iwVIPPN9k7Xn86XnOHe62sZknc0lLbRspq823qRrXOyFrRUBWZXlA5R2yUmC5fm5ehMzHAnJ9aTGPnJLxo5dft11+Pif/xnOv+DCM10eJz2PgO/uL/w5dtz/HTz80E6cODiGA3v349gki4FkS/MatTlYKaOPI0YJFhgX3JWDjZa6K/xe93wQ7bbZYtl1zMn71AYftVGbnVNsUVd2aEw15ce9N5lmJqd7/rSllOm29Wb/NrCv+zw8TjMSjVhbkcjrKDRqkozufJ2f6e2i+93thsIb0n8eoDSAi/69oOM+/e5piT67ttPvMZ+tz94HQTSY20qXaYnpIdm22XdWjemysj0ZU5VbWZK2cqtsn6g1bdEft4HpalWv6+vtwbXXXYHz116Iiy9eh+279mhE8/I1a1HqH8T1N92Mg4cO4sTEFN7079+iRswn+njg/gfw1re8Dbt270GjYSM0K6WCjRsV5KEOk9feqljy1FaCQxsoaJ0RkHLt9dPrlPtCs4UCg7EaAlvqGI+GIdlPaf/hGrKmQUozGPN60YWl+RxGCmy8+goAACAASURBVF3oke+3JUK+kkDJAdeRDUtIJV/hm2thIYcujfn0h+9dxrrbd+DaYhJh68z00knC4w4t0oRGuT98cVUqN9aXY0C5p6hh1kejMnGlppyVlNl2G2PtFmbYyMbniim2KgurhgFICbQjAbPR4zrjAvBcH2LeQz6ksbcFgVKb/mRJszxCoulXnss2sXHZ8DB6KxUcOzEuJv7tb38n3vXu96D8eIa/CC8sRBBPdLWde91TcgZ4Ofbt2I79Wx9AV3McR/bvwfqNj2LP/uPYvmc/DoxNuj4r/TgFKwel8hlVF7PR9NSbqHFJ1k7GXvD24HaYBEX/i0CK9C3WOCWfUzUZAZxWy7FvnEsc+tOsRUvCDC2wrrJs3z7AyhtWyQuiKXRW2Zs6QLdJx32Ty2ixdNt4Q4N8+djcREsc+cwZkLSbPtsLkxFyZ8Cn2ZNYFT+snfRvp8ESQKKORPq/pQxZnEF7vuuGfOoVb24Jxnmzy0fSslACCItOLQyV8ji/v0clUB7HigtX4xc+9BGct/aip2QtxZvMTE3hbz76EXztr/8CuWYVJRRR7CoYc8Su+ihXBZxnUx1LMgw/HV77tpqkOGqxt1REXzGnzYDrTGWy6LvIMofelJf90emAZXZT5vOy7g4L9Z7zNvjYC+adMd8QknX92KdTm7onJCZjsfcIe5bssad/9w0sAau+cto5rcNGF0uoHczU2pies+YkluE5JjALcqMErWY43j9q2OMmQVBqzXu1dkPsKJtX1CSnDmuW7Q24dg8M4Gd+9X1401v+wxkx1ac7Iwd3bsSDX/ws9o3uxiP3bMLsiWnsPnwc1a486pzYRB/bShlLenpQ4ahRujP41CLGhoTh85GbvH6NVsNBX06duizLNutzScOLWDKyNFxLEWOYIOkyWEZgOnJuqmlHsIqzrv3TcwQGzX5K18nBfvb7RhxSzOSmys81Z3m1l9n7RMyy94o7/KS1GMA5I6nS+s00Q0XXveIxZQvRxOIl+ex6z75/tpITrJaxpHZMjCdcA7J80lqgdIlAxNYfpwMxEZ6rk5k3SQjjpEBpzabIEWAtGRnCDTddg0uuvAy9A/3YMvooir39WHbhalxwySVYs2Yd7r33Xlx17Y1nNMHpse623/7t38Yf/P5HUavaSFo1THm8KBWsnVVNQqzq+V5ENMS/E7wKmBbyGCwVTZLEDntPRA1U2b2rVaP7KSK6vR9ZVXmggk28wEgphyWc206nCDaf+sQi2SHRUqpgzL0x6Vb61jt6c12+4DIV79/goVBnajZTad0vGRvq+7FaO9xWiiy3TWXySqSTK4zD+i4OSgkA2zmC5byqL7PtLkznujBNjbmGxbhYgTKFfEHaWnddte/gTVMCp65LlhWbuxpYf5lN/9LQhQJf04xpOeZ8Fe5rwqaW8PR0d2N4eERWh0eOj+GydVfgv/7e7+HKq65+rOVw0u/PgdLHfcrO/gvmZqax/u5voTa+D7n6FHbv2YNNG3dhZmwa94/uwuGpOcsePXIasWkQTgyYjxnlkSpTjLGjDrTUgOBTySJAR0gORpILtdgVzKgxavxDM33qTNVM5TY+cRzKwGLVLtAWGir1kr2fwuhMnMdAcSNyMEngnAgPvPuRoJmBR2JrsgLawFvWGCJtqKvKg5VZpIlHJviZh46bEExlwhB4p528Klv4WLV0s0ttQWLL4g2t8gc1pD7xgkypGp3EgtkfbnDduQ4uGh5UAxEz8mKpjNf/xE/jVT/6ticNKhZbods3bsJHf/392Lv+AfQ06+ihATMJXjaXcLKI63ilPxYoc3aBQnrqfJnMsHxWyMtcv79Y0BxwjrrLWe0s+VhtrFoHGe1DwpKdfHTBRClx8k17IShdyCQtBIlp8rDg/RcjNE9xCwdHMg8YhI407rUF60nXPqQb2oM66DRDQ8oJTA3MNqCGE/MQ9SaMOIawipHvprHr/C8bm1j2b7TYHOeaUc1JjyY+m9hCkEtd2Q+85MX4T7/9O1ixauWTDlD1uRk89LW/x96HvoPND23HoUcP4ODYNNrlHgGdIwcOCJiO9HZjoEKWnw1KHORBC7GSooxYJjaqUC9YKql8THN2sfSFAtqdBtrNumEROVDYvU57Oxpx16tz6LTk0mpNS2oeMZYpGNVIeOd3t/O+tSk5AeTiGvH5SQORZTYWEWMgRwBLNSCaftAYt2iqsUlP8b5JyT/Apcfh7JoIwJnEal8/ZN9Oen1mbWXXd6lc9mQl9PbG7HJ8qFVhLGZRQ8p1EypK/q7Wagi4Kk7q3201y01VawJXpVIB111/NS66ZC3WXnyxRlvvOXwQqy+7XMnxVTfchC1bt2NyahqvevXrMDQ0/KTX14b1G/D2n34HHn7oQV3fgYEBAT4CJe4pjDHNetP9SAnCKelgkyZdQAr6N3XH/WRMiwVUXCOfHFg6kC85xwKnSQOwNQKLJ+T7FDtYWgCWspnPi9RJeSR8PMMNwteNbWeFJGFxcjypy4TsKwmB8qI3sieZUBbd+Oo5MMcETtYSERPVOKalmvRGuY5pOHnfM/mg1dNEs41pnw5oVRZjMXV8BZv4ZB0N9gjITp0oQbDyNh6TOzOYvtRYW1Vi2FnPRDARt1ljsO5HnjwlWl0Y7B9CsVzG+PQMqrUa3vGu9+An3/7Ox91sqeM+x5Q+6XvsKX8DLtq9O7djwz3/hsFKG9WZExgd3YutG0YxNVHFI7v3YWyuihy1VwHwQjOljlcDqGmZwICqya5jYJlpTa37Oi1x6sYVOLCZ1txoTKNquSfnPxdz5v0m/SrfU4vTDiTV9WRmAgcIlMVLMBh+Q9jtk7KomVJwaFEtgMTrDAzynmXpgsE2xrzNNys2/x9moHZH2m05T57mDGkCSv0Z6fu4aD2Mjefxy3ZjxrAZK6uYdjS8R21MJBtQGFAISgzc5jsNXLZyBS5cPoLJsTE0a3Vceu31ePv7fgPnX3TxU76e+IaNegNf/8a38Zf/468wsfl+DM4dR0VZOPVU5AwyU2t8s44iqMng7SGNca4LfYUC+sqceW7d0kogMpvqvEa2M/hGC/VzC1+yEJTG7xOAEBd3wQtDP3y6Q0hylEVkopasLTZtKn3HOHbZfRFcsgu2QUDKLvs6Giyveq5klq4GcgTGw8rHm+qCUTefyZbeR+MiBUCBVldeelNNhaJ5daeN81evxS/8+m/gB17wgjP2Ajzd+eBxHd2zDfd84TM4sXc3tj20DQf2H8fh6SqGzz8fxw8fxvjRYxjkOMEKJz2V3ADdmCg2WuqsiX3krPMi8qUiavWafmasU10l/ZDChKEOS339A4OYmhxHs15NJvpoDUbnuctMrBPZZA+6wxNQaX6NadiZn5lElcW8YS02qrEzRlN6Z3R4UUZwU/NfpmIToDKuv5Zg5h7IMp3xuzjGKAlnj3thJUGf72yzvd75P7FrbBSyKlErx5hjrDz/beGOiRHBqIq9qNGZhKOXGw1MztSkESZDue6iNbj86kux6oLzUOntxdadO9EzMoILL70UV153HYqlHnz5K1/FS3/wVbj22usfc879GdzqmJ2dxcc+9of42Ec+iursjDqz+T1Zzpe9EtdH07xH5SiTo4k+m+lyKLNJTuQLLevYBJWzpCjX1u91LelqsSAeyM7I9x+7BtboSmKklGtjqKvto0dpa2aJuPx3ZcXYhWarqWOUZZnK/Fw3Ts14shTJdboO0oqPPtEJIpPsZKtrToSo2cl29ESP7UMcSMA0uujBDZXop+nEwWYmNfZyn/PpTq6X0b4eDVQOIsWGOmFia9fH2roNlCzFWM53V4BwbKAjAiddxfhfX15idXkeOMlpZGBEVlZMajii9g8+8SlcdsVVZ7IcTnrOOVD6hE7b2X9Ro1bDvd/8Gsb278BgbxemJ8exbcujGN2yF2Pj03h4z15ph6zAbsEwuqil2vLgmZR9EgBqN5QAqZfykyYi/1q64bwcV2QDjom/9LDGGAaJLo0jNZupNBhny/jZ8r4Wcrx/EmDd4sSLLcFQ2TH7K3z6k8UYM5eRjo5ZPwNZUpywjT4b2KPTPo7dSnvzN6hoXtKI0aRkH0HNzfV99i+heJIl+iYo9w5nWmLKhYFmt30ii8vyvXxUVdfBqqF+vPS5z0WhmMOW9euRb3XwI29/F57/mtdLa3e2HtV6A3/7xbvwxb/+LBobvon+2jRK3lSS+sP6+qCFWJwPt0vRcVEwz7nnXTkr45e7ZKhOqylLhuy6JZAgQQYJibD41/Py28KNOZ68GChNwGRSaz35rU2atoAazzwtSUAISDN+uVnth1mnnESv+3f1EjFH7lHXzIld1QZm6xwBSj9Isveuz/YxkF77M0CqZWtzya0E21G3KzWBNc61lwbVZCBiUbvyaJHNJtArlzBbq+Gt734v3vaOd6L7CQ5aWOyCsHy69d6v44EvfhbViVlse3g7du4/hmnk0dc3gEP7DygO9Fes8WmkuyzGSqVRkTW26euy6njJjrbR5ghHsWLGhMXtGOw6N1LaRtVqVU3vYVc05XicKmaxzljVFGRYSTItsWuRzqsiGUhL7/sERMoezSKLTQny+OG6HzWehe+lO1IkxViPJVGaz1ausjEmG3MCBNttlFlPHj8WXocE5ESM1TQ21xhK3kHQyeELBBuZUaJ8P3a3uxyCyXGVusNmG+PVGiamZ2Q1tHbtGlxz7RVYumQQ569Zjb2HjmCyXsWK1Rdh3RWXizn9+tf+DatWXYhXvvaH5JrwVDz4vbZu3Yr3vve9ePC++1Gp0HiwS+w6eyokN0sqftxzSLRY1Y57EYkS2ttx2mApB1VsSl0da+L0UnfcWzxejuLWXuANt4lMy/uf6JHa3WlhuCuHJaUS+jgEgs4AlJxwvXnTHjcfJVw+kYykkI2xdQIkM1Qm4lhINUwYYs8zsj+VjfFvIizEPvo6d7KUmmAlF+iSvdNEq6k59hx+wPHVUhjwOLyhzfowOIbUWFkeh2KLwKiDyxCjtPldyLyaTlV+K2LUG/Yd+Z5KLC