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<h2>HL Paper 2</h2><div class="specification">
<p>Boreal forests stretch across Canada, Russia and Scandinavia. This northern ecosystem accounts for 29 % of the world’s forest areas. The long, cold winters favour tall evergreen trees with either needles or scale-like leaves. These trees are wind-pollinated and their seeds are not enclosed in a fruit. The photograph shows a typical boreal forest in winter.</p>
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SN9cRhOaK0PTkhKN+SMGV9d3K9WHJ2EJHC4fiSZ0Obkf/QcVxh+VmTXN8wXtogIN1Zhizf0AKYdVVKhUr/yalolWauV2xnP0FplJKReEbQTkiOGDyVv8ctqLldHeWSUNui/+KMJhJPy1CloTAlucB9UW9bTk11tGUiiujbpV5LiDen4ft/aEFjowzJ86U9WRtJw6TwnrF3vWizGjaVve6yiiPlSoLmfxi5RoEMoh+yh9uNKqytZsb8YSFCHfvfJgQKb7QA+4muQp5KTsiPGCI+TrAi1dtA2a2LLfdeOwqlC0mKSOiuyNHStB9IEHD1azWQpyUYFv9gmiWdUdA48oZR2SCjtaYMOayV6c/jFBCJg7e3tNOSdI8+xlJw0tiE4ATQcHsWabwnIWr1hhawSXeSkJLPkwj34BJfglvKMK/lWYp82g8axTSAJHG36fl3ZkxPK+L0kcsB3omW841QmkzUKk4zkJ0oWqsR3TfW9DJ8MX3drDLIj2mmFEP0efKUPOGtcbZfYVSICbvDf9Ds5CY3RRyNYYxT/04Y6XSshGzJWklN8J1lTu3oikQQIXNCNtA2NWjzS/uG9xnRKuBVdtJnHBkfoyryZusCPbocnpoNtN+b+spzFH2yztqzx1IUtM/gYvbpQ9AhuJiYGWnyvEcTfoXdpEj5wv1eWK/lRUPEpckCf0W0OElquI7/YuCqn/+aJ6UIb+RvbIjoNTaF1gbYaIyCtK2NldNiDW4ArcHhSnaei0AFMcOmxJj6yJqsVwjKM7Ag4gR/a4Zf5kbrQgN+wD+58q3imXKB42Qd4xBeLVvWIgS+DMy2LLIs/gGk+ZEp1PW8zwCCt7PZtc0Jnx5pEVqBYgNKeVAe3IULv4aSO4ObEiRew7FQwwji+g4MN7Z/k5TGO2Vi5py1CjdMnIEOHhU6dYVLGtfdiorAmj/YoWOAA322LTjoRWaScwDY8Eq2U0f/ggDZ+TC54auh7j5TknYTHY7iDuULw54CW0C6E9VjauChByDRrmp2nH8q6Dr7gyqw9SXiCllbJRiKglTwzSH1I1DrtrNqWU8kLaTLMwhPy6MqRJEhGOyW7MtxaFRkJcQUu0WpHzrhKHA/MG/pxyIAZox7Nz2NRJ9lRiMymx/fELfSKhIfEeH9vV8mVgjzwkD2ykj45oQWMEjENN3AERhKwJLJGyfC55sU62rD6mEO0V/KeBJT+NEnyytllo19WVznPdSlXEpfAW7gelGNnTJJMVnVz1gqvWOTyyIrkOA5X5+wLJZhU0EIXQrtsDKFPybnopQ3ldWjyUff057BOjycLgRldo17KVO1DI33l+Mv+uB+cEugR7D2Q9/UDJzA1vgOI5GbH5XAy6b6hOXDKIqf+fTVIwQmd0q7+0UX75wqf2lPYK+sCGkkktJo6bbnB7+BU8pgQ+SQp3tjY6tf4s7YBBSJIOmdZemKL/ufItV5EJaErfsBvwamG3MvGONe2BvDgQJdIJrQ3uJ5y0TYqDhzJTSwb8ldfKfkoE43oau1ppQ0+jhbUcU1ilqPvca0V1DkxBi/BQz4FB74+kKQVrfBivRIU+KCJET4/OBZvdC8fME+c/DIlyU/G7OOU7kiHiymyeclvvJgZmtBH1VeCSTkJSWxASXOYizxwDkVjP4tflr95WolXc0IHvPSzP/REMPrgPh0j6QXjc1i2I8mMnuQc9bJ2WF/Td+6/ubWpuDPbTCZQtM842oIU+jLxUOwrfS650E6TyeQdhX6SOa0AV1lvN/WFOukp+lCxneaycdwEctitvd74svKljg72BwW+UtDKQZRPeKJIPU+kNfUOTcVXP6keXgtclExrwQ5+FHT5gDEhtt4K8NCDkpN8Sdki+lgQOyzpVJCezrHXqeiRX36hyWwXksjAGBBnzqGt3iCfZi0wyNsJ4qToZ4fiFTQneshSM8ByTjCbNQMlD7zEUCtFckprTlADh9ElbI07EloZQM0qgUdSRVmCIkG19FcOI4+8Ay8BPG3kSCugAEfvtUUJK0lEM2QIBiKFom3G71yorQV0J5D3d15kuCTTZf41ngy6eMNq7HzY2VQwKcdmZbVrUHsGKkOhL7Qpwa/yWZG5nh2hvg6Ac6j+TmhI/AqL0D71I8HjlsSKIbwn2rJmEpJ6QdC+SesEfYTb5KCDS5x+5EJfEpj5PrQp8deNJx3hZ+pJZMEr5bV+2IOuyiOsnOm8fECj3i6Xq+m1ohtnW6uH0Ls1vajUG8rRmJHLtCg5k5WVcwThOlKXe87hz1yXxJYzx1wXvoUH1CeJTV0S6MCmTfa0ejpV2x2KVg1S/wnW8MeyUXQL+1t2kNK/iT7qNUkonQL/bDkQnhUUhA9tlEzvzw89VDbrvAvqfwV+/MqEYFUhSehPcmqLxtuUjmLhwbWebui+8JjHwW/Bev1JT5ycB+asWilLkAkc2Sk48WZ2PT5VQrPH40qXgd28OkZy4n4OugRb+hhPQ4ZG8Bq+1UkJPHOZ6V2WFb1DV/oGV+DPSSRy1bjVQPLP6lj59MgefDd4yZO2xd/U4c84khzmeo/lvSrP7mz6gJcSM95TiC+VTrEOHcelruM/9bNvTQIH7cahp1lz2Ol9aa9203jCucbsDcE1K6NVCL3Sg0mnSMwpB4ZePKsYxxg5cp2kM4l26E07cJM+aMW2YkuNtSC/yaboG3geh4Teb7Zn3MCfz4q5PVZbJ2lv/2HcaYOO8QJSX9HUJMVyU/0kf+6BUS6sJ/OMm7LggLywA+E4bbHBzKlz0plxSo9ZAKjH87O/AEZyhsDv5yz01Ivo8ZfUS1PAP76hdxoXohEel0/pNcTSelkM24ZjtkK36NIv2PJR7N/Igb5lS6YSXfs3+Wzq8rSloM7wwWlvtxYPFAuGnxY/M8ZjOH+hyWxWbcxaWNDZukAaMwofrCiMKu2vRVDwqiq0XsvLNOyT40Uj6hQU7WzYn9vFJN1AqV2HrsRose84H/BTIKqx4wSDbr8fqOkqcLlB4AneGABjaQal1yzdETgsqhKYUXisSgKXkjtpyxAysL5qWCtzMYZyTrShv//oWfAKCPVapaxHsXDKuJGULQbk7tw6TCd0AqVkm0djMNArk9AeGMDUoYmBcVjYIyYHizMqxMBfDtuPkpSAyMkM/L2Cbp4I/uSQgbKQ2BZ8VhQpDz50mWWUxNpfSAAFJ7Vpk3PKGSdl+RRY+EQ5ugRJOPAEwZyL0n6KHHrBlND2srro/MCxFG+zItnHL4dFwiYcxJOxcsl4Ws1cBs598d+XI0gniU0X4M4wRhKHTY7V15lf9OWe+qzwYrvwK+WBP5/jK+g3H7NDzHXa0g6HO/eBbtqhA2o/JZ7RC+wPGCR5ke88ZvQE3ktuc2XpKXXyJYyT+thBdFV1VUtgZbWwggZduE4yGhDYBTTN5bP/eVifBDf6UM8B7VkB1YpSD8oeaQQqaw+8YSUXX0iAEttq9cjJS+yKxLOSvtBbyIfnvb90wSvhYAVOC4lQlaGPkU2B0knyWyworXeSIRpJuhQbFhNgZJMnaAq4PSn3IoHAgn/JCn7Mq2ZJ5KhXIsu5ZmmMO+Mr+UTmM76fc/1A+2mMjtfn9E1xdI6kleQM3GM5sscp+RaujKHFFPv98BY+QdcDODHQJF/RXGWCl7p/ie6yR+uEtKAnR6FFkywmSfqKRh5pe68xbdDFTG7i/ygnxozVTUOLfnEGXvCmnesme+QJQSVrkafb2AY8aXN7ypWnQC/v5FRKOdtp6IFWxuVfbBP4kyvqK6+9D16keIlMso839aGD+8ClzJNR08q4HNGD9GVs4+MS+QjGKtp5CiPf0fONYSPgoeQfnUcWNTEObMll0gHhQGxkK1ReLE3jR3z+QpPZBDyxfwowebxk2lg9yLdn7fBSzh5aDtlNz71QFFav2Ls6BZIe0i3NOfBu8vir/JaS3ZL2ftuTgiox1j4VB28SzQRoxlLiaaSkFBj+Hp9FEW4jIPrR/KIqKZDIIDsB6ieFP/CXEnb2+Gaq5ktK+IDPmIxNOQdB1/eTsspRjKV/41OGWEk9wZgWdhiGx3aKGC90xojoT4KP0W7vbKuc0TPbFh5KwGvMJAxG0KvFfLmCb9tubTnYKwg4YdIjPhJO9idSXtYN3zRGJaI4LP60GMMeXE1exotmDJcD3RANtX0gqdksBSUk5XxJQmgf+QJH/QNwOs+JDl9O4ChxOMmDjprmBwf10ZeBCNz+vNysmgIyIZfEKcOCXxJIksupaemGEwLaaLWyOiInYNHeGoMs7WoDo9tEAlEG5axEg8eenjhxZoyZT2ke3Ql/ONMu9s69n1wmcLp+LqctWwx4ApP+QiMOuR4tK+mSDpqKnhjXXlv1bfVd28nEYjfiYZx5hDfBm3VD9OHgQyh2awVzSfEoSztKAKgPXK7Rw/Sb4OQysolMcG4JeAp/CRqT5JOkpq9gzWNCj/4qOdYkyFTYxJKg0qpeNCmesI6AFx2f4vIo+Kf46QRDxoWvQHHgHMmp9hxOeiUdKd4kAQmc6M+ciGRljLq0C8/6ueBnbMqzshzcONMfP5Zx4AELH3xVZ/nARuXP610O9UEHKrCjX3otA35P9AEzfnGmL3iYhpqcT/Dm8UeCNT1hLLlqoaX6cS2+Tyu4siX5nsUkCfjSheBf912dApMFniUdEn0pK0Sj4+Gliic+BK8Oq/p13lQSTbHlxrDx0sYVGOzJHm18rYRU/gCKclDne/r1g+voR3/8h7aT8LHNhLZjpVb9luigbOBoPc9YKc8YvT+2Nk1KsWXxRKNZF5WYCtfyLIwrOxp0Cb+iwXR3yrptBq78hfwGCT89zc9d7fcf/bgKDyW/iUdpJboKH3Cak3N5pvCozrSffYpwqjrJVXT6ayjxHxnrUZ+HFj1qyA+BlxUUJ50oLO9xj7ee3WVNL37B7PAt5VJFJU8DOIo5DIvsf0OJj4OelRt+EriVNEmpvPRPcGb1gUSRawlGq3OGz/gIn0POYs2rqxk9SY/l5a8puJ3HTV/aBzbjCI9aFQZ3zbxI0PZ2hQsJNkGdwIvD1R5ZVpvr0ep4LDZWncSDMAyYPfH3C0vCYW2t7ezuegZLkFXSMXwYOMaxcIY+9nyaN060KScQmE4STCe7ciQZn8H0qCYfaXfid2hry3lcTx4lfQUB8PXqFom2rzEmAsOQr5MJVml1lKF02VYeAd84SNi16qoEuvpUYgGq1NE3R2hXIlY4Rsa0YTU2f+kzk6wyTQZcy4iBhe5yQGPGyb0SpKpzT/9PcjfcW/WtBtRJv0jep07RccpCMdcZQ9dFM3xa/guorPxyH13iLDlXI+tHPVKtpynhV2jMmS5c88eY+IC5LXYbZ5Ry+qhdrfouJ7KyHWTMhKkEAY5c00/95UecEBmHcKUCS9WnLnxSZxfqkiQ3fwnU2COHJyletVXBrBSSU+kY+lo6i33Y7i1jsJoDh+BUmKY8fyoHxjQG/gsc4FsCTgKHxiC4wvda7cLOsQ3OWi0pWHBMfBRPhl1Iz6YkZFEHvNLKSiDtBBM/UgTEB9JHE9JKLBjHcIqW0mfa+896NdMpuZa80o7xuIYezsBMXXgoGIKfBQdxyat4JYfelovIqGQLD8U7Vj37/l7r13AfodiQxMcFoIYb3kUec5OdnR35QpJaJa/T+NDQ7SI6K50ce3YX+KMXVQ09Y3HWym2SxwkmNCaRh/7+AlT4VjqCDJWsT7pMX/pI18LPST+7DFNW/A0vgjcy5ECmHMs85B7ZctBXC0Py096fqwr5/V2tTANPMBi3xo59mAW2C+Exwc7YffzCFxvMhCu4akz4KFn58Ty2l7VaYKiOsppQgIvseY5jk85pfCwZmUzePfzC44cP0gs6aCGr+FZ9wsfetngaOMITfk7yQEc4tHgm/2N+q7D+S5uUye8orxnbx0Qj2494eRdf058CPwgvcP7/nr/QlVkxvCKWFQixsMK20fbr81kQVLZhVsrpUcrMiDUDC4zEmMMhMGUj8UGJ3Abn5hUmt1K3trXpX8OS05ej9lZltoEAACAASURBVEonekB7ZIpAs1IjxZgSB+558YpxSPbQB/60lUAGZoMz5jZM7Il+BHMlHZNcbZj1IpaUySttPBoLbMYRvFI+lEqJZq2OaCP/5DBwTkwYktbEOMFBtNXeXyer3ofoscxrPUbTKoCpCB4YB6vbCiDQClrYxPQ5MHBjHAdZP5IhkU5yQzmE8eUFzvAZA8BRkszq3sRK4pKnHJhXbbVndkrKxJj6b2LBgIOTLL7RTLNn3fODFwRhZAkqTrg6PClj0ixQ9Mo7ZyWCcuJ2iuhw+lOfg7Lcg4OueVxTgVd41X36iJ91wzgc6K/6lINMW5VrcuJnQKhVdD19SH65pi7wlLgVsyib7YR2Wend3PL+cs5pw4RKslwf/MCmVcY48KdvFwKhkYDZvoJhqBiOUJNdEqJ6mUy0JwBzw+fxphdY4pzTnvvoS67HKB5Hdl+F6R/7kD4qOA0ZcpXkFWlI5bXiNz7HBT8JWHL2UUIrlUaSnKuvyJheSprxI+GQ3UhaTEQMM2f11fsADtIk+QQL8VgyFnYdZHjhMd1uf80BkeQMM/KKjr+mgOyxb84OSl6Vte9yssiYfDYRWTJueIhvoB2+wZMPj4NfZOFg1Au6NbL6g2eShY2NQ05ExAtPRiJLzvYthh36KBPKek3CsWKtPt2kWLA3dFB0wUN/nKbzGNmFFuAmqQQuuBGcbUVeBXbbWuErXEX/tG+QvjNMIVn/SVfKL8V/90QJf7e+qUWOyD5+RN1Lt9AVwSmYGSufraSP/NK0MBC6/DWe0V/jNG+xiM3SVv4a+Mh1tkX5JNtAYOpcuAUXusJP/pTcTFscqINnkl/shsLyGdKZDf9yHWV5akA58CX/og11ZPyMG52gbeRGXfSwJ4voVH8Mbt0MDMWlsjclZXoXdTwBNX70Dx+sZ3raWP2SF9B2XJtu88Yvigof5TzWZdl17WlHjkwyciYX0iovejrJhDwJOMG/T1jX1toWn7ZUcCmdhfc8iQFlcci0y76rDniUhnbuGI8cQrxHTrJJCdl2ki+ZiCfkUsYdWh/XMaL04xphgovz43EDf1lxRCAYUJJUmOQk1B1HDKxgzGNmwTgQDM8U48QsiAyJMBUYFdzn4JmZvDfYliy8SiyhVGKjAGHHDl4IGCgYCIGNJJxrG0pGtc3Y6dh4SRTSllYYM31QBN3vQ4tXVhTEpMyGxziMPbd3jZNtYGTllmuPS+Dlxw02dYY+eLx8AFMzsGINfOVSY8IN2SQwhyMCBjRrFaGCudtZhpJfDUR5Do0j6E50VF4OL20YEBqUbFVnPZ6iQTlC8YzkDjnNA3Qg4G/ce1G1U/LGdSVuIrA38sXcl6boVwIsLZKscQ36WcmD73NdrqFFgUTJ/aayzNw7W1hCYLqFvlmjQy/8D2szPvfzNW3SHpDQxT3JhxIQ5Fh8mRNZ0SV7GYgAW/Br8kB/dIsjdPpsrEKzYJXe6cUP6b71PDyIvoZ/Ks+KBfArqR3YjDHRhThsjVWrNsbLuMzXSnYrmIZXi3DHpEr1UoCiqXgl/TPQ3jV8nMdSZfmS1Hfel92nPV5FEs14NfGgXnUpVyJMICnayn64U8CB19hPaYcTL/g1eEE7JpWCTUKxywutun3wv2m1SjpXSafsQXXZL+9EhDYcJGO04U56iI/k02VacVz2lwO34ImadT4XDODOZdxnvNQxLn/xdQrB8DL7I4tfWXV0MLZfVAJWfFaMou2SftlfZBVw4J1xOYOj4kES/EnW4WH3O5FLjdPrIYijfB4+dT6gjzgROuc6datVspTHRsW/4FP0ISfZcnChU/Eh/ZMsL+DxsPYFU45RvsY/6CCcpjr4C69SPt+HN9hDj5PQUzHTPHH8HFP2YLp4hl7pw+QXFluUE59wo36WA7IEBrqiscsjR1cjI87SiJkvyI/2OZcOO+Y6mQQO/fDzaiv2W7ekS2XT4KUxC1fs1jHVFHkkRwvJeSIUS0R28QtA9wh+8hw4KgM+PLBHko4Bj3tsODAYT/nQRC+8ku4Lgp9Ucwne8vPhs+of/X9f6MosxKOUOSTISmAiyNlASSSUjK45oUICMFwJEwll8z5ZmC1Y80qOVk6tIhnPvUtYldAoGRZci1eJtBJNZuJ5EW2Sfs1KgMmY4IKgfK4yVi1kFCSi3qPDPUmiHNGSk5TyrbW2tbGlRB3YwMuBvnhlox7p1mopK5ha1WaFp75xi1MGHn+ZAVqHUD5DHArne+qDW+fxtEcS1cbASVIwbPABPmWl+7WCgTJr3ic5MQ7tou9pj9kzHnW0tx6YXnhp2LVKXffShRpMkgIo/NfkxjIlYcvRAz7tavUI/HUNb/qWB+OnuoJPX1OBY/OKJbD3D3zNGE7GXA++OZKUcc915X9qz/3CQV4dhk8VkY90BlwKPmfRNYabeo1L2oCfdnumbSXe1omaGI4uohPusYIboW7lBbpqF15wi9z6wQpS4SmZSjcszzRLQM1ENXxSuRy6tx9Ao3Z1F6/Sr4/FBXJfetFLiernBK08vcD3xAeZR9aXWX7Us/oUnkd50dHQBgqSQyGltvCt+C7+ldJ3OIW3cF+YeJTOlj53hSkfYLv2Sk9wqWEfOCHqYQGjOuXS6fI92KLx9ZnWCoila6wqcajd5I8cNB0Eg4/4sqAOXpmlXD6SsbD1SgSAG37WMJJL9A4zxf8lFgwdGtRhI8FNiBbeui6gSqh5elXJOz6Eo9tX4TfTEbwCx2OMcUc5V4b3sH26wElbX4xxNUYK067jRT/zresl+r60it/5E7qle9ZRQEMqNhbz13D66k3tjUUe2Bir1dMB3PAgeHrXtxspLoFzxp36ho8pUlv5weFTVFe4pl3Oji1FA191y0JXyS161nlLLNZikvUUPYl9CyY4TvzNOAvnqmfiF/884C+0NMgqEl8LvtpnnJrMgNcMx7gPe5Bs06fsljLJVU+grS+zjptWnl7WdpeSgeheN+yOceEGTFZvrVW9Vvfgl1Xb+IjRAhEvaI/6KH9Zsj143uFXH+CyGpunA0wgkwjPYzzKa1vjo4T4O2ChnAlmObOqCNMINDCXWRrn1ANukae1YqgkxsmdlcaMl/AQYK0A07dq5CSCHn1IVuXTq1C4ICj23XYc6L0k1Mn+uZx00itJlazZh3ulkTaa3SkwjEf6fbWCn/mtl7xI9DjizLmmv+l04mmn4wSABEW01IokSk8ZB+2AZ+MawSmwRGfRI0OqlW/GhpeBmwAQ3PwoR0N0pSfBofzw1pYdaU9I0s50GHcnXMGDFnK+i8LusKn3xMPIzoZGoqnVoilJiFBEX/GzKxKyZTxm/HI+Xq3UtZx8dElILawUgwe8RR5KgCWb0AKfx/zQCSU0I4NictEpepiwpHja3kCipGSr6Mm9HFu172WlfMv3ccyUQ1f239K9D6mglwDvwEf7HEpsFWTNH9VUveCnbcmsy3LiqWU6Mp0kp9nTqrGqvxLkJfkHF87Zu6tPDk1PNmZfMbfPtfSfibSSFwdr68WgNbJfwAv+AKS2EtGGAx6p/zTRiL5lzLTLOXYDrMDpbZf4iCTQ0IxDO0326asVqrGXDgq6LdQKUFIY1F54So/G6pb1yAmJkveH8Zwy6KsJgpNY08+YwMDmBKtw6L63JtOdPunQWLHE7jjATYEQ+gsHyjovi8/4SAXDehSdMYNbAev9gAFu4KPJQC1siFZwTXZcCAYet1wn6eWeBKvjM+NYfTmJx5FhwU/8CcypuS8Lt/QX74TXSHge6CPdqz2yGU++YimMV132x+KT8bn8iZaSre4zSJV1Wme9Kng9HhUfdB88Co7kF5jUKaYvriJHb7reLvUFhhJbyKpFk4DMObqmrzaIl144iR6lXc7IdVnO4IYuS5+zxaB0d8YNfPp9aJcdBvp0Rh71tDY4zjyhDL2V7k5jYVldn2XHFZ9qZTgj0F92TUHxPuGNIvmJNI5uTvfyH/UEQTQVPfCN++CKbDs+5T9s/QMYbRN3A4s+spmDg3b40JZwzJOg2YcMKI/uakTeRwfzcyHFGAg+GFLuMfw4kJwBolVZnEuFXyW8Ujo/LtUb8n2l11sKMviDtim3L9Vl/AQtxss1Lzbl2uPjdLNX15CBK6eIgtfY0GIlWBR39AT0md2S54DFYjBzYrtf+3xmBzNfMzoBkVUmgMAT9v2SALM6y4EigQc6TmIexQQOuICd23qPVPg/jxMFVjK87hVnjSn47OO1Y2QBi5mXx+VRpRNqxgQnG52TPmABg7LEESe+fgRPvY05MnJsIxAJ8TJaaBbOwOmfF7NRM+5sjEKMsgoA5VfNh0qyNWmRES8Mo64kEknmVKBZc21RyHUJeJYn40AbSZuS2b1d7ctjU1LKwvckdsBX8IN8DsWA9YZUk5SquFbrYyNJFJOAajxom9UQlMUbYI2K9AEupbIDDe4kXbzXFjnvDa6qtqmnC6wg+LNn8B1Y8AD0k+DDA/DrOBWAlOXbsySoyGGZzgXeMLGaVl2po79eSNMEzsH8YOnXw4IzZ/roy331YuTnJcDR9Zk/TOhm3gFPulwDzG3hB3oDRrIOeF76Kz7FAKKQQbLaiX+lX/I+yLzkJl7b1LXKof1yoi2Ksyhj0S2pgAIb/fhVRdvgen1XUj3hpxrzv+00OAc92V4pFq0VNIsuApoC2IRL+DUnEMCi7z6T69pfCG1qAyzpEHa8rz18M/7qx/g15hzAw1LhWvXoNOWsEBE3cijR4Ime7AR41h0nIE5erXu1SqYtcGVS9b1z7Jfu1TWg+3nYp/1xeJMGyAIY8bvwijJbp+kvJ5Auo33xiQovKPgJjPqjJ9EjJtC1vSKysO2VAsmH1vdygVkTB9qmffSu83wiOD4MPJho+AVAxwEhXToruDwtxJdzlHx8g9+rb+HqGztUK4NVNTA5EpO4Dq9UwX9TQpUV8sgydfQPjPT3/fCHMzx4aRhDN00fPLcOswomvSt+UZ9+wJr7M6bH8yRY9VPynLHVrl7u0oopeMROgAlvNscXBpwcVu8lvnaYXJROcAleOtJevsafCIz9QQcTYiaRSY4VI8RuviW6+GRP3qPgMc3mElxfeOGF9v7772t8bCCTbCPw6P+3JT96uA+FSEDKrFiC6AHKK7JxOpyd4LpcgX7yWFYao+6gFAPEKaDfTuhi20bG4nAii3Pj3sqsxK8eW1IfPHAoKBjNOEuwBd+fCXN/xsvhoOtHOCR1GH1mJoZj/GiPwIFLAAWGVm8KFP3SHxRoQxlDBRfKOWjHlgOSW630aiWQTfs2ovRDocBF5ZXQ0T888/WgBXzoy0HCSaAd/FCx72Uvds4EPRJeyaj4IkUGFxm+4QlOjc0YOFrGoz99+YrCfOgLB5XcJnkcMEpOMtZafaAzDNK2BzslJeJaUXLinf76VJucJjQ4OYMpmnXq7Dlfxp3xWi6jv753LHi7ikk8rjc6ppM2CqblHOTAYbteEPSXIqT/FTyotzN00pvxgaHyaifbQieiQ3HiIwfok0bwDu5RXyXhAV4wkTngCj3pSrYUKGGFzkq+GJoyDvUD7+mrGpKxfqLTfEgimyHtH6zUSupSAbwlHubRMU3Eh0qKuU+iSp+5H3zs9/CmkpxuewYmHZiGfuAyvOsBuuiWV4EX6YH+FXPRNfFbgdLbj9B7dMF27wRnF72XT/BEjvoOAwXJfcGVvdhqZDcZWkErbaVaNdnYQK9HUAWv/AOfJF5SoTgYydgruwrq0TvqKxjCw/nAdvijnD/wUXIFzQmoc4cK+PE3GV++ofmbtxqb71WWggdXwMSWgY0d7GxvK/GgDwmBcKBf2Z5wU1K9yAvaxTbhC+0Cm3Hka/UNVye7IQF807a3h7fYQ/EpZ5UVT9MfvBm7xyQSuWmljMRVsp90ivEqOGkcTUAnOcCfPr7swn4ZnobPGZ8zbY0DQ5XeTfC67lWnJOPwOpNfcA4eJPW6RkdqwQW44MUfdfxKInXCKQnvjJR8if07fenDy6eBO/tG+DHSBMsO/yidKF0GhnQenMQ/J3jRSdEtXjCxwX87H5BsK9E0rk72GI8+2YdNe8EovsVvA1+JMMkwiWzpROohWfIUr2xLiUvwGZiSGfyVPdRT6cii+wC37Swsu8p4khm4MY4+U+acIDbVE87kOxN8PDM2IS0FLk/T+0Be3MJ2xMu1tXbmzJl2+aXL7fjx42oVvk9dHunlF7oya8xNPoShTJwdfKq8J7gYF0mqlUVt8sirFNPByMEvwsb5d3gTrAQ4O5JZBDXjEUySYa8aIDTgE5wdmK1/6IHHtVEgTYRHGY4OBQQ6SoP9UgZupT8+P0SEgqHES/ajALe5OVaN8z3cwBFemn37m7n7B2ttm68FNJIpryTJqKaxkpzaOEzPcGrmowIrji8sqkSeZHruzz2yI8ndr72z3jIC7Riu9w1TL54RVLioz4550l2DeL7Q9pTUEiTW2vrmZttc98ozia3FU4mODNuBlC8oQDM/26QzBlff/O11SjZwAnYAGByQGB0aOECNZDcJnnBVeTmR4iPNwxvaVndtI0iSQ4jBMW2s823dwGc0nDFJOg4H3XdSJ53jV4sqyNASJy+clPwBD1y9LSLJElsa1vgKSDy4CJLHEbZK3FLXg8JIJoIDjcEyCWR0vkhWHdeUsy7AwVDoQ/hkZqaHz4HXGVb4M66O/HD71C12ShH9NWaS+ikJim7jI+iTJJXrlMEvxgrM3Ge4DqNkBC1Oxd0C2XX60gm8SgGwuYVDgWahpLellH4ZU1/skD74MbZg+mO8aie9CbwoGUBU5kAUfac4QUjBO183qPacOKyJ9l/ovYInOJXlQE3ol240dKU6Y5MJwtBSYziw1pcLwE3btOZ3I5xMkFQm4MOD2J2Cq3ADn6xODrus0Z2YHtAPP+uEoL+ZXXtME0TzTesku/hm+Vf5dHNBeKJPmji4DPxoO+OXZEOwk2jkSVhxFF5oz+UUb2jPL1PB4+AhZ4HuSK/KjqTbHj88UbsifNi2dQ1/nR9rENxZNyTkacLDfZwV7eSvRmLZ8QmT0xZ5TH4j1bQXj5BxfqZXeh0l8XjZYws9ksW8iFV4BK/lcZBv8GKbBPedfxmreAgMtZdvchwGV2TG2CGB+1kOkS+yTjvxXn3GV1iOHjnamFwSw8ABGH6y4dxl3hMqHtUqauys8y34pqDkj+1gX9Yx95KeVTtwEjsc4l2KHeI3AkssX/RD8gspWrLbnoyWz5APqGuBhAe1sso97cFM/yvBnQamXGWh2PkTcjl54kQ7e+Z0++DKvXbjxg358vjNRQiP7u4LTWZ7UInRlw2g0Hk0A2kOSFz58Yv6KUldJBzD5hFglHOd76zQq+BnPOpRXMHr3tmwFPi6EVsDPL6DJNuW9VkJvZUeDbHwoqN8mUHJq5wjo9TBS108glHiZ7+CLYMPyVf8EH2hhX5KJjOMwBha2pJG0D0OQ01K+XryUMOzSstBX+CDh4ZegN99Rw+0pboiBGXf1zck/esqjAssDtGhAXRLieB7wzmOxtsdmHnjEJLwQBF9Fcj65MCjYjR8KguDZCIgZ6WZb728VQkBlIkMjA/O4bnYOyw5kRiab4wDzXZwwwXQN23APobWeQjcSmaUWJJcIqPykIZumYoPJHY1JgkYxAMzcM0vHK5NTjJklWLfSa3reaTsBJd7kmt9Jxf86uW7zU1/Jov+HBoSnUYmmsFT5mvxVxPGyIug69Vi+LG+RjvDyXdloVk6KGtxXf5fLs8KLTTqm73QrC93+B7Qcx8eaoovS0lq4MdeuRcPi+5cz8l32iYxhmbVV3KLXSfB7cktfoFPiU3bjDI2HIIe9CpyT13OD5SXECiXktGwruEJeoGOzf26zsEn8c2rs7IH6XJGe/CsIAVPEFr8WOlZWlOHDSlQRriptIV65SR1/RG3bS5JKl0UNEs/OEXnA84eq1AJ3ZXwKnmMn5fvrsfbYhG6t/gERT6hbHp5HCXb8JqtJYJJMm/fBl49AWCcQo52SU6JEUweQoF4XfsaoRc/CS0kKjkS5HNvx1bJeh4xK6UgyefJVT2qpUPxFH0kCYoedB2hDfQoubRt6hG5jLnqauD05cwhvqVd2mirnOHgm5PsBn6owg8HXnXtp9AL32xni/tcNS7bjurRPx0lM/Aq3KT7HaIveiK63GaZhkhnodzxX2OJV7azmYZc45ezmyS5RPKKWRfDxxlNbFJwPJB8JIn0yVOn2t7OTtvZ22v3t7cVY/aaX2pCXkhE/Ca+1URIT1aAgy+xiir3yBjRVW/Ri2Ssw8EhuQpgaE8r2bwm22XbNRHrvIe/kz7FEsARf6CR5JMcb8I35Irue8zJlooG+S8x1pBmXuaasax3LBwY16eevtROnTnTfvvee+3MmbPt5u2bfQxAP46j2P04QD8IUwycEk2CjJMDG+qDPaaSUnL3cb/FRGGGgehoY2XpAQRHn/Er2DBCAmNG0xgohtr6ERnCUhCcjC2XJB1odjf4bAkogLRzf1bkMkq/cIF+7tarwlbEgSvA4R19wcGO2d1om3/6yVjsHZq0RcKxlZbBDWdlrhgn6oBND/OJWq+sBlcSUU0ahIdhkaQkUSGBAYIe/SgpIGkBMpvB+UGKPBKpR6n1gXV4grMj2Nto/CkXtnCAE8aytbmlx1Dgj5MyHwhAeeltox3a3PKeT3083rBMk3kE/0l2GCO6gMM2rCU5uIudkRjuR1tJliJA+Ij+Qfug3wHF4wVQJUd62XBxLCWA+6w6u196GLf1tsM3eCWfIcdCSeUkeXLYamMZ0Fd94H7BNe08ZXAiSz28jdNHVkrY9dg1PwcaPRI4yTf2luRScnO16ntCXDaW9jRRnxiMxjffqrsCaK6Dd++XiqVzaJ3bYx+UJ5Gly2zf6TPXk9AEd+nd7BtiBEtjcxv6pAe0m+iDN0wek8jO+ihQ1NfnfriPXgKLPoKfaBihz7jUhIkxrQd7CraCZYCe5AmS/YG1r6y/YKHHOeSjclM40KdrLWXgRx/GrewB24x/UbKTNoElecfPVGGNL92sL8RENjMfJxC6RG/5c4A27rHjjmd1wiJs815VQ845ZL/oSiUkjMk3aTmAryN6AK7FD+A5QfOKsxYMNAkZ/IiPMBD+X8Zs1OiqYC+VVlWtqJatqxB88le6g+xmOdDOvLW/lnyEu7exhJ6MCT+gC39CP+A9cJTMerli5FK7ooVYsKzzbMsJ3OALHfbrJZuJLh7zxy4YM3KWfEo2qi+9DKyUMQbX0MaZ/l22nQgxqo8DLvhCVv15kflPv//9du7c+Xb86NF26NAhxUEo1l5sLRqsafX5xImTbXvH/noG3a8r9sDj6A91wlX+ccQmcAye3damp3Yd5vSEI/IEXmD2dlzAr/JZw+Kd6KZv2tNOcpr0ElcETss8pIyJEOXYJPiSKxw6dLTdvXW7Pffsc+JbtplkjMdxHtb9OKAvwYzzq0xH3/+TIsfJaH/imMEvdV+4tdJ5HxFwEaCd1SyqsUqbzglstIrQ44jBS7Aq3VNgxHFq9aOShDI+hQcZlCHLXfFf+Rn0IJgo8arZM2XBAXz5w37jaJNI0zvtchZMrTiNfrQDPzsHYaEgKs3Vi2DDMbkWwrtvViImo9cqeMpHIq9VZT0OGZvB7VRGMgwHRAsvgdVLaig4+Go1oLXGT/SqnbYZjO/zinYlrSSnm/pDtsBBLvZtMSL6ua/r3A4c48jSPrLlnGsBA4lyhP1eMhnJspvEyZpr1hevslDfv05Q8KknqeUgGIBH4JOgcEvyqi8vVLA07ewZ82otdYswoK9LTe3gqZIX5RXG2fiOFV4hsfSfErz1Gkt8jT4bBjgLTvVTggY+hTtnEaFGJDRLQaz6ccKZJTkU36a6XIo9SzxLnc7TRIF7+BIcuTc9Ew0kVOtMcth6gc2yx9Mr+7KpKWlL0tTtaq4rh02daJ6Qyn2STTl2CRp8LDtwSLt0DadoMx9aEcHnIFQCSCpl6FVeK68LMAOn+tHNEAyAUbCPrOZED9FCaAcPtaknJuBBCX3kSyZobg8k484V/kzw5+0MhXu2EqgN9fBR41Z/Tfw9QUyyIdzLh3VbDS/EF++ZTVGSkwXbLh6kP+MCHz8kutJZ9ulElCLGph4e5bu8vWl8B3wOz6tSfGLfdQVwihkzB/W4g6x4ppyz6J7sh3ucpc40KPn3M2VL43d48mVjMqF21V9fM6gtEWqv+MpbyAPPwNGiUtE57wVPPbgt62/qdA7+wJYtjK1u6qdk0vaqevQwkzUA0Kf8UsaRXEpeKaOpk26/ZCweTYhE/ujhxsZWbW1x/BjNfJ+2jB34OQul9fV24vQpvZWPHcADxiZH4AwXWc3f2d5pJ0+e1LsSwXnkOqUXxfPAj65wLxtJDgQf9/Hxtui0A0f+pK9lq+AoWyjC0MXRztM90aHNYbJ++W35herjxNqtMpZ0t+iFvymHts6zGpue8EV9ks/IDvwN+5/+9Gft+vVrmmjzC6D8Pa6jtOtxgX8QbpiBEP0jCjzeqce3OA/+9eAyjG6UGWaSPvWlH6sg/U3lCnK1J3f5N7jVt5QSaBKGxvR4UUS1UwLiDeoyeBS440di6sSSlR71JoFLUKiVC2jGTygBzj65Yk2HZd1VKcnZzq5f6qIgbWwIDjyUK9GsfgpGWrn042lw0V+tGPPI3sHetGAb4Ol2CVVGSj5tSuJVi524GowEXXtM9ZPAe/WjD3bIwAYGAY2D5GZLH9lndmx709g410pcy4/qHsfhrzEYDuOyAmI+DkYlwAtmBWqwZFWAvzn5YdU6+Hts+Or0YXnWCJ/BYR5PfKpVT6221Y8GcC25TMEJPnOQ8ClRAUH7ayW02TqgwiqPwzAfSDj859Xbnuaki84zfd6Ly5i7Snrpz0Eb7631CznqM21loE1vGxosXvXPf9ARxwnfPdngjCLVWNVYK45imB/dB0bOcyKcayYywYPryJb6rKPxYAAAIABJREFU0BmepF3gzWfbhH0ICWnaJnGlreRTMpn7ch1b42x7s50tt0Mi6EfaLNfnXryqsWg/H7AIXaQNcOAifOYfhtJ5UOOI58VrJc1cF+wEKPUtn4Zf4y8BnzruFda6LvunJtVOumBdDQ7qu4T3gDOoUXt0JD5PPgL0nFTOHgZcoRvYol97AP3YFojmyaBN7WrVVHypX4/KI+9up5HHlJwAS0FeuDkws+rGgT6DS2hntS3Jb/CgDX/gwDnJKXQxbujlnEQnbYHBj8tYTOarBpYHtS7MiSO4Ek+U5CHX4p36LMlAekeZVlunFUHKql/8IPSJxoqTgqevzhB364sxHTF0mknIg4tKirHxHZP9aJxaGTbtBbPGSz+GgEbGxKZjDzlTH1sXXtBRK7xZpZXPlo2ocdd/klfxRPHGNqWtH9FH8c8vn2nvtwcT1dLR6X0XxsC+Lj31VHv33Xfbk08+2e5v35d8GQdcpAf4wc2Ndvr0qXZoc1P7RAEIPPw5+oL5RW+CH2d0lzZpJ3cZP2B3Ktz4L/oHb2kXfaVOeKCHtRBHG+tE6WPZoeqdXfUnNrh7/cR8faWjD1i/QAqewVl41IIH18iMBSxwQ+/ZZrG3syt7+MM/+IN28fz59vobb7RjJ461y5cvt82tTcfDxJh5sEd0vcS2RwT1c8BotYOVyHLIc7OUxTkoEE0z3cW2i44BhpNM5tEhyiiZ1k+oEQTkbBcSZduBA15eGiNNi5MZgaeX4ScIkJ+L11gx1eqUkrkKVKIbvFE2qHEC7hscVyj0nkX22iaYVYcauxIHPeb2NcqNb7HTChwAdqAqjP/BULWaSYuShWw9XcFOwbx4VGDKTsRb42TnDq75S3KaoWUM0AuJS2PRlr1D/JG0cA8NJMH0YzzuMViuY/w4RI7ZCYa2lGlFuLcDdmXRxRXgzQnUMjzupVdaCfYqgxNk9uL5ZS0HViedPJrKkUQD+WmSU4GPa2gBV9UpkXfSAouV+AZInWmLLtn5j6RW99WG8RyAnBCmLeUcwKBMqwkKVIvtkghHZu7kvlwL12IwK678IQu1R7bl5JY1jkScarefkhNpv0ZR0BD+hWhPPl2t/ylDP0RP4UFFEmHK+cs9dfEFvjYtvFS43E4D/Av/oZfS42onfpR+fG5XJWo2HHQSe9OEgMCD8kkPXa8EtspQdCaJtgUpvdrSn0lCaAwM2iHg+Cglqlo93fSb4pNQqVPSa4UQ3NiSlKTkQhvJIYm1kLUf6+MQ6AJbQc8JkJ4w0Q96QhOyKr/ayyY5CpH0qXIH50okw6uqA2fsiESix8aqY1wSSKNs/mrMwCW3L1w02S7Zii+Fg8auVVcBCp2+6bog/1CrUdDd72VjHhsfk2PWoVG2uKoK/kr+KsmEVvt1P32iX/wQ/jTfkuUc/xrYD5zhQfEBnpDs0Q/4lKv/VE9/xuevOCmQsVH64Vf+pUPw00jjgKuT5QWe1NjwQPVaFayfL9/YMt+LhiTb4ALe5A1KdMsdvfzyV9szzz7bDh867BcX5RPW2uFDh5TAIa9jx49Lhzye9zdjmfiI3f299sYbr7dbN2+1e/fu69dGsTUWxljx9ZY+/6z7hYsX27nz5/yVhdKu3dLB0G466ykvj+Y3B/3gIhxqWwwJomKdksXx1DMs7PYe+yq+ySdLPxwrsZFIjjN/4C1eKf75vZTIQjwt/jKWXHtN4sBJSXVHggblx2pitLWFf11rP/v5m+3Ktavtkxs32i9/+Va7d+9eu3nzlp/Y1QLXDOZRXY+I9agg/jfAIVFCeD6m6wr6PcGMctdLHTPoOaEEFjOd7W2cGGY3ZhSqw+NluBlIMJADkegmo/U9HUkCUGQpHUKt2Z7cYt2r9fCsTsCmrQJKsGv1dxiwcbUig4zvuTJ7hguhTVaNQjtwwAlnkyMGnfvUxelgXBirgiCKrxcU3JoxJ10OiH6OYVLgFbBe9cAFPOMI33rgq5aBxXjQBk6Mz7VWkbUy6f6UpywD0Z/V25STAMgB9MBaCVd1wOHJKUenzGDVhje6qf4Zh+YED44ut+rLPX/U87dQnzYFSHVVBq0JPElKsro5j0sCTj+tVCro4kx3+mpjksj0MY5ObJMARu25h878LbcND7r+EKTSuQYgiYuKKohE7/Q0wrqqNtWeJBZ55nu9SgIr8aSJErxuM06aq2s/wSv+cszwUzafoaM/oSn8+sRm4j/KFnuiPzYlXCd8Uj7D7/KaC+saWXUdKD1bbva78KevdIOVG56kZOJAuXjvZORhMBbsq8YO15K8BZf0j8xVDj8QePEobXNOn4yTsxwGfUu30IKH2plWlfz9So0z8UqfLuw4l8+TT3BQZgwl8vU0DZtPcOULCBz4f0/WvLoqWU6fItRK2AZbJMwV+guPyDv8LS+ML8E3yqcs76VVwjPwrCu1lV5NWw/AbU4CJOPYDZVFdz+LGvNwuWyWTdezMlLzvwx28j3IIn+9D/VFby+rcRlDvlm6WJ8D02RprAiqvsZYchGBsnBm/H7QL3+Kc0PnwEX4FGzG0aRFSZJjQ/DVmfaTLPCplNPv3v377amLF7QiyOjAgVXsaz335Dk9Kbx48YJWoF1HnN9VQsziAbL/0Y9+1L79nW+3I0cOtxPHj7e79+61nZ3d/lWP9UpIWZVkAuUnSk6sSRC7L0U/FQ/Hyj46oS1RlWSyGCJ9LEZBh2mrgvC7eAc86XB4pe9H+0kR7pI6jZlV+qzOF8+xJ0Y4fPhwe+7ZZ5VoSvbgKZhDLtgSfxzAjckUZspB3Mf6fHjrUDt29Fh75umn261bt9qNTz8V/xiTv8d1jGnj4xrhoXBhTFY4taTYW8W2e4Euqv20AuFAZAbTB14zM5gDFF25V4BYBFirq3FDqTROyzCAG1ick9QypvG14JOg0AZl9Ipa4VgBecBmbNehtVzhOHXUNoYokAtrVbgSBI2R/X3VLQlqkt2MZb/lZJF+Lvf4jItSm4e+C2xqbJCu5/NgOeZrlxUS1QAHYXMsGkUhbQyLW5wONHol1jLkevAVYG4fJ4UxManHQeZn+oITZyU/VQB88fRg8QU9eQmJzEGYxIzDfPJ4jMOR5EXORe1YBXd7AgjX+hSYkoGx+gwRcQL01VGrcknOKE+SQHuu58RP+lSJgtqhJ6zu8ph130mrAXtLB7jCu+BFXXSCa+ManB9cUen1tb8bPrFFQSu3eirhhDhj6mw1QkxWYvroxq06fcXL3IMrfMhK4wLMh9yEZx6zDN5KuwADGvyFqyGnPkbJQTIlWMTeijfo1VrJ/SEo2Gn3iexiCyXD0RmqkDXnwlGCUWAZQQKa0IHYec6CXP5Czr/0BN5FH8NHta2AJb5X2xmu2iz/V+MSQGd5lRHINpkE5GEztMg7KMgW/yeY1M1wJIfa1gDMuU5wUNQ6WKWink8CaQW3tgvYf6SRtyXELuMrBUU0++lb7klewSHJLq9ZBwf4jH+SfZZprtUjXPoPzCw/+uFrIh+NLV3yatU01xKy4J02SSyCL/gr6focPTKA4m/xKMmg/JlWfcd+VOFUei0dK3alj+RZZfNJ+sETTOTW/Zkpz73azzhElzMGBpPkN8DVpm6Cl3Rj8cmMcAX21CYgKEN262v4CI9BLOV+/4CJjJ0NNIB61wk+g1afgLt963Y7uHCh3b13V96IxA66kPudu/fan3zve+3Ovbvtt+++6wRaOrShFdNz58611177Vtu+f18oHT9+rPGZroP9j9qpUyfbtr5h7LGOnDjZvvGNV9t7v31PCS0rsiS5wmNrU+dOVyW16HsmVadOnlTiDcxZv4Rv4jsUyIbGlwdoC/06JCPLjvLOD03Qx4o+OHHAh729Hf08O9snnn3mmfbhhx/oheOxOObFGaBmHHQ4sFOW8fWUpHzAtevX5Cv/8A9+v928eVNJdffB6vB4/hvZyeOBvwB1ZgAJFYkS5wQV/6KWBYRQIlwnNCU4nI2mBhYeA5S9aTaVPpwN1/tM3MYwMt4CcroZMB2dCTRO/sAdQWu8hYBn5yQ6olwE7voVrJm+jMf4xgF8vBpDYDNPpD4qZ8wJpOgWXG2j8AqxV4kNJzhnnHEevJMi5yeEtc9JFC278NGVZLLjm+KHjTd4J9r6LTS4/cwL8OBPj/oKLM6a1bockavGL/8ug6oflEAPWKXhYAjgASN/gZNECNi0A26Ci5zmnNRUJ3DGgTowOXgkSaRv+mtsIlYJivb6p5Vl0x6d7JMddLtkmH5RYq/GFkE6lewK/syvKnJXOWO3BTY88GqN6aUtOENvDuqF/1TW81D5zyl5LTTyspphD1k5+FQjgGqyUkpA8RTxlXQXEpFNV5cq55QtDXTPXy/n6UIYMPXhEhuZ6cwYPQGsiQNt8ke/9Im+c0ZnVVe8wwfMvoA2LhuJqTgceZQSgwPjdxwqkRXwadLEPfoSKaWffcHon6Q2bZOoRY+ic8K9CxWxEOy8+iIbpG7GJUY34aCxKtkLfPG0+A9MSZ77WSbztWj0/lzByDgVXMFTNMg2zBXg8m8+oCu0KbAKT6/GIgf5w0pWSWRpo1WsJI8dZ1DFUh1AbC+VIBRuGudhydqM0PI1E4vgPNEIHvw5djHprWkCbeTnTYNWCYGpRG34FfDrB30m2NChg/NDrnt9AKTNw+5rYjTDDy6CM/UNXPSoH4XXAr5UisapXemD+hXMLlt4vrejxPLI4cPt0qVL7YWvvNBOHD/m5jUYvES28aVJ1na2t9ut2ze1neDk8RN6tK5PZ7UDJaJZab19+7Y8CzDgO3/AQCuufHhVq4i7O7vtH3/8k/bPv/mNXvBijyk4YRP67Obebjv35JPt4sVL7dVvvKqVTvSY5K6k0vU1+sRLY9gP3+A9f+GCkkkn65Z3Eln4Gp8EydgCsBN7gAe+NudhF8Ue84rtJ1UQecWqWBm+dP5C29zgq0F+cVayrEQ5+AYe+qvYl/3rVcH4fBM+PoiYbMtaa9949dX23PPP6cnl6VMnG3+P6/hCV2ZhFN9pIzQlUHDmEKNL17mWYifRnQ1IAcYOP8U+G06MiDIHosB/cGUzgSrMldvMmCgPDog9nJtbXSHBV/jRaVoyp9yJJVAYs8ad6aOUD4PLYTvZZgw7uMGT4NPP+KjiWcpiwOWOKzkWI7vyEhFDI4YHFMaOUouE/CiEuxZ4cPIKtKKqmOmknQbAjNyEf5HcjYx6OWMnAxpzKTFoShKMD0kmSZpeKJNzrxXOSmyhlTqtUlVsAyUF1HLyFMuIxHZkJOuPGMxz9glp+Y1H3CQ8vjd5XiWO9LSiqQQ5K8gjEUwccSJkOZtGK7CSxNl5rzn40J4tQ7SdjyS5KifhkaSwCZybHQX4Zi/gQl8PL6cOHfyxXxRY2cdLAoXzVTCt1WRgGH/jzDX8lGOc6qAl7ZL8ktDmGjhcL1JkAuA1spMT1Gq6FFlOD3yS2GU1enn2DkzRUfiHjtBPvXSgCpJ0Zb+s6XESkGvkyi+yZczAytn2DU+ADjPdX7LQFz9YAfQESvJKjkE78d8CkQxrm0Bg5zzj3MsQXB2iY6mvxpJcbDM0nXko+mQ7hiO0EKaV25MJbD+CAr629ngPb/cjpUTRneBEcmMe9JJJfp1bGk9yqrEXEp2ikbJojLANjtL99bbPz+7WMOGKAiXt8q3Z6aWVTrt8GT6n/Gy9OKpHOfElqvRKsXCYeCa8pO9+a5zkJr5eulaT5c5TEouNCVbh7K8ijOQCvnV7qdgWuOEm8t3bneRFRfGLM3Jb5n/6zucZLteLR/xi4TbVR79tb/YJ2V7Fmrb0L+05x4dVWb5t61jmhQWNXfw1LpGqsRJ2E/87ruiBngiRMG62p595up0+eap99tnN9smnn3pVHQUPPnQsOKdPnW6//51v66Us9mm+8uor7Y3X39C+TU2Ot7b0ohY+9+qVa+3IkSPaE4sGE+tJMFnNvXP3TvvVr3/dnn/2ufbx9evt1s3P2tHjR9vdu3e14EI8BQW2yHz88Y127eqVdu/uPfkjvtwDB3kXBJ2C6rzQBs5oN335AsLTT10Sbh9e+bAdO3aiffrZp+1+84pw5x8X0oFy8OQCRbv9guMt1/bx9q18svLQ4cPtzp07ig84qLDs8JGj7fTpM+373/9TYcMWCcXfWghhRVxPHNUBCqxLjCtfka8v6EtHTXuMZ3zPPnG2QdM7b7/b3nn3bcXmI4ePqMnj+s9a+7igL8FVoolTJMFDYfOiDwldGQfMiuE4sNjNUqa/SqSYhWuPyvTiF8PhSPWvVoK0aqKN7lNiFYkiolpZYWbEH4cTTL476NkThpKk0MlbfYFBtgncbD63sYq+oj2wOv6CpVBTSaz7eFzKxz3jY3Q4a6/+DCWGxhEopj6ya6/agpfa6SUF0wYcJwU2NMYFPuNorM7XcmDA0+zXY5gP03jl8PkerGkYdSoQP5dW4PvKNh7aXyqAbnikAOKsoPtLGlEn3IUfj2l4wWVds2XECZ04GO+PtDMV35IQ6jHVmh6lkBiK5kkPgismW6pYk5P4yWEq6HEe33OtJIzEoIAQGCKb6Lx4Q9KnbLFWVhgIfcjgbuSyIHGAw9zRGD1JUyLiVTpkKZ2f4pYczrRaouSofH9WdsGRayWiU4IrVGqCELR6IBZvvOJrVIsebA0YOtdEpNoGhjOMCsi1Sln+USclZrWXG1K8imx7JrGCRhJQeBWaCU60TRJMeT/m63LFyJyDsTzG2Dve+9WF7dV2ShE8YLI68yIBRfWalFqS8VvAeNhh+YwnHrmnLdfoFrTRn4lenlZkvN4m9GjCUHvdtJKo77eNoeFF6Zr8bvEf+NENRTklEaQurJKaT6qnb+EVoJSnL6uMSjZpBy40Ktx8qY9URtxjhYkScKtEUzhKn20/suX62gCJZywFu9dB32xV0eSIydj4XizwhEsl1vSRTCa5YKf6K+ygY04ae/v0Ab/yvSJRY4yV0ugI/ZwMg+u0gFBwBNcIeU+++Gl9kx0lDlZ74QS9+QNqfIm5sfg/thKci6aIBP4lUefMIoG/MDD0VX6rtbZ16JDsmpdedQRm8Cud7bqpeDX22oqWwkz4TlhqdRp6gAn907sJsvGN9fbpZ5+1jz/+pJ2/cK5t7+z2F6eSXEVnAMvLTUj8vQ/eb7997/32wZUr7Z9+8k/6FS/FtvW1duHc+fby5Rfbj19/vb35yzcVB77y4leMFS8y7e7qBxJ4oYs38t959532/Atf8ZaEd95tH169on2gSArJkvz+44//UQkye2rhOfpBIiseS1UP2sYWn52E737ah32/ePmykmm+XPTe+x+069ev+2eYSxfR+Uz6FmyEMWqRTFt0WGADF8nIq6zg9eS5c+3Z554VjWxrQP7IXq3399vFSxfa7du32ief3NCK8rdee81xhtgxfZ0CvNVXayv1smnpgf102URbaxcvXGz/47/+1+25Z55WKnPx0kUtBsLgd997V3+TCjzSy/IKjxTm7wSG0ivB02b++lZchXPVlVOyU7FDR0GUmOFIKnliEAxOdTEwjYxYnXzG6SXEJcmUw9GvjhkXwaIPYyuBdA+SOK+2eiXPhB1I4SUpF/T/HXQympPi9AH/JLY2xOE4lIpJOek7gpwMVU6rktNyUHK+hadpSkI9HFjKGT88Cv2UAcNBkdUzO1uVJXjIwY0kvhMJhvGKwOaTNPUx7JHoQpv7MmbaD/pDu7dYGLYTdeFShupy0yQfLjN8GH9paZjwmYCmJLO2HPDYBtk4gSWB8ZcicOIkijgTyV7bB0aC4/aGHaMlAcTR6iUUXhhgdV7OxUGRgMuvbCUYgC2wg6ESgApI8EV/aVPtkIttoYJbElMFyAoUgjj+A9ckc5wZYj4ATXkSkNSFJ7nnTODkb07c5uu5reAtJ79JTgTM4yZjF+wJQHQjiak1Z24A/4oPVcyY+aMIGkho+eNaZRMDZlbAA8YQjwte+tStTuEB5xyefI/7lM9n2do0OY/tzW1yPezBJfge2s8JbGTa+ywkKaZjIcGZZQEPZt+oRHFwQ5MA6qe/8FF1DDola0mqgwtn5ABHxMPSawKvysTrSnrr6Qq4OvTKQ0i2spkoSI0pm+I6MGMjFCmRKDqQO3Ze/RXkQ0/Boo4khTNy57D9Vr/iUfSMevnYyL7s0Y9Pq++Eb2LEAq+VnD2gzaan9C/tGStjBj/qtJqnGv+XF00pj3+BP/EvU9OFS+hSn1pEQKdY+Tx/7ry4KZbwn1bf7a+1UrexWRM4Vo39nXD5q+LhPIhwKD728tyXzsbWF+rTJoXVFr3iywN/9sMftldefql9duOzduTwIa3QMslJCAo+jH/48Fa7feeOXtI6dGirfe2ly42tBKyYOlFea0ePH2+379xtx48day+9eLndu3e3feOVV9qxY8esVxvrbXv7fvt//8t/EaznnuOj/1vt7p07ihunT51qR48eFV9Ixr/21a+2W5/daq//7M32//zn/9x+/atf6TNe2DJbFDSPKn3FNIk5R48eaS+9/HLb3dlud+7cbWfPnmmvfv0V7QdGnsjWsdh6CGui4+ig7vuCkH0AC1/WiYp9+/uNvb5PXbykHy3wpI9v4m5rUojsX3zhK+3kqZPtzt27bXNrq127erXdvHXLe3/1lSHvmyV+glf01NHMdqg4VbLDvu7fu9c+vHa1/eT1N9rf/cPft89u3hStiPnTG5/qr5o/8tMXus0AhYP4JJmzESqJYS9GCRNKPZNzcqdAwgrd5ETcxy8GJFGLM2DfHE5GyVRPDiwGBY1SMD3SkuNwHXMhGUhtJxAeJBG1xwmhOPiRMESstPKKCuOBVw7hRWIgJaTc9EN76FtoW44Ohw+t4lkld522Clijv+ECRzwJ7hV3UUI9oseZTyuIHndsHyC8iHb9OHN1LpiGTVIxgqHp9P4f+I0D9Dg85rNcOj6Fk+kWNCAXryxjSqERWIyDcfKi2YO+0/RG5sbJPEc2yYUxQvpmFZVrZq/giLMUlCXdME/sPEzzYj4QHC0XZqy1900V3ve3t87KH0HGIRaanBT5s15wEBqBsXzQNqvLJOUc0fnAOdgnWS56J+YccF3lnPQ5shoATESzF9nUjE9n0WXqtrAqFdzAPYF+Tu64Xl8ngWS/lYde30TX/K3bBz75VS/9LazSir7xPVpWX4eGgRt7yZ3MBh/JrW7CwciYe64zeUn5nBQqYaO/HPQ8msfLOJxD91y2bOMLdcgaXUf+kV8FaOT3uw5WcxAMOGcMdCQ00BcYsqFJd0Ib8mVcHRHs0oDiJAlo6gMnuOVMPybgyy+ITfDmcVUcWOpqmUlWwFRSLIZOENDt2aNMVQ+ZeGEPJKvqg52z0ysrSNU1ATeQFOCFl/lCX9sVftgrSmkL76CYhZQcHZ7iFrhW3USrEuiiUS0gNwCIM/XiDKtoHNnbKaNJO+AtJabovvFPo5Hc2IbK6CaZdZ9SZbIdrifY6NnFC+fb+Qvn2yef3mjru/bVGQUYtnPHKF6AZsLPIfjS5/GCZR/TDTRWYHGGbn1vl6S988n2p3bFS/E6eItvXsm8c+9++/nP32z3lfzdkU3i21kxRJbCV4sM6+2JJ55o3/veH7V//ufftPc//FCTFuoPaVvKRjtx/KiSyYvnz7WPrl1TLHjzzV/oCZ8fs+9pexb++e/+7u/bv/nzP2+/+c1v2jPPPtdeuny58XIY2x0++uh6e+LsE21tfbOdOnOqXbpwsf3612+169euS76HD621dfbW8n4KXxrIJyb3nKTD/zOnz7TjJ0+0n73xUz2Kv3nrTnvyiTMS7QE/dw+LajIZ30Hukh/3kN6V/8S+4B/hiK0TJ06caCdPntJKcH+it87XPIzTRx9/1P76P/2n9r3v/bE0mn3E5554Qgn8zc8+08IAPAYH2Rw0rHuMyFY+ru/j9dOkI0eOtg/f/7CdPnNaX424dPFiu3//fvvud/+7duOTG+n6WM4jY3ks4B8OFOXSH85eyluOJoEMw1MgmJKcciIkqPwlUMTtOND7zg6HaxsjY6UP/ZRI6CPXXlWjTAGIIFRTvrRzYlV0yClMDg3XViuq/VzBLJQLz+74Bn5WzmDv1mpbHVFlFIky/+UxpycEs3IHZ3DIRAF6CTb0lUNMIgutU0LNcDg82qO8JHrwiyNjGCWX+Xrx//CbvuaDA5T7lwzC9wrw4iIBiccuNQGQjDS26UgQ7+yDJ9Idxh9ww3tKS0TSFq4xcM7wwBQMOqhjjIzT+1c/yvPWKeMGjpxG/dRu+qZecgPHxmNGfy803IJP/FNb9EzIjkeHkSP1jMHhVRU/gcg9/R5IJHA6a/5pRR7L88IDBwkOf9KFmNsUR9Ro6Z4xjZpXaNOGpHU+CHgpQ0Ykr17tM95zW13LJEnYRg1jaesDbBC//Yk1BdNqB/7zARjo4W/RgkarLpdqS8PwYrQCZyddWZ3NmTZJZLGh/sKOeDW24Mywct1ttvDGDvhDrjkSYLhHf/mbdQ0YOeZ+ao9wJtl2uqJPo6N4lFt3Mr3gA/+ig1zDM1bIpXnBHcZhp5okDm6rbwEOn8S7wi1jkhgKHvpedqE68cRfGECKDwSi8ArdVX2NDXzqtIKdF008mq1uUvKeuPJppqErBGd9OL/GoF/HyVdd9nWr8WKTSaJIpPCZSo7BRy+ZGZb4W7NqJ88dkpIwybTogBb8U1Ze6TsfGZcytattQWnHOdfizdy5+OWVSX+iihjx7LPPKHk5c+p0h5luSsB4p0C6yc9q77WzZ872R/zdlxae3OsI3sVX+JRyPtUk/1Z1Kp+v6Zv+jNtau7+9o3jEI/PTZ09rFZSVQ35WlpVU24h9HnSjf59++mn7m7/+23bl6jVtT3jy7Nl28vhx2R71F85fbNvbu+0un+565lntKX3mmafa2bNP6EUuFhJYAX72+efamTMklnvt3XfeaR9dv9b4ydqvf+1r+moSiezXX/la+/nTxNShAAAgAElEQVTPftreeOOn7Ze/+nV78+dvah/st7/znfb0009Lp3kxioUd4PLlAHzdpzdvtl/84pftBKuit2+3t94iCf5ISSM6pJxffsvbc6AtcWOeaJm5clT9kj28Tuj/uD311CVtuTh+9Jgmpoob+NjNLfnCe/futfv37rcrV67oe7wnT53Syqn8rWKzf9wB4BWOFNekF/iz2I3sbF8yQU4ksve3t72FYme3vfmLX7TDW4fbV19+WX8d2Ud8sfEXf/EXf/GIYX4uuL//h3+wI0qLeqs8zpxiGaaY55Ut8atWQ6kj+Kg9TjfPGqqf7gmqepzk4BhDpw8OxIrlF2vsUBjVhhDnbiOpVcqeWFfQweCAw+pJORFgy+FoRcY0yBrl15x8QocSzclmQzdnHfjh0KTkicZCDwq9BWIKiuCZ9uCSQ3hlBUPjOUlXm7qHVnyJgmqnY9C04Fion+hlnIyhdsK7+FtygXShXjTRHvlIBvAp+BZ/w4sexJfohn+hFeep8TWC+SMelnPkZDEl8XfyAwxW7NQffs46pJhtV0F/2jGG6KgXxQiCcirSLxAsHQ3jhY9ps/NRyq1aaGe8OH4mEErky0uYvxP/cRVFBysGDtTF98irVEN8KX1RginejpX96DVqFppEe9HHtUOw+WbJ+dpiMp1dfsKZHl4pG6JEvnvqbvkGqhlE4qsSC8c6gAyy8gtdQJUcnYRXU8u7BjIfI1t6DHlpr2klsBlde+G1wmE8KIcW8UJblTwmZRweX1deoSr5j3I16n4IOPxpRR0YpbuG761LEK52tZWFiVs/qk72XLaVusCW3YTRsb+cl+UontoetVpf/AishTOkFN8pz5E24hV6K22veUi1py2BL3aZPuEt51wDmWvxsPCjffDr/mbCoZcxEOXYKBZYbQj8wMwhXGt1lWtpU3xz3VMmPGlXK70CD/DQJX7WxLlWWcEbmL2tfJh1JXRbRtDsMcYDBfMVtJX3GTk6F0TrRnFX+NlPuJ6RsRGNg97yT7xFxh3EgKeBwN/vTEAXupnj2NGj7bXf+6bewX37nbf1WH5BhjQs2YD5q6++ok9ZffD+B41PT8kvFb/MM+OjbiUPrULXBOnUyVNK8vjmqI6SH9fx5YJTduRGFvmJkyfaCy+8oNXQDz/4sD3z9DPt0qWL7aOPPhZ98tO1GAJKfOrq5OmT7asvvaRf77rx6Y32zd/7pn5yltXhK1evtrv37rcXn3+uvfXLt5SwskJ6f+d+u37tmlZyv/P7v9++9Xu/1978xZv9SdWVq1fEw6vXrjVWNfnk1PsffKi9sq9961vtvd/+Vkkhj+2PHTna7t/f1orkLk+pil7pfztorF4iAyT54dWrmiySOL/6ytf1TVYUjbb4La2KshBU2rer92CoLzsIL7Xfd097eMmR2LPKN3HfeefdtnnoULtz57YmAa+88opyKLZwHD12tD3xxFmtKvO9WX7pjAnIjRs32r6+21wLONgJW6DiBDImgqptUcSyw0w6Tp/WBOHdt99p8AqdvXbtavvZz34qXl7/6KP23e9+NyJ+pOfFpZZHCvpBYOyvJOnAaSOog40y1iRuS10wsCQ3rPpl1THNCAhJBHEkCFHOMg0KrhyRVjpqf1gJY7juOCUnM717eaPgAf4SKlazdOBwWNnISg9427mNhh0PzViHF8I52VUWftVFzpihMsGtdgr+lbCDE06QR/wcPVmavJzxMM70pc0USiULnAJbITQHLEMBQ5SRM5yZv7UYmK736jEjQLd4lEfsgaUV1YnmkoHgVDLvx8ljdTk8wYhoZ6TLscuhmyb6kcSBO7yIrYVW+iMbyrVih3OAXj5IOh2UpY9kOSc6amr4BFFm2PCR9gyr/XR6l8VBBLCDR12AwhM89DLTlICa1nwv1qs9OKy8JczjVH8LEydWSQTOLnuoWJkgUeexnl4yMGFxpKbNATvhn0TEbB1yUaJYiXT6Wt35goFhEiRxtmpbMExvaRXtzCqfpUckMv49c2S1v+a28Bm4WeEFDvEwq309g/DQcuIpA3/0NocSK/V3BhIU5DtKKSjTgJW4JMjHbgOLs3QKHWAFru3qPvVZWQXP+Kh8+SBtHnaWXwgBjFH+MDCwp/mIf0Ow0afUL7SNcKhM4i5FqTfk06kSUHSA/vwtWsHUcL4MzBpncB2AvoP/c3I5d+dasgInYBSd0sV5S4GVIS5PyTJ90bWQGFsJfO7lK2X9fgqnOlbErLyqT0IgX0aCyJdlJlmIb4nYfTD7m/g+km/pZuEP/5DL3p6Nw3o7Hn8bR/t1dhLLj8HL7jvMDx79szIf6duvFFWFi/t4z/w8ZlZd1YcBCz6XwAuOtON7qXfv32uHDh9pV65dV0JPAoNPA6ao0KLRnl7+4mfIeWzNo+LTZ85oD+r8Ixemz0/3eFkMHJ979rn23nvvtyefeKJd4iWjO3fbuSef0P7JntAKOdspfSKG0JDkmqSR77bySae3335HL23xCJ2XvUiYoW1ne1u4wr0f/vCH2rfJexy/+OUv29WrV7x6frDfDh86ok98bd/fbh/f+LTdvXun3bx1s731q7fEF2DhB37y458oGeVbtdjfj/6XH+mrBfwQA9sLWBl+6tJT7er1q+35559r58+da1uvvdZ++/77WsH+5NNPtF8WHRdMTEQ/J2/p8rmwW7dut7ff/W179etfa3/7t3/TfvD9P20/ef2fFE/gL2OwV3dtbaPt7t1pe9vbSjSR7UIehG6UL5MspL9N+2D/6z/+uF3/6LpyA3704eLFi+35555rd27faX/4R3/YfvPrt2Vf7CPm5bpPPvmk3bjxqfjEPmP0AvBxsdwT5zJ/ZDJImT57tr9XXwhab2+++abof+H5F/SjFfwK2x/98ffa5bxoF6V5xOfEtUcM9uHgumOupCvGMzvylAUCffRXjyy4RuFRkhle2gcWZ9pwcOa3gVle55ox3N9703rfvv6lXnIFCDMwY3HL4wpnHMH04gcKZ6WzQtMncBhbNMjFDhzX6usOMz64M+EaWpLQkpyRUOhFMCeocupSbPeJMWVcUVXJpZzctCKsOsYvPotH4oD3lYHDww7wMw6CqCY4J40500n/kln4xBgcy7ApHytXJf9p/OX28EF8kq6YL7hx2nmGazWv4VTOaqcT3Gqn1cEKuBOhRpsfKfA3baEtiaxxF5NUBkwloDr76xgpc1t/QYCgv6nv+pUea9EpeuDBGRcdyYZ/hbUFHpBM8gMB/hlLNvAnAOBkoFV8ip6krwKd+U6CwL5azvzlEM+Kl+DKQTsCtZLY8mb6uVpXp6uTdU0cQg80hv8jBUrySvBQQqiJg+tpz19w4hw88ryr19XqHwhQpvLCiWutbky0qV0l4jPqScKU9MdbI1r9TOjgTQiNDgpPJhWyXdMp/OGryj0hj8/IOXDm83Jd7oHH0Xkwd6praAUndDp80HXRkr5pE/wDqvuwz7HJtOOcMeayXDOOfMcSzyN5+uIHgk/6Uaa/KgC/3qZgiQ/47/JL2p5S13SLlPBH1OV+hothzAlsYCXR1fBxFMDUeO7BdYdZeMqHzTzDvmqLiHgcWFPcoSu2O4+VLSYdV2imL3/ym7Z3Ja6BWTgswCteOb5kCGs62494/PsH3/5O275/r/3qrbc03IsvvqhfaOIHAY4dO6pO9Gei92d/9kO9dHXr9m2tyuqXrrKFqX75MLaD3l08d0H7SrXPdvt+u3DhQnvi7FntxeTlIPGwcBTeehnXtIkn1K2tNVZz/9UPftCeunSp3b19Rz908Ktf/6odPXpM76+Q0JJowx/wJF5Ax7lz55WQ/tVf/VW7evVq+/jjj/WjBMgNnM4/8WQ7f/6cPr314ZUrqqfu+Ree16rm7dt39C1a/N0PfvCD9uJXvqLtAf/zv/23SjD5ao++z/rUxXb+/AXJEd4A46svvdyef/55v/iFlpJnzFtkNNHeaKwWX7hwvl28cK5d/+jjduH8hfbzn/+8/fynP2vgxFd5SGYvX76sVWh0w18qsDzzv3SvbhiH1datQ4f1K2e8eAXc80+eUyLN58beeffd9vEnnzTea/i//s//W1tveLGPPbLvf/C+6Ma/3r5zWwlw4DuP8UKZF1gsL9uY9RTZ8Qusb7/zjr65y4txh48c1qTjf/o3f96+dvnF9vZv3tFf8H/U57KoRw324fCUxCjNL+PCoKeZRhIYVhtnhzg7EV0TKGrVNjBZnaMPjFcipQlq7Y+Vg/Hj5WBmDOStVJQEK/U5D7tzD8bwCqJbdIFrZdAJLTUpHwEJda+VGCUUtT+1EmhBLycVg0dBSZ7gi8atttBOHe2MT6dG90omA6vcb/AhWNNXOJbTpb0NzwHBPHVQwo0Lh5rxMeZ8EAQCG1pDrxLcaigYrKJPHbuMagKQe8GopDewhmxMJ+WCX7jMOAVOhgqt3JefdDCeEq7UEWgVbGuyFRjQR18H8Xq5qIIRSS6rGjkw6sABL2TVg5u+S7gjXlNGPW2VQBUtWWmkLnzf3uHXYbztgWBGG87CS9slnMCYDuCNt52BkyRA9ZX8kSjMf8EfDtMHgrOiSTuvPNcqauFqnsxSpZsfLY/UIpDHOS+GJUkbNb7y6tYoZXzwYjVbe9inIeEdfzloowO+cl16m/qq7To79wVsD8yVBDpJHAk5cJR8B+DSOfr3ubQl0SlboV30PKCQa2zKuj/oS5t/6SwZRpZT48DmHF2jOu2npr4sPcE/6Ci+9PaUlz7kLHmlfQDWpIVbeLp8KBBVosk+RXSvj4k9zv3xJJVkAsfaoelr922Uy/ZrghMfFxzn8dW/6MB+oS1/4Vdwif7knpWpBZgTbQT+1BmetyAwNiuxwmn2NTWuYBf/WH3UGNAj262vmVCfv4Ihf7Fg+zVx4JNXtGVCvrunN9Y/vHJVL39985vf1Coqyc7LX/1aO37shBOntbX25Nkn2gsvfEU/53rqJCt7l9rHNz6Rv7OdM3nnCZV1gEfqTz39VDt8+JASwHPnz7fjx4/rV7M+unZdq5uJ09qDXotK4RF8ke/a31OyyefAvvGNb7bte/fasaNH9AF+VhbZdvDn/8N/rz2a9IU/yOmDDz5o//T6TxpbAi5cvKjPTZ09e1Yry0z2tw5ttV/9+p/lo+7evts+/ugjPVp/8slz7fXX32j8ctXxE8cl+wvnz+v7tjc+udH+w3/439vHH3+kvbSnTp1uf/In32uXL78kOH/9N3/T/o//+B/b//bv/70+O8VXMzjgS1aw8SngiG7tbG+rnn2k//Bff9w2Ntfbt1/7lr5p+9wLz/9/vL3Zd19Xcu9XJEiAmAhiIAiCMwnOM0VREzVLLXW7Wx27291ObpKV5XWz1r2OnYebPyV+iO+L/XZje9m5k93uQbPUEilxnucJBEAABDGPHLI+36o6vwNGSV4kHYn4/X7n7LN37dq1a3937dq1rXPlSr07Mz1lxMnVhI2mRgOWZKsYU7gH/+2JAPArh18SCCaSwuzDORsdG7e7d7u1MQ0DCtEe6uvqbXBwQGG7NnZt0liKnytgt7fnrtXW1Njs7LSPa4xDjG/oAWLPs6pmT1S3HJ/4xGhAe23YsNE2d22SG8iNmzfUnmcvXLD++0O6z7Pv6vpe3QyoMEqqACwoGpZeNFTNryJKnAMGuKRQ5B/qSiYHIKyIqRalZNSoDhgruXkKFBvluILD7M8AUfL3YnAJYZk/uGDtCctnWntLQAjaRGPUQXWTsq1QQIqk8+m0WTcHZ86L+fdAUQ7J/K8rdr7rP5R6lS+wo2AUbCZoQgBZHsv6kB7+0w5caYV1wBWAuTTYltuA9MkHvRx/1AIxsORkRHzNmL1wHaVVHCrh9CSvcz1RtEB3qcMqTcgAS+xcUobQKD1dabOyZUV0p9WZl7SKBR1O9DygHUAon9FQ2idNgwU5zNJZtsp2ZKac6efzxIE/pei+6EwgEuBBg6srX4As1YX/AlGyTjqNPANAYtlV2RSYheanJxUgJq3LYpQXANCrUXmXvqN7Wtpn8uHzWe4hFTlRg/cCctAmLebpnM7KcrLy42Vd1MtdPvgpi3n6w8r9gaNxkx/+BjKb4JXv8y4nXnRowIyHescbVXXPdhF4YMxmUqtlXCcMOqhXQWbkg38ta2Z5P/PhcYiKnmX/SNooH96Uacpn+iTfUhthoc06ZjpkNF0V8h6fmZbn+du/PDaiuZYv+lSmy/7kMlBO5eAxn6cu0HsBmnmmPhqTSN7muWQg5CP7ZeZDGmQUQCxexO/M55voAMDk86xJ5qf0lF+0htOdNUFqCB5DmXk9eeJtoHdKPF8UcpSypk/l7W9mGYwH9FPahk+B7GzXaD/0J1fKCO2aQAJ5g37+ZX2zPpJFyXyFXvLRu6wUhnWT/AA+gJ3MN+WV9Pio5uZD0uhghQCvPHe6K2WUAbLqFrFbs/02bdhgdXX1xmYfgOqxr49bW1urwlctqa62xsYGw68RXgD+2GiFVXB8YtJu374tK630IdENVHf6ln+nPAHajg5ZaLHi+s74R9bR2amYsVgxqTNeoLyPLpaxBh4DTF0LKfrB8a+PWXNLi91/MGyAb/xKAawAtSNHv5aM8j7RIQi1xSYu8rp+/boNDAzKpWBkZFTj3SsvvWTLmpttYGDAGhvq7U73jMDfyy++aH2D7jpA+cS17dq0SX6tw/eHtFGsp6fP/o+/+iv70z/9U5U9NjpmQw+GbXR0WHplYHBQAPvOndsKtcWSPiG8FtbWCfhNT01pEgEf6+rr7I1XX5NLAuCPNvjq6FeSL96j1wM2sRSzee3ChYvSo9yHvwZiC6Ndai7opt3hNwD52YMH7HZ3t50/f86mpqYVbxafWNp3YmzM1q9fZy+/9JI9mntkNbWLpeyuXLlqCx4/lhX74cM5q6lZ4jKN/s/VYA4soc9gQEn55fvChZrELFvWpO9shmNCAQ/OnDnjrilzs/av/tV/j8h+Z9f3ugHsxIkTPpjRMtL3oIUAlprEVpQzNYZJCXRz0E1O0ICpYFKR8AwlrAE3EpKOSwoN5ZNvRXnq5NATit07aEVJ8Tvz1+Acna7IR2WW/NLooChcwIKUKpn74AgpSQ/vJ505wDh1JKoAUN5NoeV7uVy+SyEHuIZOPafKoWSVJ7z2l30iETzQwCCc41wWT8NiBO3QpTKcJFfa5BR5kyWX8kb5U2ft3HSwFo8rdea9pFUvhrtHqS0BbxqkY9aedU++0U5lWcj78sfWgDYfLCMPqp1473InggXm3Hrn7Aq+l9tXt1x+yAd+hThpEGdwoXysJyoFJVOy7LjS9jaHPQxwOvZPghBtHHTwPu9qQE1rmBQYsuhgV4Ao6s8AmHVHjjQYimdujSnqJNF2GVS7ZaNE/8o8CseoeE7+Ks+FtigrB1yXNa8b7cHvBGzeX8R1vUcZRTnUs7QZxfkJtdBYkQd/O9u6ch/54FKe8QnPKvn7M0/k2dL3U5aTFj4FekvvAm4FmoIH1IO8BXojndctZD7S8SFAFLJNe5A/aZ2u4H98FK9JtMLfXMAoQYnzyN/1vPVOZhODGfeUppRvvpOfRZoslLR04ejbma78iaznRX/m4nmmyWe6Hz/yGZ8C6ZLTVDz+vmT7G9Irn5g8Jc+hIMukTXgXf1V9Bl9VFnRlP1E7MIH3e+SR77kmi8KVt2uWQldjyed+lKuNaQFoPTdvc9GktvK8nMayXlajFrzyTWr4YtKOFb4WlIRCYbKFVTLLJ9/UdfpOXdQWcV/vpXxFbqWxijvSKTGBUJ978kQxUgEzJ06e1qlVHMGK9ZGDAzhpiw1SGA7q6htsw7q11tPTIyDKhiCW+XFTmJudk5uU6HG1Lx24ccNG29LVJeCJr+a+fXutubXFuu/2aUXl7t27qgN1VDtj1c3JbbYpIS6rFlrnyk7JUUNdvd28ecv6B/oFtPft3Wt1+HjOzio+60D/oKybDfUNNjs3Y3fudCsk1O5dO623r8+WNjTYe+/9xMYnxm10ZFTL7A8fPvYDCh7O2bkLF6yvr9dWruy0nTt2SMd3be4yLKNXrl2TK8a+/fvsypUrdvLkSZubfWjLmpcJaAKYcQsYHR0R+KtvaNRpW2+/+abt27ffWttaVM/79+/raF21v/reQpudmZGFHBeMyakJO3PmrPokG8MAnrhEjI6O2qUrl+UCgovkHCt0QA0MNeKXbyNBPrG6kj+TJKyxS5cuFchfv36DvfvODxQGDDrYDIa1HP4hQvgFDw0P2+z0jK1dv96WNTXZzVu3jI1i8q+enFSMZsYu9aeSUbC6usY2btpoqwlbtn694XZ2/NgxO336lD2cfWgTU1M2MjysSAk/fe89tTXGtK1btxbi/21++V4tszBbDRE1QGkyo3CFkMfB+kPS8SwVaxptsmMnE8iT2Rj3Zfk1t1DxnhR20cHdOkUIVVc3MRCQkSwcfAm/VzVbKA8UEHlos1lJoRX58l5FgfksM5eXUz162Q4mPK0Ga7Lmv5KFJeuVn6lIU+kya2LJhEt19BwqSkHUSF0ojfObHUePBJbgF/+Rb/JIk+RQfspXddbrnkflqzpMtoHaM3hTSuIUqL9VlDdlofx4pwBV83jo9dHGoHityD8GAcqt5OjpMVaRN5dbFYO/1DNkwI/OdQqT+3CethJf413nNXm5FRf5A2CicAE+QNbMRcA22l3l6AEDvvvdEh8XpQzp6fcaLwsIU7c0HkOT6hbZQ1O+A89S4XP/SViSAE+LqgixgnaTbnNJ0CDoA1mWx2cxAQieM8irTAYTDYyeOtMlMKUCDISPn+RA62UpdShVtanq4MAn33Vel6nwCer8O9/8S+9Gp0+LrfKl/o99KY830zoq0CIa3PqVljF4I9iSTVcqLlcoBCQir6Q5eZ7J8z5toGchx2rgSJRFlN8t0ofseH8sy6y/JRle6FZt6qsNI7G6UdAQgLccLpD3sp9k3urPIVzKNzMofZbvp4U42y2TFfnFjSwnn+dv0mV+fJecltw7SKf+8xQgdpn3+jtQY3UgAH30ecrSZILPKDjf4/Mbr2ybeMj7cj8RyM3O4p/ZVuSllYkAVXx/xKQk6ZAK975CqWqjJ7gYoWd8M5JXmd8c0oKsVwlclN2QIAnQOn9C5xMfdM03XfAPkJKbtDR5ZIL2DekzD+kF3Jrm5uQmQL4zc4+0IYhNWC8cetauXr9uly9d9tXSBQtkse2/1y/L3YZ16+zazZvW2NBoxGG9ef26job9h3/4B+OY1KbmZoEu+EZ9tm/eJosmPpc9d3sEhgFlU+OTtmxpg40AsBob7cHwsHQRBgBogw/oyfJFPQHc7Mbvvttt169fC1BUbVu3bLUHw0MCYQ/m5uT3SR4cA4sLBUemvnj4RRsfGREdNN+1a9fsxImT1tDYKI3d2flYgGrL1q32f/6H/yBgCfDatGmjYtn++je/1WYo6Lt965aO0B26PyRwraNqqxZa+8oVtv3hQ7t4ycNxAZRffe1V++D99+Wq8MGHHyiMV2NDg9XoyNwpW7G83ZpbW2XUWLd2rXxjly5rsumL09bQUG+Hnn1W4cfYuEafBEBPjo9b78OHOtwHiy0WaMkB+iTDzS1YINeOTV2bbXxszK7fuG7DDx7IH/fw4ZdscU21HTl6RJvOXt7UJWCNhRyrbXv7Cll/AZhgC04Ee+uNN+zGzVt29sxpHTKBLzWDDK3k4427x+FSwUSD/k55THLuDz2wJdU1tmHTRh0bTtu+8frrClXGwRPf5fW9glkYkYqISrG0/CSCMet3Mbq7oklwgoKc917MDpIxmLxRMAJp4Xqg76nsUGJpLVGzeH6FEuZlgSKf9bhi9kGCMhgMnyhfV56Cg1oSdsCUiljgiDrFf7xb1Flgzi2pqmvUQYo/lvRQWvlMn9DvRQaKZqd6Zak2gS4KOYEi37mPUsv8yIvf8JD8cuARj4oCeOR84VYqw6TH61yxBFQG6ZgpSsE7sbwrpapmrAxWordk7ZQilD3Ey3680F0dKDNpZIQhXZaXYEt0IS9qW37xToUW3ocnlPlYbYt1zpWmT36gK5gb8uF5RBvIIufDJ/n4m54euSkDZC/d6aShALo5BvJMfC+AsMd6zGbNdz1dgFKO+OXs71gaFy/lMwr4ZpBcLMXNEi9tDAjBtwrFkZbT8kBHsydQ8ftMslykcpldlijR6jWlvT2RS7P/QI48sLx+e8biYsqWg8uKBZt08ILyaUPe50oQqh/xZz7NQUeAIp6RR7keLAHjTqBNYcEr0nGQg+7Fu0UZyfSiapEOTx75p/sD/mrVIl4s08p3aFA5gCSsaepbCFlkXBRYqSdpiHagT/hc5Txx3eZ1g4dZP7Iof+d3vpuuCLqHbnySVmAHwVk8fSB1nGRWfWS+QeGbysl89ayUh3RMyWrrcl3qq1Ewclv035B/WjNpSfpFn/peNkwlTZn/ke28jyy7fJN7TFAKvReyJt9g2iYsu3xKZ6Y+wH/YhdSzi7RFe6acR34kUv9QIP4F9jgOX3j0hIgXC3R0KYHt9V+syNAvNZ6JBpeV1Efz6A0ZynsA5XTPgP9z2tUew3bSk/RCWNCaOmNR9WL3fTTTiVfsvu/oWKnugc44/NJLVrukxhqamozl8KmpKbkT4Pu4bFmzlqYvXbmi5ffmpmWGBVTuB/V19mjuoZabV7R3CsgSDefilavWsLRBVk6sfwP372tpn5MWb9y8KVeB6sWL5Y7AWKYeQ3s8YtLs9FPnwcH7tmrVKusfHJSuwKLIgQUs02/u2my3F922sYlxGxoeEk+oL/rPN57NGgASiylH4X7++e9lANq0aZO1L2/TgQpfHvnSAO779++3F198wY58ecT+83/5r7ZlyxZZMQm1xeYo2u03v/6N6rx92zZZGSnryqWr2jD23k9+YmdOn7aGxqXaWFbf2Gh/+Zd/aT/+8U9sadNSWW6ZTGHlXNHRabV1NYabwr2BAfVm/owAACAASURBVOvr6bW25a06TnZ6etqOHT+hEGRtra1GyLSOFR02PjqmCUhdbb1kk1i1bPQyYn7HyhEy17a83bZt3WxffXVMgL777l3FeyWiAW4TbCYbGLgvNwMiQxAlgviyq9essrr6Wvv1b35tr7/+ul04f16+r1h2cRmhn+DWQazfvJg8PGRChs7UhGSh8iL9ihXLbfWq1eqDd+7cEfimLZFhYup+l5ePGN9lCd+QdyoxQQ3pscru9eyEDmR5uQKgUoEl0PLBkVzc4iMQ55BsXqmpKlEQxXdUzVOKORW+f2ZKB3a8S7lSYqIqQYoXpbIFZCu/k3aekSf/AaSevip5ugLM5yovrY6yai+0qsXswge44Hxfar7SOKqyUtFFZtxT7mHJyTLQJlk+9+Ax/2gH6OUqP1eagot6XLzjNazwLd9XHqGknebgpax+lTpk+5Iexa33SlZkfidtegitAdT1OwEY6ahvWqHFCwe+nof+ajJFe3h4s/Sj9mcCsIDhsDTNq4t46CXO/5uNAA9dbpSbWOJ8keyGob78LuyZNybFw/ImHW4JrEYx1I8ByXdC+5J45ik+5eSQNgz+JxAjHW0sEIwFKeRJMgdYg7MhQ+qLYV1jKQlAqnaMe6Kr9D1FT+kkT2TlAJ/3y+CQNJke2soALmn1dwOAB5DkXkpa6gzoyPfzGSJRbArL5gkmwUtZObkv91m3/AvoJFGRliR6XZY7l03SCWACYGLzYPbJpKMARJLdiqyTTnUoW9dkda7opdRPKiPp0IbQOI2ppBvisSw6CxdxDvx8OwV5ZX6kfbrsfM4nYFPPS+4gvFN+X78LmapM/EkDT1PeVFYYI7IePPf8XS+Shitp4Dv9TveeKuPpfJX2qRUe5EttqHq6awL8po2QIp6lVV46hzKinJRZWirbVISQV0gcNPAdCqUbeTf8YFkRwIdTk065XHH8NbLvOo9yBGLVh+hHIakhb97/KsogRRYfRi6AhHhA+hLdSaM+AYfISfzTvSdP7N69Pu10v3bjun388adail6zdq3COF2+dEV1gTYsdlj4AM6cvAWoY9PVktoltpdl/lqPeEC+6E9cCk6fPmO3796VG0JNTa1AE+GnsNoS7glgg/EKv1Z8X7kAn+iu7L/wjfygm/bhH8AL6ya+uxy3eubsOfvww4/t/KWL2i1PRAMm/rQDkQbq6xtsadMy++LLI9qkxA77U6dO2datW+zgM8/Y9PSMLLUXz1+07u67chnAEjr3iNBd1fLxxd0CgLupa5M1NNTpyFdomZ6atIeP5hSmjKNz21qWWX1drW3dvs0OHTqo5fiO9uVy5VjVuVLL+bQVm9HcCm2yahPCjFBng4OD9v7v3rdTp04q7NmhQ88qGgDL/PTft95+2+biZE18UEeH/QSth4SBC3lFllm6fzA0ZCdPnZZuvdvbY2tWr1aItFs3b8jVgnbr7eu1m7duih+A/l07d1htbb3hR81BC18fO2aXL1+y7u47ClfW2tZuuYHOZxouf/jMoH3Vh5Dr2IfTtLTJ2tvaZVWnfhvWb7DXX3/DNm7cYJ9/9ql99vnn+qfG/w7+fK8+s8c5NIFL42SoA2mESgevKAxPSOdKkMMzDSphLchBUTkJ2ARo1HJ0BQQjUChK8sm8uJffs8z8rZJzBs0gV7JqBlUxmLvS5X06IFf69PE7Oyn3AUfKP/LLfKiQD2xOG2n03lM8YoDhwndJA2XWJfLzgTXeVcpQvqEr45aPyOSd/0U+DB7l+mtwDyWc9PloHu9KmTrt3E8eqpynykz+5QClfAQeYnDn/QCfpBWvyDHo/CYwnbSmsle5JV4mQsp0KjsUAPf4h0wItGJJDWAQY4oGp+Jd0gd9ng+PJbiFxZ86xZjmAi7ruCoQvKlQygDm5ZCHMys30nA/84Gn1B3+cyVtbMBIy1UOhpX3vUzJvI+xAqpMw/Cr4gK4Jg/4nZRlsznQ8QJRquIVlAT/BECjX6Z1CWCY9JEnaXQFrxmz43W/H/UpylZ63uFOpa9y2/95ftkmXm+3ZEKvNpSIT7zrls6iYior6Ik0EEFJFTqdLNVNsue6piCWPCKf5APPsm9gfSE/+iFX0ll+P78vzg2Y80BYACT4Gj7ImU+5rQrehM+0yhGPXKahBwAhHaH+EJuu1AChr8oAWrzGzxod5W09ryFpt+wbqSOiv2Z96EPliz6ifzScN6ceS+dqcui6zB/6m7QZNGRdvQ15uXzP6+hvVO5TRpnftGH61zLQ45bF6U1zD2fV3rSQ2lkyV6KiPCbEM8pyKkRIIQN5n0GdPpr6T7o7+IMVE0unTw4io8g366l8VC6WRUlYRQFIvmTCV5gllsnxtaROushLuiknRg4QxWcoCllw3nqccKyR6I6OlR3yIb3T3W34iHasXGGXL1+1M6dO2crOTuM+wJLA+qtXdQpMAigJJcUGKwwAS+pqBZ4gA9cFwAuB/wGfWG9Jc/36TcVzfebAM/Zg6IGWw4lbS6xTgHnB3AUxiUK3EcNbEXwqbl6EEbs/NKQTrdjxj17qv9enwwBYAE/XO069AmAePXrEbt64KYALLaTHFQE5IFIB/qiTk5N29fJVgWTqhi/uW2+8adu2bbH3Ce01eF/uDdPT04pk0NHRKZ9S+A8gnZqe1XL8gWcOCOBXL662K1cu61StAwf2W++9AQHkuz09chPAP5WQWRyly8Y4lv+hoWrRYlva2GBbujYr7NfQgyEB/dWrVolft2+xsWxSdayvb5QlvdBBMJ+NmA8fynqOBRUXBkKE3R+8b5cuXTTy4+ha/II3bthg+C7z/ubNm+3TTz+TDOELfeb0KYFuNgDiNjE1STi2hwLl6BTCQJavpIGYu1u3bbWVK1daU9NS4Rc2txG1prNzlfX23RO/EG82ub10+HA5m2/t+/zp+7eW7f93RnRkGFEGKamMAIHq6ICHAKAoE7q53pDvqr9PKTxjAGEhGCBZzjOpUH7yL6koniyvSJNKKWnDklHlAzjKmjKgmfcQZnZdagZJh4S4Rw56yU/pscBqAHdVCH3QVtAYGlL3WBpjwCjdE138Rl8Blh9GFAjN5F2p0+EZNFT/2BXKejgCyKw3gQZ5JTASfRGdIQdi1UuVUKledFgSxE8fn53/wQO1TVoV4rVv4r3SLVIllCoVcfJRyr9SrJcdg6eUXbQ7D6iPTqCpZCfFD5vIx6M6POVrTWD00iClfLSsFZWKsgVSVW5IGu0PkJSrQtE0MbC74oX/5cvHqUp54j9yU06EvGqpOjaUCVy5v14OiF6aA950cCALeAaQxZ+W77LShpsGAxTlsJzHYABg5bvWE2Pw5j5lQCfLep6fg4jCR1c+wm45I0+n1V002Lz26JH7q8JT5aeTZ1hedYAADTz7pguAxcDqfPIxG4XHQJNXgrDw65Bs8w71wV84rwLwR37ErfWoE54GazIWWVozASt1yRz4nhZbPS+RnF/55P3ylb8dNHqEBCYS8OKbrqxz+Zl4GnKQ9wU4xDuXKcljPMTyASCSRTP6nJafgx/5bjJWuiQzjk/x/SkSxeso0/vzUy9J5pArB0/SN9l4mW/qaQFdd3PI8gVo43nmnLRSl/KF24VkOvsUriIh8+V0+T35k2Xlfb0DIJIHCQ7sZktqamz/vj12/PgJD/kUdZAuiu/IOvJA28DHeax6Wp5lcIjZmQ5MeKzYnWnIgAb6EyGfZqan1R9SU3j9XcLwfaTO5Qu9jYWSizbO/kvorIPPHLBPh+57xyEBdJYmEsyjyDMv8k4dSjqW9589+Kw2ehHH9P3fvm8vvPCCgOPU7LSWmKdnpk1L1E1N1tvbI0sq4AhXBPwjHz2c82NfCaBfuAj6BiSOyMW3dHh01FYBlicmrKtrk/3t3/6tDgQgaD/L+iyVs9EMYNXPBqrxMdffSFrQzzI4R+Ayxi6pq7PlKzpsZPiBvffjn9i6Devsg99+YKdOnrTlK1bodLEltTW2a9cuW79unf3DP/6j3bh+w+723DVcC5Bb/HfXdHZa87Imm5peYm+++aaxIQp3gl27dyvCAYdCsOHt6NGjhpZDj61dt97u3fOQXZPTk9Y30C8Zwf931eZOa2lZZnMzM/ZQbbFIS/RojStXr+mQAvQlYPiZAwfcTaKuPsKH9UuXMsZQrx3bt9v6DRtEEyG5Bu4NiPcN9UzCHrpll/i7SxvFP6zmAGpZSYVBfLUMn2QOZWDsGRjsNwD2+MSUdW3q0oY4fJ+7urp0WAT1XNHRYbdu3hL4XbV6jfX19lp7R4eNjYzKZYONgbQFPs6UBb3IebpXYaEACF+4cEHysG79WoFfjgDGZYFrYnzS7vX22sFD383JXynvlVEk73yHnzlYwxA6WmXQi804WnJwC4c6Yvif0t0TuEFeKoB8H8XGdzE4QCkdnf8oi0vvk3/cE/hBeWlWHRbGUIBaVo2yBT4B1Y4qlVdaIjIPiijT9CROgyExgx7Pkw7t+pF/kANk0SirXlinA0QVtPNsQcXPDSFF/1EGeVPvrH8qeA6IkIWoZFERz6lFhLqqelLZgS/6KKM0dCtUVvjfMmDov1D0WY4GwLBaQhezw3KdBfbThw1/9cU+E+c+V8Gz3MkvS4I/U90oFeupgBrfY6JTolOhx5Sb/0k+Ay7K5YhPyBzlYjUtDQL8hpYnOhEI3sbu9xhoeMelKAtyeS3zgfwKeQz6xB/aH7Cj08YyF9C4f5esiSKkvCIDatOStTPpJT3AjmtBtBltnXErGSxpJnyaNHBGkcgxDvvOS7fOwh8GXQY68uQ375IGLiHfYKeHkk9f/tMKgSYHXk7WGUAoIIDld9HiYrm/zHcvI3kA/ZTldQnRipPAKlbg5DjuCXlVQBgDDjR7nyBNPkMeq3KnNOwGEIfFlpyw7KILNCFw1it76iB4QT8LwEX6UhLxh9/JS2SHmI6Acu6p7yVIqZCd5As0LY50md55LlEp0vGF+qSc8Uk98p3ieYBatYH858tQ7InhdpDPMvPkU/7OdtVvGqN0ZbmiJcriu96R1Ab4ClpdBit+s6I/mViqU6ajqKSHtNI34e6Qz7hXvvK3+u1T9GY60miSscC0kSknX8g5/Wnhk4hFjC0CviHDvMx3fE0DrHFft71zFBMiAeDoPwk6WUInUD+Wwo72Nm3geTD8wOVM/cpBEnnSN8QW5Y9+c/1Mn3AaF0nncYQroBAW4Hs5OzOrvuzt4bQhodIlWgmhb7qrBxY1yWXVIi1xNzcvs8H+fvlVUja0fnHkC4XfOnjwoIAI/qbwlUlAfX2d3BEIpM8hBOze59QsLJmEeuJo1o6ODi0tA+DWr1ur8E6csIW1dkrj1UJraWnV6VhsDpOllHBOHStsZGTEWjjtavFirQzgd4t1b3R0zADW6K3p6VFZiN99521ZXT/58BMbHLpve/bulQ/rzNyc7dm9S24DRDe4dfOm4StMmdSBjWSrO1cZMVVxmyBCAmGyent67G5vr737w3etv3/ALl26IgvsqlWdzIBtdedqbYq6cvmKzc7OyFqJThSWMFOoL5bzAXqXLl7W8a24VKxZu1qgHB/SlmXNstqeP3/R1qxdYzNTUzoAgna5d69fQBEaL1+5ZFu2bFbINJbof/azP7KxsVEBzYnxcVu7bp0OcGASMDE6ak2tLQiSdDTvA4ax3Fcz9j95Igv+84eesy++/NIecKqXJnT7jMMm0HBYtTmogVBsm7dstqmpCXvhuefso48/1gQAWfBjaC9KFhcvcJ9ZfF/pI/RdByJPZPnFRWNJba1NT2LFrpHMYf3HrWPlqk4ZALvvdGfX/E4+v1c3gxMnTwgVSHGXlBsdp/gXQCCBlTq8FFkst0bfFZAMiCHFFvmhpMgLZcFnDrZky28u7kGDyuQ9NY4viRXlRt6piBMkKS3gI5bclAf5BmDNfPmNshdmCZpTAUcV9Y7yCTCcZakM6KMMDaRufeWXjmAMsMygSRrVGdQRdclySJ8gVHTGbwZ6LtLpfvBM5WU+1CmiTSitAIwDAHjvGVBkWK/huSx/bpn2yYTznPRFHNngte7RRmVeUtsA9pKRqLtuIwPwKZhHufG20xJ/uadn0K//HZSlHIg3uUwf/JqXAQOW/qnw4hF8yjzEp5AvJQjZy8SFTES78zvbJtM8/ak2IR9ZbStPuZ8y5e3qEiFOkC9khnVe/BBdznen2euBgpPcR9vxKm1QGVR5nn3DuQwfE6BmBbLdHHyIYMmQW5nCCioSHXg5WAcfuIWaMrCgijZIE18r9fVv7kvo/ZRVCyxUPPHysmzezX96+vSGLxcYKd4ycMq68I7X1K3lRbuqsOgb30if77BPkCOlHhZgyIRKMTPqx0+ueeAj5Cllik/nhd5Wm/ONFRku5IDnACj9jve5x+U80dd5f5QvfQLGly5/jzJZ3i5tmoo0spyGzswyZBl+6p6S657TR+0zb7E/LMmucyo8JU3SDA1RjRgkK/JL/spPmyIX88PlOGimzYpysoohxyx1im9PTL5/WByxlOU78CRfoZziOzwO327dk57yyUuOK1g2M8QRNHEf8NLY6OGZZmambdfOXbJycgwq9fMmwLcTwOEy4nzxyZUmQQURXm8mmvCJUFUzs3PKB0sZYMtl162z2b5FW8WhKgBZgMbG9Rtsw8b1Cl2lk6CGHugkqj27d9uixTX2/HOHbFlLs33yyac2NzsjN4DZuVl75plnZHHjqNMeLJ1dm+zro0eNwwNqa2ttU9dGWfoAt198+YWW3YeHhwUKAaSzszNavkZvjI6MKDLA9u3b9W5tXZ38KXFBAMDu2LFDFuCLly7b4NCgAOEEp2stXCgwz7GoZ86csxMnjssK+4N33rHGxqWy8F6/fsNOnz5tXx09KvCKRfbq1atGnNk//MM/tJcOv6gd9729fdr4xcawF1980b784vf20Ucf2fUbN+SGwNL7zNysQDogkhOtCC+lPmKm5X52/cPDixcvSBbb25YL0GGVPnjwWdu5fbstb2u1M6fPaJJ05epVu3Xjhpb3BepbW2zNmjW2Yd16gWk2ik1Pzwq8AjrxU+Xo15oltTY9MyWXD47MZQJ+k010zc2yuC5aXC3Z2Ltnj23q6rLu7m75O9PeuBtU11TbV199JVmB/7ioHH75sI2NjNjJ06dkOICnba1tskhzWhvuF6++8orqe/zEScUc3rSpy+BFIZqpS3J1zsw2YgF//NjOnT9rixYusobGBm34Gx8blUsFkwaAOH7CP/jBD0LLfLsf3yuYPXbsmBq/YMpTdXFF4cvx8x4BYkKZcz87rCs5BjRXNPzWv4A5yiP9KAMEofoddPkgkO+QNhVCAiVAhABfKsxSvlIllAddVEjKKhW5a0bylrqEfi1XuwLifrkeAinc4n4oTh9YKxoWYRR9UVZa6sr0630ELUAfZeu9HGDER1f+qmPwC1qYbSbwEG2kLfGTewKYUb4UKeTyXyrWzA8a+J4NrU+nCz7Nqz9JsZKSJga+ebyJQb7Sk3hauYKjupG0iE/OYtFHXeExQEAxYdNiV2rzpImMst5ZCr/Jk88EluV03lZRYL701Gchv2mN0XM1uoRH5YtPLs/5usosrGFuhfe8XDZkTZXlPOmGjWm98wZI3UOeAqfRblijqBcDprsseAgg7vGm+BiEiL7gjYOyPC2NOrg1E7rw36J8LtpDgCXkmrsFAHTyNcDzGICbz/jNd3LlPrQ44PH+Td5Yr6DJ/zmR+Vv0CCABkiiVyWvyWjVz+sQn3BfUfcUbaHYZrYAzCMi3+VSoqLihOka9XH99c1xa8SPA6KKnAKn6bSkPr2+ANtJSVvbhaAPuOI9UFfHBv83/m+3GXW83ZaZE+azczsXb6qcuR2rDiGWZtBbpSvRwL/NUWxQ6u8zz+eVneiqZ3/UuQlC6uCe5DDe0Mj9SFsSnMCLgQkAOAK7Ozk6BR0AJbemRO6Ap2jX7tXjkfSB1GnnAZ00GIz2AY936dda8bJlNTEwZoM/bbKG1tLbIcrpx/UYdDYuf5OTUlI76VL3CCpx1RC75Dl811iC3UB7jCTRyfCqHHHS0t8sqii8k1kbpWGhSHvQJeORM8/y9HzLesTEKgAPgBrAQg5WTnnBfwBJIwPvuO3fs/Llz2ijEOy3NLQJ17FDHygo4JbwUR8riV8lK3MzMrJbR5TO7Yb2NDI/Ietzc0mwN9XXyUW1qWmaXL1/URih8SVke5+ACrIT4k+ISwETj7JkzOnaewxnQIfW1tdpcRpSF1pZWu337jn3wwfuyHL7y8stakv/tb38nsMdhCEtqqm39+vU2NT0tazIW9tdee9V+/OM/sI8+/NhOnDwpEIr/7dlzZzU+NS5ttN9/8YXqU1O9WGD1xo0btrhqsS2qXiTLaF9fnyzh+OqqbTi6dssWe/PNtwTaAGm0V19vn8A74buIwXqn+47dvn3Lent6hRPwgX3++UMaZwn/hVUa7UZdWVVmEkD4qjdee91GRobFRw5kYFPW8PADgWE2AuLHDAhFLontO/xg2PoH7mk1gA1z09PTshLjnnDq5CmdAOannbXYne4eGcRoc6IZjI6PaiJx7tx5u3L1ig0M3pebIsfeEn+X441379ylGLKE7VKfCb2bvZrPudlZyX7N4mptWqNDTE9PyYKPlffG9esC22ws/NnPfuZC+i3//d7BLB2Q7soFgAIcsJRAg2K7KVsEUsmqs2fF430xUu+7MiAt6VzhuRWK7wk+NOhLMXkHJzt1+KCF31ke7+h7KgZEOJVO3CvAYPzO/JSPpt2u+VL4eV8ajwT6HpbFHNigoxicnT9STOTvPwsFJ/+VTB8nazm9BXGU4nUP1w3RBY8EDkpEBx88O6gNgE59458GAN4NQsRT3BWgVyX5Hwf1cSeKUIpSIgFX2h5ASRbwIpQ5uZAHdck2L7dDFuVQi9c9Y7WF6Pbf3M//irQCM8IEmmBo+TF4i+z9P9JHW4gm+UNFlNlY2nladvS+6pFUhnzFoOwDlcuA0obFVfVzBkvh8VWgMPknUBc/+PB5ggpxGpyHAPUcGBPgspSV8p/PeIf+BllpdU1LKWnTZ80tQpU6kB5aSePv+ff0OyRfuQzQnCkVSk9Z3ucK62zInL+T2sD5pjoBgviX4JscS2JCGq68l9+ph1/z00vQIj3fHZx53QSK1Ff8mFDlDXiRXzJpnA71hZJMiLholig0vJc933zk7ZspskwHHslrniZfk8e6Vyov6QJIC0xHllmO6A1dUiltPoBNvmV5/M73i3cK3vrETf2UFaF0n8iEAQATwCuvQFLwN629vMfF8yyfe1muvpf0tPgVNPAs3+NTm1A0SaGd0REVq7LyjokL33Fpqa6pkVWS5Vs23LA8Tp7yOQ9rdeafNOIegJURAAnwy4sSqSsXPKF+HBDARin8+Ol/W7ZutvVr1ypiwNauLquprbWB+wPW33/P5UhkZ839k37JhQ6S1Z25S4JTDCALF9jaNWtteWur9Q8MatmYI10BP+pPseLiegHZ9vw0RjwxWYHJl7Qb1q+36zduClTgK9vescJOHD8uQAoNmzcTg7TannnmgE50wsd1eVjtOAYVoHLu/DlrbWmzEyeP2549e2371q22bu0atRN844Qu/CyJMNDT22fbtm7TO2xCwk0BNwOOja3Cerd0qcdznZm1iYlJAWbAP7vf25a32fDIqJbh+/v6xJsHD+4LCAPm8MN8/8MPZR1nY2tLa5vCgeHzyiEJR44clTX32LHj2hC1Z+8eWS2Z0OAri0wA3thtj8UZH1h0GZZDJuRsdHv+0CHD5QL/Tzbyzc7Oii+cbHX2zFltLsOa+fFHH0k3/vDdd2xF+3KVw6oAx/92AIAXmB06dMhWr12jwxH6+vsFWletXm2HDj5rI6NjCqM1Oz2tMGZ1DfWSP1wGoIlTwHARgzYmD1jml7evUPxgNrw1NTUJ6K9Y0S55YcMYcV/ZOzM2Pm6D/QOKlgCIbG9fblevXJPvOO6ISxsAvzMCrQ8eDNvJEydsdGxEkzX8fPfu36c2omwmPkxycHVB/iRz9O3o3/QtViaw/AK+t+/cqWOACc2FXFAv2u5HP/yRZP7b/vO9glmiGeCPqMEklBvKBMAh0JGAFDDofVKzVU0305dPVqNUBA5CYCL/UIQA5Hy3UFQ64tL9LSkHASE9z+ddhQXG76NIXJmHMiZjHpX0EWVqACoBokyDgqI8+T9pDuY+kV525AMNApleh6SJcQFLKcBAR8eRLEAyPnBJBHmxFAmdSgsdANhQhOILqcOxXs80g3drJTTmJRASyhWyxEvqGv6FtBtARjTSbmHhzLIFVING+eaSCe0cAA3WwfusE/mIf/ioRtiygp8CM84bSOB+tiv0kp728Q4V7UVZ0Ub6zIoFWFAe0fF4TzJXSsNzAdvMJwYZ8uIZpZT5xfu6HwBR75cG76RT5agSWZjz0PmYTRmDPdWUTHha2i8vvx8TteBz4AclEbuDV9lODOoMwgKzAiXOK15wOXSZZoAnLx3VK5so6aBTTSiOe13dNYEWABQj21hAsp/AHwcdzjPC5UALspPlVShQYzhwDX3gsqRKqE5SBaUXqEt2P2grX5Inz7KwUOVz9UGVkQCvYrX1NJ4r9NNeZA2ghp5sY9JhwZbPmEta0O7yyAaipE/vixbnA3XnWZIM8Cc9QIOSsdbyTDIk4Ob6ivIzTb5fFiXS61I7OQgnI5ctyssSPRl0lOujPKMf0tgAZdUh+nk+J5f8zqe+S0Ic3CUdqmfIbNaFtOXn5KW2ijJEK/fifj4TX2KfQ26y4xn/yvUg/wRsnpcv5RMrs3PVKlu2tNEGhx7Y/cFBAVk4oTEoWOec8b/QyY5rdtxj4Uu6aQftmKeNq6oEEvE/vdt912aJRwp/bKH8R1kaX7d+vZZmAQwE7WeQl2xpFYI2kEL3oQ0+ENJLG8Iq1CBr+JKyqYeA/lPTM77M/eiRrL2SdXyqlAAAIABJREFUGHQzejCMLeQDLzQJwzWjapG1trQYS/sANqII3LpzWyB8/br1AhnUs3lZs5aKCdVFfFciEvz2t7+Va8OmDRt1nC0bAYdHRmznzp3aJY9VcFnLMrkuvP/BB9r4hesFlmiAMe2JdY6DD370wx8avqe1DfVyUTiwf58st6dOnbbdu3YpzjsuAYS+AqzV6qCBae3+18aooSF7+fBhHSSwtKnZHjwY0sYo/EQBs9PT034SV3WNANwXX3xhzx56zv6XP/szHUhw8sQpgTJitzYtW2o/++Ofa/z63//yL9XWxJf9gx/9yPYfOCA+4UuK6wG8xCKJb/HKjg57+wdv2x///OeG68D05IStWOn+oAphVVsrf1hkguN3Affdt2/b6TNnxFsa+8GDEduxc4f8Z7FwI8dEscBFggMUCLuFG8r+Zw5IEODnvt275c+LhXPnjp2qL+HRkO99e/eJPsBma1tbYTXHxeLs2bO2a/ceW7dujWLb0hfGJybkCz41M2P4sGJRJ0wXeQtfPAF4P6cJBboDyzITmbNnz9i93nvaVEy9nG5cwB77BKO2Tn65bMJb0bHCjn71tVYAsObDU8A11mas+T/5yXsVIf8Wv32vG8BSMaAM+O6KJzZn0SE1iPsOcgEplJs6qQ/o0j2lAUGqGmCWACqOwqMjK/8AZnyXpSDSAfSy/ALQBFhO4JFASVasAE3Jd9Jo0I4BmvLJL8cNWdZQb1TpiSte3uU+QiA/uFBAmSeCroE8FL9ABKA1Ym9SJ+IkM9sSyJVSj3dQaI89b1dqKOtk52MNlI8WB58dH/og7EhwHiAUnWghlHNskmKzmWZiMdjoYWlTnKyc/oqAAO1L2zJgQCv1UjQHveMJVQcBUlRyZVSBt/CcS3zOMC2RBv4p78fQ5LvJSav7CTopOyYtAu/a6KOtHcqF07loG9pNAygDfGxyo92L76LPATMvkifP1U4Aw8wnJlgpz8glabm4R90fV/mZ1tyT96je8eec5KLJhtBZvCfXi0oeyJfT5WLmT7wPpSyLtkcOfoQnPJG6Vb6V2Mdpg0D+XyAFyj23RnFikvNWdZasmQZWgUsSxoUlh/KJnCDZpq2j/dgsQBsJ3CYoj9PUcpMYciAys+8HuOPkJUCwg/CKFVn31Dn8HkCGe1z5qXu0QNQfOWRQ4vJ+4YN9AmzuAXZD7F0mCOheAHD0hcsyeeviQzKhjq1+yqYuAdQ8cSpoomxISSscP5jUARzhT4bqSnBL/i7PuF843VluVMlpiHTUGz+1BHwpewUDInW2T/FyLHkXv505+km5LEtjhRkdG1XeVLjSN/0tWYq1edCjQ9A3KvX1emf+Wc9sJ+5TL+lOvlcRLcPdA7Le7v7i/Mi8eY+6Uh/KR6+KL2GkUHlYJaurrXNFu/JniZ4ldGSytpYNTkz6KxPDHBPqa+sUsohlb66kDVCKDPi9x1rqZtNX6/LltmRiQquNu3btlAWPo2BZqmbQx39xWdMyGQZcD5IDY4L8IcK9JwwHoVN8Yul9mziprW2tOhBmyZIa7WSfGB8TaMHdYXJ6WhvS0M8pG2nxx6DA8vyB/XutfulSHc1as4TNOVW2bu068XDnzl127txZa21ttevXrmnJf9OmDQbY2blrl63pXGU3b9+yh7Nzspbu2lmruh169pBdvnLZ7j8YkrsFsVSpKyAYkMVy+bGvv7b1GzbaOz94R24Fe/fus6EH923Xrt0C5n1994ywVhwPy454hsSZ2YfiFaI4OTWpjUpsqsOPEyDNZjosytS9fckStQ+rErg/XLt21Xbs3ClgS6SEmupF8kPlsAYAO7FysVgvXbbUJscnNaGgfZGjmzdv2MaNm2QBvXnrhuLiopv6+weNDWGkwTWDcF/r1qxRGK2eu3cEuuEnobP+8R//0Va0t9vPfv7Hdu9er3xfP/nkE1mPAXPks3PndunH6alpu3Htmo1PTshXGP7DO9wH2PhFm7z6yqt27uw5u3Wn23bs2mmT4xP2+y8+VxpkGL9lIjCcOXvWWpe32eatm+VWwGQFfUZc4OampfbS4R8KuHIIxo2bN+RGAh/hR6+OGK6SKw7RIzielmtkdFzPOG2NCQcuEPCKqAh8p59yEAOW3hXLl9vp02fl+sKJavTHqYkJWY6nJyeNyR30vPPuu8r7u/rzvYJZKiGQWKoNDMp7bj3U8Fm5x+iJS6WsgG6Ny06b4CHeiHdisMlEUVYCFNGg4aoCBBnMi5HMEzgAAzgJ6LgSE4gipBH/oUSf6JvoyyopL6mrCjjnmWjEiAXIDZCtokRupA1AxXM6Mxosx04UKQpY4FqAFHDjFk3ykfU2dv47Lal4zXSEL2CYYAJEQYjTpVQOeZTrSLkMMGwyCzqLwdEzVv31NZ5XaHTATpvyj0rAd3giRa4BxJe4VT/aVu3rCBs5APihmMVb8g8rjHPaQWI5f3jClXwv2hFjRfgpB9n6YJCkvgp1ViRO8OCyAx1FfmEpVX1KGdE5c2AvRpEQvafpoe4pqzyDYnbeZ2QJ+JS0Pg4LC+kkAjHp0+RpoUdFYMkJnvMcoAgd8IxwcXlBCgG3FVBcbPZ01CPbi7SqaXlCKKubWyRR4HkxwNIc1MUPaXBgmHxBoUNj8gSwobIkTlj8WN59CKNtIYA2vhfEyO0k+B+FSka0siExEPBJeiQXARYT6PFMUQ+w5lGGJp3k6XyZF+1AogVI9RxzcspRuciUwGv0uQQxyA1X/i6rDa3uUn8AD9bpOBknLZ0CcMgSeSCb0A6gjTy5X4Uc0DiQHHQl8HPOOPgD9ObFfUC0i7LTp+dPsPAgF67nMn0CzfxNGxcTijJIVLxPNnLUG5uZABvlZfd8H/qS/9S1OEkuE8Qn5WRduJX1YRLkes0t03mfGuZ35Z+8z/sKkfjQFlXX6JQh5JMBNvPetn27LHzD7IqfntZgfvDZZ+3U6dOyDgm80gfROREdBBmmnuTTubJDYaPmZJFd5GA0+uIhNiw1NtrNO90GKJmZnpa1ciQ2uwBA8VfE53P58uUqH0sv+ZM3uqMAnNEZ1Y+ILqJJmLcv97QU3NhoLa3NNnTtgQ309Vttfa0ihjz77LPyM8XaBg/hlyaOVX5wAzvQWRoeJLpCdbUMITdv3BCPamqXyMeUDVPDoyN269Ytydyv/uVX9u4779i7P/qR3bl1U5NaOgmbjmZnZrQDnnIByVj+sLxSJgHzXz78ksQWSx9+vfcGBu3u3R5ZpQFz//m//Gev9xOLME0LZO3EOoifLH64q1evUT3wUwVcvffTn8oFAfcE3A86VnZqeR/9Al3oN47XvdffZ+cvXFCYLayc/fjQ1tZqg1h7a6sRVnB6dlb+q9u2bbW//pu/th+++65cEFheb2trUd1U+BNTWDUYxQY6/HFbWpq1SQsf3Ru3bur0LpbPF9XU2LZt22U5/9nPf26/+tWvFAWASRN1h078WKEbKyWW8fGJcckmLgCvvPKyrKMcXYsrwg9/+CZTGjt7/pydPXtOfq3j42OKwNAzfEduIoRKw2caGZ2dm3VZ7R+wr498bUe//kpYo315u83NzNqnn32mo4eXLV1q//KbX0tWZ+fmbHxswibGJjTBZnLBgRQ9vb2GWwXjy8DAoFxzzp09ryN78Sdua2u3kdFhm5qetBUdKzV2Y929fbtbrhr4XAN02cyH7zL96vyt8xoHWBkgssN3eX3/YLY0E6diAoihnFEwXDlAFhVnGUlH382fSefz8qDLPQZoAbDQiAISGiPCqiYQ5qqyAC0aP1yJcI88NfAEbfqucDGVUFsJwrM8LydUcAI9fEvDj0kjZ4I31Z36L7QFOpnusT0JICMQEIMt9QFAAPqeROxFV/MoYrdSUuLTPCNfLgZeB1Pq+wKo3BMYCqCp70qMPgOE+rKVTyCcn1lH8TqqqAJUDwc/UaAA7MJFDhQSGCagC91dgFgBcnB3CcQBysoAugDflOUYXc8TIEqGYvQvt2f5e1pR8x71SJ7pHnUi71LduJ90ZHrVI8A5IdOcbU8EvvPdlAtIIg/KzsET0MlvpUG2Cob4RG/BY7dUUScNfgEK1TfkpuTANycyZAGNWQYASTTJZaAUlFykOr1KEPKuemmiyF13HeAbZfvlcoaigFSBobBkqh4+D/E6lXiHzy0DNvkL8ADWDOsWy/TZiFhFwgpfikSQVIY6KCZV3s4SaicNYCwGVPiod8L6SyLKdtmjr3h/45XyPZeDEvFR8/ygL9Fn+KcrCSwBLO4rh+h3FAa4SwCXINXliHkq8XWTxwV2nZ8/3QI9In47aCQ/yoEEPhNIYsHE2q04wzkBFMBxefCMPX3SlPfQI1mlIs8nZtXVi62+oVEDHyCPJetMl+8m0NSxwkEnzwordCYsncRWlKFyHYQx8C2pWaJwTMh20pj14x34mReAXbpzwUKd7sSyLptaaFeWnQFILP1izaurXWIbuzbKcki8VFb9chLBhE9ti25fsMDWrl8vcIy/JnVVG8WEgHxXr14dJCzQUaPDI8NWs3ixAAr+niz3AlxZap2bZdd7t4At53fR5wkHJvEn9nb0f2r1CONB6BPJeQBnlmV7entswYkFhh9ue0e7sSmIwP+4T2jiRP+PhqFPMoljqRrLOn6P1HlyYkKygbUTy+mmDesFFmVxfvhIG+U+//wzu39/yPDlZMc+S/1fHDlqdQ0NOrXr3KXL2sR1+dJlRRSADiykALd3f7BXLgTEfm1raVVc1NWdnTrxqW7JEhshIsGmTVp+JyYpIBur8MIFVb7aCC+Q68ePtdmNjWH4+Gpn/qLFVtXSIgVEfbB4n+XYVfoX7nPV6Bizw4cPqx74Zz578KCW0//mb/5asXWxtPNeW1urYsAubXTARf3Z4LZ9+w7JD4Ad94mR8VH5+ALUmYDgOpFGhKaGBtty+GWFnGIzGcfZNjc12dy0HzV75MiXctVg42HN4kU2NDxsly5ekGxguUVmiOnK0j7+u18dO6a2gv/4wKIjAIa4hdAH6Xf3h+4bR9NCC4c/QA8buLoUfeGhoiKg+4l5y4a0yfFxayTixJIayYKAanWN7d27x86fPSd3GOIEb+naqM2BHK/LJAyQS3QFZHJkdFQW31/+4o+toa7BVqxcYV99/bXcdZiwPBh5YM1NzWpLXDCIbzsyNiKgPzk1regV9J99ksEldvrsWbXx62+8EX3o2/1wxPPt5vn/mxvWOi4GkQQX3EMw072gnAmMZcBOYJCDADNcNA73+U/W17Bukr4AK1hRS/+RN791BegkPYowaVP69BslvXSPD5rKm3JCyeVvKSsBzLD0VfSVlxXKuKSTnQTlv1DuAKmw6dsoVxoI4S6seKI3NBc0YP0sRSKgDvzjKgZfpfM65GDqz8U816mArkUB4GmfsrUw8it4RvFBwtPl6H6wFn7kO5Sbll4Rxx9ZRlwEea401Ccyz3eVPmTm6TxIixxk2/FbS26RvmiTsNLyLH2Mxbsoj7bM9/helC0sUams3mHwKJCW1wYavLZe+cwPZaiqPiKIv8tXUb+SIGR5lMRgxn8oLgZdgcYAxcqs9J6spC6WIe+UX9lsg2UA2rzPcN/p5S9fodO/eX/Ufdot5CzGGCXJ7+QBTVyykIhm/VRepBMVpbK4Aa3UbR4RAXygz0GjgzXllsRGwfDe842VkaLIUkHwTjyr3MNvmItsKnVIgMoTd4nxvEMOVSforYDgLA4iAF/wAJlVG+EDJH66OwL9WHSIl9GvChoA+ZE+QDIDkQBgheyYTDsgV+biu/urkn8CPeiBf2rn4Blgj/6f7cP7hKVKkMhv6ZfIJ3WGyiGtfEcbtISofoGlf27O+Z+J4rNEcpEnjxJs8ika5c9ZoZvy813AFzvLuTiJDF5IJgqrs5rJBSuALbxHJlhC5jhOJBkfU96bnZ2RVXTTxg02MTmlNvrss8+NpW1ACXzgHzTQBwCqLPNicWVXPJuCoI380aYAVPoEgBWw9k+/+mcN7kQEoJ057YtwRIRcAnzOTM0YO/qJ5cnEjnexiHG5rtDXQiClHmMsiif6QM8A8rdv22Z9/QNaTq+vq7fOlatkcSUObENtndKSL5c7bj0RWN2+Y7tcBphYspv+mYMHbVVnp1ZQ8Psk792799jmTV3W3NIqSzAnVN2+dcuuXLuuNqFtxojKMO0AikgAyD5AixBXV69csWMnjtuDwUEtqS9fTtSFCVnyf/nLX8hSx3G2RFGg/3d0dtr2HTsUm5ZYslgwL166aHfv3FXbEEeXTUSA5c8//0JWzLbWFlnNAX//6T/9R1mNsSYzyaLNaTMsw1h08bEl1inRCzo6Vgoc79ixXZvV8Jnt6e7WUvuRo0cVkQA5ou1m52bt8Msv66jc06dO29UrVxWfGNmgf+KGQNSHrdu26/Qzlvf7BweNSADnzp+3Dz/5WCd2rexcJeB65ChWUrP29hWqlxpngSkOL0CXtsUPm/bY3NVli6oWK5zX7j17bMPGDdpEhWzt2rXDfvGLX9hf/Pmf2+5dO41QWQf27Zc8Dd0fELjEPYYYwPQFeIxLARbSJUvq7MrlyzqwYXJyQn7cbMxC5vft2W0HDhywbdu3SSXjq8wkA/cR+MpkEH/r3Xv22kuHX9ImMybMdUvqbHho2Gqql0hemMzgF37y1Ek7ceyEaOjtuSurPT7Ye3fttM8/+9yOfnlE/8SH7+DP92qZ1UAWleB7AgNuJTioDK2REENo+LxyxwdfdJoPaDxTXuHPGDgoXvZ0ei8BUgwusnQKTAVQ1iYCtwjKEqhjY8NapsEuQAZjMT63cZCBBm4tr2G5oaQEkvohwIbFlRkndVzASRq6Mp0vS5Jay4NJp2tS3aN+uZSsgUHvY6n1nApwlIH7AdnmS9uMbaK1ZOml89I56SjFpVGFxO4G4ZhjoazBAi5hzVJ6eBhAnUon/ABw456A8vPamVuTsXro/Gw1oPMp8iA/+FNcDHBhbZwHXLPMEkjFFUHtz/shOPAKen3AqOQL/0kjuYllddLqkkWpcvww/MmysQRTQ8lqyBrvpPwx4lEecgkgYNDiu7gSgCZlVjYo/MXhmAZyLHfeTrqnXCt5Kz00k2f+pwEYH9wqI8C4UgtceVvSBkwIeQcZ10BaMJe8ABbuo0sa0iKXanbaLyZpeh8AHYdsUDfxpQQIyTbvQUf5oi9IbvJmHuRAHQEhCjaP77wn4JM6YqmFNzkJYNmanPVOui5QB4G10stFWz6pLHXHu9TXX/H0ABiADH2JcomC8Oix50m9BXDSwkqPlpuIA1sAogNR2ttdEqiBJo4B2vjt9kYHdJI9uWhQP6+v3Cy8YuqL8yyZ81npL8CDsBDrBmnSYsvJh2ldl/W8Su3ibeZ1JnnsAQ0NU2RbANzIUk3Jsuzsw1kbmxiX9W16errygqROxTsgzMluVK7CI3+F36m3RE2ALvWdkAdCaLGZhyVdrGVzs65B8r2i7mSAvCMnZgrqz1IzYJMBncMrdu/ebSs62o3Tk8bHR6WPOFYVixaAlTaObCRryD8WQDZZsUucDTuE2MKaSf9cvLhaS+zsxEZGH4wMCwRwchL+gGzIxQKGVfxx1WNZvzZt3KQNRCyNL2tusvsD9625tUX+pvh9iQ/IJas80SLqLwuZmDM5cT2G+wTgG4spAJPjUAnUf+XqZXuu5TkBPax0XNJD4ddMH9qwfp3duHFT0Rbwr0Tm2OmO5RK6SbN+wzq7fu26/e7931nHihX253/2b+3W7Tv25dGjmkzD27ffestam5ut926PLOdYvVevWSNLbLtO5hq2C+cvCOgTKxYLOePgunXrtfEMP00swljJAUwcrICPNz0bWtatW6t2OzL5hayNZwfOWvWiRXb50kWbnJyShXZ8YtJGHgyLF1hsvzzylbU0N9uiqgF7MDSk3fdYEonDevzYcXvtlVfszbffksUTXn/4/oc6Pnb92nXW2rZcoBUr7Z073Wrz82fP26rVq+zE8WN2+dIlWydAvKTQJfjtEieX+jJBAXzu27dX+vMXf/wzNKW7PBDubGLCjnz1td26dVv9koMc1qxeJX/dyekZm517aOMcZ9u8TBZv5AzesxSPVXV2ekYbtrQxzp5oU9mvfvUvcnVoaFyqyAOEDSPCwqeff2mdK1dYdU2rVd+5bW3Ll0vnM6Hj0Ac2u2GRxkcWFYnbDa4EnZ0rdfpXd/cdHac7Ojou9xt6HdE5ZIU2M8D/wL1+I14sYyCHLXBCGX2or79PbiEA4tdef81uXLtuK3B9mJmzFqJv9PXpaOSxiUn1lyvXrs7TId/2j+8VzKbV1QdK06wExuXAjqLQ6BIDk4YxgSaPQODLXO7nxDOUNSoVXy4aT5dA2wIdK/eYGTiD8CI/xhOFr4HyYUQzCICEMkLhAsSUbx7TFxY60cV3BscY5DjQSeWHRY8yNLAXg5/UlSyqWW+0MGMZVMuHkHIY5Kp8Ce2h6PNqyPcQEB+8wDpSKPSnpICBnrKdH4Btp5Pf7JJ+FGCR3znm0wYCPdRJyt2BIRYnLJcC4MWgA1N9ACkGTQ2u/HFgLEAUIwT1K8qCb3EccJKdfOK3D3SeXhvjlCXDFJm43y6diGeaDCTdTDCYUIRlheQaDKgg92PjnXgiw5CnJy8awGXNP6EHEKf2DV6RTeE3nM+SeZI6B68aQMgzQK0sv1jZsDRquHXAR3kFqM1BP4C56JblzF0QqIvAM3XCAlysAPhkTscsC5l4m3moNn+HOuj9BP2iIWQxrF3whDtZZ70Qfxg8yaJKkspNz8+tE95/HMZw3zfhOf1eBhYgeMASJ5Y85NhP/vJ3SSt/wXCjgBash9k3KVxtE/ygX6tvkz2yqVUGJMwnl2pPNRZtoM5f6JCQIqVVG9NOcRXTuHIigejHxbG50gllIBZAtgxiUx9IjslbllzP3WWbiZHLuUCyrPNOv5LHUjZp8yLP7M9pPaQZsNQnEKcB+S4QTL9OmXry2LDc0QaACvQHS+lYj/Gh5T2fNCNWYZlEzkrWbHi8f/8ehfxBP2PhIdQOefEOXKTdcqme/BQPONwDoCnrI5rRzejqAPTUE9pTn/EpOXjocsNEJ5/Ba7lQoCOrFska5ccqPxKAZdmfrJmci65Hj+zY8eM6BICQSv/0q3+R1fHmrVvanIOP5+zsrC2p8ZjI0IKMTs1MG4B3eXu7JB7QNTI2Zm+9+YZdunxVG3rw4cRXkD6CTyEuAAP3h6y+vtY+/uxzW9m+QoB5adMyLQ2PDI9qeXj/3j328YcfK7KCeG4csOC+5+qJIZfiLG1aRXSLKlmLG6prBKgB2y+//LJ2vQ/cv69laqIpAOJpZ/QNPGeDMLwkPiixcDlxik1C6IWJiRl748037PSpU9bWulwTRvxtAbhYTf+3f/fv7OSZM3b16jUByOTn6lWrFRKMuKlslGI5mg1PHLjwxe8/lzVacUTv3DFOK3vjjddl1SQN1sD/+I//l125ds3WrFmtDUZYa+8PDWn5Hd2FVe/q5Uuy/C6qYeIwK3eGXatXKxLBhnUbbNHiKo1T7KwHDCJv94cGNdkGeNXV1ytcFs/ffPMN69rSpXpRP/xHr924bhvWrbP1G9fbr379K1u7do2iVuAWAo2La2q0rI7VFl9W1MLBZw+qz81OT9v5ixcUtgwV887bb2tz3N//3d/pYIPBgUF79fVXbWJs3H7/xZc6GY2Nkyzz3x/oF0DHKNDQ0GhD9x9Ye3ubACGgED3J5G18ctx+/AfvWW/vXbXFSy+9aBcuXrYuNuNNT9u5C+fs0oWL9t57P7W9e3erPRd2rjKiSLBhjAkcriGzsw91mhlyzeoCMX7feZcNeI3yH8bavKVrkzWuarSr164JoAOKCZc2NTWt8QZrMS4MXISzGxq8r42HREvAMn6vn9BqC5U3xwe/8MJzGicWVy1SaLLzly4ZLhO0C4dsnDt3TodXPLh/X3l+V3++19Bcx74+JoGsDLhuDctBX5/lwSVqTXoGQT41eIUljfSaoYdlTulQnAIXPPX0UvQBSBjwVD4KV6FQHKjJIiV16IWKFr4CeMOiV1jrREcMPuQn0fchnr8+pjKg4QLgPocMFqJfQAXF7gOvfzhNOeDyySCAGadgBwljAPdPz488le+8wdAHesrXAKo3VbCErkIfY68PKp5HuGYQp1H+bFkXB5YCWAyc/BfvFeA26Yt6UiTNkGDDy4xBU9n5BiG9j9akHqqv81M8LQFLfgsQlgDJPH5EWoAf7hJ6Bp2AQS1PO5+op8CXMG3YlFW+01aUG0A631WGIWfQAa3QzsChsqL+iBDgC/7wXflpEK+AFXjCUZkM+j4I+Y5a56m/55BBqEF8LAY9aM1JGACGMgQeeBDtjqjEvJDBQvJPtgDBECjIRc4KARMW9NOElA95JUCCF3oe97JMeA0IEo+VRLLoqwiAV2TUXRG4R73hPyl5xrv6HWWLlgBYehf+RExcaPIalr4VesHrQV7Kr5Al5wdtFNXm5ULW+Aq44B3aDPr4TFHiftII2VkfzyJdDDxnniWFvJdgrnyvkl9scvQKFzxJ1wPRGPKuPhH1Eg2hE8irqJRo8zI5XrSeOJVMJrCQwWeeh8Wb95IX6AZ+oGU0YeA3bWO+JM5zfDNv3rotAAd/xCOtFFX0GW9lrgtkVHCeaoIiZkbL0WcCDEcziP8ICVZZLGX4NhIYHst8lifArg1fHM3qm6g43QifPwb7oeEhm5t7JEsepyaxI3x6elrgYXyMzTaj2r0PlSyd0ifkfoOhA7DPpGvRIi2xEq6K4PhY+di5zVLyJMHiFyyQdZFl5vHRMXGJjXEsEeO+sXbtWiOaAZOIXTt2yIcWv0w2C2GZRG0BXNDp9P0MgQfvpUuQxZIvb11dvT1zYL9t27ZNYBteMqHcs2+f7hMtoaenV77B8KShoV7j1OzcrFqjtbVNS/7kA68IVo9f5Ndffa36NrcssxMnTmgbCxCHAAAgAElEQVRzFke81tdxEMKATY6N25ZtW625uUWAeNPGjXbixEnr6euVVRZQ1NbWJiv022++KR7V1dcJRHdt7rI9u3YL0GPd5sTPy1euGBMJJgfoXU6bAixyvOyFi5d0IMCtO3d0wtnWbdtsGgvsyIgmwD969x1tgrpx47rALe4djIuE3eJUNUA1dWNyjA8wABm/3NffeF1RGQDlhw4dtMuXr9j01KTdH3qg41uJq8oEgKV8LNdMeugzhMEi5NfBZw7a1q3bdGADG9Pu3x+03r578sdloohsYU0mtNbo6Ii9/8H7sqaiS/Ah/uLIEUU+ILaxHxxQqw1yWF9XrlwpP3Ty5HjbIQ48uNdnN27cklX466+/trXr1trHH39i169dVQxYjsgdHBwwThibm5u1+oYG8RsZJsICsoeFG4u5hoQYIwmL2CLr8x1FjCBiwq3bt2zdmrV2r39QMWDxdb1z+45biCcntAKAFXrVSj9CmRUG2ps0nAJHOzKOYB3/yXs/tueee04geXR4RFEPtPFuyRKF4uKEtcsXLxkHMKBHcD0h9vO7777jKu5b/vu9glnizLoSc3WKspJS1sDpwDPv8ZlpU1GiePVcqtMHGtLIwsQAL8VQGYBy8HNLgQMQ5RlgQPlqwPQNEAKtLg1etgp08KBRmbtaQg7gg1JnACiBAo0PuWFETv0+eAo4KFffRKOBrRj+PGyTW0xiqKH+GiViSSreZZDUIw08ARZVRGUwJanz1f3C4lUpZH/mlmAfzHwQVD0SDFBlARkICC7GM5Q+d7ye3mYCPQF4XElTSgA0ZRFWyRyUg4hse7VpZprERhvJOkthQYbaWgNy8El55UshHwmSgkeUI3DpAqTBg7YHSPpg4rIjmQt6kzZyTmAZ+zNUGNYjSBIwDn5LniQiFSukiixZSb2k9Af0OpTL8sy9Pk5PpMkyYhKGEOg5BQQrVM/4LWAM0Iy+IjoQHPU5zz9lWiBXALMC+JMmfQZYUv5q+LTqRj7RNqpbPGfmTnoB9lh+l09fgH3JlzAyEy73KfQu70A3rX6UUGp+B4mSI4/b6qAxeeH0OJ3uE8t3LHuejypSfFc6f0V8YXBQn0hep7zGJ8+QdWgXQAz5IncsRapT3HMaJExRnvMjHos3mcZBMr63Tp/6gxL6ZIs6Auq5+D4f4HqbiYYqt+ZhQYFWjqAUkM9Cw6UFhqrPOsMLPcM71TVLrHNVp61dvUahrYivib8jIIJ/aZ2FdvQVNXSwCdNc7/BMHA+/VPWL0N3UQe8gG1WLBE6ffeYZDaYcEQrwxNqIFVSWZSYZTBhD3uExPpIAw5defFEgnQ05N2/fsf379tntO7fVL7q6urRcisUJYMJudIApvpTM+6EQuqCTo2nJD1DQ3NiopXyWmlmCla4lYgRlLloksDROuKHxMeu916ccAMDEXp2dntHmKviI1Q15B4hduXRF4aQAXgBWwG/V4sUCn4wdpNekir4NP22BjlS9d69fy+ZNTWz0WqANQR989JEC2+O729GxQidN9fb2aMe/xo8npsgDgC3agegNj4lgs3CBdXffLTYTcfACG4pOnTqp+jc2LbU3X3/DXn71Vfvnf/on27Nnt3xIcc3gmFtALD61+/ftFX/67/VrWZzG7LnbqyXrDes3qExANtZVrHuyOo6NKb4p7hHINsv1rEK+9uorAkLXb96Q9ZTQaVgLx0bHZMXGZ5YYrzPTMwJNTIgBRh0dHTr4gRPEODIYMP/ej39sza2tsvJyZC3xUXft3Kld9Wx4Iy2hsQC+yDTWaVZTmYxcOH9e/McHuGvzFk1ITp88qZOztm7ZateuX1O9sDQyccdCzeEMWCVp0x07t6ucttZWRUzAzxQZBlz+z//6X9vRr74SAKbOgOrRkVGlB9xSV60WzM1qAoWc7t27V8fojo6M2czstCZev/vt74yoC+NsMhzoV7sROo1TuuAPh3fQN5hgYZ1Hwlmx5hl9ncMQOKqXvoPcAEy5mDyyIQ0r+patWwVcAbC4UaxoX6ENYPCAuLt3u3skW+jTjevXSz/09PTZpUuX5HrBoQjbtmy23nv3bGhw0EaGh4wDIgDwCqXWvlygliOSv4vrewWzJ46fkCbTsntYihxkVDBTAUxzIEmAGsv7riWdFan0NaiD/WJTjm+IkrlHSpDUrlBj1E9OkqRsOVCZFVo0aJSsYCgHOi9Co0EllTb5yxojk7EPFBCqQQOznMMhvR/KHBK0ISjI1ECoQdHzZvCiXqqbKo2a0xChwZ1BJQcF3VCd/LnqG4NhAQZFo0hyC1PwgDegC2UqP9rku+6l1TEHYvcndGsWGbjFTtZFL1QFVAZQ6PdkchEQ+73CyT/lEoPqPLCoUSTAcoCeHBS95rEEz7PCclixuor3yJiW452PAlbpjkL+ka9YAW0s3QLC4Gws63JPbUsZZfHhXdGot5WmkBeyyg1lskRFu8T7vEcZmS9gDp4pv0oTOlkBRLLOyS+VFZZD9Rm+pwtMDNIAQpcfl//iO7IqgOB1Ux1DDpR/WFzF1+inakgJS/AbMFBM/IJ55JETiayyxN9DESXoyboAHrngAwM6dIhSAVD4wXPnk4Nb70c+kXDQy7u8yKd/jzqRWUyWSaFnpTRRcPGOy3SAPPIMvitd+U85j+g3Ib7KK5sv5btMV2bjzyqTz6Q788n6iF8hdJ6mMvnPvPh0MLxAVrYXX3hRwAE/OaySWC/JD9mQjpFOqbiLqN4qg7yrBLYINwVAIv7nubNndRoS/om0AQO6ygS8R9vwesUy7TS6T76kXP2GAZA2ZkBHDpkUQxfWsO07thkuYZxORexN/CtxBQBkymKsciQKxUoIdZmemba169YIgGMxAiTcvnPXtm/fplBP+Jl++ulndv36VcXLZaCnbKyVbMYSqFR/Nw3aLS2tqvNQHB3KBiOOAcVKyUEKhNtigxcA7/rNmzZwr09gEloU3qm1RXU48tVXdq//nt3t7hZIuHnzloAEABuwTnr1xZB7XzlwXqlvhIzBQ/jdhS9vW5tduoKFccr+4Md/IMvkqVOn5O4AD+Hr/cEBB+ZVVQoZBjjjGFwsz7gcyDXi8SNZvgEnWO5Ylqc//ckvfymggmWQCQCHCDAGETqKQwAI6bV0aaMA7vat2+zO3buqI8H5f/f+BwrjBE+uXb+u+y88/7x9+eUXitJACCt8oteuWyd/XyYDf/RHfyjLJm3A5ilOCsOyim8mu+mp0/Xr12UJ/Df/9t9o6ZzQZw119Vpab2xcaoSLot7E4cXih+8vR8f+8Ifv2OHDL4tW6s7GP2SaSd7Xx44p+oBOtJqYVKxUTjWDv5SJzzYuHcTNZZkeH2qsr7h0AIi3btuqI3t5/9bt2wpR9uyhZ7UR7ubt2zY89EBti3vO1q1bJWuUTygtrKfwgjZkckQYK8qk7F179ggUHn7pJevrv6c4s8MPhhW6bOf27QqxBW3ETgYAY73Gurt923arrauX28TM9LRcK5AbNtmRHl3z3/23f6KNYDu2b1MYL05mY3VgaVOTQPdO+kv3HcWobWtpKeQcObhw4ZIR8/vipcsKybVyZac2NnIq2ejosHQN/tO4s7CBE5cOwnwBWFkd4sSyfXv3Wl9PjyJ7AKLfeust6ZBv+8/36jPLUJTKXko+NpdQqXyiJcuopbp3WFwxheRmHB4DQhls+S+tUBoPKQCAysiAa4FrWlbbdMsViQ+SBKvPgSTHLg2gUZboCoIh1YdeJ86VN3nmXbfMPH7ioV5EozL1DJw2t6qyqYWBgeEAawzPiAdZzNAZeKhGVVUs76Wl1MujbEolDZ/4k2a0g6wHClL+slV+yhCDVqYvf0InaeGLeEVbsAtaIM7p8BpH/cknrAksqeVkpHyP9Amc8t0yv8if5nkSO/1VbrZZCgifYVGrDJYRmou0tD0uHFVu5dQEiXeEiZ5IVthst8B9RAKcBJoMKUyZSxqTbugRQJQbSyzFwzRlj/UkrM7EGQ7gpXcDnCkd/qmEGEsZhbCQWxUfpJAXfNSzSJPfUzZTxsnL5dcBQ5nHgNPHyLNyUgMUdeBWJQ8kpkiVqfWp/JkQRl2zL/Ipq2optYDs/8tv8uHK93Fq1PG4Mal7GPUlDf60koXgDX3cZRje0n4V67fypCMT1igATlpdVWD8UelkmhPMAAfIILIn3aMJRCXQvMC0/HTxBXVQq5iptClERH58SjSjz+g9yAHYC6h5/ynTw/dyFslg6AGwlluDfip+SK+4fgCPep9J1w1voLyn/NWPH9nxkyfky8YS7MzcrLcbbhZsDIT/qk+ZUT4Bcb54NQEALFu3tTQrTBMbWTgGFL9Eb1nXV7IkZ1Yp+2IV+qRiEZemgwHanOaWSOrMMjwbVLD4tDQvk+Xs+vUbApoASGQO8MKhDVLg2qyIvDwW2CX2KD6BDJ59vb2SN5a629vatMy8uHqx/H2RfgLtswkG+lmq5QAHNRt0wbtHT6x9eZvAQuuyZbZy1Sr5UgLosCyx+evWzZt2+vQZWbf27t5tZxf4YSPV1Wz+eqRTstCl7JxnQ5TL1AJtUgPM9PcPCJzSb6XrQ7bo06IheAi4Ufit9nYt5wLCOJwES9/Q/UFtBMM/kg1htbX1dpdNPFVV1rSs2S1gK1ZIxtErALGtm7sUcB+r39CQ2ZrVnXbp8hXxDVeKA/v2anPWBx9+JPnAOsmJZRzZeuyrr+wBG5/a28Xjr499rZ3009PT8s0+z8aviXEjlNbGTZvspz/5sU4/A+xhqb1566askrNzs9bX2yM3BGKu4roC2K5bUiuXA6y2S2rrNG7AH/KkPlghr3D86sSE5ANwjtWTtmC5ndPRBgcGjM14U1OTchHAsvjlkSP2YHjEli1batdxU1i+Qv7LgEAAJFZ/8mLDFxZnDpPA6ktbYFXntKz/9S/+wn7/+98b0QnwN2dzWXvbctvzyz2y+mPlxT2mrrZe/ZvJBRbIu3e7dZTtourF1rysSe4anG5GufCBvgGoY6JCSLnnn39OllAsyR9/8ol8kZGHN958zfbvO2B/9e//vaypuL/s379fE0HCen35xZeKygCO2Lp1s6IZ4AbTtWWzXb5wObDFQrkqEFuXOLfnL15UyLjly1ttbGTUbt2+aTeuV1n37Tuih7BiREA4e+aMNvSt6FypjYP4FdOvVnau1oQMXYd1/hc/+yP1mc8//73ko+fuXSOaBf1l7uFjWYe7e3qst7/fWlqWSc6/qz/fq2U2j7PV0IpWCS1eDNoocgBo+ABqACYR6bCyMKPN5wES0E4Iv7IKS5Xy0zvBNixu4culZTKsdWFhRank4FTQpQErAIMGLQ+T5ErH75MzSpWrAGrkG+CUAYn0lKf3CosO74elM6yzDGfQLMBJOpSr8nWLlQ+fWa5vCss0ogOQw0aZkmsAZSZPcgCijGS7wAm0BdCh7g5MPSIB+aGY6aWiLcCz19cHd6eLJJ4PNJcBlpgjUON58cwHUwejinBQAJ+gP9rYiaeZVIugwycxypd25z/eB7eo7mHxjHegv/y+eEXDpOwkgfA6BhTqoktVjLxlyUx58E/yVV1lleIXy6ZucWGZJ4Ec+ZX/SX4LWUjZLeWVIblis44qF3wVZdGAyWdAPGXR3rJCA6JjYpLtw0xdYCtkivolTXxP+VQelFVqd2eGp09eiyZHXIHxYFYpTVhtSc8/8hWNsXJCngwOyoI2pP9qUvDEw3cp3q3zTW0clle+48bidHq+XhffhMgGUY0q7OjWEranVf1CJijHeSrFoeoJQIYMALoDTeqTZyERFatzykshKws0EGBtJP+Uc+pMEkBfMS9D9B+7dRM6lFayhOrwdORBPbmwXkvPhP5LXaNnjx5K7gAyvMNpPFi1mpctU1xL5J8B05/7bmusiwJZMQnju+tAaHGwjH/by68e1qA5O8NhCYCiUVmTSCsfU020Y8+DurNLm/pbsLisd9S/VAfX54DEdevXypLIWfHwZ6B/wC5fvig53rVntw0PDVnr8lYBD4ADEx/qA3jERWH9hvVyG6DeAFd8bfEBZHkeMAgAPPTcIVmoOYXqn//pn42d3FjeeJ92ZmmeOgFYWHKmTdgQg7Xwzp3b9trrb9i6Nau1xP9wzo8NZ0MOy7VsFjt44IB8fRdVLdDyMEvsWN2wUGL9vXP7lqxogEqWfQnkT3nIFUvwheyHkcCXY9sFrAg8/9zzh4wNRqfOnNYRqpxAhcXvtddeN8KOsUTMgQSbNnbZ8y+8INcSLGVYteEV/r2UeeXKVW2MZYc8S9UnThG2qsOefeaAXbtxQy4YlI31+s033lJ/nZicsJHRMautq9P723du11I4PraAy1sA1akZ+ZtKHtnAV11tGzZutKNfHZMFsra+Tj6rV69dlVUS/2FcGPrv3TM2yhHOCX/dNas6YxPeDZsIK/v/9D/+D/bLX/6J2hZQjKXy408/VeD/3Xv3apc+Fn3cU6YmJ9RtmfgAQE+dPiUrMCGmum/dspraGnv+0HP20uEXBdLY2MTmwaoqTrlbYjt27rZXDr+o43