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3L6X9gnf/Jvtwc+oXM+YbHfJbefrdvgux0jRg42XoExzdeMz8d7H6Z+XKDt9qvvVzEg/XRmlsc7g1i3L7JafE9gVNCy9zvf2I5PpZrXSwem5wWP/8c/njOdX6Li8nL8Dn5s0TLPUsjWG7VXMS4GOuy1WNi2y7z71yLx3K8cDNcFjmc48id4z3nG08/I9Nv1ttr6s8iBNuZh66ZGec57q/rbWlj1oTxrN/XOZyttvrPQsbEEBYwesZuRYz9vZCriHFEiP/GPiB0FmJh+YTG7vKKjksV7b7bGHuuA9+JcfLy+7gEkPi29nGyP/vOX6k/+eQ76uv/8nfUL//qr6k/+FffUm8+/4r62Q+/pr75h/+P+r2P/0D989/4n9XXf/t/UZ/8679Wj/ozh5dfe3gzh4jxfKxs7Yv+ZwRn4XIWCRsixvyhS+fJjS0wzh9pM0+C7LnP3rb63Z9xDn5ELrGGDIcABCAwLgHfTa6d7Va/bdtge/ERnAb+k11+XX3DcxOfPK2oCSTkKCEGUUXxBtOviPE8ebh+FOuaqi0eLh+xcgTB4kmM9YV/WyhokXQTJMunQK5Pe5w9Zim6LCFlP3EJ/DrZzY/9xMWa55pz2saqiPmL76o//eSv1F9872/U//tv/o16+a1P1Bfe+6fqS+//D+pP//w76k+/85fqy1/5JfV//dG31MtvfUe9909/9fqk5ipivnT042Qmp7N4OH1B/vJk5qo7jIn1fhMWZpznY2fXHwtY2tgCxkx5Ek3m42oex1v95g9enr93s/IdH+OMdwhAAAIQ8BDYEilb/Z4pSzWdBIv9v8mXpy49i4Cvv3b6q++lkImYV0KOEmIQUYxwEB2LGFeg3D/h0KnbokKLkZsYMGDceazvk5jvneQQMd3/nRj9V0/fVz/zpa8q/ceC9B8Sekt/tOz5B+pn3jn3vfnF95V+6bbFHxS6PIl5fPdD9ermH7s0deEdAhCAAAQg4BLYEilb/e58ZffvPr7Us4BR+nsKr6lv/nFZZq1nl5CjhBha1yHGvxYx+tfG3n7+vnp856vXl74v3fvSc+hfK9OvHy76E8uXzOzvrDy1nqIsEre/8+KIEdtuOddF7NhjrccqtjByRZHdZw25urL7zRMeu82dTw90Y1vN9erl+Mbak5jrl/Svf+nU/MXTiPddHyc7HjsjIQABCEAAAhCAAATmIPDuu++qH/iBHzi9fuiHfki5rx/8wR9U5mX69L7ZXnvXNqF/iT+xHJqavhQCiJgUeoyFAAQgAAEIQAACEBiZACJGaHURMUILQ1gQgAAEIAABCEAAAs0JIGKal8AfACLGz4VWCEAAAhCAAAQgAAEIIGKEroHSImb7j10KBUNYEIAABCAAAQhAAALTE0DECF0CP/af/oPzH6rUv9Dw/Kun19vv6D9w+cHxl/l1si99qLb/2KVQMIQFAQhAAAIQgAAEIDA9AUSM0CXwff/Wv62+7/vM699R3/d95mXajrzf5njlc68IzZywIAABCEAAAhCAAAQgECaAiAnzoRcCEIAABCAAAQhAAAIQEEYAESOsIIQDAQhAAAIQgAAEIAABCIQJIGLCfOiFAAQgAAEIQAACEIAABIQRQMQIKwjhQAACEIAABCAAAQhAAAJhAoiYMB96IQABCEAAAhCAAAQgAAFhBBAxwgpCOBCAAAQgAAEIQAACEIBAmAAiJsyHXghAAAIQgAAEIAABCEBAGAFEjLCCmHB+5Ef/I/UP/st/dHr95//FP1Kpr9Nc/9V5vtf+6/9G/d2/+x8aV7xDAAIQgAAEIAABCECgKwKIGKHl+rEf/wn15jsfFHk9vvuhevVHXxWaOWFBAAIQgAAEIAABCEAgTAARE+bTrLekiHkbEdOsrjiGAAQgAAEIQAACEEgnkCRiPvnodfX06dPw6/nH6VEemMGO7fWPPjkwQ9shRUTM8w/UW88/UG9/+UP16qs8iWlbYbxDAAIQgAAEIAABCBwlUF7EnETO66q2jkDEeD6Khog5epwwDgIQgAAEIAABCEBAEIFKIkY/rXmuaj6TQcSkipgX6tnDg3rwvp6pF6uL+KV6fPKgHp48qpd3Nuc5n60PVkpdxhu/HuMXz6y4DvSrF8+svJ6ox/tA7yKnAQIQgAAEIAABCEBADoFsIsb7ka2Pny8+aua1KcQCEZNHxHg0gjqJCK9IUeokEJ48UU8efOJgS8S4AuiybwXx8vGJengwIuo83xNLhWz1GwFjpjzb+2IttDCZFgIQgAAEIAABCEAgmUBZEaPDs4XM6x+p5bdTPlbPfd+pCX2Pxp7vMtYnju5EjDvuLpZkllknaP+dmIDgePm4IlK0hnlQWlSchI5RClcygTm1zekJiSMoFr7OosYWLWfRZJ76bPWf43tYxHUvhK7hsgEBCEAAAhCAAAQgIJJAeRGjPlEfvW6+/G99N+aTj9TrPgFj2jwi4+PnZh7Pu2Nvi5jVHx9wxkiqUGkR88orr2ykGxAcC2FhTWO3nwSJeWJibAJzahPfmNOcD+qsOzzjbZ/qQL8JjXcIQAACEIAABCAAgW4IVBAx+mGMER1GxNjCxv6ujN1ubC8s7Scplvi4zf1U2Q9wXBFz67Of/jg+BJWttIjZ/nUyjyC48Fn7ONnpo1nXj5l5nor4RIbNfPVJzEXELATLZaDdZm+bee226/Y5N/N9n8WDGTOOdwhAAAIQgAAEIAABsQQaiRgPD8+TmZvw8Amhyxz2OEvcLESMPdHpE25GVC2FjyeqZk1SRIy50V+8X4WKjede9CxFjba9t7FnuH6p/6oqLt+JedgSMXv69Y8CWE+IfMJpGRR7EIAABIYhsDiXX35AZZjkSAQCEJiKQFMRYz9F8X3k66Y97Kcn9pOb9VrZIsb9zozd5/dxEzlPLWG07i1/jxQRc9UT+nfDTl+qd76zYlLf/CiYNtwSMTcbc6F99sIac32SYpyegrp9Pyeq//ydndsMF6FkJ3rrZAsCEIBAVQLm3Ffq3U5G+9D/bF92P9sQgECYgL535V87AhVEjO8jYnbbRTBc1IQtbPwCAxHz1rtfVW++4/n1sa026+/EfO5zn9tYdZZ4uFqaJyPWk4xTn2m3fvrY/ESyfr8KBN+c18n9Gwth4hmf2n/6Ko4doz8MWiEAAQgYAvZNf+5t46P0uxEwrh87H7ePfQhAYEkAEbPkUXuvvIjxfdzL13bJHBFzBrH2JOaN5+9bAuZ9tdh3+u6EjiViDn+x/yQanJv+hZBwlvDi41oeEWKb++ZZPOE5i6Xjv07mGX/5uzSLOe2Y2IYABLojYN+Il9juDogT8JqAccwWT2hix7hzsA+BkQkgYtpWt6yIscXK06fq+rEu+0v6t8ctSi1+yWz5fZWbuHG/jO//qJn9kbGr3wtru2/hvm0tFt7XRMy3v/td9e2/+p56+92vqDeff1n9/r/6lnrrnffVm8/fU3/87b9U3/7uX6ufeusd9clf/bX6P//o2+qLP/eL6q3nl6c2lohJ+WK/+7GytS/6nxM6C5ezSNgQMeYPXTpPbmyBcfZtngTZc5+9bfW7P+Ps5rIoAjsQgEAxAiXEhZmzWNADTJwiRgzflDkGQEgKELgSMF+FuDawUZVANhFjCrn+bn0MbCFubu22uNDzLASGLXys76ksxlgD7PaRRMx3vvtX6k++/RfqD//kW+r3/uAP1P+hRczzD9QXv/yh+pv/72/V7/5vv6/+xf/4u+rXXvyW+u5f/4167xd+5Sxy9EfNjIj50ofq8JOY0/I8i4fTF+QvT2auusOzfG/CwozzfOzs+mMBSxtbwJipT6LJfFzN43ir/yxkTAwr3/ExzniHwKQE7BvWEtuTYm2adk7x4a6JponhHAKNCJh73kbup3dbScS4T08834kxfx/Gerc0yalQt6cx1hfvr/Y3MaSNRxUx/+w3f0v92m/+lvqFr/26+vXf/B31L377X6r3fvFX1E99/j314S//qvrFf/Yb6s0vvqd++Z//hnr/lz9SP/2F9w6KmOmPDQBAQDQB9yYy977o5AluN4GcAsbn3F5/vn7aIDAaASNg9Dv/2hAoLmLcpyB2mq4oOdnaT2lcFaMH209kjIDx2I0qYu6+57L1ZX673zyJ+fKHavvjZHal2IYABI4QsG/scm8fiYcxcxIoLWBcqu5ad/vZh8AIBBAx7auYJGLahz9uBGvfiUHEjFtzMuubgHvjVvvGsW96RF+KgIR1aB8bpfJkXgjUJmCLGJ7G1KZ/9oeIacN90ysiZhMRBhAQQ0DfpH388cdi4iEQCGgCEgSMWwlb0EiMz42XfQisEUDErJGp146Iqcd6lydEzC5cGEOgGQFzI4aIaVYCHHsImHXp6RLVZIsaUYERDAQCBFwBw5OYAKyCXYiYgnBTpi4tYrZ/nSwlesZCYA4C9o0iImaOmveQpb0ue4jXxGgLml5zMLnwPjYBRIyM+iJiZNThLgpEzB0SGiAgioB