1BsHpi7MTWU8F7e7C/D/09/ZiemAKlYu//vd/Hq3/4DWc07Wux9XQOlD4Vd9lZeo/J8RP4+j99Dt2FJnqLHUxPjeO+ezdh/6792HfoKLYeOyG+kooQozwNoJpbJhellSgkFvdJFKIY3aDYRvzxRvOmlaRH33zgItCyU9a0XfREs4BKs30W6gKUEqya5svAoUTbwbC5BiU5TaKLXPDtP5TMIDp2s15+bqCtV6iMaYCUAVcdyk7zmj5dISQBp2nRItOsEl6EvimEIbHdeh4sYvSfZ532cwOtxqrGGDlvpBCooB6wJcCghgOV662xyew2OtJJFTp1vPyFz8Ott96OqZlZbN+0HitXrsJbf+4/YmjJsrO0ktK3PXxiBp/+my/iwf/1FyjsegR9jsSkVfNzQnZA08BiPTiDxFPL800mgYw5u6857UmTn4qm9+IGQhZDgVd6DYepUSpK+KtTfNVT4EcBCdN/eFhMTfaTd1rktcaYpBZfjpnjTVyDmEo+AjCEZEPrztdBsC/8HbvPeY6oP6P9DjcHMlWzzSZm5hrSe9VBVpMblyaR+9k0ICaZiw+ukSG1GH/rnCYrQ+0ovUiD/dL64sZNNqWQx8jy5cgVS1hzxeX4tQ99CCtWPvmy/cIrUp2dxp2f+wQmdm/E8f3j2LZpDzY9egCtUknftzk3h6G+PgyUyxisFNFLfanuEbPW5vwd3ZVu5i6GtEkbICvvhy2NzrmXswMwqvNZ03jY+NJGMVcQuNAS0Am0JM86k82f1eJa6oSh5DpjNxaNSLYkvDrD0ZN6TtpApeQ2Scjsnhe49rQ1ZABZZiyO3/Cvbd3ZJDuik0AJT4Brz4NtzUoC4vh0LmQWb8dnods4Za4fsqCULtlIWgOlSZnWJUNcq1VOcGp1MFlr4MRcDbPVGirdFdx88/W45OK1GF46hFypjIPHxzCwZCmGlq3ENTfegF1792LL1h1413t/EcPDT75sn11fvBZ/8zefxW++/9dRnatpPfELthp1tCj96DKphOzr3OZQ/+Ya8+Y6Skg4fY5ysm7XnzL2xFRDNev6EBdFAJ/hrvPvxEGDyRHXmVse9nUBS8oVDOQ6avDMdTX1/vmWce8aAxprIxhXZWFeAre51ameuWWNoxoNoD3U1l7YBSbG+LTBYgJmghVJMTgEps5GQOqC28BMu42ZThtVbXbWFmaa1dChAp1mB8VCHvkCG7ByaOfzGiRDTTcnVSl2cTSwmqqK0hWzihdv0epQ905drYPStg1dYbNYNDrZNCpzAyjSNozyi04XquPjePWrX4X3ffgjKuU/0cc5UPpEz9zT8DoGpR2bHsHGe76NvhK7D2uYGJ/AIw9sxp7R/di49wCOzFiJSzdaFpR68NKS1c3sTUtcf6kARmuRoNWCZpipezOUNwJYkxS7E618G08O+ynzvTS/y3wy/zfUK9ERG9Jzn9Pp5TKHsjp0gdK2N1s5explziQIy7bCwGfYjCb+qhkda2SqJ5VxlC0Hskl94dRN6JYd+juBZ4ARZ3x4LJZxWplWG4rPjeff1aiigr2xpDLMF9tirdTlQg7PvOlq3PEDzwGKFczN1tCZm8LzXv4aXHnDzfPsts7W8mIcfWDLHnz2M3+LTf/8t+ibOgoOojSJhiUn8rINkMpEJEy2xDqalINBSubpBKfqzGdXvulM+Uf7fBYkZjR+qanYmX/LbIk0CyriHRYy4MnPnZ041ScFk5V9fYCJhPX3F0cpnyCLwJyRu+lTxMhsVtkZX+fIT15/euXarBiNzM1IIGzdsOxq5vnUgamJjn6kBKKc1uQsqTYUMR1cW1ayb+a7UOnrx0WXXo5f/cDv4Jobznxy05mfcXvmiUO78a3P/RGmDx7G3m0HsGXzo9g9NoFi7yAa1ZrOw0BPN/orRQzQGF+AqynTfHZJc01VWw0BR31vbtLeqW+Jhj0WVjEEMpUNGkDhONNivmglbJ8YJVDrGvNEp+fr0991nrwp7cQ3hlpKCo1BZQUklagka8HLnk7iJ24gSSONZV7J8Z/RuY0qkL8ugG0Sr+ZVDPhJtjYSpteT45gOJ1DK7nofDWkn1JpP6EbCdcmS/Wyjg6laHVOzNQGOSy9bhxtvuhYjS0fQ29+HA0ePojw4iP7hEVxz/fUCRQ+v34QXvvjluP6Gm86Kzn3s+HF84Lfejy98/vOoVmsmoyTZ0OR6YWLDcjntxnzSF/chDhjJmxUU/wiUosuM9R1YyhXUPUNFPnrDrOB9xjNWDLtso8y1hs4TbPpkJ35fLoeBQgG9tD1z8oZyTTUexTW3K58kAtpD/d5WLNU692YrDcLwDVZL25oaE19Sn3HPJJeDDeZy1lE/02QFxuzfVC1xGYBJUAzlJiN8JXPzvV6efznQMmq2SUDK+8inX7mGlJp1jSaWpoxxinp2EinmS2rcESU5PjlLU7cclKvHJKcGJzqzdLWbePbtz8bP/JffxKo1T65R9xwoPaNI8r17Ur1WxYPf+RYO7tyMwX7qXao4evgoNj64GXt3HcCmPQdxvFpXOSbAlulwAjw6YEy66b3Mr9/7K9T1S+EzEStLsSyHsFzi039YOtEfH+npC9bsNmjfYU0wYl2jPJEuX2MF2q5xTebZ2xYfCNdKfnbM0sJEgwNLDmwAcY2dhar0OR4X5mkDlEg6o5n8PgMsQs/j3RD6TWh+Ui+4tNVHz49Zx2JA2RRlN7i8/7ywIaDhYNTMzw3AspTWUyzg+qsux/Oe/2zki2XM1uoa03jjTbfg2lueJd3d0/WYrTXwle88gs98+k9w6K5/wbJOA+WcNTvZcAUyFOZHakmLJSm2pELKEZJ4YxloC9RdMH0X/1umuTWzf0McCUMg5sLX3alK9U/kPGTL+/NKpo8BSs/kswKuiPvXRuajP1tdAo/yhNTIRrIOzoqLErGahdnM2FoPYKRNSZIR3nvsyDZ/UoJS6v1qNL5u8T1tOg8ZanXcUwrS1YVl/0/b+d5f/o94zRt+5CnR+Z3uPGy/71/x8Jf/Do0Tk9i6YSs2bt+LsbkOCpVuTE9Oop+z0ocG0FcqaNBGm13VBKvFkoZBTDVraHEiHS2XHPxly5u2tfs95iyjgVJrOKKmkE0uqv4o5qSJLtcsJ9uk3e6ZBidJMqwsahp7Q5E2ltG+MePWPKDiDTHJ+fDjUbSMsn4csAeOSPyjVLvYuVy4Pu22cBY2k78lIoMI35kGy7TqwOY3m+Qllw/3lFRM8jUmKUkbYu7ZbU9AShuoRqOJ5SuX4bZn3YJlK5dhYGgQxycn0CoU0DM0hIsuuRQXrl6Dex98AGsvvgovevEPSk5xth6jO7bjV372Z7Fh/SO6lwKkNZo1ASleHzXcOkHCBIIlfMqFCEJznRbKyKFH5X0jVZgoiyVV1cyJFh9UEhMQFc+9OZ57mNaJ7PDEhyLXbkmiNJDLgwZYTLY4tUy/yyQiaayxLv+QA0kb6pZOXMfWNmrEZjRd8QfyJFZTrCUWc50WpjttzHJaW6sthlS9Cc6y6vsk0ryQv9heblHGGp24V8u5A3TusL3Iuv/jjbpQbzZV0aNdsk2MsnMQ91I0MvFc89z6INikOZFJYm93RT0mL7zjWfh3P/EOXHbjbU966Ms5UHq27ran8H2PHzmM++78BmbHD2NksICu9hyOHjqM0Q07sGfPUdy7Yx9OzFVTMJfpEFVJy5uSBDq8pCHgp1KYl5tpV9NqKhtjSZ5d9mFWzBF+mgbhRvuyi8p0//MmFe5QAGA2akAmyDLaWRg2ME2U6Wri9lU65kb65iNnWa6VTQXy3A5D5ZeUqM2AWoPX2Xc04GnBIAFGUTYNgCoQnrLE8XmmI3N/Qma7bnNl2j9rPAkdqZXyDaiKGXUfOXkEEpRKF5fHbTdei+fcfgs6xRJm5ubQWyziysuvxG0vegVKj9PH7alYWuMzVXz277+K//7hD6Dn+CgGy0Vdd2siIOvAWfeWwFCrxaBkjXLkRxnQ5auS8OtqcAGnFHJsKseT0rbFSknyPVXZyhIYggqNBDyN1vPxfsfFQKl+Zmji8b7dvOcHKJUuTV3xLIl2Ya7RRo1/2KmqTmgr5yudifWeTb0yYEprTevINNJqXJEEgKDUmVKCU5bzWZ6V24TNLS/19eIt73wX3vJTb8fA4OCT+m5n8uLa7DQe/sY/YfTer6M9NYv1923Fhh2HMYUOpmam0d/dg5XLlgoocF3T07irVkWh3VJjiitqlChS0sK7UqV1+biaS4MLb9zTMSdGldpauX4wuREzbSgwpELGC2Xsw5ICSEba4UyVPk9rwSsXvjcrsXbAow5wjhoKAOonR93/XtJPKzDzK0AhG5iXEC3Qr/PtsmX+JElxxwtLfCORsw+30ZJpo1xIhwhkbO04KJV20L1JuRbzBmqm2WjXlcNMrYHpOZbtS3jWs2/FmtUXoNRdxtTcHNrFErpHhjS447LLrsKO0VGJL17+ytdh6bKzKyniOf/KP/8z/vC/fhi79uw1hrdOVwbTP3IdkOhg2Z7nmPZMZE/1dzKYNMJnhUaSI1snjFtxvS3eWBgI3bwuS5Ag+l1sKm75pH+arpXvSSUtPU17u3KoaI+z9WvSNe54BIc2IEb6c1tASeUyklmt8q6cplnZdTUtKUcFz7Esz7jCznq6bEjh4VK1jBzE1FYhPWGSy0TPekC0Hlw2xZdIS+p69EQux/eVwsBlaLKWIztqIN2QrfV68Lu01WRmRFVIZKzJDuitlNBbzONZt92Ef/8ffgzX3vZ8lHvPfJzoqWLPOVB6JlH5e/wcgqI9u0bx8He/g/rMcQwP5NDVnMPEiXHs3rIdjz56DHdt2YUTc3UDdB7kggHQ6D4uXA+2nJhi5f7UtYdbBTs355hftegJx/Jbl/sQlhJ9qaatqHRiPpd6JCbXBgy5aRDMBPPGhgUXZalMEs4AVpwKUGg3M29amfOKSTKYqS5b12Dpfk+6of01umkdlPrNlXgBBgjO+MvZIdum0s5HhmkgmNmuMQ5W0rN71EotYrKoiSvafGkLXWZRpZK9TMwNjFppxja5Ky5Zg1e87MUol8oYm5rFYCWHyy9eh5vveDkGl634nq2uE5Mz+JX//AH86//8cywrtdFLu5UuapRZEmvZTHM5MFhQ4jVlqYz/jdyfLKDamjr8PZvgIJasTGBaaqNczGtaizVCmcTDLE7MDzep32YYtHnSi0XOzsJS/TzI6es6Ca6LgFKDQFE/TQ/B2AgDOqYxNIDA/+cSJiNeb9q4TzYxUaen60zQ4CyIxP+RCGW6fGM8XzD41nhhRX2W0aSTbrF5r2GgtGGAlOV7gVHfYAhOX/3mN+OXfv03MLJkydO2dqbGjuDf/tenMbF7C6pH53D3PVuxce8+cDIQE5LeSjd6Kt3o7+nBcKWMEs3ym3Ni4MMA3SxxDDzxvkimtwmM2UZvd7Lde3SMsPHcbjmWnE9jfcToJ4g3BaJOiDo4SP9jk+CsImT6zPAzNrZ0sak9WgsLGigDtM6TfPgAjWwZPmtrJpDkHqMhZYhyaoKJMiBW0+e4pnzeeIAIJu2SBgnYROzxJrkWfUutzFvq7cZMvYHjE5No5fOYnWULXg63POsmXH7NZYrhNM9vII+hlatQ7O/D9TfdiKOHj+Oeex/A29/1Xly07pKnZX1VZ+fwV5/+E/z1Zz6DY5MnMDk1mew3xpwa8ycrQhGQZnVUkNcoG50YX2zYghrtWLnLW0VaVTzGGmcYeTfTu5UArKB4l5bf9bfQangdMfoS5NPd5qARG0laDPVn2yohstKTMs2t9ARWrXFJ05A8p5JLQsOGvBBAUi/KgQac2CZG1KuQZlFonqhRqZPMJKqJIV/ToABL+FXlU2Js3rt6bt6ArQ25tjVfr9dlvcb3toqen4OQpvreZSeSfSRhU2V6F8rUeO+NdBfxwlufgRe98qW4LQBlrQAAIABJREFU6QWvxuDSp0bXfg6UPi233ZP/EHr87di0Ads2PgTUJjDYbSLsE4cP48Dofty3fifuG92rzdLmSFuJWw1OvCmdmQitTZapsrJhCJ49OHOSTw7oLZXE9Clr5+RkZovS9BQte5XZpW3ytqf7Nq7O/rBbccgYtCVvBII7vp+M4y1D06ZktTD9wDZ4B89RRrMUM2HZklJIQogZONWGIdxhzRB2jMZORUoo+Zu+m7HFZhwcPqVGzGjGr5c2mAtzukVkleLEAoR6KT8p2evDOrjgvBV42Uuei57eXszMzGqG/EWrz8O1z/wBXHDJNU/Z5KYnusI2b9uJ3/xPv4rRe76JHlmg8LqSBSBLZWUbXkcGff7hyFkCy2hmsqnOUaY2Rwc2Gqjsljdgy1J+pdCl/ybDF1zzlY6ANjojdK3J93lyJOeipyVdG17MSth3ayqxZWMblGy+6BXqs+urLNXThsU3lazWVa9b5Hj9rZJ7JKx+ElAq+x7zneSMcpbta42mACk/h9sJmZNipYxnv+BF+MX3vx9rLnpyuq3Hv146OHFwD772tx/H2KOjOLznKDZsehS7jowLnPPCE5jyT3cuj/4S7Xo6GgnJa86bi6CMNkS0giLg5DqJpC/iRky/ka6QJq2uPY+qi107YzNVjfHSiVgwP/nRuJQFj5YoELGYRZJhD/ciPkVjEl8fpdpTna+4/lHaj8ufZe7jOIIkyILViJvBksb4R9ZUQ3GrmKWyvHlZyjRfQIJxzQCOGiu5hjpdqPH5ZSbAM5ianRXjyFh91dVX4cabr0O+XMBcvSaniP6RZSj09eHaG2/C7Nwc7n/gYbzila/FDTfdfNZlIdlzun/PHnz6Dz+GL3zhnzAxNZ3IXGKfUkKs6gqjsKEnkR+KVS478oogrQTVjKnmch+aIqbU9kM5JggvuswtawUXAE2fYCVAa6gLC0MDvkrSpUV1EOwsvLH+Bt5iIAvlJdyQJdlREmqSLz7PfK3NCsqaqIxktaEdVi5UQhKTyTSpyWpWoV8NclPaY32uOYhTAyuJh0cekSfad+kHbIb5QaqYtaF9R36Wzg2lDO7PmrCktOxCG+cPD+BFt92Cl7zwhVh983Owat0VSaX28ceW+a84B0qf7Bl8Gl/POeabHrofB3aNolMbR3+FviB1TJ84ge1bd+A7D2/Dlr1H5W0oQOrsVoTrhPYXWLQbVEwNQSk1pT5TWl+JVhvyhSvahAf53fFGz6G3UEbZmVIubk1Zc9CXbWKJTSIJ/t70Y9mf2QXHPh5gWbqXzAYj4ivKZ545xg2qDWOBvkzWGL7JWPnWPSGN+9I0Hdug7K7vcMaySl82kk9sidt36NxIQuDG/G6tET6k4neiTB/AVcdj2fJFF16I5z7ndgz092Jmegr9PSVcsHIEV9xwGy6+7lYUS5WncfUs/lE8R/fc9V184kMfxLb77xOLSSagxAzZrWjM+otlsbysV8SkFgruIZmWv6KcKgYsEgo2K+Ro12KNXgKn1Ai62brYjOAjM6ymSS5clpFlkE5Ril/Inp72xDpz4lypedkGI6rGbjcld/BZ7eTMooklZSUfzojEGyQfFmbr6aeHFllL3jcaMuliwPy9yFSIDaWGTI1O1JISlBKkOsdRKuJ5L3sZfvHXfh0Xrl37lEofHs8i3L99Ix78yv+HPRsewu4te7Fj5xHsG5/EVKuJXCGP7nwRfaUyhnu70Vcpoq9c0fWvV2cFKmSp48MYgqwWwGBzXFdOXqalQlEG3E0ypZ6xJlhfayEtl9KeTDZl4ZnsHfjxnWJTtRhEBEG/SQ9wGV2nfuKSpCygZIzJ/jtAaDYZSWQo4ezhHx5xL3t+I5YlMSqTxFgp3hljn2fP14amMKyH5PaQlPbdRkzAlEw7R9k2VRKeqdbRaJqt0eWXX4abn3kj+ob7MTEzKyBbHhhAZXAY19zwDK3FLdu247obbsazn3PHE7bzeTxrKftc3g+bN63HH3zog5oeNT09Y+DRwSTL9Vw/jBcKDSQ91MtjLKoa3Vr0S04ZVf0+4+QSAFfxyUmLqBjaZfBpTc5n2PUjwPMbnY2JYq9ThxtPxx1icr8JsQ8ZUts3CUqlhSZr6k2w3Gu0/6gC6J396nhPtc/pMUXybOBVu0vCZhpjbpIE78jvsoEyZnlvf0x6ZGQNJRDGvJsmlcdn69HYXhEDmYRNFT8BdH5wFWtXLsUrn38HnvucH8Clz3g2hs6/JJ1E9UQXQOZ150DpU3ASn863mBwfx6ZHHsDR/XvRnptAT7GJfKeK2vQktm4ZxT2P7MCmXccwVa1rk1C51AN2Uq5SME6HeMbNQw2Xbk0P7BSUMxjYHGVb2tTz9BQpbqaGxzpXxY6pKcZLGRlQaeHfurlDY5lmfQYFzILFHmZN5HrDGH8pcBIaLjesZ6nGRezGnqSdlXE9dPO6bi9AszBNNIXpZZ7BxlSn8EJ1kG3nJr2xDZy7XlVlfdP1qGwTwQFtXLz2Atz2zGegr68HszNVLOkr4byVS7D2qptw5Y23o9LT93Qum9N+VrPRwP13341PfOjDeOS++2VEXaGWKGelfGlN2W3vTKn0o9IVpxPEAuizVBaJSWLPZT3EKr1JEkCAWuR0FrKvtqkYM5va6EQZXRx9BohmNXvzNrVFSqz8fZaViueHlYpcaERGOIvuDSNhSt5gE5NmznM+tMk3krGq2tgMsKQl2wWg1H8vVsQBqRIeAg+RKTnUGg1rclC1gtY91uCkBio3Q0ephDte9lK8+5d/GZdf9cQMqZ+qxcbzeWzPFjz8fz+H0YcewOiG3diwfT/2TUzJ2JtrhkB02UAf+stljaUtsYRYmzW3BteTM3ZY44Xd+Wyk5L8b9bpCgmye5BNkaydwAe81JY5KoC1uqHTKGONaQ1pRRTyJuGF9J1a+T9ugYy9Nu5J5TbRmgj31d7J8KWVWFwOlsR7iXGfX6rzE2kUKlnillR1jzg2GK/H1kZkxNtQ0iTbr3Ac3CUxyvTChocctx4hONxqoNqlzNmZs7cVrcftzbsXQkgFMVauYrTfRNzSMUl8/brjtWcgVyrj3nvtwwzOeiWfd/hxN4PpePHjNH3rwfnzk9z6Izes3YWJ8Co2mJSAGPu16FSgxYpxxJwPuSe0WJ4Q1ZR1GaRkBaXQZcI8KSYcqh7x3o3MoA1xDo+v41PYjddGHbtRKer7qkr3SaoNOv6cX36y7nKUMLaj2I/7Umxx1jR1Max8LUsbJFGtYtnVB9w3GCP3KHSisl8LuhGjcMibdOujV68B7Rn6/dmfotTG50EkdfrZILDlRxLjeaMQycRrvw0tXr8Jb3vg63PqMm3Dexdegb+VFGmf6VD7OgdKn8mw+De/FBXPowD48ct+9mD52DLnmDPp7qK1poFWfxejoKB54cCce3LYbR2ebmvokqyYv5ccGagDS2UJazeQ8CAbjGYAzzxvBplnYBBWCFevG7y2V0VOqSAPHm4DvV3JbIT2HN4BuOGts0X2blKIso7RjsEyUn6GGquz8bLF1xl0mpTE1Hnl1JYJBUGv+b/EpDjb8zX0D5MZEv0MrCMrEKSw6nC1Vdulg1eYApyUQHqMxpW5OHZZPcRztFi5asxrPedatKFdymJmbwtK+Hly4chnOW3clrr/9Jaj0fv8A0uySffj++/Gbv/I+jG56CCU0UepigHdNoDc+lXiNqeFSCd+cHcIPN/xr48zGNY2L5fFWQZ7gVMbXAqRkUtso5g1YpMbZ5ujAwGwNcsHKzrdh8VpW+lWCwfTgreNQUmN/0zg+c8DUutUUJQ038ARExuPm+GCrzkpx88rz3sCdBHCtX9s8koczLvO8arXoOyhVKupqPnFiXM1LKumJKW1jjnZQZEzdeux5L3kZfuH9v4F1l176NESYx/4IAsOjuzbika//HXat34AN60fx4MZdODJZQ61D2UYe/d0lLOmlXQxdGciq2/W2+ND2pkh38/BklMb64ecb10zyEIISr8aEJ6kB09B1s4xLFtbKsbSls0ZMY9SsJJpObLICSpSAM963Lh9SCd1PQzoXKiN/DilRRpPql/Wk4RyLns1YS8kvo0RrtkGKL27rxDhlE4UIPN0/0jXOjG9ap0xo2CxTr6PabmGaemTOJmi1cd55K/DiH3wx+gd7MF2dks6UOvZCdx8uu+oajCxdiju/fReuuPp6PO/5L0Kl8r2v3nz7zjvxp3/0CWzbtAUTUxOYa1TF+OruZ5WFo67lWxuxwsgQRgVKzRJ226swSiYUQ7gPmbwoKwHjWrCiG9dT2vjqBRxzstGi8fUWrhq+f6lbPao5sZf5tU0SGd32PhSmy0Apm/6Sqh/RdmQavviiwS7xKG4TfBt4DImahUUDyvx/6Y296db2W+qOOec+44+re8eqiFEd4HOjCS+OSTpYTQ9roKvVxPVXXoof/5Efwk3XXYPelasxtOYKFM5Ck+45UPrYMfj77hkMzHsf3YktDz6AmbExFDpVlIstFAtNFNDEgb17cf9DW/Hgln04MDHtwmRvborSvbUb+Ubr4zjdq1PB3jd23syJ3Yo0L0YnSVtaKqO/u1u/JzBV8w8torzTVe/eZvOLF/Kp83FWI1t2t9K9PawEbA/qoExnyD8mSVA5NBCpgw17nT0iY01ixCJZrJlRR8nWy/PUksr2IsTf9l5W/vACjjNfZpTvOh/v8ucxVUoFrFt7IW644XptkByluGSgGxcQkK6+DFc84zkYXLL8+249ZQ9o2+Yt+P0P/BYevPNf0ak1rBNfnfXGaMofkDpBggz14lvAZ9DjBk5PQZW0dHrTYJ3V3tmZJyxkCY46ZaDgtmI8b1ojaoxikmLTodSsEMwFs3lnzpnk+FBdu/6hJQ5mMtEDe7OByl7GNpnFEpsNLOkgI2Ue7H6Eei8r0GVWl68zl4VkmNKYEJ2cT18blUo3Kj3dmKMtz+ycKg++2FHXbHI2Gba18bKbf7bVwhzPT28fnvuSl+Hn3/c+rF679vtq3bSadRze+Qi23/V/sHvzNjz88C48sOFRHDg2LjqrWM5r2tNIXx/6aA2VA3pKRXUzN6tzZjXmtvDcHwslGvt0gRZ4vAhm22QyHzZKxhUwUOpG6HGTS+ec1/QZ9Xa4Ib5VXZJTnTagOfkePXGKH6qvJsEiERvPkw24XCjWB/+bNeePCmf2QqUsumdVrlOM9SsdoD9sjr1LR3x9qgbDpEm2V950Kbbdm+OkKQVqXI6lIsYmpzS8gXfFmjUXyIJuYLgXc2Tk20D30BCKPX248pprBWQeXr8el1x2NZ73opehr+/7I1muVau488tfw1f+8fPYvm0T9h85iOnZWXXlM+4yNkjjzulOZEE56MNdVBKSY950Lis9m4WheQzb9MNIbrM6HIJXso5+vdQHYZBPTLvWitkvGkmT7j2mPc0kpb7OTEZmVk026cyOJ+nE4M+jNyMrPROodN2pyHuymL5XyvLJKnjy7fXYF1rSqs5VS+N9VaH0tavl504SZE6zxxsVx9jvZbXWbqG3p4Tbb7gGL7rtmThvaBjL112G82+8FQPLlp8VGdE5UPp9FerP/GDYCLDv0Uex8YF7UZscQ65ZV2NJT3cXOo0qxo6PYePGbXhkx36MHjiC2SqZTCtFMPirLOE3pd2fJpK2rJH0vt2AZn1kN1s0EKizHUClWEQPNxOa9HaZxyJLnklmqkkQXuxwSQpHw2ky9rxu+hQIqAzvlhf2eZFdxujRLPwksxIanjh3phIPQ2Hdri7WjnKyk6wOjQKUWmMVw7lKuv69QySenAv3orOJVQ6Q20Bfbw+uuvJyrLt4jYnsu1pYvqQfK5Ytx/kXXY5119yM4aW8ibOq2zO/3k/XMxmYNq1/BP/jDz+Gf/viv6DTaMgjkqUz86+lJynH+3VpohMdDMUkuGQjBiroRw7fTtqk9YuWrw0P0mLurXnAnBuM3ZIlkJr0DGBwE7L4nbSIuIXYfMZdXe5uOG/dpUZtmgbYfEbFdpMJsN7vMIhwZOJfQIslvWYqwwbzGiA4A1mpWY4mqQDJ+WIRff39Al5T07M4MTllYzJ9U+FkHgLjmkBpE7OtNor9/Xj1m/4dfuLd78F5F1zwdF3+x/U5BKZHd67Hhjv/GTs2bsSuvUdw//3bsP/ICVlY8VoN9Pagv7dHIyF7aHzOO1pd05Tf8PqaHrArX1QTFMFFq1ZFrT6nZIXaY7l3SPNu2jfbLFPtNqsrZJDUUCIJiMWrkJgkTHs4hHF2ebQRhZ1deEp6A1SShHgCrBCZ0ZcGGM1u6jaNdv6ksSwTJTPzpo17dNrf1qCXWM0j2a2dWqme3RL4sICKkcXma6lRo6xeDPQBpTJ2jO4SYL3kkotx+7NvwchQH2Ybs2jniyj1DKA8MISrrrlW1YItW7dh9UWX4AUvfhl6enof17U/20+enZ7BXV/7Br7+pX/Gzh1bcfToUYyNT2JCjVuUAnE/ImNK/9rYI2wfC1eYuFeN+SOoNJmI/LeTnoIox9sWqN0xemSTLxkyEftBUvXL9DMYVPRm38htfN/Jkj/WeGUaU0Ww2Hu9ySnimgFZkwPJ+F4yMdO4RnbFfgfGEB6vmnJ9qlnicMGyfWDrkLi5B7W5WpjVmDG9Bn71uV6F4KGNDPfjebffimvXrka5VcfKNZfgple8HkMrVp4VQCqQ3wnF9dleZefe/yk/AxxbeWj/Xjx8z7cwffw40Gqiu9hBDyd8dRqo16cxOroDm7cewL0bduH4tOlM7T7gJm9d9cmW6yXtbKDVRpDtSPBvwTJrpVC0oGD0hDrb6w1yT9xMrBEmjOz5mWLG5IOZskzZrkJhlfBP9cAhrUti05Okng53rDs3CJMUlvJmmw8enHvJlPxcFyqtTgAYNxFmWczfTFM4kpGAIQh30Oo38EBfH268/jqsuuAC5Np1DFSAVcuHsWzVhVi66mJccs1N6BscOms38VO9sHhNdo2O4i/++I/xD3/1WQVRdd7n8yh16MrAa28+tgSl1JYa72BMhMBA4vaw4OhCzC/jL5ZxDeJRLwVKTbgteCNSKOySBj1vesua0SuICf0Z75GkLOGK4OP4ovSuT9OTQroSR27NS4v2UWVAqX+UacX8wyKEaq2oW9cTpTCk1oaYB8GpGqbqVqbWqNwODbJbqHZYsuefBnqHR/Cmt/0U3vBjb8GKlaue6sv7lL5fu9XE4Z2b8OC//gMO796KfbuO4zt3b8CufWNgm1KOvqXlInpozp7Py1y/XGBnvnVTKwZ5jDGD9Dxa9Ro6nbqNkywU5JnVaTfS5jBvzOB5L9KercUBBnZOgxAiGKQchNIQJeL6hU1z01hlX7O2Z8dgD0soUiBpwDdZ20pcgi3zlCvRvRvQyRrxz2NSmcCVy9IQ12p192M26x4m8pSRMHlScucFBo5/ZCnWyz/ywiXb2dA8dGP5m9T853JYsnIVjhw7hv37D+EqDem4HX393ZiYnkaxtxedfBmDS5fj8iuvwVx1Dpu3bscNz7gVt9x2O7q7OdPt++9BxvS737wTX/2H/4Wpo0dx4MABPHrwMKaqcyJAvIvB+hrYEu+PGJqtmo3T4UoDvIM+QKWuuyxebD+K5NcqPCkDauHCvWrFyrtDR/KJGb2Q75UCelF55MtV+Ymu+ejQd8bWn6fJSjHCWj6lXo1zJlSFR8VP75t3hpVgNSZEySqLjUzUrjZt8IxX6rX+pbt2Ha3IFybplFlzPckJoI1Oo64E8pk3XY+bb7oaxVodrWoNl1x3I+547RswtHTFPJ3/U71yzoHSp/qMPs3vxyB5YM8uPHT3tzE7MQE0G8h3aqiUaMXTQU8PRwXux+bte/DVuzdj+4FxLcQ8PdrktmYbuXXcpYbm2RKmTJIyFQ4GXonJGdxVcqK1UwH5XAGNts29JjPCNhkrdMTIso6ao4JB0xbCm8CZAMUGF/6L6XBzYiu9ZBjGxBfVBNuOUBNwajlrlEesFGP+ocGAphfJGli4odGg3Mz7FQxURlOtIzXPV0OTwRLpX7u6MDI8gmuvuQrLl45IbD88UMTaVSMYXnIeRi68TJ32328sxJkuUdqQ/cUffxp/+omPY/rEuHSklS4DpdQKiikle+ll0ih0U/OlUlkQ8P6BAQg7Yutts7f/WhLAlSgfXE0JMw2YoKIH+NgcvEU0Lrv+K4/CuDqZNRYgct7QBadCwoEhILWxFosx2VE18GvvDVLpe8aq8E0j0zxgazyd8qSmppZVIiQfYLc0Z1t3OLiiC0PLluOnf/k/4tWvf8P3rOHkTNdHPI/34PEDo9h+95cwcXAUGx/Zhm/evRUbth1Ak3GC/rT0rc3lMVSqoJsJTR7o0cCGvJhTq4g46Os00dVp2doS9PDkRZu0n2sHoFw71nxoSSjZHquQB3PV0gbKRFjv5R3cWp82idF8nbnmQmbkyYWBUTJRzqxmNKqGUwKopIBj4bkTi6vyadumcmlQguvz3X1BU8DEdDmt5Z/DtRHeqQYYTGJCc3Vqj2elPW4L/HflCqjVq7j6uivx0pc+H7kCcGJ6GuX+IVSbwLKVqzQu9OixE3jo4Q14/otfgutvfMZZndb0eNfRqZ5//3fuwjf+z+dx7OB+7Nu/D3v3HcDk1DRm56q2XygJtopNAg9dBB5sJH8eUw4t6dAVdJ2n7UhW3bG/81yHwC0qd7qVk73IKzXJJUvBrYBlTAbT4BDrqdDxZUr8LI3LrVCokRUEHw0qn2sbe6rdzdlVgdwkGTbQa2vQDt5swZhYm52T6a4jiTLXAE0TFbXK40+rovJbbnL6YAsrlgzhjttuxhUXX4Sjhw/I4/yam2/DHa/5YQwuObvDFPR1zzGlT9Wt8717HzIFh/bvweYH78P4saN2g7UbKIIl/SYq+TZajXEcPLQfX7lzAx7e8f+3951Nkl3neU/nnKZnenLY2Yhd7IIgAAZIJEssUZJtuWxZqjL1RdYHVzn9Hwd9sS1LLn+yLMmyyRKLoEWKQSQIcLE5zsxO7jCd+/bt5Hre95yeXogSQWLTLG4Xpxac6enuee+557zhCUU0XSLhuUmzN2UsSsdyKnYcqw0luTFkbR93CdSK8rgbyQ6HMPfE0WlkHDbMzW92CsEVmhfTPUFHt5MD+GPBemXqigOVEd3WncSO8XWcpqx6HW/Z0YcdpUgKKRu+ElbsSF5Htfp7VodUGxKawEoD1GBLjz2hmEiofzf/6mgkipXFRayvn0YiFkLY30chn8by8gLi6SlkZpZx4cobSGefncD501iBFFr+xte+hj/6gz/AtffeRbDXQzQQkKIjOpZf0evETV3Z+vqvkg8MgH6cwfAKGjexiQl503Xguj0kkwmxuJWhnBk5yZWxig4mcZSUw07sTVd2smVuD52h0bS0hc8x1MCcJhOYMAv5sILauuRHOr037yWHwjjpteL3xmlMEvHj9SOJBgmA1BoUG0H1sCYG0NrTukN2SocIRGN464tfxO//23+HS6996pnazj6JdcP4Vve38PDqt7B/+31sb+/ix1fv4uaNHeweNcG/k/dzMhBGPBSQr1jIr6Q5SVx1TXDCgoGLYa+n432MjAyZ9r9sksbEguQfGVmKYYb21Zmgytow+wo70SRKcWwre8kYFqIkPXWgM45BIsyhSYntno5TVemYGsKmHYVaO2QzLRoTr0zRbM0C2AkVX3FhPvuFUc7OqCSrsudoa0BGsRbPLPB8H/zBoHQ2Ce1gYc21Q4Y9tWHbvQE6Pa4qH3K5DF5/4zKufPoSfMGAWN4iFEU4kcLc/DKWllexf3CA4lENb771Ni5dvvzMZZ9+0XXG8fWdax/gR9/+FjZu38T+xjYOD0rYLRVx1GpqN5kTFkk2VUBer7NCIbS0NVfVfH/ys4xlowQX/7fx4/Y7POP0nDDdc3Otxq9t9gtJSsejeX1v+Wxy/dU1Sj8Nu/ia+uqiNYQ3Xmfp/GvDxvCRzdo4PnP1bzBmJiJnqBjT8Xx/3B3WmIgOjiF7yX4o9BB2U9lzH2Eqlcbl8+dw5cJ5+AcuOs0Wpman8dpn38aVt38F6Vz+qXZI7TXxktJf9E55wX5PpFoOdnH7g6s43NvT7ufQRaDvSMIUiQbgHzZRL+7i6rVbuHX3ADvlLh5VG/AJG11F5NmdpAySLGHLBLDWaeNBliaEsoHKYa0OK6wGBbMTJPZQt3N52BGUBUZNJAKqa087MxNQm/xa/BdvWRHxncCWmtdVmQ3jJTzGXWmlyJdRbTZNGKwF2/ggkC3ByPzYfNtaq4n9m45ItIfDDqp2dXlTL8zOYHlhAdP5gthpZhJBrCwvIjc9DV84jvzCOs5fuoz0CRrZ/33LmTI91z+4iv/xX/4zvvFn/wtwXUR9AUlK2S1ld1M8xMl+FQas/rfFlT5GBjHxHG/Eshf70HDacJwuYtGIkKXE6jZExxUjy/LTCASGcSrdC7PhHqO69KLKOqBUjuPIgZDgKHMSsvKhP9zCRR5bthNsGVlL1pVM8H/Gw8VgxMTnWsauypbWQ0f7wexo8QAlq17GthjKyD6Wz+M3f+er+Ge/+7tYP3vuBdtZPvrHYeyatRIevPsOdu78CN1mEaW9Cr7+nVu4ensH3b5OSigHxqQ0G4siEYmIwoPtXIpdZ88F+q50S5mYEocqMCFjIyldLMpp9Xumc6pFNGNsD/KxDbDpQnE96ZRWIRpyVYw8leKXVYhdpe2M6oMlYJptTIT6DUxEijCRw9N9Scf6hp1t3IP4c9GpNBhSSTxF7kqJbSoxphufpE6aSWmxzIQ8RJIK0Gp10CFEgb/jD2IYDKLeaqPt9gT2srw4h8++/QYWlmaFcBqIJiQhTU/N4PT584hFE9ja2hann8+8/QUsL688U2H8j76C/u5nUrbu0YP7eO/738PO7duoHBxi//AQdzce4LBcQafHlN/GT88mIc2bhFTNUSasNM337bZiscACBZjogItcoWmCijC9HGcBYhd8AAAgAElEQVQDlSHjmWmbIgK7sF18VZmxhYakjub5fIq6h5kCxBKyDGbYktoGVLzRw1MlE4XToU0Z6xZoG0FWWU15Do/L1OmCtTKKeqYr0Z8YbL5pH8lwEJdfOY9L584KJMttdhAOBXHq7DlcefuXsX75dUSfgH3oR10HXlL6USN1Ap7HjbHVqOP6e+9id/uRHMJ+tibdFoKuS7lD0Ip61CnjcOMO7tzcxc3NMnZqLVS6lMbhxi0UBCuXZoouW8FbdJXiLO2NYmWe+P+Jm+EhI0B0s5krkVEJSPJ7k7GUXcEiPk3t91OBfY+TCB5jDRrdOemyGjyWjINFOYDdTTOSJ5NRW6dap5rkYCz3IwQvPsfojppNQTpjfj/SqRRWF+cxV5hGPBpGOh7C/EwOi8unEEpNoem4mF1YweVPvYFUKnViMKQfZWlzszwql/G1P/0T/Mkf/zds372H0GAoxQdHsDIe5bhVMFdi0mqUFCbEoK2LkyVB2Y4BressF5XjJzJsodJTin86NkQYp5q2ILJGB33qnPqPHcIsCU0utVrrcTOPhMMGrvLYKjS1kx3+aUSUACDm6HpAmCWsnVLtwsuSnvi+bPaScChelA8mF/Q95MFJ/VHqSdIZjKt+9dJFfPVf/ishm9DH/sPs3Y9ybV605zjtJu795Hu488OvIx910ekO8K2/voZ3vn8LuwdNiWMsEsZcfgoxEuZ4Shqfe+keEYJEwfGhC9+wjyjJdSS1SAFER54heoMeupTxso5O0rXU7qnSWswI1kA/xsQk06GSMackt5NdK6PVyDVNRrfsZwrlUYKisX0UPLTR6rXj0wnCJd+b+x9Z2iSxaZdf1yH/WxIPkXIinl3fnx11/tyuG5GkI/GSQvhcNyMf2kOqnKiebX/QQzQaxtlzZ/H5L7yFYFg1LFPZvOjFLq6s4+y5C6Dhyk+u38T62fN487OfRzabO7FrjBPBcrGIqz/4Prbv3UWjVMZRuYjNR9u4dfcejmp1IaoyplZWzk5ZuCasi9IkjcZCMOz3RErMdMDl3hW6hJGE006NFEf6uhYGoHegdjUNYdKQkOSaqyK9QIOI/7QP+57jc4tnz0CncfZn7BLzv4kTFcKemdgIfMxoipJbItPE8SRRO8Z2qqCfTZs34tLE/afvIhqJ4JUzp/HpVy8iHvChXqnI+H791BpOX7iIs29+DgunzglB81k+vKT0WUb7Gb0XAeJ3rl/Fw3t30Ov1BfOHvoNO6QDZZEJkOuPRIep7D3Hr/ZvYfHCIylEHu40Gyr4QOoKhMp1OM4KVm21ifE6cle6zBgBlxiLaLdXRvt3wReTesP3N7TuRmGpSOhYencBqPRYuw6p8LBk1G4HJILQdqu6eOn6XLpx1XTIjPpGtsuN7fVsrcGxTEhHDN1hSHkXRaARz83NYX1tFLOxDPAwszOawvLSM/OwqjrpAo93F6tq6uKG8zA9uhnduXscf/Yd/j+/836+h12qpi4p0NynVokmpJKcGp2exXLYbobqz+hizlaXeGes4SULLVJCdNcumtb9jqXeWuUoppXarhXAoLNJLx7u+YaeapJTdUpI6gkGiC4/xYx8+JOwBoxAPrnudIowxpNqe13GyrbWMww6Xlx0ZEuMVCAWQyBLX10elVhcNUupKJtJp/MZv/w5+71//G8wvLLx0S4YH4s7D2/jJ//tz9GubyOZieLhRxTt/fR0PN/awd1iVQiQRNQL7ZgwZGA0QxhAhgfrQinQgig9Jv0/IF3SZY3ey6jpomYJTkgexXlQ9T6U/aj0t0lPcj0JBTRgMqYpXtt/rC0nKMpqVCEOcdEDXrnSVlBxlx8GimmA6YlbWSiTRTEvOTpCiobAkEYJxtZMhyUuoxRsQQigTTHY/pWaXUT0drVyBeAx8AemqN50umv0B2r2hCOLTN53d3PnCFN546wouXT6HLjVMue78IcQzObxy5TUsLKzg4YOH0mW9+Kk3cOGVi4L7fxkerVYTP/z2t9E4OMD+5kO43Q72d/Zx9cYNbB+SCOWIhJbtnCpkxy9For12k/vPZBIok5KJpJTPs4kq73XV0bYd98clwcavY5oYXIBci/r+pmtLzVkW0NakwUJNjJOXAErM+mJCyi95T5kWThbN+t6aeJo1NuaE8Pt9+Zkl2xkBAvh6rkwqFudm8Zk3Xse506dx44P3RfFidraAi69ewvKp01h99dOYWaJz3LNXi/GS0pfhLv0pfwM7QztbG7h387oc2Kz3WeGNOg58nYZIrETj3Ki7KG9v4NG1W6jslHBYd1F0Bzjs9lFjVU4nHpHrOeY6jRMJg5WxyYVFs6hwtW7q/D1hVE8s7jEqwHzuY4FqrRDHlayCw0zyMjnft/MUfa4kBzq3MEmpjt+FsCQKHDq64fvKoWKrTUbFWJfa213em5Wpf4RYOIjCdAGFwgyy2QRSiRBm8mksLcwjMzWHYTCB/XId/lAEb771Fs6dO48QW9GfgMdRuYR3/uL/4M/++x9j6/Yt9FsdlWwSUotJUI1qgojqW5yeOYANwkmuiWI4LalMUkLZTEUSyHbZjykMEt1J4pJlqcprWeyWuQbSNWN3igd3ryeJK7sF+i5jsJn+/w/Ji+la5FqzWDJdJULYNQRB0bY1eEHtkOqHUzkq7awMQkG0KGze7yOSSOLKG2/hn371d/HLX/4yEi+INuTTWrK1ShE3/uYdNA5vY9BpY+vhLsrVI+wd1HB/q4Sd/RLaTUcgP9l0GqNOF8GBi8CQg+mBuEBFfECU3VV/AEkaOgR9KPUcOFYr2MjVWZSQ0udYHPnE2pbJmECERE6KWPqhFCb8crtqxWn3NItdtqS9xwqqib2JRZcUNjKPNdrqIpHmFx1fKgno6F67/nbNcu3RNIHNghb950UaTFlXfCmxsvUFBGfccQdod3sC8eiQbu/zYyqbxan1RZy/sI7Z2WkEIgG4o4CM9bOFOVy4fAXBUBj7u0Ukkhlc/tSnX3gFh19k7bWbTWzevYO9B3dQLu6jXWugXCpj7+AAd+7dx+buLuptR7Q6OWYXve3Hb/dxoqiSWzrZ+fBD7niRnzI0Sq41sTjVM2hcMJtuuD27pHnCe9+QlgRZIBIQKsNkgGfjt7NjfWmSGAvR8Tko3X5VB7AfcZwsGoyrfaGRAOCVJGU3OXXECiCTSODM6jJeWV8Vl7We48BptzE/W8DKygryswVML61h9ZUryBXmpdB7Hg8vKX0eUX9G78nFXS4e4P7tWzjY25VDmJ7l6HXRrzcQaDfg9/cRToUx7HbQP9xDd3cTe5tFbJTb2Gg7OOx2ceQM4HDjlZ6YMu7tw2LmxsxH0zGd3OSVBGMA3RN4PnW4mIQGaJagHSojhTJp4/hY3CawAeOnakIp4vbWeYnuGbIbmeTVJqUGNDDWLpWdQnE77CbPZFOYyiQxPZXGdD6N/FQaUzMFZPKzQCCG/cOGsPWX1tZw5cprmJubO3E4rY+7DJnkPbxzB9/48z/FD775Tdy/cV10TXm9dZzP8acK31sClB2raS/+OFkdEWYituhm7ERijOih6ujcHhfS7TIffPL79tD/W4eKJJWWIKOdjnHXwq4x+3qG0T0+Mkyn1Dcypg32UDOJKJ8nMmgivq/jYoEhUKKFhCaOXyn1RAOJeBwXrlzBF778FfzqP/iHWF5dlaTok/DoOm3sbdzGrR9/B/sbt+A2KV83gtMb4dFeDddvbqJ41EKr24Xb6SAw7CM4ZEI6FMkxju9FLJ16ITRz8I3M6F6d16TIsEmiBFQr6HAogGQsIsUIO2eJRArpTBqdZhO0ayZuLhQOotPuCBZV96wJooyw2hVTLq9qMK2cBFE/VaWbhggFybCntI5a8YaN7aI44QmZU53KJCURu+WRdMxpKSskHUmYfGh3+xj5Q+gHQig3mnDcgXRaialP59I4fXoN58+fxvRMBsEIlU6Y9PiRmilgaW0dqVweTrcLx3GxuMzx/SsvjCD+01jnbLwc7GzhwZ3rKO/uSZLFZLVSLmF7ZxfbuwfY2t5GqXIk+G65mDKKJ29Cr52QlqSu4G5ktEHNWWGl41SpyxQWk6TLcXKpcDdLuJW1wuLYFL/6/4/VJWyH88Ni+5NQgnFCqt0W89lMnnkMhDUNnIEK/hs1AcGyUjLLwJXmF+ZwankJhVxWJhOdZlVMKqbzU1hdWUEuk0M8mcbc+jmsXryMVHbqaVyuj/yaXlL6kUN1Mp/IxU1c0dbGA9y7cwuO00I0HBYc4IijonoFg2ZNiCWxRBTJyAC+SgmbN2/iwd0tFMttHA2G2HddFPsjNIl7Ed9vHYBq9TYh6mvDZDSB+POxtJNJLsbYl4mQjj2WJlybxKnCjEntU1UySh8WpyVdEENrkf82ClZSpUq2YgWrrROMxQIqxpUdOWpwJhNJFKYymMmlkI5HkMvEsDg/i9mFBcQz03ARQ6neRPmoioW5RXzm829jcXn5xEj3PK0VzINgZ2sLf/nnf4b/+Yf/FfXDouD/FGPMzoKV5NFOKrtMauCgMj0KAdErqhu7sk61w3psRWn1SuWSjinwExgtW6dYZV1tMMjrCjaLrxdkUmoJescYMCUs2G67prv2YLDuf/yxjP4FH+oKfs3a+inJRoX5iRnlhIGcVqffw8qZM/jnv/f7+JWv/DrmFhZeCCvHp7UW/q7XZae6WT/C1r1ruP69b6B2sAEf/coHPnTdEY4aLn587T7ub1Hupw63S2k77ZISBWwNGwRXarXGzLVVEglXB7uOTDI0iYyEg3IIt1tt6R6evXABMzMzkrxc/fF7GPV7SMTC6DiOdJYmoeyy1uR9xkJRkuiyjLBOQtJZl+JJ/cL5N6o4ulEDkUmM+scREygEzJEfTs9Fm78bjsgYn/jiTm+E9mCEdH4GtbaDYrkipg3ReARnz67j1VfXsbhQQDgWF+kw6t1GUxksrp3CzMI8ms0OWq0eVk+dwfLqGlKpzCei6OE1aDbqeO8H38fd6+9jKpWR696qN1EqllGp1nD34QPcvHUbxWoNbo9Ybh+GMqLXay4NFa4lK81kVWWky6l7EYtZmzTKfmXWnnY4taM4TiTN4cR9wjZnjvGmxibUTPW4n3wYPmDfR15mLIGmn1U+piEh6+cwRCjBO3MAqpa8iVgUK0uLeO3yq5idncHOoy2UDw8Qj0WwMD+H1VMrAnVqVGtYPHUOn/rcl0TrNvSM8aM/bb/wktJnvTs/p/cjlqpSqeDGtfdQOtiXEUREfGuH6Dsu3FIZw/IeYv4gYrM5hOIh+Fo1PLp5A3dv3EKpXEHLDaDWBw57roz2XXqES+UYHM/2rX+uUaCQBIDMWemWWuaTTSonPHyPO2FmTG/8icddU4s1NVIbdtSideRE61bGH3ooMCnVREFvZdt9JeqMPS0mPIlQFNPpJGanM5hKJ5BKhTAzncXs/