KJ4HH10mVrbGqSjzUAr7u7WxukVq1Z43Foh0d0SMOlixftpZde8uV8Y5PdhKIr4LICeMTnFv4B7LFUcrgEcXvRT889d0ixofEvxjcamUOH4M6DBfcV8p2ZsY8+/Eh+3s88c9De+29+qlPJPv3sU6uvq9VGvjNnTxvWVoAsJ5tt2rzZ+gcH/ISv3l672+tWUdw+mpr81LBtW7bY2QvnZZlnVQH5BMTTi5k0ES4N4A3NhDvD/3fNmrW2fdtWwy/++eeeteUrOiTHJ0+etI8/+VQAf3JiSieP1WrCMG3XrlxR3FnyYTUAXYwv7Xdxfa9g9tixY8UgSqU0sAR4U+U0yPugyLKYnvMgBkp+54AK04s88rljD73AQKmRhDzlSuBjlABjKH+ydosTg6kvnyag05J3AYIrYIcoBGSdij+X+wX8NMjl0FcQrvSqn/7obVJqkKQOCVx5UoDM0kCZlg1yRhFCI5Zc+KEhL2f2qjS5cFX4Qzr+adAGgMdv8uI7+WvQZuANq6+YrnqKucqxqFnQ5sOXt1eWSjm8ywd1Q1nnbz1T2Q5K+a33EgAEaBFjoEsWMvdthc9kqvwY+TRpiLaNPFUo6YIYH0D56bxyvkTZyITSRmLRGe1MfilTwatENIKtvMdVMCRy9qqqPL6Sh/gaeekV1cPTp8zkfdWNNoidye5q4nwU7zTJ8urJpcBZrRvIhGSXNLiMhOWQ77SDNH3SHeSSp/4hi3wP9wSVVUoTX6Mt8xef/p5TFN+94ylt8iojJEADAA9lzUDL92wrZNGtlORTKSNphJ/5XLwN5nOPPqMJovp5gMngA/UveBDZlsGharEQoEdsU3pTBWzpaxLDZ8pIfi9kwwnWBDDCpfm5I+E+AZiPqAWkdECajRf1kjh6PtBXgdC0n28oTCBLfSXT5KUoJo+0zArt7W1sknloI7gYcJpVRB1gxQhZ1EQHXod+JW/8N7WMPucrBMgf/BjsHxQovHDxovKZ5RQwwGRNtXbbkxd5SiclLypNl00r2cqGpu1YGgbgY1HjxKfZ2Rkt3XP05We//9zYqMISPYMn/o6Uy6Au4LlwoUAicTQZkPH5wyo3MNCvI2YJMYXPJABp187ttmhxtd28cd22bdlmx0+c0PnwgDZ2m7Mpjokbu/3ZvMX3K1evqe9QtzNnzugkKc6UZ6MO8iqL2uNH1tPTLVDDEbNMPH7z29/ZF198aQBAltRZvt+5Y4c2O93ruydwCWjC4ul9zfUQspm/qdNKQia1L5fbAsADK+QHH7JjfcyWNjYpjBfAjmNmsWQCNl9/9VVZzfFtZrc5YJA67di5w1Z1rpbFEqswgfOxEALWkEf8ZHmfyQt+pCyN79qzzz7/7FMbHR+TzySdcVlTk46KPbDvgP393/+dltubli5VPsjfL3/xC9uzZ4/19fbZ3bt3tWFscmLMcEG4e6dbm+GmJycUzgv5YUmaE8V2bN0qoDo6PGr1jY1qt+5bt62nr0f1wXrMsj5WU3w6qTeW1fHxMW1AY5MSIabQdWzGYmmbfsEpW/gEd6yElyt0ZO6B/ft1jO2F8xc1KWATGL67hHK7d6/Pmpc1C9zThziNa252VrvwyRswR/rnnzskXmIxxqWFyRWgEyswbcjxsa2tLTY9M6sJDW2GK8crL79im7s22fHjJ2x2dlqWUXyu6e2sFhDqi0kEfZJ4xWxGu3jhvPUPDMqNAfknpBybEkmLWwgTGkKynT9/Xn1zbHREIHr5inb75JNP1JaMB7gasHKB3L799ts6WIKJCLLABrOJiUm5UCAXGD3QgcTRZZWCmLPIBAAbOWeCyOYwTn4DlOM2weSEVYn/m7v3iq7zuvI8DwmASERiQgYIggRJEAADwJxJkVSWZUlW27K7Hcvuqp61qmb6Yfpp+nFWP/Y8zppZa1Z3yVWucrZcthLFnDPBAIJgAhGJyIBEEr1+/73PvVeamjeZD3NpGcD9vu985+wT9v/8dzgVlRXqM/yAi7CMsHkZGAhbt2zVmOe53JzZmner16xOWSW+vl9fKJg9feqUL2zWAAaA84f2BYoHoOILewRLOH7z4X5d5/eEIrXvrQChL76QQox6iGssVICLWH5cRMTUakGxdCgCGFJWVqIUbny3L9wKFBFQs5NqrJ4GoiIDTBEoHylOLeu+aCVcDIx9ZXHnIwUF++DsDoqTxZv6UD5KI/6jXH2PchXAM9NpVNr85IOSwS9XMk4oGwPAyFKf6WkpFwYx3/EePrgoWNlWb4Fme0L/n+rvy/vsnTzL73rU+stly0OmjGOL+duAh9wkEvUz9wEXmXSgl6qy9XLqrnHibYi/O2sPWymA4/VVW31jEtuttFv0hW9sqD8ypUSNk6iKvbq6pk61sSfXgFSQGoF7BPGAycjy+fiRDPQGS7NkMrE2sJBRB+pHX0R/Uu6J8uWnQKyzqfwd50osK7aPn/zHmFHZ/OYbIO7lE9+luQQYFkNoY8lvSdyndyW7zi9b3X3I+BiwchGf6sDGC4DnlgrKSboGOID1+c799ok/7S/6UkBYFhubKwK2fj/db+4KyI9nrO16v76g4l8uU3cl3mcbCMY+MjDgZY1VnbyBmoO6x+oVy4hzB+ARxwml8D0VglXko79pf0KO1NddjQSkDZxqk5l4hbHR8U+qjDIzWcXxkqY0UShwTq7KzJwlJYjye/Z0SmMJ0ErkE+OKMmxtshRY5PSENUGxKS8xvq3PnioYRFHjExNKubRkyWK1D8aRdYq2proaxCljANvbzDhU22wNY77Rl4BFzK6Px8Z0WhJm6ba2NrGi1J9k6yh22EOYVsYMoBFmGVYUMzR5XRdWVUn5E7mOjx9Ke+uWLYF0WG3tN8PadS3h3LkL4dbt2wG3BFwMABC4TADgGZswrWziOYAA1hn5VJaXh76BAQUYwbZxD3V88803ZNom6T1sHadhZWZnq97kgOWY1y1bN4crV1rl6wprd/nyJQG1krJStQHmlrUhzkfpjOlptYfAGoAiqazS0jM0bPFtJHqcz+2ODskE4PrZZ58LiCxdWhd+94c/hMOHDsn0DtDBvA15xNGpMLyYffGfJjCKnKeAV+QP+KBP6hYvCYtqasKpkyfC1q3b1EZcTcaePJEpncMRjp845mtGWqhbusSIj2fPlHcX8/eSusXKvHDp0mX5u/70pz/TZgAwxQd2jnfhRrFx48ZQXlkhFnDt+rVh7NHjsHL1SukO5IxsR4ZHQm9/n8A0IHjDhg1iZ+fPmx+ePpvWJojy1q5tEeMI+GOzsGTxEp1qlZ2TFebPnxfql9eLMDp54mTYv/8LzcnBwQdiIgF2BMYV45oxM03jAvDKUbHl5RVK9k9/7d61Syb+rdu3hRPHj+tks8HBgfDyq6+ElU2NmuNkjOAQitIy3CjuaD3kFDQ2f7id9PX1hfT0WWF2fl4oKpyjFHKMZ9aut7/5dli1epXYYuYWftYEcBZ6MNkrr74SKisq5UZEm/GJB4A/HnuseYh8ycnL+Cc4DesFmyGAfUNjo+r+5htvaDNAFgk2dL09PZozrE+AYTZsnJbHxmHJ0mUaL/j1cghF7cJFCvxrvXwpsOnkCGT8bjmsBBcE/Kphn9e1NIcTJ09o0/vvvv9vxaIDqGHMOfABV5eFC2s0Hr7u/3uhYJadMYtwVK62IJuyjt+LYXKFnlgcpWRN0UipopqcbTUV7IoYLeFKVGyGgyWEpndJeZGD1MTIDwEflA0smvss6V7KcbMxSsiYWG4zhQkIjr+bYnDfXQcRdp33RKVo7IzpWmkTqc0IHgX07KIrKlXasiXEeqP4TBNJMfJ+a5tBTa6ZKjYlx6pMW1SsuzTEGn0JnKp8FaXyVap/Z/KWUPU2rtlb47sNfMVv1Q7dYTWx6iaBWrzP3mb9oj4XmPZa8ai3M/az7vf+1e9iZv02/53Xpo4f9WPsex5KtNPGSRxLuuRgS9ISsDOfT+6x8WA/42aI7wRiBH+sP7US8xoxnAYiJf/Ee+2alHtE/GoMUvHy/X28N36n+tGL+h+l28Yptf4R5HKv5peIROsjxrUBq2h9ML9F7hVA490+b7w6Nm58/Oj96o/Y+XFE2d1csg2efc/fKGvNG52u5McTe1AdizeNMTaW+2zzqQZ+aXR5/7rlAHlQJs9FAK1qqZ62jthgN5aa+6L8489EWzQcbLxxzeTNVR/d/gI9lwI0Ey2P3/l6BgNDgAhmedJKMVRpFx8jjBkvliYtgsAk+2otxxVEY8PnrECtt4Fa2RpEm2zjyU/AJ/ehvLJzs5TknCAYfEevXbWk8ygubea9/FRZYOpG6XFSElHVBImQyQC/O8yj2aT4evo0NK6ol+mbYBMaR/AVSlVtSctQO+kU2xCYFGk/5nzex0dHkk8/k/mffiwsmqO6UwZuAkRFLyheEOqW1MlnkZXT8/wAACAASURBVDEEkIBpRsHjEylQ7nOhqWFFmJ2fb8npcc+hno0NUqQQAe1t7YGgY5LR49NZXFKiFEf49MH+UiY+j8pwEKYFJGCbABI32m+Ers4ugQNypxJUVltbK0YOH1JA0PwF88PqppVhcV2d2EISxdcvW6r0Vzfbbwrg7tq1W6ZnIuCJESB1GC4ABvCj7nOSZXpaifvv3buvYCjkBiNYV1srRgv2sX+gXzLHLG3ymBmuXbsauru6Aqd90S5YM5mzc3IUEAQ4YYNAn7EhwfxdUFggEztsKn3aeb8z3L3bKdM5gWrMB8z3HBFL8BeABIAJQwdzCJifN3+B+gcGdODBA7lZPBgc1CaBgLNZ6RnhxIkTAkGYsGk3n1Urm5R5gjFAjtuerh6t26TuJOiQPsZHl0MXXn/11TD66JEAJ/2J7yeHOFCvX//q1wETN6Z8fGvxaS0rLVO+Wo3l+hUa22yESGUGuNcmaHJSgXxsUpR27ulT9aed/NYlkP9gYDCsbWkOjSub5DvMGM0rKAx5ubny5W1paVYgE+4S+w8cVOozIvdh5pHf0MADyZkNLjlqeT+ZBwDKrLVsLhgvBNMB7Ekphv8xabhIn1VRVSl2mTpyghfZMnB7IW8usoY15ZAHgslw62AjBWtNgCH+2cw4UpnhMkMddu/aqc0BadDGx8fF4OPfSvmw0LjfMGbIhcu44z2FBfnawBFYCDt78eJFC8zMJPXdhFxocOOgb6nf/AXzwrVrbQLZuLOweTh/4YIyTHCMb/vNDp0itm3bNo2Dr/v/XiiYPeOpuVIbEYEt30l9exCFKSW7U4CG1ZweMl2TWCAjuNCdfk33oU0cY8T3aUF3oKEFVpgmAj9bWAQKUCBuskw862AnpQKqjIG35KLEdcoWm0SLPM8sQFM+pd6E2BwUUWR8eBfPqm4Cy/Y2VK6BXgOVuk45Aj4Gkikv/hcBLxNQ33p9IgBQm7x8vS8+qxRASZir36SIrGS1QX7C/G0f01P2d5SF1c++s3fG++NP2mkK2dpgZcnnkz6OoNXBqZALL4r9lQIkeDLRLornvpT+ixsXvcF0aqLiKGPerwIAVPFAhgTLau4GhkZM4TBG+Z/GCWMkNsk3QwKaPk4pW/dRR2dF7boBUv5f5akNVhCyE6tsgtVYUDm+saLyX3oOpg2Q4v9MHrFSriR5i49fFAj32niy8RbHl2Thdf3S/EupC99TRkLmJk0ftwnRmlzUFR5MF4G4j28xhEpFhIxixzhIdfmprX6Je7Q+iBk1GfE3rIL1Y/QvNRBp7kBJFhgAbfOB7k4ypZKHWzokR2WESPaFxrRvMKhKnHvJjZFtoDgpiZyOSofllgrKjh9r0rQDJ8RDu+NVExftAFjRQ2LmNY6tDNg7ftP48HnN75HVwww/d96CsGDeHIEGGEZ8EjGl4h8IkAS8WdBl0gUJtgzgAItLxgJMpBwgQMQ09YPBxJcPkyGnJU1OTIi1pa6AXH4CNjXtGFsSktXT1gNkmZQnfYCcad/k5ISCq8gacKPthsyWHJHZ0NgQltfVyScQpTn2eExgQ/03PS3gCzAScCssFKNL4n3AFqCctFXomuvXryll0d49e5TyCYawfkVD6OvrlZ8rILd4/nyBZ/qDoDksLmQwKC0pDSSu//jjj0Nff2/gBK2amoVi3A4c+CJgcqevr7W1ycx85PBhmeJxL8AUTML8RbWLmYD6G19a2MX58+eLedXYjvIKQaCLQKDCgkK9o6amRpsivuOEq57enjAxNRUIkCMyf9uWreHlV14RGMHUG90x5s9bEFatbJSvMX7AvBOggw8phx+Qzok1EeAyMTkRsmZlho8++kiyI6ofxhZWfE3zaoGi3OwspfDCjxI2/fHjMblwsAFiTlUtXCgGH7BMf9+/dy9cb2uTnzIuB4Ap+hfSKD8vL2zdhtk5X5sV9Mnk06cBBpUUUvg4U1eYZvLz4tuM+RrfUMoQg47JO3NWOHTwcPjTx3/WmAFM0U7YSgIV2YQB1Bgf5BzmRDCAOaw0bD7rHO0k2wWMJAAOMIcFgA0gYx6zOLl6CVLctmVzuN/dHZqaGgR+yeqAtfjS5dZw6fIlsfsw3MwhUpixYTh44GBoaloZXtqzW6w3bQFUw47z/r6eXrlaEMBG/8GKnj55SpiFubZj29ZQu3hxaL10WUf9EhxGQBsbE9q5Zk2zfuLnffjIYflNT+JW9OyZ2FDmAC44zJO1LS06YIiDIsi1C+OOri0uts0dcxEZskmpIuvFgwcaj4tqF2msspEhxy0ZHcoqKgK5hwHUjAn8sTl1rLwctn9IKc9wITl65EjYf+CAxhouQIyDN998U3681W5lSK5+X89vLxTMkrBZisTXN1uYzQTJ7/wnpevBD9ym9T6CGL9HeCKVwUqYuV0o8cGvgKGoUKRIhXTNrKf1F8VAsv2E4k4BSVIicYG2UqirLdLWGFOK1gapn1iO/WFs0lf6LFaTd1Iek5ufqewGj/Am7jGwYTlpTR0nTwhTLVxJxzZEUBuVN8JFkVBXqmWA20y9gAX+qS6pLfPMA7F91IZ6ePP0kz7jb5OJxWqjHKIys+tqRUIC3JsqJ+t3P8WNDvbbDWDYY7bBSLLyicIi+I1AzMeDgKwHE6puvFMAA2nxkVOrU2foHc/q4M8Ys6RaulxMRnIf8MetHOske4d9w+/6J5ZXSC5xa+wHftIHtoEy+fG7ydfGAmWgxJEnn+hyk7jHAVOif3yuADJUlm+uVB/Glh91q7pqWAES7RMBt8TvHfylzaLfR7n0hfqV9/tcjJ1mZRvo1+/cqI+9i+803nysW59EyGNysPGUeExF85zKUxAVZRoQ1vNiog2oKhAssQG0MmINBIpVX2OEeTYyqLH+vjT4WFHX6/8SMnfZUBf6BiYJmWBCIyG83Aq4x9ttY3iGwGTRnCKVSxodPjyvwDFnLjFRonAx4akIwF9amnKcyl2Dh6Ic+J220NczZ4by0pKQn18kgJlfWBBOHjuuZPcwejnZ2WIuY10kxxAU/IKvHz6mnffuKzco78HtAHAH+ELJE2Q1Mz1DJn4BAk7divPF5ypyiN/xu73DRi630B7GpcmRI2TtdCuUbVvbdcsvWlEeSJFl4GhGmJjEp7FXfrKYgWGZMbs3rahXQM7ly62KBMe/ldOpAFDmBoHMcEd4LLYWMANzp81CeobmEb6YubPzQv+DAQE1NgAAWcy1T8bHw+QEyfGrBYpI/s81GEn6CxP9qdOnVW9Ytl27dimFFym5li1bHtavWxc+++TjcP78BTFqbBjWrF6j5POYvgEvMPiapzOtrsg6feYMpeDCF7J++fKQnZkZbnbcEoghxdiDvn6xpLgP5OVy0MGAXCgoB3nOzpst1mxk5GG4e+e2NgkcjkB9N65fH86eP69xAig6e+5sWNnUJMbt4qXLof1Gm9YZ3Bw4ySp/dp4A9OTkhNJgEfDGSVbKBJCXJ7cBGGrmCyZrDuxgyJNlICN9pvxR+QLABYhuXrNGm3o2HLg0sGkiqwSbLPxr8a1PnzUrLHT/S4AkfYlbCUFKmOnzZ8+W1WFgaFABg2yoMIUDgjlSmHG3ZdOm0NjUJL/P/V98IZ9bfJEB42TFIL0aGwI+BE3Nzs3RWOXUNHxsx8YeS94AXvylybvMmEXWx48dC9lZOeHIkSPhZvsNBZlRDuneKBfZYGEgG8KmjRvkpvH//Lf/pnRz+PQ2t7QoIwWZE9ikIDfcKXDrYe68/uorYeOmTTq8gvczxlizVqyo16YTxn/P7l2yMnDiFmOVcc14QF7Mlbt378m9go0Z6wjrJJtEXDAAtGxI8ZUmKJC5zn9klqiorFK2BgIOGdO4LKSnZ4jtzchIV1AYuXTZOACS5xcXS3b48zIICHYkuItNAgCYvM9slqkT/YRlg80eRx7/JT4vFMyeP3fe9IVrFhZgBglfsvBJcTKd/l8g1FwTEIBYK4MJ/qye1mIelYsW0ai9XLmL7XMJMjhMYaUwa27q1CW+ttxU9oSDJYq0+rIwszzbSyL7CuzhWwOaPJq8TkCIPQN2AqLYVe7QcyhG/47r+l1A0s+aV5CLN8CBoNoRMyK4gku8I+V71cRlimzFsPIuByHGXlIj1zjejthe/GdjuyIATbbfze1eJz2jgoyh5j7+YyFRKSmK2KRjcon1Vt0iGLVOSsiNYqkzbJT6QQNFgtUboZIApHwEJD2aPKI1PSPGnjoJB1hZym5hJ8Lp4WTFbCzGVzCWvG4qy0VmL0+yr/FvCc3/sB5P3oPMYxlci8AT1S+w6G2lDO4zwBbHTdK3PL6L62zSVD+1kfHl98VOiYPuX6m3AKzmgDHU9EecjxKCl6F6uHypGwswxUWQFMe8zQQf0GoL/Rxraz+Zy+ZykPSz5gqviuOBv/WY9wll8E61U89jxo7vwa8y3VweHDCb3PCpNTbZZGnz30Coz1n1q89AnlWeZ2TvwWXUghchFyrlDCObi/yCPPnFEU2fnZ2l6wAj1V3sG+NtphQAQI20Spjn4uaJMjVHOA6yeIEADkwvipGNLe+AveLDu2k/H/xV8auEScPHjzqbkp6Woocp4sQlFDbKBPAU+w858E4YNhisgQeDYnDJEwkrCDgkwCQ/NzcQvY55lBRV8+bNd3eKCeWfRLFRDqwT71dnUT+NW1OkXKf9AC7azn0wVZXVVXLLgDUEAGCaxr9zZWNDOHPuvFIa0d4rV6/KF3V8ciIQyIOSBMCg6Emyj15ZvWZNeHnvvvDpZ58JuPNO8tUCymGQCPyh/UT6o7wZMihm6kGgDnWDOeQ7GDnA3pmzZ+Trt3njJuXQpJyM9FmByPzszCwlrmcjhKmYNE+4YrA2EbxG0Bx9R7AS/cCBCwBjzOj0BUMJUMzGmLriR8pmZHxyUn6smzZtVH06u3pCSckC1Yd1AZMwpyyRkeDGzY4wMhzTST0UyM/Lna1je0m2z4aJY4g5nGD79u2hvaMjtLffEMDB7YJxQ5aKEydOan4w3nbu3BlqaxeHt956S4z71atX5RepvLEnjssXlbENu43ZG9YNYLNu3Tpt5hibJ44d08lUbCZgpNn4Mg5xR6iuWRiWL10a7t3vDATGwUQzqGk3/UVgFCZ+Ng0CZfPmyf0BUMucw7SOteG3v/2tzPjj4+M6apgySNO2e8fOsGHjBrG55L8lTVZV1ULJjMMrAPWAdcZt3ZIlGuOskxs3blKwEqe9wYCShWFyfCLMmTtHbejp6VUO3MVLlmreEgRVXVUdOFBg3dp18jF+8uihygMU19YuCZdbr+hvWGfGDOZ/wDBAlvkHm7lv797wo5/8KDSuWCG3A8z0APAdO80tADcNLA6w/cx13EFWcnDF8KjcCv74p38JD/r6wtx581mstLEjTy1BfVgX8IOnPmT5YI6wcRgeGg4dHTcFLJm3I0ODAq24I8hnPm2GZDs6Mhzq6xuUokwbnKNHBUzxacZScO9upxhuDmNYu3at3BmYSzDE9GfbjbYw5dlQGN/MbcZHQ0OD1q+v+/9eKJglR50WNme+pFjwn5OOiMxjUplJmboiZ8CJmXOlxt/xg4qnrLhA830ED7aQmmIWYIjAFCCUAk54JpaRKFpaMipKaVgtQvHeaA5X3aTk+M2UhNXN2EnVVOmg9KTASlRgYoW4gQU/Ku7EK3nenqG6KCLAHrfrES7pBt1kr/T/tyKN/QT0Rnlxu/3OHXyszkgsUaZfiaboVHDN+/ibN/JkzO5gJdmDUdliygDkcD+7bupvz6XeZ/1mLXKfu2i+dzssfcizKH/KFmPK3xTj4FTyE0bR/yXGFO1l3BiTaG22MUEDXBIodpG0Hvzk4hTIpwAfM6p1SgMMdNrNBvzYqNDGlH+0WUMtBpipA2ysOni0hljdbE6YgovjmZ8oW5ORyU6C9F8lBh3NzHCw9vMTFvZLn7hJpCR3exD4pz+9LqpF3CQ4K0+REqj/oGzNFcrQ3OOCzSeNI95jDyVeH8tQ9agiYoiuF/FvE4GueRfoeapDewG/sJ76m5ObMixNttht/DNxF5gmKAn52Tv004XFOGQcaR3wuS85+biiTZg61RoHt9YHxs5rQ+ZtB7Tgo0micMy3FaVlITs7Uy+FHYxjKwqA4CJOINIaFqYFIuI1+pZIYk5tysiYJTby6eSU/OKsTpxORdT/pCKhZWlxAMmzBDUR1INPpFgz/Ehv3xZjc+feXSkw6s7GwdYR21xiTsVvDwWGyZkIfz4wQuvWNsvMSZq5dpL1T0wIYFA+bBWsJv0Ho4QMkStjANki7qQ1iHULljao/ho75MDOsAhp5jJ+rYBdFCG+fbKczYSVnRQgUyoush88GJCJmfJxh7jc2ipwRSQ4gVm4UwCK2VDADuJGsHjJEgEAzrBntjNmuAbDS51Xr16lVGYkvC8rKQ7FpWVSwukz0xRohZmf93CcJz6gbJZwx9i2fVt4+ZWXw7Gjx1Vv/CVPnDwVbrRdF9DEnH7k8BHbkHByWlqaNgikCmNjIGCcgesHLDF5QpdKPgQ8kZj++bOn4fzFS5JbSXFJ4FQpgJjyqj54IECalZMVaqprWHTCyNCQzMQAC6Upm5UZbt2+I0YTn1iS4ROZDoiFZebD2MJ3FtlnZmSGN998S2Ae386mlWQn6JVPbLHnDf3DHz6Sbyh+mXRyx61bWmMIoMIFBfcAGHVYU9ZMyifYjjUCkzuAkIMGAHEAG0A9pnAAKcGLhfn52gzAosIyz51bJN9hgFlXd5fAcFNjo9KI4Zu6smmlEvhXV9coDyvH4S5fUR9++c+/DK3XrmszwDhduLA6nD19Rhup737wnUAqrPMXL6jfCHADxL28b5/cJXbt3q1+gNEkHRVZIUiHNjg0oD6DsaTvfvKjH4XikmJtFDnh6979e+HJ2Lg2RwB3NgnLltWFg4cOyZ9UrHJBoY5KxpLy+uuvi/H91a9/JX9ZTs1iowKjiTVh756XAniJFFkcb4vMYevZvMyZO09m/iPHjkonjjN3s3PDvPnzwuLFS+Rji3tO08pGtREf8L179yrw6urVK3LNoC/wRYa9x30D/2Ry/ZJqjDnNWGEtZDziJ32/u1f+s4wf6kJuaOYTcxVmlr7kna2tl+QX3n2fw0vqdXqgrVFTWlcIXHz11Vc1/r7u/3uhYFY+s1ETueJyPSMlwIKHTmTwm4JPJl6XYnZ/PRZEKVHESXmu+fhOoAdw4l9yb7yun67QE9ejEvfJp7JlOjWgiLJn0eY9eobyIiAGuCYKp2uM8dOCLWXo3SUNYnVT+ZRBeW6qdT5IJfG7FnPamPIfAuHvCDBZALXS+f0mMISa8p8Urx3RiSKPIo9dIHl7FY0RNXM2g5R/fJAnAIFyAa6Ga6LArfV6Y8KXNgJwY+tgxMQupbyMv2lLLJN2IN9E33HJZZT8yVcmE1VNv9uCLNCpR5LjBhCd+GDOf2pBfrEMf70WY72XQh2EaUzRKAGiZJmSCgDMwba1Qb2uV3Hdxkjyu1gHvtf9sRO4IMHxw5770j1eF26jfvGTlJGXFy9oXHv/RFl4/dVmAJ6Ya2un3ikZG9iPxfCT8W6I0cdgnA9xPAg42zUW/WT9DBRbWakN5RsfM7qoDjY5pnwtlkqypXYuHytMj8t8Tx08C0UsUhtCLxcZMn++9J29zu5wZpemW/NtA0UvALqYAYl+8BcAzBgT8T8VpA1GusYPUcwkSB8eGRGDgmkYJinmutV4CkGKvrDAjlVFIQDSGKe0leNbZ2VmhNk52copKUDs6wk3cAQlYA5GiTVJm0RkkZYm8yHsC+ZDNo0wJwRAYabmrHmioNkEcg02F/nQePwsYW35oIgAS9VVlWJyuJccnkTq40PHiVCkjOI+GDPWQACuzYFkX4sBV73jmGWu2+YCpWYfNnZBwIiE9fhDAtT5bNu2PXz485/LZE+aKf4jOTt+ufglAjz6BwYl27lzimSqBQRjEj18+LDABL6sKFcCpAiQqaqqDjXVVQpAgVXkO0DRokWLxJriekDgUk9ff7h48YJcL8gTCog/8MUBMWMwr6SfIlKbcvNy88SMHT5yRKmdlF8zK1OuGa+8/LLSVHG0bswK0bymWSAaPQZwAxQAqHHvoC9hbpE112GvARLIiz7BxzEnN0fAjzYyHikXxo924peLWZt0S2ywOA6VoCgCqvr7SCs1Lsb1Xud9md5h1QBcuGt03Lyp+ux5abeCqVovt4Z169eHibFxsdr0Ncwr/pWkxsIlhQA6GD4Y7nnz5goErVq9WsCP/iJin40TZnkCg3ATwPc4b3ZueO/ddwLgq6e3VydzXb92PWzZvEnv6u3vDZjRkQduBxwFzFLEeGZs83PVqqZw8sQpsbO4KzBu2FzB1DNGunt6JQPqWVDA6WdPJVuY0T1798oXlrFPn8PEC5w9ehR27dwZyI1Ku5gvN260ib0cezIWMrIy5YtL9gDkClO6prlZFoDevn4xrbhkKE1bRob0HfP35MmT4a033gxnz57RnCF7xqpVq3QaHOx965Wr4cKFiwJ8tBsWk7nAs/jFwmxXVJTLRcCYz8ywbu16fQfIxnzPeCXwFD9hxg4AFpcLgC2nkbEGsGbULKwOc4rmiknHv1zp4x4/Cr09fWJxN23cKJDOGjY8OByePbcsC2RGwEJDQB0ZPgjAszlVKYsR6yz+4VgLrl1tDQsWFMsCUVZWHsrKSy2fcF6+6kzGCNabTZs2+zrw9f54sWD2zJlk7eP6B7KS4vZLUsoRQCQvoDBRMizKUakkwATAxhUP33E9/h0VHoCMZ/WMijUtmlqGnpOGiyyas0cOeFUm9Ubh+n3ynzStmAQnDgZiPWkZ77G6Wf15PoIwioxsC/fyHIXFuqEWUODU2ICgStTufHqGgUfhZWSUCgzRGABxidMEjmJR+dRRdTK5U77apA1ConkJRCGFxPsjLPH6qL4qIlm+BOGIOcoAeJL4J6zk9ZYqt2dhclU3l200B+odXp5cDFR3q7eBLgdg8SuuIzP1m8teChYZ2tjiPSya+jsF9PEcYyX2l1ZTrvtAUv1iMKCDWn+tfqiNCbCe8hzp1aKPoVhwB03/H2Wklsm7Y7kRzHI91l0MJ+X4R2A0jllkqfHjTLY2HdHX08YLbY2MWhw/sSxjEk2GyJqcgmnpduwp9/C75q+PPZ6XqKwLvJhk3eyiA2iGIHc4K54AxaSlI72am6tVJvdhmsU/NbbVhyxMh9UBoPZMJlN/sYYH/an5o32oVYzNYFKuVgneE03xXLeNo83DWAfmAUwmDJ02afK5nSl/e3z2qOTU5JSUEWwngATfU8AKY6eyslzjjlyoyBaggNKiTSik+XPnhvPnL+o8eIKTLAOAnTREhDHMqOoidxuCYThAYKbyk2JihzWqrV0Ubra3C6xs37FdwTjKI/ncUnORIYDDFcgmwOEVmB0BiTBrmH8BBKXFC0JXb5/6BwA7t6hI7/r400/VLwSDUBfcIWztSW58aCegOcqPtQ2QgALlAwOstmfMCplZAKViMXXj4+Ph97//XTh9+kxYtrROipM4CzYKAD+AS27u7NCwfJnYIZQ4IGZFfYMi7gG7r7zySujq6ZGvImwhmwaivVH+nBK2pnmNAnwAFaQsunb9Wujt6wtLl1j2BnwYMf8Des+dPRvSMtIFFGkTEekta1p09vznX3wejh07JlYXNw2YLBiuyqpK5dMkkT3jGV9FwAVplzTilJv0QRgaGAichEd+W3xlAayw9/JR7usLH3/yidI8wRwjl88/368AJkDZ66+9Hn7yk78Kn376iQ5FePr0ecjKzhRQwrfy9Omz2pCOPhoVs8d4IbiHMSDQ9/Sp/JMJ8JkxPUNAA99e2M8pWLmnU2H7jh3K3MBGAXZeac84PmwGQWCPxSDS94Cl9771Xpidm60T0BjXpIMjlRgBePiRIlNY03/7ve8pzRPBZ0TuFxGg+HBUJnLaCNnFpqmxoV5+wg8fPbYNycSENoqjw8OBHK+HDh3SJqSnt1vtAcQxPhiPZGfAXeGpTr8Lyl7Q2npZ/rzf+tZ7Gt8AUtxoqBv9hk/45g0bxYByildFeZlyzX6+f798T7GWEADFXG1pbpEbA0w54+qffvFPsqBwVHB//4DKY60B8DKnd+7aKeB74fx5ze8rrVcF9IuKisKf//Tn0N3TFT744APNgc8+368NCxscMiJs2LRRcw69PH/eXGXeuNvZKXDKoRwEu3FIBWwsB1hwfDV93X6jXe4krAWMWzYBAH/6lQBC5tCZM6cEomHxOW72zt17obe7WxaiZ9MEkU0oDzEbL2TLZpHxzZpcNGdOaGpoCm+99abG9pLaxQGfWt7L+sya1NZ+Q0fZEnQHwK1VurQcrYurV/3/IM/sKfLMokRc4aF0o8+QVjmZq0zxcY/uQz1Ek2mqTuQBv0dmQ4EwBwipYMGVOSuujqdMgEW90ZQg9zjARfExAFB5pgDNRYHvEvXhYqyr2EoDhtwTPwnw4wA6Phtv4W81J7ZBdTYgm1DqDmgplf/EqDhLLFDjoE1anoIdGViTrS7IO/nhBlfOCaDHdas/91k9eRb5G0Gnd6l8NgrJQxe4X5xt9Ct0WcsVwn9PvluCV/kwSwY07d0wvnoZ4CRRLwNckhNjhirq+GNrl+rq7ipJ2ZqZU31F/R304NOM4lBZ9BsAzD8Cx7SWd0SQxLv43UG3hK8Xuqjkq+gphxCpCyo+E4GhHnE50Nu8P26obIQl+1vXvT2xbvEn11SmRGgMdmyLui7W20Gp1SP63hq4pAzJxdupMn1sUBZ9HH+yIFG/xFyN4yL6PWu4aLDZ0PGATeqo98SNmLrK74uNkaztO97HvNQa4G2LfWdASBJMAFH95fOGRykFRcNiC/hAFoAm+iPKB1non4NOla8ybHxzH9/ZeCfvsAVIUraNtORvife7vGbnWYoi/MEmpyZDZ2e3kp8TCGZzMVjeUtyDYFALCuR3LDa8wwAAIABJREFUivkXpoMk+MgdRYBSwnyNmfjK1StS1oA8glOUnzM9Izx7Oin2xTZF1kcAYNgx8kmmZ2SG9WubdRoQPpVitCanlHdSjC6nTqVbVgNMvQR9cHY6/nAwK5g5B4cGA3k8q2tqlF6IfoCdu9x6Scwm4AYFmJ5mAJPsCMiQPqAtbECVe9bHuvxovZ+K5hSq/tU11WLRYKAA0u23OsI0JufOzpBfWBjefvubmlIIEQBPcAsR5zCsyBUWem7RnIBpXwxWZoYCcgBLmL5Jr0UgFJHlRFEDgq+0XtHce+eb7+jULMZL/uxcseNzCgsV8IUsSO1FUBOMK+4b+CnCAJMZoL6edFhjYc9Le2R+55hf+pW6kW+TKO4IavEpRS6cdgWAqKyqVkoq8s8SnIWvKUFD69a2hOXLlguoACAADYCyndu2C1xRd/wlAS6AYoAbwJDTqwAg1IeROgmrd+uOZFVVvVAuJzBoHEFav2JFqCgvlz82m5CqyqpAoFrnvU5F6cOc4i5DJgQYaQ4HIGUZBwMwzwgwOnPmtHynkRsbpBFtgLJl1gfAKjVcVpZYUdjMQtJCPXms7AADQwMai/hbw+yRSqznflfouH1HY7+7uyvgVrN23XoBITZ/3V33JQfaeenihZCRlqEsD4BxgDVzhY1AWXmFQBYMK1kGGBO4DuA7Tp7iNS0tyjPLHKOPOtpJD3VXeXBPnzmrzThzYkldXbh7r1OpxPBxZpPDdawXjAfcI9iQ4rrCvL1w8aKyZtzqMPYYUI6/Lf7WsOVYNbbv3KF6trd3aGyz0WaOEOx46tRpZSAgwLFh+fJAHlnGD32Gm89Lu18SUGdt4hAHcAksd2VZmfq9o6MjPHn0SGsjY+aNN14P165e1yaYccsGJCNzljJuYCFoa7sRmhqbdOIbaw0bM/qWY36Zz52d97Rpw8eazAb4jLNpIc/zu++8E6rKK0Ju3mwx4gBtXB/ILYtcbt68IVcMNkO40DBJGSfUe0FxiWSMfzVjF/cL/Lf/Ep8XysxynC0f+ekJHBqI4DspH1MpxiRGFjW22hWoWChpMg/YkT5MAhwpYQe/AKZUEGAq1ArkfXovq6PI4Wj2d5cCrkelzU8HI9Jw0m+6KGWsW6lvyj+xStwCSHAgYc/6e10pUwcz4ifrZYAHmRgQBUDCWqIoKMPYSVgWzwRBGwA0gFvp5WRLmTz2pZUnOacoe94aFXzyTgCvvTsykwbCXb0DALxUe8b+ohzqKfY2VuH5tAaxZMBT/iAgw97LV/F54RAxPdQzIUPqKyArcUumGkMSPM9q4CTaQXERWOod3ndi0f33KJNYB/P9paykf7UAibOGeoWDRTGfKaK2ulhgDu3kQ7lqlkCXMauJ73WHjanU+sX3xfu+BA6/wrTGOnhR+oFi1Xt9PvE7/2wO2GaO0agP9fL24L/Igs7zApEue73D71MP+elWqe+UnGmvs+WUEcdp6n32u/UVrCdjOMG8J7rQ+pxNJPUWqNbAc2CemDNsVAx0YiolQJFRh8sD5lcb8/7GxIbP/uadyEWy8msEQfDBNMrzvJehpTVC4kqCY+6LYxPXFUAsNy+srhZbRbJ0Nl6TU08NyAL0MgyoNjY1iAHFvAl7i48nH4K+GlY0yOQ8MPAgDI8+FNOI2ZQ8qjCO6ekA4nT1JaZkxhaAjaNWUTjnzp8PfX0EaZXJ/A0rg48dJxxh3oSNBajii4jJdmryaaiqrEiwxgSEAHhgBtuu31BU95x5c0JPb3/o7r4vFpdgJhQi8oHVY8khwIQPhwWgQPH9ZQypb5XyzHxqBaJnzgyz82eH0gXFylFKKihA0kD/g3CFI1KfPBZDWbe0TiwT7gIEqOVkZYdvfOMtMZSwiwBcTJ8oTgKPThy3E5gI1vnooz8IvJ85c05mX4ANIIaIdIAfbO53P/iAASv2H0V+4OBBAXh8NpHDoYOHVJd169bL1xMXDw5cAOQA9HOzMwM+uPQhGwYFUo2MKHjpg+98EP7lX/6oTAtEb5NDFDcJfElhqPAZ5MQpIv9JawTghklkzBOIRST57t27xWxdunhZvsWHDh9R/lJY4lWrVsuVArM+LiQk469ZVCPWmbH33W9/W+OKdYgDG0jfBYAgvRqMHIFAi2prwtKly8S+MSYGBgdCbk6ufBmZA8vr63X61YEDBwM5b2HUAZEcH4zZ+Z1vvK2IdHwua2sWhYVVleHhY5L3P5NMLl66GMbHnoQNGzbKZeP69RvKLsCRwhNTE6G3t18uKrgHMO7ZpBAE2NXVE+513g0rGxrlN04fc2oawI1+xzfz4aNR9SfgE19gQCT1w0ec8c7mho0b6bF++tOfaExjut+7b6/Y4JzZOXJNIY3U+Ph4eDz2RKwrY5GxBot8pbVVwVKUAYNLKio2h2wsOH4Xv1PmExtP+o4AxPlz54WKqioBSMz7bGZglknxRc5i6kcwHGmsGE/MG1wy2ATiGw545EQ85gAHL+A2QtAdFoV/+Id/0EaGPiVVGW4kAGyCwUiVxbwkuJD0YrDN/M0ayNqMhQvwyocDORiDWCv4HuDKBhsfaXyxdYpbT48AKlkHYKLJi0zd2DTjYkPA3tjEhPoEPMdGl83XzY6byqaADAHeuHSwYUsLM+RfjlWEtYX2btiwQfX5uv/vhYJZkhbrI93hSjVF6aMQUTSAUGmTlNYmFJQwpCkX9LIp9SSLhKIRoOBa/N3L0fduck0pOvmrK1XeLbaQK1HRJtgvu13sSASpXkIEX7HAqOgTDBdl8R+akl9cOftfAm8G9FPuQa37c8hA6cNc+UYwIq3CSwEnABo317sednDIZQOQBniSTDN10TVqpZfZvXwnGfN+7xu1Ddn6fbEt8U+1Se9xKdBMInYBYy5D5EGl4t9RXvopps6Cnejb2O+0y+qZLDfKj28iuFG5yJX/AMCGSvQ+/Q64ZuPhdZG8KZk2kcEigleXuYA2ZVDfCIQllmR7qKdM2c5uSm48z4ef3sFsSiiDMuNPQFUcl5Sh790KIBm7rHUP1UPQqWA9AVbNt5Z3YybVPbxLgyClGl62AJtvKJAt7B7PAkIAJaojZfnpe2qLyzW+XzLWWLbxItCsKG1zQ1Cff+mZ5LG6tIPnkZ0XIUGh1PlEq4gYfATo/vIazEjJxxD5P2H8AAFawP0a/QpIlfi9TN5JuYCt6OKDzBGpWQqQsveP5pJtRLmBftJYdHkiF8pGgVMuIA7FBVtCu4iS58OmEKsAzBABXkODwwJCyJzyMLljprYlz5LkX73aqpN4MLnCunD8K4CWZqBQ8cflWQJb8G1FMYrN2bUbK7A2JrA4gACOpIUpQnHmZudoTYR9oz2Yex+PjSs/qvKzPnkiVhiGFqWdk5UT5s2do6hzfEY3b9wgkA7AyMnKDKOPHgsQ4KJABoSRhw/1N+2enrajcWFmxTynZ4gBgjGjLMA2YAWAQjDPwOBg2LF9u2SRl1cgYA5Ti28hbhO4PpDwnkwGyBGz7c1bt2Q+556F1TVqEyc1kTpsUXW1Apq+8dZbCrDBv5B+fzgyEjjaFaULACN7AWmfcnOzQ1d3r8ALDNzuPS9JvkWkqTp6VOZfzLRLFi8Ov/v977UxILUSPoaYhVH2HACAywiZDNigMEZJ08UmGpYLRpJAIPoOecEw028woKRKAlyRtgi/VaLlcbVgrcIkDfgYe/wkEMBEjk9M8jfa2wWa+vv6BegAuNt27NA7eBdjhXJg3Tdv2iT/RSwPBECRYP/goUNat0oWFAuQEHxEJoFHj0bD5UutMkuLTV2+zMb2kycqm/y7P/+nX4h1ZaO0dPkyzeMHD/rlwiHWTypjOpw6fUrptxjLgCIAHasRm6plS5cK3HFCGjIn5y3jABM6Y4NNKuMbf1GAHhuh9es3KIMAG6/65UtlIcCygDXg8pUr4eW9e8Nf/+zfh40b1oeOW7fD8MhQOHXipMAnmwUCzmgn44+gSsYy8xUGFt938s42t6wVwOckuYULF0kOMJBz580JG9etD++9+65ANGw9B1AAHgkMox6lxaVa3QnIYw0C8JNuD8A3OT4hMLd27TqtGWtWrZJ1ZMvWbdo8UJe169aGn/3sZ2LDM0jT1tYWPvz5h8owQRYA6jnQ36cT5gDBD0dG5V9eXLIgbNu6VZacJ+MT6oemhkYF4DWsqBeoR64dt29rM8BGENeFmppFckVhk8Lmgv5nnqEDWFcmJyfE7hKkiTsOGyPWos6uLjHvMLCMMxboFcvrw5o1q+W+g380fUhwIJs3UujhA40v9He/+z2tjV/3/71QMMtxttIAakXU9lHTG5vGwGLVjoqRW/VdbDmPuVLX97GYqODjfdzmwMUASfKCgIEWXHuYd6lYKTtTYAI7wg1JVsgUr2kzAddYBu8WYkm+g98ol/ukoGM9uUAbUbSAUg8AEfvqwWa0S6BFxRmQ0vsisEGRR5Dgilq3KjjJ3kmDVKd4nXeJsYbN9cqoKQaWeWdskz0Swa7QncCNrsdyTWDWBn4XMLE0TWLKPN2V2upNRrFTBkBCPx2QmCky1snGAyYJAx/GEPtVNVNsscs+yl0AnjaqXsmxpLYAXnhXfMZ/j8fo2gUrWmMlAloHrVxBPvyjTol6+TiMfaXxaMXY/bzc7wE0qc+8jDhc9Iz3K21G0VEHG5Mxi0ESqKoe3qe8FxBl/UroEmMOk+8sgZbIfFImMk/UO6WOGiczgkBEyYL5UvAoVQInNG4ZqupLk0GUhReRbCfv1qZlppgFLXDeF6oYbjIe1U0bNPbjOPTxIcTqguGSNdPdAfie72gLm7qAj2m20uuwwJLkX/WkYu5zC7NJnwmo+liDyaV9konLnXdF0M69gGCZyn3Q0R8md5vTcW2aN3+OmD7qQ10ApJh0YVYFcp9PS2EQxIEZtrWV89b7xaLAOlIHWBPM2CSSJxfq6TNnlKD/O9/5jkzmKPPFJCkfNJ89fFwBBJiBS4tLJJNjR4+Fd959N2TMShNg4BkChwDJJIEnsIz3AWiJ9CcwpqqyWgqRnJCYdRkzsFUwcLBCAFd8BvEtHRweFqjEtHrpwoUwMDQUcgg6IZUPp2jNzlVaJhQkrBgfGL70jFkCssx17h9/MqaUPhzviekagACoxMw+OTkhJmhhzaLAaVmtly/7+hVkpoeZJVcuOTlxdSDHJaC27fp1sZxsHgAomFQnxycD5RQWFIi9/u8//7kyCwCw167bEBpXLA+9/f1ysQD4jg6PWBBOx02ZUQHnAP4zZ87q+NCrV6+FrFmz5OZFhDu+g6RhAyDDXvGBHeVErAMHDugEqrnz5oaqioqwfNnSMDA8ormE36uZxxvDyZMnpNjxseWQCMBdU0NDuNHRIYZ3TtEcpaHiJ37pgFcCcEhthU/xwQMHwuy8fJl78Y8GpGFyrywrDUeOndDkwW/12vXrCq4iwHBiajKcPHVa/qicmMUmID+/UNYF2kT/4RpAtDxrBXlRMT+Ty/Ts2dNitgFlyO7C+QvqM8bwlm1bw6xZ6aGzs0t1pX+Yu1gkjhw7FkpLS8ToAmYAlJUVVWJuV61ZFX7/u9+LqSM11cDQsILFCMCCnYQhJqitrm6J+gp3nr0v75MfK8GH5Mbds2ePgqaoK0FyMM/0S+vVq8qNDNikDrQBhpb5fffOvbB37x5ZHzhxC3a9dlGtMjJg5Vi5apXez0YOH2LM6jCL5A7+/g+/Hw4ePBxOnTqputqJZeSYnisLCJsUjhKGBc/MzhKIXNvcHFrWtmh8wvyTi/XEiePhgw++J/Yav1LmEiwsgH/u3Dlh/+f7dRhHVlaOgDiM7eS4BXiS8qunty8MAMofP5IPKxYDMmKQ9gvWtqhojjKOAIB/9KMfaz0nKAucgcsG74PVJagPiw7sNnMBRjkGpjJm2ERNYn0iSHRsTOMCRpqMFfQRJ9Exd2n33/7d3ymd3bFjx8WCkwWCNX14aChk5WQrzgALzbe//W2V93X/3wsFs3IzEBiwZkiR01w3GfKtvpMmM1wSv2Nyxd9RVjwTWTW+N+VnjBz3Cni6aVaK0zCoJjn3o/hMQTlIUemSvQEJN9FSFnfoHcAMXiRFmzQdM6HFzOEz6K4NAsPeHp5nQdezACQHFlao4JN+VX1oV2wrCthZWKqg6/aLNRiRAPwTQI3MCxj5rR2qtwMfrS7eFr6PoE1Aw0GC3uuglyIAiBGI8AzvlyJHa7uid9Hob8mZ57go2VtVVFZ0G6E+qrfJwe4D3ERfXGdI1acRUFvbAZ986PtEexxk6h1eKdWVOlL92H8OtlWA+jDZjxpL3Od1i8CTewE5tJlriX7RCVomG77TdYEgl1ccH2IGXVDeDwnZ+9iI9RNgos6+CeJnoj4pYJLvVF++83HP2BKQnDFD/pUEkrBB0KbCN03qk5Q2qN8kgmmZvjE5D42MaoHmjHP8KSVn2sf8TDnMQe/1tFqxntFsz6JIyiD58qnp1tnMB/4l+j6OA7XCutN+RQYGYFP/1ntgkhkn9NVMYz95HwwAizisE9d4o+os/1crjy9hQ5USaGrKfWx9bvvcijKJbhCqLhsGzV1VS8OOutBeTPq8BxYDVgeWYt68eUqrBCC+ffeOjnjMzMwWA8tpQfc776lZHMNJnlXObhfwnxEEJPGNLJxTFL7AjP3saahftiwU5OXJN5jIY4IzZswgyGKWjptUsNP4uBjGW7dui5kBTJM2iEhrTNGjQyMaF5xQhjsA5kimOac8kXIKH0Tqjs9eTmaWwDZ+nZzUA3vYcfOW2OXK8sqwoLg4PJ2akA8gbBoCwXz4SOzwUHgy9ljlxzUJhUdkPuZFDjUgzRTgAfYHH0++J5IblmzR4iUCbX09PaGwsEjBVJjjifjmPgAJOWc5Mene3bvh6NEj4fGjJ2Hzls0CwLc7bglQ3rzZLr/ITz77LPzyV7/WvSh4TKQcfDBGIFm2JcrHZWN4dFTuJeTYJZE/fUCUPcCNTR3gYkZauuoAmwggwIUAQE47AbSNjU3hVnt76CeaPy1Nz7LJgh18is/ulSsyyW7ZtkWuFQAuACSs7L07d8W237h5I5AGiwMWmptXa4NE21tbWzXecAcgTVXHrY6AOwrWFMDB+g3rBR6ut123HMBTkzphqq+XTAYTobqqSpkwYNRYb2CSyXaxfdu2cL+rUwz93HnzlP4rLS0jlJeWivGm/ZjYyV5A7lLY0J27doXf/OY3YqLZBJE1gDGKiwObh5MnTgQCrjBnk/aNYCp8MPFp3bpla2hZu05rC36rE+OTYd++l8KiRbXW7/3mZ4yrAMca44Jy7sxZzW1kjMzu3rqj7AC8u3nN6vCrX/0yXLp0OZSUlcjNiEh9LCHK5fr8eQBY4UM98GBAQZJsGu73dIXy0jLNLzZYBLItXVKnMcRcZ9NNHcjGABOfm83Rs/MCQV5jYxNi5ekjxj44AusKrjtrVq/SWGXD2lC/QsAeeWRkZobm1Wu0Hly+dFmHccRDOFiTYMpZtSiHccL8wN8Udxo+9fUrlE0CX3o2WXHMMU6pK+4CuB4UFhWEGc852WuBNpesFbU1tYFcwY/xIx4f1ylebArJ6YxV4cb16yG/qEhtxL+V1RJrgR1vmx+wdOADzSaAZ5iHbF4BudyH2wx9Qz3oZ2IBqD+ywxd7y+bNytWbNsNSGbJmvPvee2rX1/1/LxTMKgDMFZUpZVNuLPwoTinvlBaiuOJ3AqdfYSO1YLpSjEE9KBl9AAYOIKTdHGDw3bR8/7hs4IEe9N/sUerigC8CYYEOv597o8KMZQvkybRidabumLUiWKFgqVnT7VZH/38V62WbsjYQpmcELpM+ifY+Z4rcj1QlU64rXoEGHlZFzaRKPfSsN5RJy98C3XSDg1gmF/ciW4qUDAWgTJ7WHiGuBLjzZhjQpRoR6ETQjhwcZEvmEexF9wbq5n3LswZHjAVLlO1gSP2i8q3/mEQqkzZEsO6bGNgx7uc6i06UQfzJ93oG2TtbzPt4v4HY5MCI5ZhQrFaxz1XjuAHxkaR6UpKDZIkdObis+R4Zi030PtG7uYd/KWnouE/9FBltB6HxfoBsbB+7adgCqkN0a+L92oiY+4wYcvKxel9zPwE9w6PD8g1j0cMnjFkQ30Gd+EjW+lKC0t+xz6gHz5F+hZyLPK2nfOyxSdDzZEWYwjfV5au+s6EmIOv9x8PWbkqxfoxgVeNVJ2OlhcmpZ2J6NFYT/aAnVGfGNJXBHYE+g8N+8sh8PfmeOmkI+HzlZhhTAq8AA1wHKNOnfGgHsgP8if2dMUPR25gUr19vEwOKPyUKEcCLHy75TenTgrz8QMAL613x3PlSvCiIdHKYZmQInPT2dEv5YCbEp/N62w0B9vLyEv3kqErOPuf7oYEhsb+YHLu7umUKhDnJzM4Mtzpu6ShLWMMbN29K4QC6CXSaM6cw5GZly1SNT6r8SktLQ0PjCgWyXLx8Wf2IK8G161fDupZmuQsR3IYLA0naO262K3cljBkmeDF7BFwpy0G6GB6CvQChT59N6aQqNjmYjGGRVjSu0BjF9Hj2/DkdQcrpWDClpKkqKykTc0TfvLJvX9iydYuClwAeuKyx6YAFxJR+ufVy6OsDJFvgG4wxaw7uJ/j8km902+Yt4Yc//mFYUV8v/0YChnB7gNHl6NCKijL5keI+gCkaJV1QmO8HQtgJbozJZcuXy88SEzs5hknwj1IfGR3W+OC0NOrFEaQbNm5UVgl0AfJBmbe335TSZwwRLf6jH/5Qzx0/dkJxEKQNgzH85NNPQlZOriLz2STh1zg2Nq45DcB4+uy5AuEAmZWVFWKVqTeHW3B0L+PzW++9G86dO6/jbTndiuvU7aWdOwL5UQHU1B/gOkNHBc9S7tYPP/xQLh2XW6+GhdVVcqHAx3fd+rViZQHqdUsW61QzWP3Kyqrw8Scfy2RNyjPYTYA2dZk7f0H42c/+KqxY0aDjlPGP/cEPfiDgzdiHIT7OUa7TBAg90vi5feduGBokgn4s9PX36cQwABKJ+M+dv6BTxZijf/rTn8Pp06dF+rz5xhvh5MlTAZzBHIHNxBUDUIUFQGv6zJlKvcWYxS1gfHJCKbrmLygOGZkZqj/WCNqKmw5rAblyz1+4IMsFdcTfmOwQCsIae6IxyQbm6vXr2lQylm60tclnFDeoixcuhAMHD8i/Gdnf6+yUbzHlkr4L1xQ2DWSGAEQWLygR01lVUaX1BWazuKRE4zQeHUv/YmkpKSsLy+uWakM3PDgYzl64KCYes/6ly5flz8vG4fz5c+Hb/+Z9dxMoUfaEy5cuyRcX8gO3Ez6sj2xg8c/H3WhxbW3427/7W6WpwyqCXy36oet+p1h7Uqyxwdq7d1+orCgLYxOTykjBRo9gQ1wsGPvECcC0s0HGbeQv8XmhYBYTg0CSWBIHr9J4SQYuAiEpPcBGAhg5gHPQw3UUtRRpZNVcQnwfP3oepSnF6EFNYnZgdpPvVXkpf0flnVR2rtj/lXeg5AQ4qJseMGDFwHBooqe4pr9jfSkSZRpZZm9PrLueTwECfC9A4EqVNkkGusfaHNuu+jtoVJ0AFl4WbRWYley9TOrueJf3JOVrwWfIStkUHITx7sR9KXJT1dxMn/o+ytP9/lwE0/rS5REBL9diu2IZ3Bf7OraNdyWuR1lAyDqDyzVkCCCKcuNZasIEi/0R28rf3Kd3+RjSNQC2y07vjrL0n3rHV9wH4n2x3rZp+PIpYzYXjGWMYDS+j/sx89Nmq5CB7NiX/FT3OUDkfp6l/piYAZX4QFEPi2Q35jvWCxnz/gUlxYFobpJ2A6hQUpi7MNmxaKndzlDH360+tgHld96LYsZ0BQsxOydXzCEmvhjBq7lGjR2/8pzcGGwfoyIpRxOVJrv84zhDDLQDBck12EvMebQTnzVYCpQ75ubY11EmsY6zMrOkQKOvI4pU9Ypj0+cvywXKjPbixgFzw9GRsHaxrbSjqKBAOV5hhi9dvCjfSs6EJ3UNOSfxo8SsTKoa/FxhW0YJ+poOYcmSOjEdACKCUPAdZZP92Rf7xSTSh3VLlypXKIAZ5pL+IYk6zAjmUEAc5u6FNdV6R15BfpiEpZ1TJL9QGBICV/CHI+0Obg4cSYoPHZtAxEywCkFAVApwArNIqiKO5SXoCbeDqckJyZuofZhEGJr79zp1Gth0IC/qM42b48ePKU0WbgoAQTZJBURAPwKgTOoezNu4SPA3LBo+gLQDv0+Ae052lkzusGktLc3h7W++HV7a85KYUDZIgDGizGGVSL3FGAXkIRtA1OQUGQGGdaIWgY30MesrDC8+tpOT5CsdkFmeeQuLBlgAwFy8eFlzBuA4OjqiAwVw/wAEMkcYe5RJhgkYx/Ub18vHlpykgBTqUrxggQKwAO2AJWQLY0b6JMYvAIRxhczYZAGo8YklLyggDBM07DPkDAFTBKUBzKlrTc1CzU3eVzR3jtZw3BCY07CgtJ9gtJxsy007PDKsqPl/8633w6rVK8PD4RH1BS4cHJnasLJRGQ0IaGLm0S/zF8xTntNjx06E8ooKm/8zZ+igA8AWgBzXFfoNE/P2HdsCAWpEsjMHiPYn8IyAM51GN3OGZSpobg7/8It/1DG5JBkmqwHpxx49fCzmkP5kzOHGQXot1oa+/l7NASwf1I2NyqaNm8T+sn7hF8wmk2NamS/4QH9x8KCYWDbW9DPrw7Zt2wSidFTx2BOloCMwcv26tZL1tu07lL+W7BSk2yI/L8ftnj59SoCtvKxC7+AoXeYvJ5DhPwpI5KheZIEVZPu2rfKRh0QhiLGxsVHyYszSF7CjpPSi7mza+PnXf/3vw/d/8H1lZuAwj08+/VSMM2Nh3769ASvZR3/8o9wn1jS3hGVLlygd3IrGBm0kcD+BwSXeg4wUvIt5v3BhTdi7b084fuy4DhIhUwbHQePXyibw0uVWMaa0g40Mrj2sU2TdQJ4gFVyS2MyT7u3ggYPh3IUL6lf6pmWZPXaTAAAgAElEQVTt2vB8GutYRnjttde0OWWjRiAq6f0IAGQTi78seoaN+Rf794fOe/fCN7/5Ta33X/f/vVAwy26aQaaPgw8UE7pEikxA1S87cxgVKAuS2LuvSsCVIdcpI97PbQYEHLAmgJwpygSQiIBBgNfYstRXRKASv2PSC0bwi3/4G9MTV54RUJLq++r3iNeJoNpBLWVHsGLgxDW94xetMAksAzCToOJrHRhYRQzaWN1Q4shBZbqi5iHkIzmn1JtfJQtngK0/KNP6xWRuzyWed7DKZEzIWwAk+Q7JhGU2gt+UdwpQebt0n9dVt8S2+/38Gduhnw7aVK6b/9UmAXFnVBkL3Mc/N//H39HgYiajf2rKu7mXD+VJ1oBetw6oPGTJ8/xz4KO2+FiI33nVEz/0vZ7VoLfNi8Z93GQl+13vpv487bIQwNYt7lIyIwgscIITICnhCuFgHNDBLCOVD3WNrhwUyZiDmWRBo+4ZGWlhdm5emD+3KPQPPFCADwploN+ULv561EnPugsMY5bpFOWlMey+tTBgKBgCCQAsYkWRaZSttcw3GbYWaDPn8tA89ve4WGXSIohIOU3pj5kzQ04uPlhpWti77sNI9iq/LPcxnlVmimUHYIWCmpy0ACrALwBc/ep1ok0CwjNmKNIfdodxBnOB/xtsKxHlzG+YGRipOUWF2jzdvndPwVqwLMiUfsFsCJMJuwn7h9K4dfOWThOKriAEjZHi5vy5cwJemGphb+923guPHz6SUpyaeiYlyIlIBFTA9MLAo7w7O++GtS1rlQ2ArABsIDRnZwSx4zk5