7k4WIEVWeaYNx12XPIGxR03MexD4eAZ+I4WlM/TojYuozj/L4H//4f6Z++u0vn15vPP6cur3eU2887n+Zuf7x48+efoL5cz/yI1FxYAQBCNwT8N0oImLuOdFSl4BvXdaNoJw3W9CMnGc5gsxcggDCpQTV+DkRMfGsqlr+5E/+pNKv1157zf/SffZL222Nucyl533+/HnVfHAGgVEIrN1AIWJGqXCfeaytyz6z2Y7aFjXb1lhAoAwBREwZrrGzImJiSWEHAQhMTyB0o4iImX55NAMQWpfNgqro2BY0s7OoiB1XSilETNtlgIhpyx/vEIBAJwS2bo4QMZ0UcrAwt9blYOlGpWOLmqgBGEHgIAFEzEFwmYYhYjKBZBoIQGBcAjE3ioiYcesvNbOYdSk19lpxIWhqkZ7TDyKmbd0RMW354x0CEBBOIPZGEREjvJCDhRe7LgdLOykdW9DALwklgy8EEDFtlwIipi1/vEMAAoIJ7LnRQcQILuRgoe1Zl4OlnjUdW9RknZjJpiGAiGlbakRMW/54hwAEhBLYe6OIiBFayMHC2rsuB0u/WDq2oIFxMczDTYyIaVtSRExb/niHAAQEEjhyE4OIEVjIwUI6si4HQ1AtHVvUVHOKo+4IIGLalgwR05Y/3iEAAWEEjt4oImKEFXKwcI6uy8EwNEnHFjTUoUkJxDpFxLQtDSKmLX+8QwACggik3KAgYgQVcrBQUtblYChEpGOLGhEBEUQzAoiYZuhPjhExbfnjHQIQEEIg9UYRESOkkIOFkbouB8MhLh1b0FArceUpHhAipjjioANETBAPnRCAwAwEctx8IGJmWCl1c8yxLutGjDdb1EBjfAKImLY1RsS05Y93CECgMYFcN4qImMaFHMx9rnU5GJau0rEFDfXsqnTRwSJiolEVMUTEFMHKpBCAQA8Ect5YIGJ6qHgfMeZcl31kPEeUtqiZI+Pxs0TEtK0xIqYtf7xDAAKNCOS+UUTENCrkYG5zr8vB8AyTji1oqHm/ZUXEtK0dIqYtf7xDAAINCJS4aUDENCjkYC5LrMvBEA2bji1qhk1ywMQQMW2Liohpyx/vEIBAZQKlbhQRMZULOZi7UutyMExTpGMLGtaF7JIjYtrWBxHTlj/eIQCBigRK3hAgYioWcjBXJdflYKimTMcWNVMCEJw0IqZtcRAxbfnjHQIQqESg9I0iIqZSIQdzU3pdDoZr+nRsQcPaab8cEDFta4CIacsf7xCAQAUCNS72iJgKhRzMRY11ORgy0nEI2KLG6WK3AgFETAXIAReImAAcuiAAgf4J1LpRRMT0v1ZqZlBrXdbMCV9tCSBo6vNHxNRnbntExNg02IYABIYiUPNGEREz1NIpmkzNdVk0ESYXS8AWNKy3cmVCxJRjGzMzIiaGEjYQgEB3BGpfuBEx3S2RJgHXXpdNksSpOAK2qBEXXMcBIWLaFg8R05Y/3iEAgQIEWtwoImIKFHKwKVusy8EQkk4GAragYU2mAUXEpPFLHY2ISSXIeAhAQBSBVhdlRIyoZSAumFbrUoysHmoAACAASURBVBwIAhJHwBY14oITHhAipm2BEDFt+eMdAhDISKDljSIiJmMhB5uq5bocDCXpFCZgCxrW7TZsRMw2o5IWiJiSdJkbAhCoRqD1BRcRU63UXTlqvS67gkWw4gjYokZccAICQsS0LQIipi1/vEMAAhkISLhRRMRkKORgU0hYl4MhJZ2GBGxBw9o+FwIR03BBKqUQMW354x0CEEgkIOViiohJLORgw6Wsy8Gwko4gAraoERRW1VAQMVVx3zlDxNwhoQECEOiFgKQbRURML6umfJyS1mX5bPEAAaVsQTPT+kfEtF39iJi2/PEOAQgcJCDtQomIOVjIwYZJW5eD4SWdTgjYoqaTkA+FiYg5hC3bIERMNpRMBAEI1CIg8UYREVOr+nL9SFyXcmkR2SwEbEEz2jGCiGm7ihExbfnjHQIQ2ElA6kUQEbOzkIOZS12Xg2EmnQEI2KKm93QQMW0riIhpyx/vEIDADgKSbxQRMTsKOZip5HU5GGrSGYyALWh6PI4QMW0XJCKmLX+8QwACkQSkX+AQMZGFHMxM+rocDDfpDE7AFjU9pIqIaVslRExb/niHAAQiCPRwo4iIiSjkYCY9rMvBkJPORARsQSP1WEPEtF2QiJi2/PEOAQhsEJB68XLDRsS4RMbe72Vdjl0FspuJgC1qpOSNiGlbCURMW/54hwAEAgR6ulFExAQKOVhXT+tyMPSkA4HT36SRggER07YSiJi2/PEOAQisEOjtRhERs1LIwZp7W5eD4SedyQno40/SMYiIabsgETFt+eMdAhDwEJB0kfKE521CxHixDNXY47ocqgAkMzUBc/yZdwkwEDFtq4CIacsf7xCAgENA0gXKCS24i4gJ4um+s9d12T14EoCAUounL5KORURM2+WJiGnLH+8QgIBFQNLFyQorahMRE4WpS6Oe12WXwAkaAhYB9/hz9y3T6puImOrIFw4RMQsc7EAAAq0ISLowHWGAiDlCTf6Y3telfMJECIF1Ar7jz9e2PkPZHkRMWb5bsyNitgjRDwEIFCcg6aJ0NFlEzFFycseNsC7l0iUyCIQJrB1/a+3h2cr0ImLKcI2dFRETSwo7CECgCAFJF6SUBBExKfTkjR1lXcojS0QQ2CYQOv5Cfdsz57VAxOTluXc2RMxeYthDAALZCEi6GKUmhYhJJShn/EjrUg5VIoFAHIGt42+rP85LHitETB6OR2dBxBwlxzgIQCCJgKQLUVIil8GImBwU288x2rpsT5QIIBBPIOb4i7GJ95hmiYhJ45c6GhGTSpDxEIDAbgKSLkK7g18ZgIhZAdNR84jrsiP8hDo5gdjjL9auBk5ETA3K6z4QMets6IEABAoQkHQBypkeIiYnzfpzjbou65PEIwT2E9hz/O2x3R/JvhGImH28clsjYnITZT4IQGCVgKSLz2qQBzsQMQfBCRg28roUgJcQIBAksPf422sfdJ7YiYhJBJg4HBGTCJDhEIBAHAFJF564iPdZIWL28ZJiPfq6lMKZOCDgI3Dk+Dsyxuc7RxsiJgfF43MgYo6zYyQEIBBJQNJFJzLk3WaImN3Img+YYV02h0wAEFghcPT4OzpuJYykZkRMEr7kwYiYZIRMAAEIhAhIuuCE4kztQ8SkEqw7fpZ1WZcq3iAQRyDl+EsZGxddvBUiJp5VCUtETAmqzAkBCJwISLrYlC4JIqY04Xzzz7Qu81FjJgjkIZB6/KWOz5PFeRZETE6a++dCxOxnxggIQCCCgKQLTUS4ySaImGSEVSaYbV1WgYoTCEQSyHH85ZgjMtxNM0TMJqKiBoiYoniZHAJzEpB0kalVAURMLdLH/cy4Lo/TYiQE8hLIdfzlmidHdoiYHBSPz4GIOc6OkRCAgIeApAuMJ7xiTYiYYmizTDzruswCj0kgkEgg5/GXc67EtBQiJpVg2nhETBo/RkMAAhYBSRcXK6wqm4iYKpgPOZl5XR4CxiAIZCSQ+/jLPV9KqoiYFHrpYxEx6QyZAQIQUEpJurC0KAgipgX1bZ+zr8ttQlhAoByBEsdfiTmPEkDEHCWXZxwiJg9HZoHA1AQkXVRaFQIR04r8ul/W5TobeiBQmkCp46/UvEd4IGKOUMs3BhGTjyUzQWBKApIuKC0LgIhpSf/eN+vyngktEKhFoOTxV3LuvXwQMXuJ5bVHxOTlyWwQmIqApItJa/CImNYVuPlnXd5YsAWB2gRKH3+l59/DCxGzh1Z+W0RMfqbMCIEpCEi6kEgAjoiRUAW+myWjCkQxK4Ea14UaPmLrh4iJJVXGDhFThiuzQmBoApIuIlJAI2LaV4J12b4GRDAvgVrHXy0/MZVExMRQKmeDiCnHlpkhMCQBSRcQSYARMW2rwbpsyx/vcxOoefzV9LVVVUTMFqGy/YiYsnyZHQJDEZB08ZAGFhHTriKsy3bs8QyB2sdfbX+hCiNiQnTK9yFiyjPGAwSGICDpwiERKCKmTVVYl2244xUCmkCL46+Fz7VqI2LWyNRpR8TU4YwXCHRNQNJFQypIREz9yrAu6zPHIwQMgVbHXyu/Jm/7HRFj06i/jYipzxyPEOiKgKQLhmRwiJi61WFd1uWNNwjYBFoefy192wz0NiLGJVJ3HxFTlzfeINAVAUkXC+ngEDH1KsS6rMcaTxBwCbQ+/lr7t3kgYmwa9bcRMfWZ4xECXRCQdKHoARgipk6VWJd1OOMFAj4CEo4/CTEYNogYQ6LNOyKmDXe8QkA0AUkXCdGgrOAQMRaMQpusy0JgmRYCEQSkHH9S4tDIEDERC6egCSKmIFymhkCPBCRdIHrih4gpWy3WZVm+zA6BEAFJx5+kWBAxoVVTvg8RU54xHiDQDQFJF4duoF0CRcSUqxjrshxbZobAFgFpx5+keBAxW6unbD8ipixfZodANwQkXRi6gWYFioixYGTcZF1mhMlUENhJQOLxJykmRMzOBZXZHBGTGSjTQaBHApIuCj3y0zEjYvJXjnWZnykzQiCWgNTjT1JciJjY1VTGDhFThiuzQqAbApIuCN1A8wSKiPFASWhiXSbAYygEEglIPv4kxYaISVxoicMRMYkAGQ6BnglIuhj0zFHHjojJV0HWZT6WzASBvQSkH3+S4kPE7F1dee0RMXl5MhsEuiEg6ULQDbRAoIiYAJwdXazLHbAwhUBmAj0cfz3EmLksTLdCABGzAoZmCIxMgItA/uoiYtKZsi7TGTIDBI4S6OX46yXOo3VgXDwBREw8KywhMAQBLgBlyoiISePKukzjx2gIpBDo6fhLi/WFevbwoPQc59cT9fgyQO7lo3pytTVjnqkXZshWv7HjvQgBREwRrEwKAZkE0k7+MnOSEhUi5nglWJfH2TESAqkEejv+jsf7Uj0+eVAPTx6V0S0vnmlhEhAyL54t7O9Yb/XfDaAhJwFETE6azAUBwQSOn/gFJyUoNETMsWKwLo9xYxQEchDo8fg7HLMWHHeC5Sxsnqw8jnn5+EQ9PLs+d7lDvtV/N4CGrAQQMVlxMhkEZBI4fNKXmY7IqBAx+8vCutzPjBEQyEWg1+Mvb9xhEaOf1KwJHF2HcP/5o2vPXiw/wnaaz/kYWshHrnqPOA8iZsSqkhMELAJ5T/jWxGwuCCBiFjg2d1iXm4gwgEAxAj0ff1lj9z6dMdgvAufJE+s7NNb3YdRWvxEv1piTP/0RNrct8JE2Ew7vdwQQMXdIaIDAOASynuzHwVIkE0RMPFbWZTwrLCGQm0Dvx1+2+C9PQ9afgpxFyK3/LFpuAmRvv67keczyE2q+ttxVH3M+RMyYdSUrCJz+5wgM9QggYuJYZ7sBiXOHFQQgYBEY4fjLksOmgLGg2ZuXcUsRYhks+n3iJLbNmpPNVQKImFU0dECgXwJZTvL9pt8kckTMNnbW5TYjLCBQisAox19yHpePdN2esOwh7hMh9ni73942NrFtxp73EAFETIgOfRDokEDyCb7DnCWEjIgJV4F1GeZDLwRKEhjp+EvJ5fRrYg8PavVJil0E3/dlTk9aLt9f2eqP/uiYT9jYgbC9RgARs0aGdgh0SCDl5N5huqJCRsSsl4N1uc6GHgiUJjDa8Xc4n8VHvWKon8XF7SeWL9+Juf6dmbj+pWDyCRZfW0x82CBiWAMQGITA4RP7IPm3TgMR468A69LPhVYI1CAw4vF3NCfzFEaPd1/mo2WnP365UB0XoWLGXAWMqV6o3ydOYtvM/LyHCCBiQnTog0AnBI6e1DtJr4swETH3ZWJd3jOhBQK1CIx6/JXN64V6thAxtaqFnyMEEDFHqDEGAoIIlD2hC0pUeCiImGWBWJdLHuxBoCaBkY+/orm9eBb845Y1a4ivbQKImG1GWEBALIGiJ3OxWcsMDBFzqwvr8saCLQjUJjD68Vcyv5ePz9Tjy9oVw99RAoiYo+QYB4HGBEqeyBun1qV7RMy5bKzLLpcvQQ9CYIbjb4YcB1mOxdNAxBRHjAMI5CfASTw/09QZETGKP7CauogYD4EEArNcF2bJM2EpTDMUETNNqUl0FAKcwGVWcnYRw7qUuS6Jag4CMx1/knJ9+vTpHAtMaJaIGKGFISwI+AhIOnn74pu5bWYRw7qceeWTe2sCsx1/kvJFxLRd/YiYtvzxDoFoApJO3NFBT2Q4q4hhXU60yElVHIEZjz9JOSNi2h4SiJi2/PEOgSgCkk7aUQFPaDSjiGFdTrjQSVkMgVmPP0l5I2LaHg6ImLb88Q6BTQKSTtibwU5sMJuIYV1OvNhJvTmBmY8/SbkjYtoeCoiYtvzxDoEgAUkn62CgdKqZRAzrkgUPgXYEZj/+JOWPiGl3HGjPiJi2/PEOgVUCkk7Uq0HScSUwi4hhXV5LzgYEqhPg+JP1U+6ImOqHwMIhImaBgx0IyCDAhUpGHfZEMYOIYV3uWRHYQiAvAY6/M09JHBAxedf43tkQMXuJYQ+BwgQknaALpzrU9KOLGNblUMuVZDojwPF3K5gkFoiYW11abCFiWlDHJwRWCEg6Oa+ESPMKgZFFDOtypeg0Q6ACAY6/JWRJPBAxy9rU3kPE1CaOPwisEJB0Yl4JkeYAgVFFDOsyUHS6IFCYAMffPWBJTBAx9/Wp2YKIqUkbXxBYISDppLwSIs0bBEYUMazLjaLTDYGCBDj+/HAlcUHE+GtUqxURU4s0fiCwQkDSCXklRJojCIwmYliXEUXHBAKFCHD8rYOVxAYRs16nGj2ImBqU8QGBFQKSTsYrIdIcSWAkEcO6jCw6ZhAoQIDjLwxVEh9ETLhWpXsRMaUJMz8EVghIOhGvhEjzDgKjiBjW5Y6iYwqBzAQ4/raBSmKEiNmuV0kLRExJuswNgRUCkk7CKyHSvJPACCKGdbmz6JhDICMBjr84mJI4IWLialbKChFTiizzQmCFgKQT8EqINB8g0LuIYV0eKDpDIJCJAMdfPEhJrBAx8XUrYYmIKUGVOSGwQkDSyXclRJoPEuhZxLAuDxadYRDIQIDjbx9ESbwQMftql9saEZObKPNBYIWApBPvSog0JxDoVcSwLhOKzlAIJBLg+NsPUBIzRMz++uUcgYjJSZO5ILBCQNJJdyVEmhMJ9ChiWJeJRWc4BBIIcPwdgyeJGyLmWA1zjULE5CLJPBBYISDphLsSIs0ZCPQmYliXGYrOFBA4SIDj7yA4pZQkdoiY43XMMRIRk4Mic0BghYCkk+1KiDRnItCTiGFdZio600DgAAGOvwPQrCGS+CFirMI02ETENICOyzkISDrRzkG8bZa9iBjWZdt1gve5CXD8pddfEkNETHo9U2ZAxKTQYywEVghIOsmuhEhzZgI9iBjWZeaiMx0EdhDg+NsBK2AqiSMiJlCoCl2ImAqQcTEXAUkn2LnIt81WuohhXbZdH3ifmwDHX776S2KJiMlX1yMzIWKOUGMMBFYISDq5roRIcyECkkUM67JQ0ZkWAhEEOP4iIO0wkcQTEbOjcAVMETEFoDLlnAQknVjnrEDbrKWKGNZl23WB97kJcPzlr78kpoiY/PXdMyMiZg8tbCGwQkDSSXUlRJoLE5AoYliXhYvO9BAIEOD4C8BJ6JLEFRGTUMgMQxExGSAyxdwEJJ1Q565E2+yliRjWZdv1gPe5CXD8lau/JLaImHJ1jpkZERNDCRsIrBCQdDJdCZHmSgQkiRjWZaWi4wYCHgIcfx4oGZsk8UXEZCzsgakQMQegMQQCmoCkEykVaU9AiohhXbZfC0QwLwGOv/K1l8QYEVO+3iEPiJgQHfogsEJA0kl0JUSaKxOQIGJYl5WLjjsIWAQ4/iwYBTclcUbEFCx0xNSImAhImEDAJiDpBGrHxXZbAq1FDOuybf3xPjcBjr969ZfEGhFTr+4+T4gYHxXaILBCQNLJcyVEmhsRaCliWJeNio5bCPDR4uprQNL5DhFTvfwLh4iYBQ52ILBOQNKJcz1KeloRaCViWJetKo5fCPDdyBZrQNI5DxHTYgXcfCJibizYgsAqAUknzdUg6WhKoIWIYV02LTnOJyfA8ddmAUjijohpswaMV0SMIcE7BFYISDphroRIswACtUUM61JA0QlhWgIcf+1KL4k9IqbdOtCeETFt+eNdOAFJJ0vhqKYPr6aIYV1Ov9wA0JAAx19D+MK+g4SIabwW2rrHOwTkEuBCJbc2EiOrJWJYlxKrT0yzEOD4a19pSTVAxLRdDzyJacsf70IJSDpJCkVEWA6BGiKGdelAZxcCFQlw/FWEHXAlqQ6ImEChKnQhYipAxkVfBCSdIPsiN3e0pUUM63Lu9UX2bQlw/LXlb3uXVAtEjF2Z+tuImPrM8SiYgKSTo2BMhOYhUFLEsC49wGmCQCUCHH+VQEe6kVQPRExk0QqZIWIKgWXa/ghIOjH2R4+IS4kY1iVrCwLtCHD8tWO/5llSTRAxa1Wq046IqcMZL8IJSDopCkdFeCsESogY1uUKbJohUIEAx18FyAdcSKoLIuZAATMOQcRkhMlUfRKQdELskyBRawK5RQzrknUFgXYEOP7asd/yLKk2iJitapXtR8SU5cvswglIOhkKR0V4GwRyihjW5QZsuiFQkADHX0G4GaaWVB9ETIaCJkyBiEmAx9C+CUg6EfZNkug1gVwihnXJeoJAOwIcf+3Yx3qWVCNETGzVytghYspwZVbhBCSdBIWjIrxIAjlEDOsyEjZmEChAgOOvANQCU0qqEyKmQIF3TImI2QEL0zEISDoBjkGULLSA2XptUWJdbhGiHwLlCHD8lWObe2ZJtULE5K7uvvkQMft4Yd05AUknv85REv6FQOwTmJDIYV2ynCDQjgDHXzv2RzxLqhci5kgF841BxORjyUzCCUg68QlHRXiRBGIFTGg6sy5DIieHn1AM9EFgVgLm+Js1/x7zllQzREzbFYSIacsf75UISDrpVUoZN4UJ5BAWe9bllsjJEU9hZEwPAVEE9hx/ogKfPBhJdUPEtF2MiJi2/PFegYCkE16FdHFRgUAOwVBiXW4JnQpocAGBLgiUOP66SHyAICXVDhHTdkEhYtryx3thApJOdoVTZfpKBKQKmJj0ETkxlLAZnQDXhb4rLKl+iJi2awkR05Y/3gsSkHSiK5gmU1ck0LOAicGEyImhhE3PBLgu9Fy9c+ySaoiIabueEDFt+eO9EAFJJ7lCKTJtZQKjC5gYnIicGErYSCXAdUFqZfbFJamOiJh9tcttjYjJTZT5mhOQdIJrDoMAshBAwMRhROTEccKqPgGuC/WZl/IoqZaImFJVjpsXERPHCatOCEg6uXWCjDA3CCBgNgDt6Ebk7ICFaTYCXBeyoRQxkaR6ImLaLglETFv+eM9IQNKJLWNaTNWQAAKmLvwtkZOjHnUzwltrAlwXWlcgv39JNUXE5K/vnhkRMXtoYSuWgKSTmlhIBLaLQI4bZtblLuRRxltCJ2oSjKYgwPE3Zpkl1RUR03aNIWLa8sd7BgKSTmgZ0mEKAQQQMAKKcDAERM5BcIMN47owWEGtdCTVFhFjFabBJiKmAXRc5iMg6WSWLytmakkAAdOSfnnfiJzyjFt74LrQugJl/UuqLyKmbK23ZkfEbBGiXywBSScysZAIbBcBBMwuXEMaI3L6LivXhb7rFxO9pBojYmIqVs4GEVOOLTMXJCDpJFYwTaauSAABUxF2x64QOXKLx3VBbm1yRiapzoiYnJXdPxciZj8zRjQmIOkE1hgF7jMRQMBkAsk0akvk5FhrYL4nwHXhnsmoLZJqjYhpu8oQMW35430nAUknr52hYy6UQI6bStal0OIKDWtL6AgNW2xYHH9iS1MkMEn1RsQUKXH0pIiYaFQYtiYg6cTVmgX+8xBAwOThyCx5CSBy4nlyXYhnNYqlpJojYtquKkRMW/54jyQg6aQVGTJmwgkgYIQXiPBWCSByzmi4LqwukaE7JNUdEdN2qSFi2vLHewQBSSesiHAx6YAAAqaDIhHiYQIziByuC4eXR/cDJdUeEdN2OSFi2vLH+wYBSSerjVDp7oQAAqaTQhFmMQK9ixyuC8WWRhcTS6o/IqbtkkHEtOWP9wABSSeqQJh0dUQAAdNRsQi1GQHJIofrQrNlIcaxpDWAiGm7LBAxbfnjfYWApJPUSog0d0YAAdNZwQhXLIEtkZPjWPMlz3XBR2W+NknrABHTdv0hYtryx7uHgKQTlCc8mjokkOOminXZYeEJuRmBLaGzNzCOv73ExrWXtBYQMW3XGSKmLX+8OwQknZyc0NjtlAACptPCEfbQBPaIHK4LQy+F3clJWg+ImN3lyzoAEZMVJ5OlEJB0YkrJg7FyCCBg5NSCSCCwh4AROfq6YLbt9z1zYTsWAUn3CoiYtmsLEdOWP94vBCSdlCjKGAQQMGPUkSzmJRC6LtiCxrc9L7XxMw+ti9rZI2JqE1/6Q8QsebDXgICkE1KD9HFZgAACpgBUpoRARQKp1wWfsLHbKqaCq8wEUtdGznAQMTlp7p8LEbOfGSMyEpB0MsqYFlM1JICAaQgf1xDIQKDGdcEWNL7tDGkwRSECNdZHbOiImFhSZewQMWW4MmsEAUknoohwMemAAAKmgyIRIgQCBKRcF3zCxm0LpEFXQQJS1ohOERFTsNARUyNiIiBhkp+ApJNQ/uyYsQUBBEwL6viEQD4CvV0XXFHj7ucjw0w2AQnrRIsX38uOk+3yBBAx5RnjwSEg4QTkhMRu5wQQMJ0XkPCnJzDidcEVNe7+9EU/CEDCWkHAHCxe5mGImMxAmS5MQMLJJxwhvb0RQMD0VjHihcCSwKzXBVfUuPtLSuwZAhLWCyLGVKPtOyKmLf+pvEs48UwFfIJkETATFJkUhybAdWG9vK6ocffXR47dI2XNuEJmbOoys0PEyKzLcFFJOekMB3bihBAwExef1IcgwHUhrYyuqHH302aXO1rKukHEtF8jiJj2NRg+AiknnOFBT5QgAmaiYpPqkAS4LpQvqytqfPvlo8jvQcrasUVM/iyZMYYAIiaGEjaHCUg52RxOgIHiCCBgxJWEgCCwiwDXhV24ihr7hI3dVtT5wcmlrB9EzMECZhyGiMkIk6mWBKScaJZRsdczAQRMz9UjdggoxXWhr1VgCxrfdotsJK0hI2RacMCnUogYVkERApJOMkUSZNLqBBAw1ZHjEAJZCXBdyIpTxGQ+YWO3lQhS0jpCxJSocPyciJh4VlhGEpB0gokMGTPhBBAwwgtEeBDYIMB1YQPQoN22oPFtH0lb0lrSIoZ/7QggYtqxH9KzpJPLkIAnTAoBM2HRSXkoAlwXhipn1mR8wsZu8zmTtJ4QMb4K1WtDxNRjPbwnSSeW4WFPkiACZpJCk+awBLguDFvaKonZgsZsS1pTiJgqy2DVCSJmFQ0dewhIOqnsiRtbuQQQMHJrQ2QQiCHAdSGGEjZ7CLCm9tAa3xYRM36Ni2fISaU44ukcIGCmKzkJD0aA68JgBRWQDmtKQBGEhYCIEVaQ3sLhpNJbxeTHi4CRXyMihECIANeFEB36jhBgTR2hNv4YRMz4NS6WISeVYminnRgBM23pSXwQAlwXBimkoDRYU4KKISwURIywgvQSDieVXirVT5wImH5qRaQQ8BHguuCjQlsKAdZUCr3xxyJixq9x9gw5qWRHOv2ECJjplwAAOifAdaHzAgoMnzUlsCjCQkLECCuI9HA4qUivUH/xIWD6qxkRQ8AmwHXBpsF2DgKsqRwUx58DETN+jbNlyEklG0omuhBIFTB6TbIuWU4QaEeA468d+1E9s6ZGrWz+vBAx+ZkOOSMnlSHLWjwpvW5KvnQC7vzFk8IBBCBwIsB1gYWQmwBrKjfRsedDxIxd3yzZcVLJglHkJK4AyL2/lnTqE5i1eXW7nUPIjj4IQOA4Aa4Lx9kx0k+ANeXnQus6AUTMOht6LjeEgGhHwL4hL7HdIrOSAsbNx2bm9rEPAQgcI8DN5jFujFonwJpaZ0PPOgFEzDqb6Xs4qcQtAftGOfd2XAT9WNUUMC4VtzZuP/sQgMA2Aa4L24yw2EeANbWPF9Y3AoiYGwu2LAIjnVTcm9fc+xY2NgMEWgoYX1j2OvD10wYBCCwJjHRdWGbGXisCrKlW5Mfwi4gZo45Zs6h9UrFvJktsZ4XDZIcISBMwbhLuunP72YfA7ARqXxdm5z1D/qypGapcNkdETFm+3c3uO6m4N3i597uDRMC7CEgXML5k7DXu66cNAjMR8F0XZsqfXPMTYE3lZzrjjIiYxlV/+vRp4whu7u0bN3v7ZsEWBPYR6FHAuBnaxwIXXpcO+6MTYM2PXuH6+bGm6jMf1SMipnFlpYmYxjhwPxCBEQSMrxy2qPH10waBUQhwszlKJeXkwZqSU4sRIkHENK4iIqZxAXBfhMCoAsaFZQsaLs4uHfZ7JsB67rl6MmNnTcmsS89RIWIaVw8R07gAuM9OYBYB4wNnixpfP20Q6IEAN5s9VKmvGFlTfdWrl2gRMQ0rpQUMIqZhAXCdncDMAsaFaQsaLuAuHfalEmCtFwdjdAAAIABJREFUSq1Mv3GxpvqtnfTIETENK2REjBQhw4mm4WIYwDUCJlxEfXyZV9iSXgi0IcA1oA33kb2ypkaubvvcEDENa4CIaQgf11kJIGD24TRixrzvG401BPIT4GYzP9PZZ2RNzb4CyuePiCnPeNUDImYVDR0dEUDApBfLiBku+uksmWE/AdbdfmaMCBNgTYX50JuHACImD8fds9gCho+T7cbHACEEEDD5C2ELGm4E8vNlxiUB1tiSB3vpBFhT6QyZIY4AIiaOU3YrV8RIEDKceLKXeegJETB1yquPS/Oq4xEvsxDgnD9LpevlyZqqxxpPSiFiGq0CREwj8LjNQgABkwXj7kmMmDHvuydgAAQuBLjZZCnkJsCayk2U+bYIIGK2CBXq71nEmBso970QKqYVRgABI6cg9jEoJyoikU6Am03pFeovPtZUfzUbIWJETOMqSvgYmUEQexJas9PtoZfxw3u/BBAwcmvnHntyIyWylgTWzt8tY8J33wRYU33Xr+foETGNqzeSiNlC6d5kuftb4+lvSwAB05b/Xu/28bV3LPZjEuBmc8y6tsyKNdWSPr4RMY3XwEwiZgu1fdPl294aT385AgiYcmxrzGwfTzX84UMeAW425dWk94hYU71XsP/4ETGNa4iIiS+AfSPm246fCcs9BBAwe2jJt3WPHfkRE2EqAW42Uwky3iXAmnKJsN+CACKmBXXLJyLGgpG46d6cufuJ0085HAEzftnt42T8bOfLkJvN+WpeOmPWVGnCzB9LABETS6qQHSKmEFjPtPbNmm/bM2TqJgTMfOV3j4v5CIyVMTebY9VTQjasKQlVIAZDABFjSDR6R8Q0Au9x697A+fY9w4ZsQsAMWdbdSdnHwO7BDGhKgJvNpviHdM6aGrKsXSeFiGlcPkRM4wLsdG/f1Pm2d04n0hwBI7IszYNy13vzgAhglQA3m6to6DhIgDXlByfpHs4f4ditiJjG9ZV0AMSepGLtGqNt4l6zCb2aBLXDKQJmB6zJTe11PjkKUelzfhZVjiGCYU35y6jv3yTdw/mjHLsVEdO4vpIOgNgTVaxdY