DzyhXlEktPoDAI4rNSwu3eIfD6Pz33ul3Dh4kXEKALrPR6LwMbdu/jD//Qf8Vdf/zqqxZJKkIgdqTVOUGiELVZkXYgomcGXPvZqqqR3jCm17OfJquRYBWJcuBi1aIVrqICL23OlexGk7Z5s3FadlK0wXS82MR2P8Q0nTshxskBHCPOe8QHNjiMFD7UnmZjyv4lhpm6kO2QHDJhbXMQ//q3fxlf/xe9jaWXFWykmAuWDHVz9wV/i4dUfwG3U4Ot1JWnr9nwolpq4dmcD1x7solhtCgGK1qTqIAZEiF8OqIC5mZBK91HxnUwgqASuJS5fM5lIwOl0BO6xdmoNhZkCjkpFbG9uSkEUjYbgdB1ZE4SdcF1I19QWQ+PJj3qXq2PZ5KBXF4mMSA1mlGQRvo66hXF0qkx9BCMi8VRlF3QwkO55rdEWaEe7N4JDoFMoCNfpIpVM4PKr53D6zCIKM1OIp2LwB8Piae+LxKXQmV9ahuP2sLu7g3RmBldeewuz8wsnlsj0cW4Qaip/8N6P8L133oHP7WN+bg7xeBSO00G73RI5rDv37mFjYwtbe3todjrahWZCaq/5RFUieqKSrOrkbhIDqommkXiyOKLxh7cFCVE/x7rfkmBaHV7LxfgQ/M2+hOxbBotyXBKpaoScaQJNUSFHThxkVO8bIRIMYWl+FufPnMGp5RWZNG1vb0lCmsllcf6VC1hcXEA4EkKn25E75sJrb+LVN99GNPbinGVeUvpx7oQT+LudThvbGw/xaOMB6vWa3HjhcEw6Wr12HShX0a82cdiuYhgjILqAUN9Bo7SN/eIhth5s4eighnq9g8EwABd+VN0+GnSqkf2Z46khRn6V3xDCCm8gcZJQcXp5mHG+CqMf22dYUoFsBmOr08fF+w19elyd2ipUv6GgPxXAV/FpvcHVspK+6tFwCMl4CJl4BNPZJOZmMpjKplEoTCObn0E0nYcvlEa91cd+qSzM6VgiicXlJbz+qTcwPT2DEKUMvMdPjUCn08G7P/g+vvvNb+HGe+9j8/591IolBEj8oZ998BgzKmP+oU/ZztYd7FjCWskqIoo9kTja7oCRSeHviZSOqU2E5CYsVo4+OQQGHLc7JsCN+n0ko1FEQoZValgqeg7oFEBzVJXmGTt+SQfFri2V83HFe3wg9qBkg2cKczj7ygW88dZn8OWv/Bpef/NNb5X8lAiQnEIiFBPTw43bqJUOMOy1EcII3f4Q26UGdvbr2NmrYLdURa3RwsDtG2UHNW3glwjzG5F9dlGDxIOHw0Im4fVLJOKytxFCwMQwEo6g53QliSX2kzi/gbFGtt17hTHrKJ+SOYoOYFEdVG1msW9UzJ5g5QdaeBEuwP2GTHq6d4XolBQIoN1zEQpF0PP5Ua43UW+2RUeUhUt3QIkwwBcKIRyNIh4JiuTc6dMrWD+7gnCYe2cY/mgU4XgKhflFTM/NYRQIotlqy4h/bfU01s9cQOwFSiye16Iv7u/jJz/8IbY2HqJZO0I8FkY8xnud+rcDNOpN3Hv4QBj7j3b3cFAqo+V0tIOqm43sOZa4RlKZLVL0m5a0JKtlXAAcz2vMXiUapBOqIRNwVfXusE5Lx4RhS5JToNnjKjWiZGshB9J9J/EvhGwqhcJMHjM8u1JJxKMRWaP16hG6HQe5bAZLi4vITE3RoxkDqlkkEygsruHMK69hYeXUuNP7vK7Zh9/XS0pflCvxDD8HGafVo7JUUHt7O2g1miIPETAafUPXxVGljL3dPXQ7HaTiAeSSYaTSEdENLO7sori9icZeBe1iA67bF0A+k9PKEKgMKKpEvBPZpYYJa+RcRJfPCOKrHpxCfQwKYKLePB6HTEpbfKQwsVki6bGyb4mjjYR8SEQCyKcimMokkM0lMZVLozCdRTabRzI3C4STqDtD1JqOHBiddl/E3NdPr8tIjKNXSqp4j58dASYEJNgd7h/g/R+9i299/Wu4/uP3sbf7SGTkrbxJeASEDHvfdtOl72VwXSwkrOC9LTqsHLacIcbEwXju6Kh+RKYybXa7Skqi57iIUeuaIh4wEYkqLlCsBo/JdeoA49cE1hQ2xCOyd6aOX34VwB/04Q570qnysUOxtoLXP/M5/MZv/iYuXr6MwmwB0WjsE9m1+tmrQ5/BoqHTaqCyv4PNWz/BxvUfonKwhX7XAUZ9jAZDNJpdVFt9PNyv4P7mIY5qbXS6Xblm7K6zO0ncKRNSkuIoL3X58gW59lubjyQR4ciSz2W3fNwRNS5kss6M5ajtSkkXTECCLIYHpjOqDG4dmbLQ1aSU49eh25MRPoX/SawRk4RAAMFoAs5ghFbXQTSWQJMY/VpdRu9Cbgqy2I1idm4aKwtzmMqmEIuGMT07jUQqJSL74Wgcs0tLyM/NIpXJoNtxUW80xOqR8nPT07NIJtOfODz737fGBv0+SsVD3LlxDXdvXUNxd0cwyYl4HPEYv2Jot9uoVI6ws7+HrUc7QpAiLKtJowKjyqDKG0pktAWLIE+lS2oBZ0osMn2WY+ypotuOzzMzsbOuTnYML80Zq8k9OfAzUAImxGIP6vMhHokglYwLv6GQn8JMNiNffM1q9QhNEppHIyRTCRnZT03lxU2QZ6zTccTqeuXsOaycuYiZ+SWEIy/m/uQlpR91B33pnketsgGazTo2H97H1sYGXLeDcCCESCyCUCAkHs2NVh3t6hGcYgmNShEhVvJzC8hOJYGhi171CPXdHXR391Ha3cbOUQ17rT4woPCzD22fD1Wnh2rXRRtDuOw0SRcioJppAb8wb8Wf2spOGVs/262y/4olqd7+hqGtF0WB6oYN6xshFgojFgogEgohGQkgEQtiKpdEPhvH4nwe2VwOsUwe/lASCMXgIoJKrYmDw5IkMfMccYSjSCYzuHTxkohNx9hxMQSGl24pPOU/iMLX1WoVWxub+KtvfgNf/4v/jXt378J1HSGvRHwBce1RBy8lQNk9nTQnkRMzGFX5vsGEynUfE1K1wBkDNcyBwC4ptR75kK4W/0dyjF0v/IG1LDPYZCEoyRf1ROmuwo67WtWyKyo+61Ah/ouXXsU/+ie/hV/60pewvLKKdDr93FirT/kyPrWX50Hac7uoHO7i4Y0f4+H1d1HafohW/Qj9XhcBP3VJR2h3Rqg1+9gpVnFQrKNYbaDR7sg+JlhPALFgEL/2K19EvV7H9Q+uo+9wT1PnKCaYQtekQLohoeRzWaRTSTQaDdRrdUmElSmta1D0loXNzw666aAJ3MP4hPM54aCobrRbrnTo2T1vidyTD45xzWGiS6wxk5xMJoXpfBZrq4tYXZtDOhlFKp7QDi/0eaFIAosLq1g/exbReBSVWlUsQtO5KayffgUzs3OyR31YvuipXaQT98Iq+dVuNXH/1ge49v67qJZKqJTL6LYdJKIx5KfzIsfmDwRRqVaxufUIBwf7Isr/8NG2wCzargu335P6ZNLIQ5soSvw9Tj5VmF4bqprQjtn4glHXdSXwMsKKuI5sW1b0u1VuX+Xw/FLoxCIRzORzOLd+GufPncF0PofqUVHO7HqtikGvJ+cnYWXLKyuYnZ2V6c5h8UDWZH5qWjrouek5nP/0Z5GfWxLc6KS04ot2ab2k9EW7Is/h87C6r1YqeHj/LvZ3t8FKkx2jCEeckYjK6XRdOM06nFoN7f0i+rUGbVYwU8gjP5tDIBzEoNtA56iEw/1d7O0U0azU0eG4qtpC0+mhOxzJJs0UgVIoNbeHrm+AQDAEfzCkXYcJTUAyJjnuP8abGlyikCgpzDdANECJmLAcOuHwCPFYQDojuTSZtklk8xlkp2cQT6QQiaXg98UxCARR7fRQPGqiWq/LiDeVTiGTSkmiEYsnsHZqHeunzyKVSj+HK/Jyv2WpVML1a9fwve98Gz/6m7/B/Rs30aoeKS5PkE7HDl4kRnE354ienVT+tx4OmryOLQKtYoMlvJnEVmwcrVakscwdDY7lX46NE1RcmskHvcW7w4GMWJmAqs6uErLyM9O49Nrr+OwvfR6f/+Uv4PzFS2KU4D2eXATKB9u4ffWHeHDzJ9h+eAdDt4kw4UDcP7pd+MU/3oejahNb+yXslnkfO0L26feHOL26LBhCJpokS1HnVJVpyY73IRzkVN2HUCiItbVTiMfjkgDc+OAGiE2kF7K1yGXBZHth1Ktl15zKHqoSQnWFEfxh7l9BHDW6UsD0KRFmpkGUIJMJlM+PVDqB0+sLeO3SGczOTCMc5n43xJCFeSCEoT8EfziBlbV1LK6sSHFTrVVRPaohGIri3IXLWFpdf6ETiie3Cp7cK/G+PqqUsLv5APs7mzjYfITD3T2US0V0e13E40mkczm5j8OhkMB1nG5PCHAkSu0fHKJcqeCoVpPrwd+hJXK/NzATGE1AxzyHsX2sGc3Ln8KiRt0G1WVJMc8kXkbDESRicaSTceRyKSFrcSzP8yiTzCAWiaJeraB4cIDDg130eh0kUknMFAqYLhSQTicRj8dkvRA6RWOJZCqJ3NQsZuaWMD2/grmV04jEE08uqE/xlbyk9CkG96S9NEecRVaKezuolItoNOpgl4uJKRNGJgbCcWW3yOmg/HATvf0y4vSwTsQxCocxIgshDIRjvNmCkshWimX0Wh2063U0my30aJHXbsEZUINvJON/IR6RiEKZlmAAwUAQtQ5xq8QgBqVLSVyqdD9jIUTCTFIGiATZpYgink4jkYoiFAvBH4giHEsilk7DHfrR7gKtTg/dHnE8xNUMUW8SdtAT4Pd0YUY6tpFwDKtra1heXkWGFqEfElE+adfzRf+87CI0m01cfe89fPfb38btWzexv7srBVKjVkeDRRAB+aIbS5cwWgCq3JSVGBN2v8BArKS+cvjtQ2HJ2lmX/8kYTX86tgE0GmdWWFt+7A8gmkginc6gMDuDleVVnLtwAV/8yq/i9Lnzksi8yN2GF/3a/6zPRz3RZr2K4t4jPLj5Ho4OttHtNOB226gd7qNeLmE0UIHwSCwuWsEH5SaKpQaK1TrKlTpqbbpJ9aR4ZQeUz5UCR/w+RpKAnD69imwmi0a9gQd3H0h3zc5TpVNqSmJNaYGeEOdMkUKsM/dEdl5DIfhCQVHioHJHYSYn2FBi1QU2MBwhn89gpjCFRCIqYlcc4/v5/Fwe8/OcPuURiafQ6TgoH1XEWW9hcRX56QIy2alPjAbyz1obv+jP2VxptRo43N5EeWcbtXIJpdKhmFqws16tVtDuEDoCGfPTaCObzUpzJhyJSFFETkaj05FmRqV8JNbIVsBexO5dsvtVF9R229ngYWOexXQ0FkGU0KFwGDHa7MZiiEQjCPmD6Pd76HSa6Lbbqp/rdOG0u2ARTVhHJp3C1FQW2UwK8VRKiFqtTluT0KQ2U6i6kMxkkM7PYn7lDLIz84hEJwxFftHgPcPf85LSZxjsk/JWvDmYNLIyO9jbQ61O0HRHbjQmjkxSmcTxJh24PTiNBohDdZstNMsVHHU6cKgzyE5rOIxEIiJkA1aKobAf0SAlgvrClqWeWs/toddz5dAJ2SsAAApgSURBVEYUi0lhTQ/QpSuFkeMIBEIyduPNHInFZHTFSpPVKjd3jspIkOCohW7ZxISy08ob16GI8mCIZColo3tVExoJ6SE/PYNMLof5xSXMFuaEUe+NxJ79SqXmIEdrtWpVVCK2Njdw79493L1zB3s7j1Aj3qteh0NNyX4fAxITyJ4dO6awW6HkgGOWK7sT+jXGfclsVjtXTGa5nsKRMFKppKyDXDaHueVV0Z9dXT+DpdVVsf/M5XLITk2pzqn3eKYR6LSbqJUPcVTexz51lDfuoLj9CI2jEpxmDTNTUygUcjg43EePJgUcobsjNNo9lKot0SFtOT20Oy4cp4def4SudLr6CIQjkpy2mm3Ba9qxvPS9DPNe7EZJ1KTVo5ClQkgk4zKGz2XTZsLCbitxixEkmEBkkkilM1LcsNvu9HpSYHMUn87mxA40m5tCMpuWIqnRaMJ1aO4QQyKdRSabQ25qGsnUy2E9+0wXzM94M545rUYDtUoJpeI+inu7qFZLGA1dDPpDcdXqNFuo12pSIKjz11DRH8MR3P4AjqvfZxEizRSzNkTGTho4nOMMpZPapQb4oCfcCTZbuK4IjWPDR4pqEjUNS5P7UiQWRSweQzKVRiIaF+vPrttFr+fI6/IcS2czmgyT7BcMSDI6VVjEzMKqCN8n0hlEIjEla5ywh5eUnrAL9iw/Lhc9hacb9bpUlHvbTA4qAviXTdrosGnXaaTdCLcvDimu46Lbp2g1D4guul1HqsqjoyPUm3UMez1EAz6kYlHEYwmEouxyRqUDFTKdWbEMNrIcTFz5OtQcJFuy1abUBx0pOtIXI2g7m8kgm8sinkhK4sxRX6vdko2DFS//5XiOUlgLi4tYXFpBPj8trjpBQgi8zuizXF5/53sJ613WjSvXq8o1U6vJOLbKxPXoCOVSCY8ePMA+9fdKRSHulSsl9F3XiOWzu+pH3BBQOM6i+UF+dhb5mVkUFpaExZyZzgsOlMVKOptFIsmOe0o6I8GQFkLe4wWIgHS4h1K4NusVlA52cfjoPnYf3UP5YB8+2ii3G+izsz50pWDuDTkd6aHnDkS7mPrpSnjzS4LIRINETJH/8VGFJIwuiS5dV62IjQYpMXtMNELBKGKJBCLRMCKRMJKJFHJTOfk3lclKEc4Eg9MgjviZD1Crlt3QXH4a03kWwFlJIihVxO5cx+nC548gnc5iemYOuVxe9iexTT2BCcULsFI+8kfg9e0P+iK4z/W0t/sQ+9ub6Dq0TqY6Q0hUE0ZDvySg3U5P5MVo491qteRM4/nIAofER64tWV+EARn1D4WJBIRsGwj6pQAWUjHJt8GQrKNwKCL/0nmq1+vC4b7X78PpMRHtS+M+lU4ilUoIWYv/8udDnx+Z7DRmF9dQmFtGMjMleNHn5cT0kQP/M57oJaVPKpIv+etootCXBOHwYA+lYlFEi8W5wgiP82bsdDiq6gvLVQkD6pQh9o/U7huSBMXDYYhe10Gn1ZZNvO20JYnlaF31eKgdbcew2rVgMcmbmzZ9Mv5IxJBKJKT6HPZ52CiJgVUlPy+ZhxyNEHrAJIPM+cXFJUlKksmUl3C85GvW+/Ne7gjwHicRqri/g40717D3aAPlwz20G0fSMe0NuqL0wK6X6ziEiqpWMXVke+7Y9557VDIRw9rqCvb3ids7MKL5LLyDqhThD2J+kRCOSxiFuJcx0YggGE0DPmrXBsxo3ydTpNz0FHL5LLJTJL6pzW29WsPBYRHFwyJi0RjW2IlfXkc0Gn/M/eflvmov9l/ndFrY3bqPrQd3US0V0Wm1JCHl9Qv4goiGowhEWKCwiUEZO7XUlsaMlaRjstvXwkgbK2rgImN8Ecsfyvpkwc0El8U3mfONZkPOv2g0isIcC5ScyITxrKP+ruM4AlWhpmg8ncPqqVcwM7f4XPzpn+ZV9JLSpxndl/i12bUsl0uoHdXA8Rqxf3RhYTeDYwmSpfjFUQh1AFVn0jroGAkem2n+PXF6XA5K8azyPXZC+q68HzscrDR5gDD5pP5kIBSUrisxgZl0Rkav6UzO64a+xGvS+9M+uRHgnsCEolWvolGvoVIpCUu5WS8LNrXbbEoRzIRg0O2i025JUspuGSE/lHNKJZNodzoykWGCoZOgAKJRLW6nCgXMLS3DR2/7YBjBQBSRWAbhaFIIkuFoGGGaM7CjO3DR7rQNcplWqIQ+Ee8eEuc4duU5nfEeL2YEBsR3tltoNxpoENt8sINGrQKH15S44v5AEktq1oqsmLh1GVevgNg4yLmnGqcqLxck4c2vlrScAAqkzUBEmM8ywWUSyvPMylGROBeJJjBdmEeWcI50Tsb6kejLCzPzktIX8544MZ9KmPm0yuv3ZFzO8RdHGxyJCE7UVIR9YrjMiEOrSi0rrWOGHBAT35MRyJg1zZuZ4tUqbMwbmraB9K6mQw8ryzCxYeGoHA7sgnLMxpubXVLB8Xij+ROzprwP6kXg40aAxauMVp2OJKtMMLqdtkKJnBacdlsmP/yZTHwoZs7Ra5/j2K66/ZjuFztVTBgC4bCQSKKRuJArCRkiASmRzGjnLBRUnL2ohkBGqdybKM0jRFHBE548jN/HvRYn/fd5LtErnhJ2lJhi151EX64p/itfLHRaTfle33VkDbETyjOM43pryKCEBp9wF6LxuDjEsfPJ84xfXDOhCIudOGLxpJCXSFTi1yeliPGS0pN+x7xgn1+qRZNQChux30Ovq9gYJqkcVwjzntgcfp9Ja68rm/mkM5PdvJmIMuEkA5I3LDE19OwVwhOTTo7yeUMH2L0IjrFY3ub/gi0M7+N4EXiOETj2FzcakSJKrgkkv1TiSfVHZS8yag2PfWTpalm5Mi2SVfM0eCxNZpJOST2NjNhz/LO9t37iETA2omadiHuhOe+kqDGTPMvIV/UnLUSkDWOSUlk30mhR8pzC29S0YWxj+gldP15S+sQXrfeCXgS8CHgR8CLgRcCLgBcBLwI/bwS8pPTnjZj3fC8CXgS8CHgR8CLgRcCLgBeBJx4BLyl94iH1XtCLgBcBLwJeBLwIeBHwIuBF4OeNgJeU/rwR857vRcCLgBcBLwJeBLwIeBHwIvDEI/Cxk9LFxcUn/qG8F/Qi4EXAi4AXAS8CXgS8CHgReL4RWF1dxXe/+91n9iE+dlL6zD6p90ZeBLwIeBHwIuBFwIuAFwEvAi9tBLyk9KW9tN4f5kXAi4AXAS8CXgS8CHgRODkR8JLSk3OtvE/qRcCLgBcBLwJeBLwIeBF4aSPgJaUv7aX1/jAvAl4EvAh4EfAi4EXAi8DJiYCXlJ6ca+V9Ui8CXgS8CHgR8CLgRcCLwEsbAS8pfWkvrfeHeRHwIuBFwIuAFwEvAl4ETk4EvKT05Fwr75N6EfAi4EXAi4AXAS8CXgRe2gh4SelLe2m9P8yLgBcBLwJeBLwIeBHwInByIuAlpSfnWnmf1IuAFwEvAl4EvAh4EfAi8NJGwEtKX9pL6/1hXgS8CHgR8CLgRcCLgBeBkxMBLyk9OdfK+6ReBLwIeBHwIuBFwIuAF4GXNgL/H5aMbawiFzL8AAAAAElFTkSuQmCC)
3.2. Identification of the SA1 strain by conventional and molecular methods
SA1 was identified using conventional and molecular methods. According to conventional analysis, the SA1 strain is Gram-, oxidase- and catalase-positive. The cells of the test strain had a Bacillus morphology. For molecular characterization of the 16S rRNA gene region of the isolate, rRNA sequence analysis was performed. This isolate was identified as Caldibacillus thermoamylovorans (C. thermoamylovorans SA1, 99.7% identity), and its phylogenetic tree structure is shown in Fig. 2.
In the literature, it has been reported that bacterial genera belonging to Pseudomonas sp., Cellulomonas sp., Streptomyces sp., (Woo et al., 2014) Ensifer sp., (Falade et al., 2019) and Bacillus sp. (Falade et al., 2020; Fall et al., 2022) have lignolytic enzyme activity. The fact that the SA1 strain we used in our study is a Bacillus species supported that it is in agreement with the studies conducted for LiP enzyme production. In addition, lignin peroxidase enzyme production using C. thermoamylovorans bacteria has not been previously reported. Therefore, our study is important for revealing the LiP enzyme production capabilities of Bacillus species.
3.3. Optimization studies of lignin peroxidase production from C. thermoamylovorans SA1
The production of microbial enzymes, including lignin peroxidase, is significantly affected by culture parameters (Baltacı et al., 2019). The culture conditions, such as shell amount, temperature, pH, incubation time, and agitation rate, for the production of the lignin peroxidase enzyme by C. thermoamylovorans SA1 were optimized using the OFAT approach. The highest enzyme production was achieved at 60°C, pH 8.0, 5 g/L walnut shell, 140 rpm, and 96 h of incubation. This production process can be regarded as effective and efficient in terms of waste management and sustainability since the bacterium utilizes walnut shells as a carbon source and increases the extracellular production of lignin peroxidase enzymes. (Fig. 3, 4).