7Qi3Wt2oVfLoBEwLen37dtd031n02/0nJv7rZ3UyFlT/sogYPxcarciYmoTd/whYhwgE+yGLgruzaC7XwoPAqYU2TnntdftnATqZx06r9SPBo8jEGBN3VfRiBdJ9273Uc7TgohpXGtJB0LsCSvWrjFase5T+OmxodeRpBEwR6gxJpaAu15jx2EXTyDlnBLvBcuZCLCmltW2xYuk+7ZllPPtIWIa11zSwRB70oq1a4xWrPuS/PTcoZcLBQHjEmG/NAF7fZb2NcP8Jc8nM/Ajx3sCrKklE1fASLpvW0Y63x4ipnHNJR0MsSeuWLvGaMW6b8lP+956iQVHYMMRcNficAkWTqjluaRwakzfiABr6gbeJ14k3bPdIp13CxHTuPaSDojYk1esXWO0Yt1L4Bd6AqPjC73EgiWw7gnY6677ZAonIOE8UjhFpq9MgDW1BI6IWfKQuIeIaVwVREzjAjRw3/pCERIwMTjsG03fdswc2EBgi4C7trbsZ+pvfQ6ZifUsubKm/JV2hYzfitZWBBAxrchf/CJiGheggfuWF4tUARODy735dPdj5sAGAi4Bex25fTPttzx/zMR5plxZU/5qI2D8XCS1ImIaVwMR07gADdy3umDUEDAxOO2bUd92zBzYzE3AXTez0Gh17piF74x5sqb8VTcCxvRKulczMfGuFCKm8SqQdGDEnsxi7RqjFeu+BT8pAiamKJpP6BUzBzZzEbDXy6iZtzhvjMqSvM4EWFP+leAKGL8VrRIIIGIaVwER07gADdzXvnD0JGBiyhHip/tC/THzY9M3AbMGzHvf2ZyjZ02PUEVZObCm/PVAwPi5SG1FxDSuDCKmcQEauK958RhNwOhyhfiZPv0eejUoOy4bEbDXQaMQktyaNZ00CYMhYBFgTVkwrE0EjAWjk01ETONCIWIaF6CB+1oXkBEFjC5XiF+ozy61tgu9bFu2xyFg17yHrGLXcw+5EKMMAqwpfx0QMH4u0lsRMY0rhIhpXIAG7mtcREYVMLpcIX6hvj2l1vOEXnvmwlYmAbe+0qLMtZal5UU87QiwpvzsETB+Lj20ImIaVwkR07gADdyXvpCMLGB0uUL8Qn05S639hF45fTFXHQJ2Pet4XPdSax2vR0DPaARYU/6KImD8XHppRcQ0rhQipnEBGrgveTEZXcDocoX4hfpqllrHEXrVjAVf+wm4tds/w/ERUtbw8QwYKY0Aa8pfEQSMn0tPrYiYxtVCxDQuQAP3pS4oMwgYXa4Qv1Bfg1KvutRxhl6rA+loQsCuVckAelm/JRkwd14CrCk/TwSMn0tvrYiYxhVDxDQuQAP3JS4qswgYXa4Qv1Bfg1Ifdqnz2HodnpyBSQTcuiRNZg0eZe1aKbHZmABryl8ABIyfS4+tiJjGVUPENC5AA/e5LywzCRhdrhC/UF+DUhd1qXMNvYo6Z/IrAbsG18adGzOt251oMD9IgDXlB4eA8XPptRUR07hyiJjGBWjgPufFZTYBo8sV4hfqa1Dqpi41i9CraXCDOnd5x6TJmo2hhM0eAqwpPy0EjJ9Lz62ImMbVQ8Q0LkAD97kuMDMKGF2uEL9QX4NSi3apWYVeooPvJDibry9k1quPCm0pBFhTfnoIGD+X3lsRMY0riIhpXIAG7nNcZGYVMLpcIX6hvgal7s6lzU9vh17dJdc4YB/LxiHhfjAC9vE7WGpJ6SBgkvCJHoyIaVweREzjAjRwn3qhmVnA6HKF+IX6GpS6O5d7+Gnb0Ku75CsGvIdzxbBw1TEB1pS/eAgYP5dRWhExjSuJiGlcgAbuUy42swsYXa4Qv1Bfg1J35zInPz1X6NUdnIwB5+ScMSym6pQA68lfOASMn8tIrYiYxtVExDQuQAP3Ry84CJhzsUL8Qn0NSt2dy5r8tK+tV3cAIwOuyTkyJMw6JcBa8hcOAePnMlorIqZxRRExjQvQwP2Riw4C5laoEL9Q320GttYISOOn4wm91vKQ3i6Ns3RexOcnwDryc0HA+LmM2IqIaVxVREzjAjRwv/fCg4BZFinEL9S3nIU9H4He+Ol4Qy9fjhLaeuMsgRkxLAmwhpY8zB4CxpCY4x0R07jOiJjGBWjgfs/FBwFzX6AQv1Df/Uy0uARG46fzCb3c/Gvtj8a5Fjf8nAmwfvwrAQHj5zJyKyKmcXURMY0L0MB97AUIAeMvTohfqM8/G602gdn46XxDL5tNzu3ZOOdkN/tcrB3/CkDA+LmM3oqIaVxhREzjAjRwH3MRQsCsFybEL9S3PiM9hgD8DInzu+YRei2t4/fgHM8KyxsB1s2Nhb2FgLFpzLWNiGlcb0RM4wI0cL91IULAhIsS4hfqC89KryYAv33rQPNyXzEzwDmGEjY2AdaMTeO2jYC5sZhxCxHTuOqImMYFaOA+dDFCwGwXJMQv1Lc9MxbwS1sDsfxi7dKiYfQoBFgv/koiYPxcZmpFxDSuNiKmcQEauF+7ICFg4oqxxk+PDvXFzT63FfzS6h/LL9YuLRpGj0CAteKvIgLGz2W2VkRM44ojYhoXoIF730UJARNfCB8/MzrUZ2x4XycAv3U2MT2x/GLtYnxiMy4B1om/tggYP5cZWxExjauOiGlcgAbu3QsTAmZfEVx+9uhQn23Htp8A/PxcYltj+cXaxfrFbjwCrBF/TREwfi6ztiJiGlceEdO4AA3c2xcnBMz+Atj83NGhPteW/XsC8Ltnsqclll+s3R7f2I5DgPXhryUCxs9l5lZETOPqI2IaF6CBe3OBQsAcg2/4+UaH+nz2tC0JwG/JY+9eLL9Yu73+se+fAGvDX0MEjJ/L7K2ImMYrABHTuAAN3OuLFALmOPjQRT7Ud9zjPCPhl1brWH6xdmnRMLo3AqwLf8UQMH4utCqFiGm8ChAxjQvQwD0XqjToIX6hvjSvc4yGX1qdY/nF2qVFw+ieCLAm/NVCwPi50HomgIhpvBIQMY0LUNm9fgLDxSoNeohfqC/N6xyj4ZdW51h+sXZp0TC6FwKsB3+lEDB+LrTeCCBibiyabCFimmBv4tR8hIwLVhr+EL9QX5rXOUbDL63Osfxi7dKiYXQPBFgL/iohYPxcaF0SQMQseVTfQ8RUR97EoREw2jkXrbQShPiF+tK8zjEafml1juUXa5cWDaOlE2Ad+CuEgPFzofWeACLmnknVFkRMVdxNnNkCRgfAhSutDCF+ob40r3OMhl9anWP5xdqlRcNoyQRYA/7qIGD8XGj1E0DE+LlUa0XEVEPdxJErYHQQXLzSShHiF+pL8zrHaPil1TmWX6xdWjSMlkqA+vsrg4Dxc6F1nQAiZp1NlR5ETBXMTZz4BIwOhAtYWjlC/EJ9aV7nGA2/tDrH8ou1S4uG0RIJUHt/VRAwfi60hgkgYsJ8puqNPbnG2k0Fz0l2TcBoM/g5sHbuhviF+na6mdIcfmllj+UXa5cWDaOlEaDu/oogYPxcaN0mgIjZZjSNRewJNtZuGnBOoiEBo03h5wDbuRviF+rb6WZKc/illT2WX6xdWjSMlkSAmvurgYDxc6E1jgAiJo7TFFaxJ9lYuymgOUluCRhtDj8H2s7dEL9Q3043U5rDL63ssfxi7dKiYbQUAtTbXwkEjJ8LrfEEEDHxrC6WL9Szh4fTjag+MT08PFGPL2MmeakenzyoZy9Ctue5wzah8Wl9sSfaWLu0aPobHSNgdFbwS6ttiF+oL83rHKPhl1bnWH6xdmnRMFoCAWrtrwICxs+F1n0EEDG7eJ2FyMOTR2V0y4tncULmbBcWMTE2u8LdaRx7so212+m+a/NYAaOThF9aqUP8Qn1pXucYDb+0Osfyi7VLi4bRrQlQZ38FEDB+LrTuJ4CI2cPsxTPPk5ezsHmy+jjm8uTmyRP15CEgYvTcWzZ7Yj1gG3vCjbU7EEKXQ/YIGJ0g/NLKHOIX6kvzOsdo+KXVOZZfrF1aNIxuSYAa++kjYPxcaD1GABFzjJs1akPEaHFy+nxY4KNiLx/Vk9PH0lwbs38RQpePsZ0E02nM7WNt6yLKCnVjM/akG2u34W6I7r0CRicNv7TSh/iF+tK8zjEafml1juUXa5cWDaNbEaC+fvIIGD8XWo8TQMQcZ3ce6X0645vUCBK3zxZBro0RL8/U9as0J39avLhtsd/Ncf3f9mNPvLF2t5nH3DoiYDQJ+KWthxC/UF+a1zlGwy+tzrH8Yu3SomF0CwLU1k8dAePnQmsaAURMCr/L05C4pyCuQDk7fvn4RN2+Y+PanPeX87s2eh5f2/7EYk++sXb7I+hnxFEBozOEX1qdQ/xCfWle5xgNv7Q6x/KLtUuLhtG1CVBXP3EEjJ8LrekEEDFHGe4SMNqJR2hcP0ZmgnBt3P2VeXxzmyl3vMeegGPtdrjuyjRFwOhEZ+eXWuwQv1Bfqt8ZxsMvrcqx/GLt0qJhdE0C1NRPGwHj50JrHgKImCMcLx/pWj4h2ZroXpCcnsIsfq759h2X9e/R3M/jFUhb4Xj6Y0/CsXYeF903pQoYDWBmfjkWQIhfqC+H79HngF9ahWP5xdqlRcPoWgSop580AsbPhdZ8BBAxO1ka4bH/b7n4xIfr3LVx97V9bJs79/Z+7Ik41m7bY18WOQSMznhWfrmqHeIX6svlf+R54JdW3Vh+sXZp0TC6BgFq6aeMgPFzoTUvAUTMHp6Xj5DtFzDaiU98uM5dG3d/bR6fnTv39n7syTjWbttjPxa5BIzOeEZ+OSsd4hfqyxnDqHPBL62ysfxi7dKiYXRpAtTRTxgB4+dCa34CiJgdTM1TGH3icl/mo2WnP1jpVTkxQsO1cfd1sLFtOxK7mMaekGPt9kcgc0ROAaMznI1f7qqG+IX6cscx4nzwS6tqLL9Yu7RoGF2SADX000XA+LnQWoYAIiY71xfqmVfEZHeUfcLYk3KsXfYAG0yYW8DoFGbiV6JkIX6hvhKxjDYn/NIqGssv1i4tGkaXIkD9/GQRMH4utJYjgIjJzfbFM2WeyuSeuvR8sSfmWLvS8Zaev4SA0THPwq9UfUL8Qn2l4hlpXvilVTOWX6xdWjSMLkGA2vmpImD8XGgtSwARk5nvy8dn6vFl5kkrTRd7co61qxR2ETelBIwOdgZ+RYpymTTEL9RXMqZR5oZfWiVj+cXapUXD6NwEqJufKALGz4XW8gQQMeUZd+Mh9gQda9dN4k6gJQWMdjU6Pwdn9t0Qv1Bf9kAGnBB+aUWN5RdrlxYNo3MSoGZ+mggYPxda6xBAxNThvOpFnwCk/Is9ScfaSclrTxylBYyOZWR+e1gftQ3xC/Ud9TfTOPilVTuWX6xdWjSMzkWAevlJImD8XGitRwARU4+11xMixoulSWMNAaMTC10Qdd/WqwkcQU63+AkKtbtQQmy7S6ZBwLH8Yu0apIBLhwC1coBcdhEwfi601iWAiKnL+84bIuYOSZOGWgJGJxe6KIb6DBhtY79M+yzvIUahvln4pOQJvxR64WPbnhnONg2529TJXxsEjJ8LrfUJIGLqM194RMQscDTZqSlgdIKhC2OorwkcgU5DjEJ9AlMRFxL80koSyy/WLi0aRqcQoEZ+eggYPxda2xBAxLThfvWKiLmiaLJRW8DoJEMXx1BfE0ACnYYYhfoEpiIuJPillSSWX6xdWjSMPkqA+vjJIWD8XGhtRwAR0479yTMipl0BWggYnW3oAhnqa0dKlucQo1CfrCxkRgO/tLrE8ou1S4uG0UcIUBs/NQSMnwutbQkgYtryV4iYNgVoJWB0tqGLZKivDSl5XkOMQn3yMpEXEfzSahLLL9YuLRpG7yVAXfzEEDB+LrS2J4CIaVwDREz9ArQUMDrb0IUy1FeflEyPIUahPpnZyIoKfmn1iOUXa5cWDaP3EKAmfloIGD8XWmUQQMQ0rgMipm4BWgsYnW3oYhnqq0tKrrcQo1Cf3IzkRAa/tFrE8ou1S4uG0bEEqIefFALGz4VWOQQQMY1rgYipVwAJAkZnG7pghvrqkZLtKcQo1Cc7KxnRwS+tDrH8Yu3SomF0DAFq4aeEgPFzoVUWAURM43ogYuoUQIqA0dly0UyreYhfqC/N6xyj4ZdW51h+sXZp0TB6iwB18BNCwPi50CqPACKmcU0QMeULIEnA6Gy5cKbVPMQv1JfmdY7R8Eurcyy/WLu0aBgdIkAN/HQQMH4utMokgIhpXBdETNkCSBMwOlsunmk1D/EL9aV5nWM0/NLqHMsv1i4tGkavEYC/nwwCxs+FVrkEEDGNa4OIKVcAiQJGZ8sFNK3mIX6hvjSvc4yGX1qdY/nF2qVFw2gfAdj7qKjTn3uQdD/ij5JWCCwJIGKWPKrvSTppxJ7cY+2qw7QcShUwOsQe+FkoxW2G+IX6xCUiMCD4pRUlll+sXVo0jHYJwN0lct7nCYyfC63yCSBiGtcIEZO/AJIFjM6WC2lazUP8Qn1pXucYDb+0Osfyi7VLi4bRNgGY2zRu2wiYGwu2+iOAiGlcM0RM3gJIFzA6Wy6maTUP8Qv1pXmdYzT80uocyy/WLi0aRhsC8DYklu8ImCUP9vojgIhpXDNETL4C9CBgdLZcUNNqHuIX6kvzOsdo+KXVOZZfrF1aNIzWBGDtXwcIGD8XWvsigIhpXC9ETJ4C9CJgdLZcVNNqHuIX6kvzOsdo+KXVOZZfrF1aNIyGs38NIGD8XGjtjwAipnHNEDHpBehJwOhsubCm1TzEL9SX5nWO0fBLq3Msv1i7tGjmHg1jf/0RMH4utPZJABHTuG6ImLQC9CZgdLZcXNNqHuIX6kvzOsdo+KXVOZZfrF1aNPOOhq+/9ggYPxda+yWAiGlcO0TM8QL0KGB0tlxgj9d8ix9sy7LVfM0rzdOYo2PXX6zdmJTKZgVbP18EjJ8LrX0TQMQ0rh8i5lgBehUwOlsussdqbkaF+IX6zHje1wmE+Ll9ej/0Wvcybo/LaC3TWLu18bT7CcDVzwUB4+dCa/8EEDGNa4iI2V+AngWMzpYL7f6a2yNC/EJ99hxs+wmE+IX6fLPttffN0VtbbM6xdr3l3zJemPrpI2D8XGgdgwAipnEdETH7CtC7gNHZcrHdV3PXOsQv1OfOw/49gRC/UN/9THO2xDKKtZuT4v6s4elnhoDxc6F1HAKImMa1RMTEF2AEAaOz5YIbX3OfZYhfqM83F21LAiF+ob7lLPPuxTKKtZuXZHzmsPSzQsD4udA6FgFETON6ImLiCjCKgNHZctGNq/maVYhfqG9tPtpvBEL8Qn23GebeimUUazc3ze3s4ehnhIDxc6F1PAKImMY1RcRsF2AkAaOz5cK7XfOQRYhfqC80J31nAiF+oT74bfOzGcHSpnFsG4Z+bggYPxdaxySAiGlcV0RMuACjCRidLRffcM23ekP8Qn1b89IfXpuw3V4hsYxi7bY9zmkBP3/dETB+LrSOSwAR07i2iJj1AowoYHS2XIDXax7TE+IX6ouZe3abEL9Q3+zcTP6xjGLtzLy83wjA7sbC3kLA2DTYnoUAIqZxpREx/gKMKmB0tlyE/TWPbQ3xC/XFzj+zHfzSqh/LL9YuLZrxRsPNX1MEjJ8LreMTQMQ0rjEi5r4AIwsYnS0X4vua72kJ8Qv17fExqy380iofyy/WLi2asUbDbKx6kg0EchBAxOSgmDAHImYJb3QBo7PlYrys+d69EL9Q314/M9rDL63qsfxi7dKiGWc0vMapJZlAICcBRExOmgfmQsTcoM0gYHS2XJBvNT+yFeIX6jvia7Yx8EureCy/WLu0aMYY3R+rl+rxycPpPK9jf3jyqF5ulOLFM8v+2Ys7663+uwE0QGASAoiYxoVGxJwLMIuA0dn2d1FufJA47kP8Qn3ONOx6CMDPA2VHUyy/WLsdroc07Y/TRcBYwuUkQKx9t1AvH5+oh4dn6ixdXqhnDw/qyeNN9mz1u/OxD4GZCCBiGlcbEaPUTAJGL7f+LsyNDxLHfYhfqM+Zhl0PAfh5oOxoiuUXa7fD9XCmXTJ6+aiePDxRlgZRytd2rdZZ9NiiRb14Zj292eq/TsQGBKYkgIhpXPbZRcxsAkYvty4vzo2PE9t9iF+oz56DbT8B+Pm5xLbG8ou1i/U7ml23fHyCxdd2Ldj5ycviE2QL+9j+s53mpl8nUXSa5/YxtYVQuvpnAwJ9E0DENK7fzCJmRgGjl1u3F+jGx4pxH+IX6jPjeV8nAL91NjE9sfxi7WJ8jmbTN5udHydbCJZLJe02e9sUetFmxIv5OJpSpyc5JzHjtjlPiMx8vEOgYwKImMbFm1XEzCpg9HLr+yLd+IDZ4AfbtPrArw4/OPs5j8Jl8UX8wPdhvB81O4mUB3V6OrMQLBdmdr86i5jlUxbP05uL3eKJj78EtEKgKwKImMblmlHEzCxg9HIb5ULd6tAJ8Qv1tYq3J7/wS6tWLL9Yu7Ro+ho9BpPLkxFLLZwFzcpTkFWRcrHf6veKE0RMXyufaFMIIGJS6GUYO5uImV3A6CUzxsU6w+I/OEWIX6jvoLuphsEvrdyx/GLt0qLpZ/QwPPSX8q+/NGb4+0RFoG8hXDxjt/qjhY2JgXcI9EsAEdO4djOJGATMebENc8FudOyE+IX6GoXblVv4pZUrll+sXVo0fYweisVuEbP162Nb/R6Rg4jpY+ETZRYCiJgsGI9PMouIQcDc1shQF+1bWtW2QvxCfdUC7NgR/NKKF8sv1i4tGvmjx+NwFhUP1sfJln/n5b4my/7zePs7LuF+RMw9UVpmIoCIaVztGUQMAma5yMa7cC/zK70X4hfqKx3XCPPDL62Ksfxi7dKikT16XAYXIXP5uWP342Wn78hYIkdXafFDAE5fuB8RI3uVE11pAoiY0oQ35h9dxCBg7hfAuBfv+1xLtIT4hfpKxDLanPBLq2gsv1i7tGjkjp47/xfqmUeoyK0WkUFALgFETOPajCxiEDD+xTX3BdzPZE9riF+ob4+PWW3hl1b5WH6xdmnRyBw9c+6nirx4dv5jlDLLQ1QQ6IoAIqZxuUYVMQiY9YU1/UV8HU1UT4hfqC9q8smN4Je2AGL5xdqlRSNv9Kx525V4+fhMPb60W9iGAASOEkDEHCWXadyIIgYBE14cXMjDfLZ6Q/xCfVvz0s/Pf6eugdj1F2uXGo+k8TPmLIk/sUBgRAKImMZVHU3EIGC2FxQX821GIYsQv1BfaE76zgTgl7YSYvnF2qVFI2f0bPnKIU8kEBibACKmcX1HEjEImLjFxAU9jtOaVYhfqG9tPtpvBOB3Y3FkK5ZfrN2RGKSNmSnXPez1tV/S9X9P7NhCQAoBREzjSkg6icVebHx2CJj4heTjFz8ayxC/UB/ktgnAb5tRyCKWX6xdyFcPfbPkubcWCJi9xLCHgJ8AIsbPpVrrCCIGAbNvuXBh38fLtQ7xC/W587B/TwB+90z2tMTyi7Xb41ua7Qw5HmGOgDlCjTEQ8BNAxPi5VGvtXcQgYPYvFS7u+5nZI0L8Qn32HGz7CcDPzyW2NZZfrF2sX2l2o+d3lDcC5ig5xkHATwAR4+dSrbVnEYOAObZMuMAf42ZGhfiF+sx43tcJwG+dTUxPLL9Yuxif0mxGzi2FNQImhR5jIeAngIjxcynaak5m7ntRpxGTx158tB0CJgLoikks55Xh0zeH+IX6pgcXAQB+EZACJrH8Yu0CrkR2jZpXKmxzrU+dh/EQgMCSACJmyaPanjmp2e/VnK84ir0AxdqtuJm+GX5pSyDEL9SX5nWO0fBLq3Msv1i7tGjqjh4xpxwEzTU+x1zMAQEILAkgYpY8qu2ZE5v9Xs35iqOYi5B+AhNjt+KCZsUfFExdBKH1F+pL9TvDePilVTmWX6xdWjT1Ro+WTy5y5vqeaz7mgQAElgQQMUse1fbMyc28V3MccLR1ITIfIduyC7igCxGTvAZC6y/Ul+xSqf5sAAASg0lEQVR4ggngl1bkWH6xdmnR1Bk9Ui45iUm6tufMi7kgIIkAIqZRNcwJzrw3CmPhNnQxMgJGDwjZLSZkx0sAfl4s0Y0hfqG+aAcTG8Ivrfix/GLt0qIpP3qUPHKTknRdz50b80FAEgFETMNqmBOdfpfwb+2CZAsYHeeanYQceogBfmlVCvEL9aV5nWM0/NLqHMsv1i4tmrKjR8ihBCFzXS8xN3NCAAJLAoiYJY+qe+ZkJ1nEuAJGA+LilbZM4FeOH2zLsU2beY7Rsesv1k4qtd7jL8XVXNNLzc+8EIDAkgAiZsmj6p60E557YfIJGA3ItasKbQBn8EsrYohfqC/N6xyj4ZdW51h+sXZp0ZQZ3XPsZYicZ5V2PS+ZK3NDQAoBREzDSkg76dkXpzUBo3HZdg3xdesafmmlC/EL9aV5nWM0/NLqHMsv1i4tmvyje407P4nljNKu5cvo2IPAuAQQMY1rq09+Uv6ZC1RIwOhYjZ2UuHuLA35pFQvxC/WleZ1jNPzS6hzLL9YuLZq8o3uMOS8B/2wIGD8XWiFQgwAipgblgA9pImZLwOhUuJgFChrRBb8ISAGTEL9QX2BKui4E4Je2FGL5xdqlRZNvdG/x5ss8PBMCJsyHXgiUJoCIKU14Y35pImYj3FM3F7QYSus28FtnE9MT4hfqi5l7dhv4pa2AWH6xdmnR5BndU6x5Mo6bBQETxwkrCJQkgIgpSbezufXFKvQy6XBRMySOvcPvGDczKsQv1GfG875OAH7rbGJ6YvnF2sX4LGnTS5wlGfjmRsD4qNAGgfoEEDH1mXfrUV/QQq9uE6scODcGacBD/EJ9aV7nGA2/tDrH8ou1S4smbXQPMaZleGw0AuYYN0ZBoAQBREwJqpPOqS96odekWO7S5ubgDsmuhhC/UN8uJ5Mawy+t8LH8Yu3Sojk+Wnp8xzNLG4mASePHaAjkJoCIyU2U+VYJ6Atj6LU6cLAObhDSChriF+pL8zrHaPil1TmWX6xdWjTHRkuO7VhGeUYhYPJwZBYI5CSAiMlJk7mSCOiLZ+iVNLmgwdwkpBUjxC/Ul+Z1jtHwS6tzLL9Yu7Ro9o+WGtf+TPKOQMDk5clsEMhFABGTiyTzFCegL7ChV/EAMjngRiENZIhfqC/N6xyj4ZdW51h+sXZp0ewbLTGmfRmUsUbAlOHKrBDIQQARk4Mic4ggoC/CoZeIIPk7O8llCN1shfqSHU8wAfzSihzLL9YuLZr40dLiiY+8rCUCpixfZodAKgFETCpBxndDQF+ot141kuGGIY1yiF+oL83rHKPhl1bnWH6xdmnRxI2WFEtcxHWsEDB1OOMFAikEEDEp9Bg7FAF9Md965UiYm4Y0iiF+ob40r3OMhl9anWP5xdqlRbM9Wkoc25HWtUDA1OWNNwgcJYCIOUqOcVMS0Bf90CsGCjcOMZTWbUL8Qn3rM9JjCMDPkDj2Hssv1u5YFHGjJMQQF2ldKwRMXd54g0AKAURMCj3GQsAhoG8MQi9tzs2DA23nbohfqG+nmynN4ZdW9lh+sXZp0ayPbu1/PbK2PQiYtvzxDoG9BBAxe4lhD4EEAvrmIfRKmHqaoaEbsFDfNIASEoVfArwd/0HRknNL32l0y45GwJTly+wQKEEAEVOCKnNC4CABfYMReh2cdqhhoZuwUN9QEAolA780sLH8Yu3Sorkf3crvfSSyWhAwsupBNBCIJYCIiSWFHQQEENA3IaGXgBCLhxC6EQv1FQ9sAAfwSytiLL9Yu7RolqNb+FxGIHMPASOzLkQFgRgCiJgYSthAoBMC+kZl69VJKqthhm7GQn2rE9JxJQC/K4pDG7H8Yu0OBeEZVNufJwSRTQgYkWUhKAhEE0DERKPCEAL9E9A3M1sv6VmGbshCfdLzkhAf/NKqEMsv1i4tmvPomr5yxFtrDgRMLdL4gUA5AoiYcmyZGQJdEtA3PaFX66RCN2WhvtZx9+AffmlViuUXa5cWDb+EuMYPAbNGhnYI9EUAEdNXvYgWAs0J6Buw0Kt0gKEbwFBf6bhGmB9+aVWM5RdrlxJNDR8p8bUai4BpRR6/EMhPABGTnykzQmBqAvrmKfRKhRO6OQv1pfqdYTz80qocyy/W7mg0pec/GlfrcQiY1hXAPwTyEkDE5OXJbBCAwAYBfYMVem0MP41ds+HmbY1MXDv84jitWcXyi7Vb8xNqLzl3yK/0PgSM9AoRHwT2E0DE7GfGCAhAoCABfRO29Vpzzw3cGpm4dvjFcVqziuUXa7fmZ6291Lxr/nppR8D0UinihMA+AoiYfbywhgAEGhPQN2pbr8Yhduuem+C00sXyi7XbE02JOff4l2qLgJFaGeKCQDoBREw6Q2aAAASEEdA3dKGXsHDFhMONcFopYvnF2sVGk3u+WL/S7RAw0itEfBBII4CISePHaAhAoEMC+qYv9OowpSwhczOchjGWX6xdTDQ554rx14sNAqaXShEnBI4TQMQcZ8dICEBgUAL6xjD0GjTtU86j5lYjr1hBEWu3FXOuebb89NaPgOmtYsQLgWMEEDHHuDEKAhCYmEBI4PR8Y9lz7BKWYyy/WLtQTjnmCM3fax8CptfKETcE9hNAxOxnxggIQAACQQL6BjP0Cg5u2MmNcRr8WH6xdmvRpI5fm7f3dgRM7xUkfgjsI4CI2ccLawhAAALJBPRNaOiV7ODgBNwcHwR3GRbLL9bOF03KWN98o7QhYEapJHlAIJ4AIiaeFZYQgAAEqhDQN6pbrxKBcIOcRjWWX6ydG83Rce48o+0jYEarKPlAII4AIiaOE1YQgAAExBDQN7NbryPBcpN8hNptTCy/WLvbzOpUb3uf7TMBBAwrAQLzEkDEzFt7MocABAYmcETkHLm5Hhjh7tRi+cXamQD22ptxo78jYEavMPlBIEwAERPmQy8EIACBIQnoG+PQa8ikCycVKzZi7XS4e2wLpydqegSMqHIQDASaEEDENMGOUwhAAAKyCYQEDjfW/trFcslt549m3FYEzLi1JTMI7CGAiNlDC1sIQAACEDgRQOTcL4Sc4iR2rvsoxm5BwIxdX7KDwB4CiJg9tCa0NRcM3/uEOEgZAhCIJDCjyIkVHlt2W/2RJRjOzFyHhkuMhCAAgUMEEDGHsI05yFwgYt/HpEBWEIBADQJbIqfHG/nYmEN2ob4adZHqw1yXpMZHXBCAQH0CiJj6zLvxaC4ase/dJEagEICAeAL6Zn7rJS2JWAGyZrfWLi3P2vGYa1Btv/iDAARkE0DEyK6PiOjMBcR9t4Nz+3z7tj3bEIAABFIJSBM5sSLEZ+drS+UzwnhzLRkhF3KAAATyEkDE5OU5/GzmgqLf9/6zx/q2986HPQQgAIEQgdoiJ1aIuHbufiinmfrMdWKmnMkVAhCIJ4CIiWeFZWEC5oK19l7YPdNDAAKTEcgtcmLFiG1nb0+GP5iuuQ4EjeiEAASmJoCImbr8fSVvLmpr731lQ7QQgIB0AntFTqwgMXbmXTqH2vGZc3xtv/iDAAT6IoCI6ateRBsgYC58a++BoXRBAAIQ2E1gr8gxDsw4s8/7jYA5f99a2IIABCDgJ4CI8XOhdUAC5uK49j5gyqQEAQg0JGDEiu+9YVhiXZtzs9gACQwCEBBFABEjqhwE05KAuYCG3lvGh28IQAACoxIw591R8yMvCEAgPwFETH6mzDgoAXORDb0