In this study, the optimum incubation time for the metabolic activities of the bacterium C. thermoamylovorans SA1 was determined. The optimum LiP enzyme production was tested over a wide range of incubation times (24–144 h). The extracellularly produced enzyme source was determined by spectrophotometric measurements with substrates of both guaiacole and veratryl alcohol. The effect of incubation time on LiP enzyme activity was investigated, and the results are shown in Fig. 3A. The activity increased exponentially at a certain rate from 24 h to 96 h. However, due to the hardness of the walnut shell structure, the highest activity was observed after 96 h, indicating that the activity of veratryl alcohol was 126.88 EU/mL and that of guaiacole was 3.13 EU/mL. In a study performed by Falade et al. (2019), optimum peroxidase production in Bacillus sp. was reported to occur after 48 h of addition of 0.1% w/v pure lignin to the medium (Falade et al. 2019). In another study, manganese peroxidase was produced from Fusarium sp. by adding rice straw or wood shavings to the medium. The highest enzyme activity values were reported at the end of the 9th and 12th days (Huy et al. 2017). Reddy et al. (2003) used P. ostreatus and P. pulmonarius fungi, and the maximum specific laccase activity was determined on day 10, while lignin peroxidase and xylanase activities were determined on day 20 (Reddy et al. 2003). In studies using fungi, enzyme production was not time-effective compared to that of bacteria (Reddy et al. 2003; Huy et al. 2017). It is known that obtaining long-term enzyme activity is not preferred in biotechnology. Considering the short fermentation time of bacteria, the use of bacteria was preferred in our study. In this way, the production of LiP enzymes by bacteria will offer a better alternative in industrial fields.
There are studies on the depolymerization of lignin-containing wastes generated in the environment as a result of agricultural and industrial applications by microorganisms (Reddy et al. 2003; Huy et al. 2017; Falade et al. 2020). Both industrial byproducts and organic and agricultural wastes can be utilized as eco-friendly and cost-effective alternatives. The nutrients present in wastes support enzyme production and microbial growth. These waste materials have been recycled biotechnologically to eliminate their environmental side effects and to develop eco-friendly bioprocessing methods. Therefore, walnut shells were used to obtain the LiP enzyme. To determine the optimum amount of shell, walnut shell was added to the medium in the range of 1–9 g, and the LiP enzyme activity was monitored for 96 h. The results are shown in Fig. 3B. The highest LiP enzyme activity was obtained from 5 g (veratryl alcohol: 161.65 EU/mL; guaiacol: 5.26 EU/mL) of walnut shell. Banana peel substrate was used as an alternative to agricultural and/or industrial wastes such as sawdust, straw and bagasse. The production and specific activities of various lignolytic and cellulolytic enzymes in P. ostreatus and P. pulmonarius fungal strains were investigated. Laccase, xylanase, carboxy methyl cellulase and lignin peroxidase enzymes were also analyzed (Reddy et al. 2003). In the studies performed by Falade et al. (2019) and Falade et al. (2020), different nitrogen sources and lignin monomers were used for quantification (Falade et al. 2019; Falade et al. 2020). In our study, only a certain amount of salt and waste walnut shells were added to the media. The production of lignin peroxidase from waste walnut shells showed that we can produce this enzyme without the need for other lignin monomers or nitrogen sources. In this study, the conversion of environmental waste into LiP using C. thermoamylovorans SA1 bacteria was performed for the first time.
In another optimization step, pH optimization, the enzyme activity was examined in the range of pH 5-8.5. It increased from pH 5.0 to pH 8.0. However, in both measurements, the highest enzyme activity was observed at pH 8.0 (veratryl alcohol: 270.25 EU/mL; guaiacol: 6.34 EU/mL) (Fig. 3.C). The graph shows that the bacteria exhibited activity in both acidic and basic environments. It was reported that the pH range of the bacterium was 5.4 to 8.5, and the optimum pH range was 7.0 (Combet-Blanc et al. 1995). Falade et al. (2020) reported that the highest peroxidase enzyme activity value for Bacillus sp. occurred at pH 5.0 (Falade et al. 2020). In a different study by Falade, the highest enzyme activity was reported at pH 8.0 (Falade et al. 2019). As a result, our study is compatible with the findings of Falade et al. (2020).
Shaking speeds of 130, 140, 150 and 160 were tested, and the highest enzyme activity was observed at 140 rpm (273.12 EU/mL for veratryl alcohol and 7.70 EU/mL for guaiacol) (Fig. 4A). In a study conducted by Falade et al. 2019, the enzyme activity was reported at 150 rpm (Falade et al. 2019; Falade et al. 2020). In another study, manganese peroxidase was produced by Fusrium sp. and showed the best activity at 180 rpm (Huy et al., 2017). In our study, the enzyme activity was high even at low rpm.
Finally, a temperature range of 50–65°C was tested. Since it is a thermophilic bacterium, the temperature experiment was started at 50°C. Figure 4. B shows that the highest enzyme activity value in LiP enzyme production was at 60°C (veratryl alcohol: 280.38 EU/mL; guaiacol: 8.1 EU/mL). In both measurements, a large increase in the LiP enzyme activity of the C. thermoamylovorans SA1 strain was observed between 55 and 60°C, while a decrease was observed at 65°C. The maximum growth temperature of the bacterium was previously reported to be 58°C (Combet-Blanc et al. 1995). Nour El-Dein et al. (2014) studied the thermophilic bacterium Streptomyces sp. in a temperature test between 30 and 60°C, which showed the highest peroxidase enzyme activity at 40 and 50°C (Nour El-Dein et al., 2014). In another study, a temperature range of 30–70°C was tested using T. fusca bacteria for extracellular lignocellulolytic enzyme production, and the highest enzyme activity was obtained at 50°C (Tuncer et al. 1999). In the study suggested by Alam, temperature optimization was performed for LiP enzyme production by P. chrysosporium, and the highest enzyme activity was observed at 55°C (Alam et al., 2009). In our study, the fact that the C. thermoamylovorans SA1 strain showed the greatest activity at a high temperature of 60°C is of biotechnological importance.
3.4. Synthesis and characterization of Ag NPs using LiP enzyme homogenates
An enzyme homogenate showing high LiP activity was produced from the bacterium B. thermoamylovorans SA1. This enzyme homogenate was used to synthesize AgNPs continuously. Silver ions were first reduced at 60°C for 4 h, and then, hydrothermal synthesis of Ag NPs (200°C and 8 h) was carried out. The nanoparticles changed from light yellow to dark brown during stirring, indicating that the nanoparticles could be produced. Our study shows the feasibility of silver nanoparticle production at high temperatures, such as 55°C instead of the 25°C used by Nadaroğlu and the 28°C used by Wang (Wang et al. 2016; Nadaroglu et al. 2020).
3.5. Characterization of Ag NPs
UV visible spectroscopy
After hydrothermal synthesis, the Ag NPs were precipitated to the bottom of the thermal cup. The synthesis of Ag NPs was confirmed using UV spectrometry. UV‒visible spectroscopy was used to study the colloidal reaction medium obtained during the synthesis of Ag NPs catalyzed by lignin peroxidase enzymes obtained extracellularly from B. thermoamylovorans. The LiP enzyme assisted in the synthesis of Ag NPs. UV absorbance plots showing the optical properties of the synthesized Ag NPs are shown in Fig. 5. In the given spectrum, the maximum absorbance for the synthesized NPs was 410 nm. The presence of a peak in the 300–500 nm range indicates the synthesis of silver NPs. The LiP enzyme in the oxidoreductase group clearly synthesized Ag NPs, which was confirmed using UV‒visible spectroscopy at wavelengths between 300 nm and 700 nm. UV‒visible spectroscopy is a well-established technique for the analysis of shape- and size-controlled NPs in aqueous solutions. Finally, this spectroscopy allows the measurement of the wavelengths of light absorbed by the NPs.
Fourier transform infrared spectroscopy (FTIR) and XRD analysis
The chemical composition and functional group formation of the synthesized silver nanoparticles were determined by FTIR and are shown in Fig. 6A. Fourier transform infrared spectroscopy (FTIR) of the aqueous silver nanoparticles was used to identify the molecules that might be responsible for the synthesis and stability of the metal nanoparticles via green synthesis. The formation of the bands occurred by the reduction of silver ions by functional groups, and the different bands formed indicated various modes of stretching.
The peak at 2983–3733 cm− 1 in the FTIR spectrum reveals a stretching vibration attributed to the -O-H group. The peaks at 2044 cm− 1 and 2461 cm− 1 are attributed to alkyl groups in the -C-C- structure. The peaks at 1514 cm− 1 and 1223 cm− 1 can be attributed to C = O and amine (NH) groups, respectively. The peak at 680 cm− 1 is attributed to CH groups, while the peak at 501 cm− 1 indicates Ag NPs. The C = O and -OH groups in the structure are effective in the reduction of Ag NPs and are effective in ensuring the stability of Ag NPs after reduction. The findings obtained are compatible with the findings obtained by Khan and his group (Khan et al. 2022) (Fig. 6A).
X-ray powder diffraction analysis is the best and fastest technique used to determine whether nanoscale materials are amorphous or crystalline. XRD analysis is very effective in revealing the crystalline structure of a material. The XRD pattern of the produced Ag NPs is associated with (111), (200), (220) and (311) crystal structures attributed to Ag NPs, with four major peaks positioned at 35.85°, 41.20°, 61.82°, and 71.62°, respectively, corresponding to face-centered cubic (fcc) surfaces (Fig. 6B). The peak at 35.85° in the graph shows the cubic structure of the Ag NPs. In addition, the results are in agreement with those of studies by Elshazly et al., Kanwal et al. and Hassan Afandy et al. (Kanwal et al., 2019; Elshazly et al., 2022; Hassan Afandy et al., 2023).
Scanning electron microscopy (SEM)
The surface morphology of Ag NPs synthesized using the LiP enzyme was investigated by scanning electron microscopy (SEM). The spherical and cubic structures of Ag NPs synthesized by the green synthesis method are shown in Fig. 7A with SEM images magnified to 200 nm. Although Ag NPs have different sizes in the range of 13.33-40 nm, it can be clearly seen in Fig. 7A that they have cubic and spherical structures.
As shown in Fig. 7B, the elemental composition of the Ag NPs was investigated by energy dispersive X-ray (EDX) spectroscopy. EDX analysis was performed to determine which elements were present in the synthesized silver nanoparticles. An area filled with nanoparticles was focused to show the EDX spectrum collected in dot profile mode. The presence of two peaks, one corresponding to silver and one to oxygen, indicated the presence of only oxygen and silver in the EDX spectrum. The EDX spectrum of Ag NPs revealed 38.08% of the main constituent elements. With this result, the enormous purity of Ag NPs has been conclusively demonstrated, and there is no evidence of other contaminants. This consistency in the increase in Ag shown in the spectrum is consistent with findings reported in the literature (Alavi et al., 2018; Magazenkova et al., 2023).
3.6. Investigation of the Antibacterial Effect of Synthesized Ag NPs
Silver nanoparticles affect both Gram-positive and Gram-negative bacteria (Nadaroğlu et al., 2020; More et al., 2023. In our study, the antibacterial effects of Ag NPs synthesized using the agar disk diffusion method against pathogenic bacteria such as E. coli, K. pneumoniae, S. aureus, S. pyogenes and B. cereus were investigated, and the results are shown in Fig. 8 and Table 2. Silver nanoparticles synthesized with lignin peroxidase (10 mL) showed the highest antimicrobial activity against Bacillus cereus (15.0 mm). In a study by Cicek, silver nanoparticles produced by a green synthesis method were applied to some pathogenic bacteria via the disk diffusion method, and the greatest zone diameter was reported for Klebsiella pneumoniae (19.0 mm). It was also found to be 11.0 mm in diameter in Staphylococcus aureus and 17.0 mm in Streptococcus pyogenes (Cicek et al., 2015). In another study, silver nanoparticles were synthesized from two different bacteria (Ochrobactrum anthropi and Bacillus sp.) and tested for antibacterial activity using the standard well diffusion method. The inhibition zone was reported to be 15.0 mm for Staphylococcus aureus (Thomas et al., 2014). Since silver metal is positively charged, it reacts with proteins in the cell membrane and the main components of DNA bases (such as phosphorus and sulfur) and damages the cell wall morphology of bacteria (More et al. 2023). In addition, due to the small size and large surface area of the silver nanoparticles produced, they easily overcome the cell wall barrier of bacteria. In this way, the high interaction of the surface area increases the antibacterial effect, and our results are in agreement with the literature (Thomas et al. 2014; Cicek et al. 2015; Nadaroğlu et al. 2020; More et al. 2023).
Table 2
The activities and zone diameters of the Ag NPs were analyzed using positive and negative controls.
Pathogenic Microorganisms | Negative Control (water) | Pozitive Control (kanamycin) | Ag NP Zone Diameter (mm) |
Bacillus cereus ATCC 11778 | 5.0 mm | 16.0 mm | 15.0 mm |
Klebsiella pneumoniae ATCC 13883 | 5.0 mm | 21.0 mm | 10.0 mm |
Escherichia coli O157:H7 ATCC 43894 | 5.0 mm | 15.0 mm | 13.0 mm |
Streptococcus pyogenes ATCC 19615 | 5.0 mm | 20.0 mm | 8.0 mm |
Staphylococcus aureus ATCC 25923 | 5.0 mm | 16.0 mm | 13.0 mm |