PmjppQQACEChGwJxTizlgYghAYEgCiJghy0pSrQiYi/Hae6u48AsBCEBAIgFzrpQYGzFBAAKyCSBiZNeH6AYjYC7Ya++DpUs6EIAABFYJmPPgqgEdEIAABAIEEDEBOHRBoDYBc1Ffe68dD/4gAAEIlCBgznEl5mZOCEBgDgKImDnqTJaDEDAX/rX3QdIkDQhAYGAC5vw1cIqkBgEIVCCAiKkAGRcQqEXA3BysvdeKAz8QgAAEfATMucnXRxsEIACBPQQQMXtoYQuBzgmYG4jQe9EUXz6qJw8Pavl3M56pFwGnL55Z9s/uLbf6A1PTBQEIVCRgzjsVXeIKAhAYmAAiZuDikhoE9hIwNxmh971zLuxfPFMPTx7Vy0Xj+s7Lxyfq4cGInBfq2cODevJ4G73Vvz4zPRCAQE0C5pxS0ye+IACBsQkgYsauL9lBIDsBczOy9h5yeBIdnqcp/jEv1eOTpWhRCxG01e+flVYIQKAuAXOuqOsVbxCAwOgEEDGjV5j8IFCZgLlhMe+2e/3RL/tJit13v31+8rLQPKePoz1R54cxsf1nO/MRtpN/52Nt8THdR0kLBCCwTsB3Hli3pgcCEIBAPAFETDwrLCEAgSQClycnT/RHxMz3XMxHxTwTLwTLpd9us7fN8EWbES+WD/0k5+TbbTPCyEzEOwQgkEoAAZNKkPEQgECIACImRIc+CEAgI4GzqLg99TiLmtt3XhxXC0Fy6Tu1PajT05mtfuX603Oc2xZPd7xtTizsQgACuwggYHbhwhgCEDhAABFzABpDIACBTARsUeJOuSpSLk9Ntvq94gQR42JmHwK5CSBgchNlPghAwEcAEeOjQhsEIFCJgE9UGNeevoVwOdAfLWxMDLxDAAJ7CCBg9tDCFgIQSCGAiEmhx1gIQCCewOn7KM53TxaixJ1q69fHtvo9IgcR40JmHwLZCCBgsqFkIghAIIIAIiYCEiYQgEAOAmdR8XD9QsrlOzGBvxuz9Xdgwv3pIsbclLnvOWgwBwRGImCOkZFyIhcIQEA2AUSM7PoQHQQGI3ARMubXyRwBo3+C+SZyzqmf2oz9VQDdsKz3p4uYm5fllrlhW3tfWrMHgbEJmONg7CzJDgIQkEYAESOtIsQDgakJvFDPPEKlNyTmpm7tvbd8iBcCawTMGl/rpx0CEIBAKQKImFJkmRcCENhP4MWzHX8Mc//0UkaYG7+1dylxEgcEQgTM+g3Z0AcBCECgFAFETCmyzAsBCOwm8PLxmXp8uXvYcAPMzeHa+3AJk1B3BMza7C5wAoYABIYhgIgZppQkAgEIzELA3ECG3mdhQZ71CZh1V98zHiEAAQjcCCBibizYggAEIDAEAXOTGXofIlGSqE7ArKnqjnEIAQhAwCGAiHGAsAsBCEBgdALmRjT0PjoD8ttPwKyX/SMZAQEIQCA/AURMfqbMCAEIQKB7AuaGde29+wRJYBcBsw52DcIYAhCAQEECiJiCcJkaAhCAwKgEzE3t2vuoec+Sl6mrztfeniV/8oQABOQTQMTIrxERQgACEOiOgLnxXXvvLqHJAnbrNln6pAsBCHRAABHTQZEIEQIQgMBoBNybZHd/tHx7ysethd7nHwQgAAFpBBAx0ipCPBCAAAQgcP0Ik++GmpvqcgtkjTfMyzFnZghA4BgBRMwxboyCAAQgAIGGBEI326avYXjdujbs3PduEyJwCEBgWAKImGFLS2IQgAAE5iXg3oT79uel488cRn4utEIAAjIJIGJk1oWoIAABCECgMAHfTbvdtsf90XF7fJS2HSGH0oyYHwIQkEMAESOnFkQCAQhAAAKCCNg39b5tO1Rfv27r5Z8dfy8xEycEIDA3AUTM3PUnewhAAAIQOEjAvvHf2j7oosowE3sVZziBAAQgkIkAIiYTSKaBAAQgAIF5CRghEPsuhZSJV0o8xAEBCEAglgAiJpYUdhCAAAQgAIEVAkYMuO8r5jRDAAIQgEAiAURMIkCGQwACEIAABCAAAQhAAAJ1CSBi6vLGGwQgAAEIQAACEIAABCCQSAARkwiQ4RCAAAQgAAEIQAACEIBAXQKImLq88QYBCEAAAhCAAAQgAAEIJBJAxCQCZDgEIAABCEAAAhCAAAQgUJcAIqYub7xBAAIQgAAEIAABCEAAAokEEDGJABkOAQhAAAIQgAAEIAABCNQlgIipyxtvEIAABCAAAQhAAAIQgEAiAURMIkCGQwACEIAABCAAAQhAAAJ1CSBi6vLGGwQgAAEIQAACEIAABCCQSAARkwiQ4RCAAAQgAAEIQAACEIBAXQKImLq88QYBCEAAAhCAAAQgAAEIJBJAxCQCZDgEIAABCEAAAhCAAAQgUJcAIqYub7xBAAIQgAAEIAABCEAAAokEEDGJABkOAQhAAAIQgAAEIAABCNQlgIipyxtvEIAABCAAAQhAAAIQgEAiAURMIkCGQwACEIAABCAAAQhAAAJ1CSBi6vLGGwQgAAEIQAACEIAABCCQSAARkwiQ4RCAAAQgAAEIQAACEIBAXQKImLq88QYBCEAAAhCAAAQgAAEIJBJAxCQCZDgEIAABCEAAAhCAAAQgUJcAIqYub7xBAAIQgAAEIAABCEAAAokEEDGJABkOAQhAAAIQgAAEIAABCNQl8P8DgvGxXA4T1pMAAAAASUVORK5CYII=)
![](/images/wwpdzel.jpg)
Farbe
Auf Wunsch des Kunden kann die Garage mit den Farben aus unserer RAL Palette bestrichen werden:
![](/images/paleta-poprawiona.png)
![](/images/wwdostawa.png)
Lieferzeit
Lieferzeit ca. 2-15 Werktage Bei Barbezahlung ist die Aufbau
(ohne Veraknkerung) im Preis!
Kostenlose Lieferung (innerhalb Deutschland).
*betrifft keine Inseln.
![](/images/wwart.png)
Die Art der Konstruktion
- Doppelgarage mit Satteldach
- Die Konstruktion besteht aus geschlossenen grundierten Vierkantprofilen - 30x50x1,5 mm.
Alternativ ist diese auch verzinkt zu erwerben (gg. Aufpreis)
- In die Konstruktion wird ein verzinktes Trapezblech (auf den Wänden -T7, auf dem Dach T-14) vernietet.
Die Blechelemente haben eine Stärke von 0,4mm
![](/images/wwnarzedzia.png)
Untergrund
Vor der Montage ist jeder Kunde verpflichtet den Untergrund, auf dem die Garage befestigt bleibt, vorzubereiten.
Die Ankerung der Garage muss sofort nach ihrer Montage ausgeführt werden.
Der Kunde befestigt eine Garage selbst.
![](/images/wwcegly.png)
Die Bodenparameter
Der Boden soll minimal um 10 cm breiter als die Garage sein
(nur wenn wi sie an einen Zaun oder eine Wand zustellen ist das nicht erforderlich.).
Die weiteren Parameter ergeben:
- die Stärke der Betonelementen Minimum 10cm
- allgemeines, das sich im niedrigstem Punkt 5cm über dem Boden befindet,
- die Auffahrt mit der 5% Steigung (5cm auf 1m).
1. Die Betonplatte- muss min. 10 cm breiter als die Garage sein, um sie frei einzubauen.
Die Dicke des Betons liegt bei min. 10cm.
2. Streifenfundament- man muss eine Platte mit der Breite 10-20 cm vorbereiten, dessen Außenabmessungen
um 10 cm breiter 10 cm als die Garage sind.
3. Betonpunkte ca. 20x20x30 cm- Bei Einzelgaragen in allen Ecken und in der Mitte der längeren Wand.
Bei Doppelgaragen (oder mehr) in allen Ecken und in der Mitte der Wände.