WfIrBoDS55z0g4JnY0paM8DVupa1AiGwU8iUoDBO1cKHLgOT+ZT5lVZUVMqN4vjJk2Kqunu6ZX4lOhpzM8wNwIzyAfMoRcAiwBnZcc0S2ZMvNld+wLhdAJAbG1eEl/bsCTULa8LQ6KhWSDYSZaWlAjcdt+4IKBJdTpofgA11JUCOspgqgPwVDY1SzAxQzKbvvvuuTiIC1LJhAEzs3LFdx50yrGHomEfj4+MqB1M2ZRIkxtwRAFVi/EH1KSCdyHEAP0Dj4MEDYWhoRCOIeymHegAo2FgRYMMH1wh8RvF9hhmXT3UIkhmbHHwQYSg5ihX/UczGpG+CiYSR5IS3BwNDyicKoKRujBXTN0Gm4EU1i3RcKn6yuCRMTkypPDZVyGfq6aQ2AFULF8rV4OyZsxqXWdk5SkOGGwDHp4qprqkOFZXlobysXL6ntOvv//7DAJuHa0vtohoddtDb/0BuShy+APCHScXHGD9oQHduzuywb9++8MUXB8TUsUn56V/9VOw8wU2kZcMlYWz8iXQh2SdoLyeTsQBSFzYq9DGuBTCdmLKJnpccn02HrVs36xCIg4cPW+R9VqYO+sCPHr/h5fUcHjIcFlZXhrff/oYCm/AhhwW9duWq0pyxPO3ff0BsOq40v/zlP+sgDdZLMiAQAHXk+AlZBMhAwaYB397JqclAajJyTGPdWDBvbpiVmRkuXrwUzpw+rVy7uDx03u/SpptN6NqWltDQ0Bhef/XVsGHjJmVHAHjfaLsRhocGQ0lpiTYPuDjs/+wzgWDmAkwz4x7QCSONe89GgjInJsOK+uXKPJKWNkO+2KzJbBb3vPSSNrD4kjMIWlpawh//+MdQUVmlDSFjjs0uacxwLWOe8A42Y6yhHBBC/liCGiP+YiMAoGeDgdsD2RpoL26k+DLjNgTbT/3YDJPPGt9rNoDIaMeOnZoTX/f/vVgwe/q0KY8IqqQQ8XMzhg2lKXYOxcbxi7AwDOmYjzal9SgZPhEo6FlnNq0crpvSVRl2u56RInYQKyUrgMPt9gvPq+zI1H0lCEYAwUGWlY1fHc/qMXsWQMR58AoAM+AAMOIebovmZcpSGwDrsY4OzCSXxJfm8xdlpUJUXZWQ8uIkg6l2+D3xBuqgeph0BGhSgb3aRvvVnhnGcqa0i3KQPQAK2RnDaaXHPuEn/1gI+ABoxPp+heGMbbenk2Mg0SfaJNhmRDKK/YKsYIMx/X5FZpQZmTkBzZSxRTslN5rnzKTucaAY60991D7fHOkevoz9EivsP+N44fn4u+SYOj59A0MZdo8KkwwlJ2Tsck4tI76b71Sm1xW/VIvEtrPZYUABOSzQsIGICsZQAWIKvsI0bu4ICnLywDEADgEaKLwb7TdDW1ubUrVgooRxYO7pzaz2sX78btNLc4b+RbawX5jykQPR2Zp/MIA+fyV/PZtkdSUPWSaS/RzloXfTB4wlHcearn7Lzs4xJjIvXwADUzJKBeXOJ5oTmZOsIZgjCcjIIwghPV3pdPD3ItCHciXvlPUEn7tCTrXp6wuAWJ5nbQCMIjv+xvzG36SuQlnBZJNiCKaDsvmddFAlxQvEjuJPRt5YThGaevZcgRv4j9KH4zpKNsd8IYeGpLzYYHzwvQ9UBj6OsJYktgeAk+D/4aMnUiirm5sDid5PnTihe4kmBkxhqjxy5LCY2/yCvPD5/i8UfIVSsVOdMhTUQq5T+v/4iZN67n7XfZ30hamc/iTYC2BGRgSOxbzX1alE/bSfzAL4nMJGYvbmhCk2CwA+lo+KslKZp5lrC4rnh4xZmeHk8RM6ehMlSD0IrgFok/MUsEuATEF+noLcAD7k/iRIirI++fQz9R/m2atKw5St/Lr0I8AWBUyuTwA9Jk7M79QRUzMAFeWKSwO+zLjgkIMUphsW7fLFy5Ith2E8GHygzSzjGF9iAuoA9swRrBawyNxHTlkUO/7LABgYROoCYCUgECC+bsP68NmnnwUOfyBACl9LGC/SssHKv/zyy9ogwbCSvQEAQ1YI/DNJGcbxuO+9+54C22gzAI78vLBgzG/GIAwYGSHwycYkv3rNGs0B+ggXE1wTamtqJAfmOObjR0+ehA///kMdxACLtnTZcoGf7q6eUFVdHV599TW15ebNjnD2wnlZXQg++8U//bNYQvKpYpqmrzFL08ff+eA7Mplj3WFdQVbk/n38aDTgv0xgEYFKuJdw9C9p0pAx6xYWBDY9sJPMSTZZdUuXCfyQJYGNFxsfgpA4eIT0cegJmG18xd96643w+MmY+ndwaDg8f8bxqUMKEqyqqAznzp3TvGcMstHEV3xscly+tGQtAGz++je/0Ql4+JwCyHF3Yd4BsAm6ZBNFfuZ33n0nYNI/c+6M2lu/vD6sbGqUnHH9wV0IC8mT8TFlI2BusHTu2r4j/G//+T+H8oqycLO9QyTDs6kJbfomxsbCHz76YyguKdUYp98IuMSHlg9r1KeffS6gWFNbKwaWoCsyg+DOwoJ/8eJFWRnITMJhDLhykboOyxVBgrSFsUhQHfIi/y0WBcrA+gPo7CFXbG+PAtrYnLJBYyPC+Ce4joNGmEdkZaFc5gLrJP3NJoQ8zWA3Mj5wgElPV5eALNkN/pf/+B9VH9acv8TnhYJZzhqOijp2EAorgeIiMHEQg5OxdDzAEKXj2pQJkPpRGShJPkoQkBJE5QBIwNKVIs8LMPnf/E69IsiNIEzFUb+ogClLyjWh1+2dPtjiH6qPgxa9V+bK6EvLBWdD9UI3eTvoEkgQrrH2qK68EyDoZvVUGXJ/vEfvd9FwLx/JzEXM7wADnkfh67raHR+ySWN9giwt5ZSVkQLUVB8LxFEhujXZJ6n1i30W36VrXucI1LgW2Ud9lyzKgLe3RcCHPkBuEqMx0LRf/4hCd59pxkuUJfKmHtbnPtximd53sZ5RliozsoURSLo8GR+RwUNWGj+AaAfIUSZf/am2+ylWsMNx3MV3f/V+2sQzUZ60Se/z/mMnzRn1IAcUAcBrxbKlobBwjkxtAAt9jznd3SckF9oxc6bYjtl5BfLnzMubHQ4fOqzk8bCF+EE9mzKzvvomjjOTpOouWXmdOIGIZOzkfcRchywAF3I/yMlRn6H4qA/P0TdqD6dzqa8M4GrscTKWgwPmD/LhHvLIsoEpLMhXAm/e0d3TIyXDeAdk8g59vL48n5ebGyrLy8KIJwMnawAgX+mzfG5ohLisYeVROIAXZE/ABJsFQANyo0YjoyO6jiJnw8opOr09vaH10qXQsm6d0kkByqgzgAiWhGAs+drdaFf+WFhbWFcimJEximV4aDg8IPH72BOxYiQ7B0zBxqCIkQ/gj+Afgt9Q7mfOnRXbBIBiXPU/GBAjbCzjoFgV2HZkT0Qz7aqvXy7gjd8ywSiwYzAyAEoAE2OLVFUrli8TaFrZ1KR23u/uFkNOUBf3055Ll1r1PgDr3Tt3pPwxrxMpnzErPaTNTBdApz5dXfeV5glfTc6Zh5VFuQHyMMuTSiz6cQLYtpGua848pQKCnUNB//73vw+NTY1SpAATPtzLWMPlgHGBdQLQBggH7MOEk2YLRorTzFDg5H8tKiwUCAG0K9XR6IiY4OX1K6TgCWADeMNkMw5gBe3ZnnC/uys8HHkoBf/Ga69p3tFXsIe0BVBAm2Fn8SFcWL1QfUxdGNOMVQ4F6O/rFfDlHfKxnnqq8TXGIQnPn4fJp08lVxhK6ni5tTVxDDF9Sb/3dhM0Vyh/RNYnfDbpGzYJJaWlcpu4c/uucpMy3mBSAeHMG0Cl+vPJk7B16xblxoUBB5Ryih0noZ06fVoM3cBAfyBCHnYaP0xcURqampSR4/yFi4EgNJZW3kHbYQ4JDkOOrEsckwpAKy0p1ZoEELp/9542wQtrarTpHB4YFHhijuLuwxxCNswNXKdOnDgt1xrcEmgzbCRHLgO2BLSGhsI4wWV79oT/+n/8V206APvMH6wGlRUVclsh9yvrysJFNWLomQunz57Rca7pGWnybcUXGYYfK8zMmenhf/7bvxWLCZvfvHq1TraCWGDcIQs2UceOHxNxAGxgTgMELf/rI4HKzz/7XJugR6MPw/DwqNKXwaaz4QJU4p5BOT//8ENZSMhgwlxnc07uVg5kwAeY8cM8xbKD6wjsK65K+CSTzQAgSpnk/YVNxs2KcchGYfe27cr4AHPNBr2xqSnkZucGAgEB78ybwcGB8HAUZjxN44DAQOYCfuKsz4DtGTOmZQEEIONmhvXjxo12nQJHwCp1YaPAOsrBLuRFhh3+S3xeLJg9fdqBSPRBTFFgDjgYtCgTJoSwo4OSBBD516Qg4OgPOFCVwlQp9gDCZDDATiUVKc+kFKhn3Q3CARrP8Z8UtwNjlBdKLdXPMZYS7+VvFlcBAV6TAMzWdt3neVStrrEE+8l3BtDM11HgDRzn4CnencogxncJBMUbvB18xye2g/qwUMYPTAPXKMOCWgxsxfvZWCArAX1hEWfsAHGpmSHUdyZUnuUZfup3Bw6xLsggfvidf/EZ/Y4EHFDyXt3juVD1bCw7pW3xfTxPW+I74vv5iZmdN+s7DRt7d6wLP9XOFAZdfaFOsLu+Wl+1yQEad8R683uChY9jydsl4EYbYv3p28QYM8CncaPaOjPPcaDZ2aFwDot4usylMCT0ZTrm/cGhUFSQp8USUzqLNWzHxPi4Vdz/Hz88WCSZUR8MyC0AczHAD3MhyocTZChXbVE/P9M4jgXxPeWzGGLSzC8sCBytSZks4mRTqKis1MKMYiSSGMXEPORD2zRENBbtO76nPIALizqyieOC+aR3+hGxpHjCtE5wBDlR8e9CWSHDWDdYMBhRQD8sAuZSFtuhETNPM0BhFeL8BCwhF57BVQI/O0BndmaWmAcAcH5hvhK2k1IL4EhkdNGcovC73/0uUCei4mFPRx6OSrkcOnJE5mGsGMgTX0/WIRgjUusQzPHNb7wtJYmbBsfzAj5RTph5cZ1AdshCKa7GxwQ+8E87efp0GHjQr+NHVyxfrqhxFI35oxYoVRRCplxANUn8CUB7/PBxuHTpooJOaOOuXbukdAhkIhsArAyMEimAiJYWeM/OFkuLzEiFBOvCMZ8EoRw/djQ8GBzQgQMEvrU0N2szA0uEHx+AicAXErQD8ghEY4GvquK0qgkxhJzehaLlhCSlmiopE7jiOZQ95l/Mlih0TjliHtB3sJPIFpDI6Vds3O7e7dQpWIArFDpjAiXK6VUAC3xU8TFFTvgc3mxvU+om/BIX1daGpoYV8rMk6Ay5cSjGupYW+UaSzgigtqyuLpy/eD68vG+fzPanz54VswXAbGleI5YQ0AODBks5NTGpMYTrBSDeLCK5oaCgMKxoaBBDyTzp7e+T2weBcqRuhPkm8Ka7u1dmfhhhXGDwk2W8C0TkzdY42rJli9jx8vIysZnMZY6OvXPvrlwPbL5iPh5TO0k/BfADwDBnYXUpf3hoJBw/eVyACcDJoQXIGVa4rLQ8NK1aGVbLCpAn8AYQAtDhN8umCeA09uiRrD0wl4AgjlzlYAtcOGA5Dx08GIpLyhS8BpsKeAJgE1QEsNURukMWWQ/j/v7739JG7ODBL+RWwCEWYAXmKmspMu7t7g3Pnz8V2wnAIvVXTa1lZMCf/f79znDkyFFtmJAF1ic919cXXnv9VbkT4NpADlny5bKBYfyQ6g2gz0YY5p90YQ8GOXBiMKxc2aTMHJ1d97Vmbd28JYyNT4T/8//6vzV/OCQBixC6ms3+qdNnJCMyq7A5xHWDMQbT+frrb2ijDTMPy8l8LJozN/zN3/yNNpr46Q7LLacxrGxskIsMLD8bKFJuHTt+XCn90Am4ceDekj4zLSyuq9OBEDDMNzvaw4GDhzXe169fL/crNnztN27I9xm/YR0SMsIBFUWar5wURv8SfMdxxegTLGFsKBgXZMpgbYNciIdrQIjc7+rWRpN1l8weMP3vv/9+VCFf688XDmYjfLGfQiPmRytdFk3TKXeBh5x1jYqeRZDfE/9xHQWGHySmfQEUY5/0bGTyhI5BGkIrAstIk4nAwGbhYOEHrErJioE0QJZ4t5StpypyZpcyUq/Hen21p1CwvJt3RVAagQzP6Dp15L5YpteBdolNddEY2LO28Bz/IuBLBXGUw4SPjU20VUKyGvIcAARZSQ4OqBic+vC494HYMfmUJsElWIsyBGoBKPbUl2Ri4BCwZi4XUV6qO+DmK6COvyXHlL6XrLgVmfDP5RTBoneamQjVbndziCepIVPq5n2strqckWdsq25xeYqV97GGHNV37mahzUMcqj4uEnWhEJ7T62x8JdrqKaYALWpjSh9bJWLbYQHthDh9D9gl0j49Q+AAHyoWHcChGMwZMxTJCpjiXTCkKDuU5cTkuI1zZ5VxDUAJ4sPIPbb7z7Gk4g/6FcELGIZVAEjRbv6LcuInY4J/+JHWLakLz56Z2ZX5w6EjuCoA2mDIWMwJnoG5EkuMDAjYys4Ss0x9KY9NFcBrblGh2EbNa2dvaSPsKwtnyYIFMv2h0KUoMtLFzCBwGGV6mnuZM4ALgD6HqJD7tLS0OORkZoe+B/1iXBiTsW9hWTBZF8+frzlBWiaONMWcjoLIyJoVnk09CxxlO/rwkRgzAB9jCuULq4jyxu8N8+7QyLCUiDYPmZkKSgGIUT+yDqxetVKBFAcOfKGAFhQQIAtz49EjRyXzqafGZhMAxNTEzE5fcLQlPpvNa5rFbKI0CfKgrkSRc4IRoA2Fi28obBhgBOXPsarIjZRaAEGitWsWViuIBN9YgCIAHaXFJod+Jr0SgWSwdUT+s1F59OiJgtFgApE7Ywm/O0yOsgrMmiXzO359+DWj1NY0NyvwjLLJjDA+MWbgZGTYfE7zZhM0Hn784x8FksEjK3ztmG8E5WzZvEXAlU0JdaHPYVgBu5ijGxsaRSS0tbeHwQcD2pzAjhIsR2AXbB4gnFypHEBATtihgUH1d/3SpQG3jMOHj+hIU3wlZ85IU8AWYBsTMu4DgHnmrtqYlaWMBV98sV/+i/gS4sZAWq25RXM1LqgfRA3AnP4jcIjli7IAu/gTInfAC6w8x9By+hu+kJjm//zxx2Ggr199wGYBn1uAP2sAgJVxARAeHRmWawPgk1RoXIBBxweefh57/FguMciQviD4kGfGJ8aVgozNKPlxp549C+RHBjRfu3ZdG0UAk07dGh0Nzc1rFBik/KZLlshNAODEpujffe97YRGnkvX1hqPHjip4koMRCBLbsH6DXEEYD994842wauUqHU7BusnawEYWVptNCmoBWQBuaxct1oYCGePiACuJG4rW4+fTAq9sZnCJIRMEYJ3NcFVVhTYrly9dFGBU/tVZGWKXy8sr5BfM0chk40C3wcSePXtOa97k5KQAHH0s/2QFbs0Pr776ioIpYY45eIR5QQYXKkw+WvLucsxtVUW5TPCUjc8u7QMAMObJeUvQ1fNnZv0iF+3f/If/KaAdOSBEG6iFCwOnsMEA42uL9UHsb2FBwL0I9pa5Tu5sjt45cfqkUt6RvYG5XVZWqpRepWWlApVDgwOhrLRMRBzrGhtMArKQGS5F+L1yohk+wLJqYFHq6NCmFvc1xmhZSWkoKCoS885zrMn4d0drD8QJFg+CA7F2TE1MCPOwvuNqAMP9jbffjmrua/35QsEsaSikvL/SBAE7gQKpfgmb+wQ6HMwKKDnIQlkCPCNQoDjuR2ACYA4atVokotPtHpCWgJmXpVWA+x08qWoRjSV+OkvmoANlnLjkbJra5aCHMmhTLFOK2q/xe3xYbXRZqP4C1RJEAuwm2oabQQRYWt4NSHBdoMrL4Yfu9Pfr69hWAavk6VcCXlTHgYTqExsW2yBW1e6J7hZRzqpzBJVUO8rQwaJk631j1bO2xapGuagj45dfuj/5Jf3KwsVH/ef11GLmAo0yj08pyMKBfnKM2VXqDsCOMuVvA6f2PXVCPmLFiEYndY1bCaK8ItiXHOQPbIy9vcvaqmsuX41bCmYMxGT+zkZTpprBJf+P+3knJQH8aDcLK/9xuhkLqSJZp6cFAjERkeqHdmMSv3DxvBQ4CtGS45vbgUBjRobeQ/14B+wiSpak/SxkgAeSsrO71j0EN6YcFau+8LkEUMP8h+8bpjjakp2TJb8/fC8BgRyLiKkL1oP24+s8v3h+WEAqpkd24gw9w+LIggjggHGgLAAubUYQsLNlpSUKBoEp4Ax1coiK5ejq1jn2KG8YF7WBhP6FBWFgcCicxW/u8SOl/KH+gALqxHzmHXxH5DobO0DywUMHxbAQfIPiRAGhaLnGPfPmzJGZj2AV3A2Itu9obw8tzS1izmE2r1+/LsCbX5AvQMCYAXyQr5T5gWvG5OS4wBVAGLeBnTt3yKcQVhGQHaPyMe+RyB83AKK/MR/jU/rDH/4gUD4BYyg8xoRScE3hz5mlwwk4phOTM8oPszXphTDtr21pDsuXLpUrAEFcHC+KCwO+vQJBg4Ni7ACuJO2/ev2aGG4AI+CMJOsEJFFW89oWmRwxfZIndvXq1TJrsvkC6BNsQkQ3p3URJEd//OQnP5abA8AB4ETg2Ly589R/WzZvUm7Q/IJC+SDiG0mf07cwtOSYRenTjzzPWCGfKC4hAPzJifFw7vw55ROdGBtXhgCC3Q4dPqxoevoSZgyWFXM/QHz9xo1KO3Tl6nVtQpDJvbvkNj2r9SE3J1vv2r17j9hFgqj+8R9/oXELm020+zR5TgeGQld3T6hdUquNAP6sKH9A1oznQQBabOf4eHj/W++LsfvTnz9WMn0CB9//9rfDvDlzNecPHjyoE8867txWzliOEia3Kps+XFlY3imbdGnNLS0hLycnVNUsDEUFRTp6lPnB5jU/b3ZIS5+lTd/GzRu1aeJe5AqQ+1//038Se4ulA2D8xYGDskxg3QCMA7TxUaU8mFYY7k8+/jgcOXIsdNy6qblH1oeSslKViSVk9cpV4dPPPpOfMv7BzGuYYvL01i6uVaAXY1pH4o6OyhqCtYLxDVvMhpsxy4bn7v1OuR1UV1bKRxhWnTUHCxWbEp4hAwjjgwDG0pJineA1PDyo9Y+N9eIlizWXi4tL5CMOk4mbBoGVAGRyEcPg0n5Y5KNHj4kgwG2F07l27Nyh8c+7yCxw5ux5mf0Bc1ggyBnMJgBfeHxQCe7jSGA2lVgbcBNh0wJIhNFctnyZ+Ze+9pr+PnHqtNZvbeozMzWXYcqRNS5AWD/WrV+nfsA/v7m5JXA4we8++kj1YiOJWwTrwNy588V248vNusI6TIosAr6W1S+X/qMM/u7r7bXsHbPztLFhTWfdaWpqDJu3bJHFDqYb3YK7DG4mBIDic06fo6tY17i2eMkSzaXbtzoUAFq3rE5APztvdgAUv/rKK1FFf60/XyiYJZtBBHK0gknIgmiAwpQqipOPgElKU/W1FL4BAf5OBQ32kD0QWSrehXmc3R4fKztpyrW7DTxwTe+k+NRK2pN2a8o1KXgq4QBOl1DG+kJYxcoTC2d+t6qFkEmS6UzUwV8bQU0E3LFO/K13amk04IXc4vutbSmlccllGX9SdiyP52Iz+R5fRIEMsYm2MdD7HITHMuIzVj8DuSrTRKxO5W8Wz9SP+hh2TODY+sDYWqtnfJfEABBHoCltUN2c9VUZutGkrnJ8PAjc6gQnC1DT3+qjL7+HZ7gW5arieKWDJkAE1wR48vO1O+UelScwauUZIOb7pGlb8nTZSzY86OOE5/ldP/V10o/ZZAvjLDGq/xLySjNQS50AadwDM4MSwA8qZ3auFjhMdZjGYIAwZ5IknwhuGDlkTD/QVfQPLAUAFj9HTmPCDMhu/eWXX9GCe//+PfPFzMqGehfgs7madMVh0YNFgQlAUeXPzlWkNzlO5823U3HsWOlp+VnBxjHn2YrRXhQswVEAEMpBoXBqUk8PpuQpc3Nw32FkwTP0CSwH7CHMFkEZpAICsCFXmGgUFIoDdhYf26GRhzrFCVYSJcKRnLAnBErA5pmpNk8pcyibemEOJU8i6ZFQXgR0wVqR8D+b/Jjd3WHWrKxw5MgRgds7d+/IREsOWOrG2en4ImKKW7WySfWmPEATbAljg9N8AH+rV68SwwJr236TY2g5OvKRgCSK8JWX94nJAVCQKodDDehjWOQrrVekQOhfxjmVa3wAACAASURBVC3l4kuKrAkeg+1lE8C57pwShSkXMMgGBCCATyouIihxfF3xaYS5JFiMwBzlhF26VIcLID/MoZi9L168ID9hQBxgkCT3vHPlylUBMzcBODECmwHL0aCcdgTAx/+zvmGFUhb9+le/FntMIAsnKbHhob74WnK+/dEjh8XK3bl7T0ABs28cz2xyAL+AOUzAyBLlD+uFDyfjARcR2FICBUnGv7JpZaiRO0IQiwwAKCspEeAiSpvo7e6uLvlU4xJBOwjWAqAT7MemgrRwmGNJoXSjvU1MFeMKpU5kOjl/u3q7w6YNGwXgYavYNImx9iNqSQ3FprR+mZ3cRBqjlpa1Ak1t19vkSgEzx9HCsI179+wNu17aLdnDrIuhnzFT7BvsMcfZlhUXh//9v/yXcLX1ivp4+fJlYWYaVgtyzD7QfCHTAbl2GZuwgFs3b1IqJ/r+7OkzYcniWuVLBgAxpnk3oJE5zgEM/A4Yxb+XHLYEO2FyJ0qf4Khf/vKXYf/+z8XIswnUJmHdOgVN/va3vxOzivwK5wAWjypQj7nfgzvD6Ih0Nu/AlxrAzppAUCUsJgc4ZGbnhPEnT8wVaXxCY57gMkAbVgRM3XV1SwMHIrABJQ0an4qq6sDBGowfXCqYx91d9+VSwYbmTsctbcYAcaS2IqAMsz4nlr3z3jth+7bt8m8mFRljlOwKhw8f0lij38luwYYONwAOoSHjBRkd8Ddns82JfLDFWAtk2SgvDy/v26tAN9oNm8+4xcWFsXz8+HGx2fj6MlZgtmuqq9XfbD6wCJFqngAtNmb4AMeNOa5BrJ+sCawfzAPeLRefx4+Vm5rllE0g8qV8/JzZFADM6DP+E86ang64r7C23L59V/779AsbHEDz9h075KoBg849sL7McTa66AR81PsH+sOrr7wWyLgBa/uX+LxQMKvkxt4KWDAUWlSO0v0OXliMDRCYUk/BkAlzqjG1BigEGOgZqWl7QQRHhikAginic6DEAsuzUgKY/lVGvM/ANddjXbnC75h1GTRRIZuSRdGaqTRRjt6D+cSOcE19H+/kE+upP2g/wFtFJeul73QDl+xffD7KSgDJzemxrES9IrvnbY3vpT7IjKqIAfySkOyFUT7+etVXoCtF3Nyjj4MwykVGyjbgZeoemhZlDBPqEfWxLfEdVq+v1IlXSDYRkJt84rOqAfJ38M3kBfTArDJh+Z53Uw+uIVMmK0oTtkysrPuAci8gNS2Dc+UzZDLHDEd/ayy4u0H8m3rzDCAtlh3bwvfISz/9vng/P6M8TIbmQ64HUsYy9wksK1Kfgwksqh9z0sFDh2UCoy74mXIsI0pnYnIqcNzqwqoqARbYFRQ/ChdTIf5gBCSRY5PF34KOxs2XkbRejx4qiASfR9gplA1Vim1GDsiOwKS6xbUyUwH+WNAAbyykHLcKkIXJQTGR/oXUPVzLy58tJoDzv2FtqTuBBgBJcjDCAsMwkkKH++MGlfPZgeO0j9yJMMc9fT3h8KEjajepxPigOOqWLFGeU0zpHR23wuXWS2JHYVYvnj8fSKdFfy1eXKtFlywQAGBcK8bHx2U+hLUgzRCsBHlY8ZcDKGIGxjf1f/B2n892ndeZ4F+ki5xzzjnnRAAEKWYQzEEUSY1lS5ZHloPsdrm7prq6ZvrzVP8FrhpXT9lSS7KpzBxAIuecc8754l6kqd+zzwHp+SzylCCA956zz95vWOtZz3rWeoHFObNn5/61AnJaD5YSK+seTp8+k7WGgeWQVWQDNA1t2ua7sBeKZADTX7/zq4BN9+35sM5aIGG0tM2q2lrdCZDCzAGPipHKvbtl6dKl5eL582X7rl2RNwDT5gtrQ6cqpapdjlZeQDwgZF6ki+nipEkFPgpl6sVAZCJOytL+iUPlkAEB4ym1al0D5Za4XqUCClrHZCzulzBB5tzYWef0gvY20MT6STUDS7Nnzoq+1Jw7UADASqu11q2TqldtHinApcupNscmWRvGn97RDZAA6Bzx+uuvlW+/8e3yzDNPp5fv2dNnMl/Sm5yvoCQ9ZLt0Tc9ZLZWkcAUmKvkB/+Zm66pP1i6mThCDsTZ/AKfv0hUB6Afe3YO1SE9t/WK216xfV0aNGJnOIlpyhR1zolitfZdWcdbKsqeeLmvWbYi9pAGVQsd+WsfWocb81u7iRQ+VZ599tvz2t7+p9NhXrpRz5y5Es43FU8AJyK9ctbqSanTsFLCGZcWor1m3Nr1u7Xd2Q4s2B3xgCIE9oAOQ9yyyOkC6fSdVzdeSEdlrkyZPKTOmT490w163P8hRBMeCBcVpujIIEKTX2dkf//jHZcy4cSEKsIbWSYBqQ0MCB/9mjwQv7JxTtoBD65S9Eqzqocq+sMuAGmbYeFlLAi8BFomAjhr0uLJLWojRY5OE9OrVu1w4fzZyBOsAyCafwuSSU1mXbB47LWBTeAaoGYP/87/9t9K7Z4+cUvbRJ5+EXdeFA1GmyE7Ap0+xajr3LVhkA79YuSo296//+sflytXrCSCeXfZMmT17VnnhxZcSJJIAKQCUOQBot2zZXD79bEXWocCVfaKpZyftAetev9/9Bw+lMNN77GtFXnyUwNw9+Ldx1T5s+bPL4sdkKcytTIkXMoRPWLrk4RRM0s0iJ2xO78FkW9eDhw4tL734YjIYAkVBOvxjrWKMZRscK+2kOjp/mRo2QFZIkMDWPLRocdoYuuboMWPy/X/s//tGwezq1WtqTklrJPCj6nfJMUL0Xpy6BVX9Zw3w1UAEGJefIDqxfPe09agqHfPZGpipBql+nRqjWWdeS8lncvpQDcgFX4UxrECH/67u4UuG0j0CKxw4x+7v+ntsBPrH/K2YJUeNer4KENeI4eq2Amjy6Hm/B60/cwUSA8vynK5v8+bZSCtqZ8jHWcBIXwH9fub91XsrwGsj5J5q3+GnFdiqX9MY5SN5X8BeHUj7bC7mB9V41N+c76m9L/f8FZDmv+vjB3RVzGVN35p7rp08VmMqa9/+4N6r7/T/1bzl+QOC65+rwGFuyn1lvKtTwNyXjexvxrR3n94BSKLo3Ee+s8RRAO9YSOkhKSnOBgg0BubPOLmGZ+7dq2dVzHP/ftJxvpOzwYols2DN1vXG/3+AWqHsB/OQdVOTFrjPBGWt6I+/zEbUx881jae17mXduW9gihYUS+LZsHkkAZMmTcz9OYPee6tWTq2jlZNiYnRE30ARDRgwy2ljtaSGsHWcOcDCiZACCEjo/tyDXqFZWfWAwD4tpXTs3Dn79+z5C9Hp+TwjSkaAgbl7736ABOfH0NHTAnmuN3TYkHLl0qU4/YED+8fBkB0womRJjJ/ikuz3+/fjRDk2VeUMu+/iCDEyxgJD4zvdGQaKc8aGcuJS1MAnByyFDoR6ZntHalDvViyrYjIOz+EKzmPHOpGZABlSwFJ7WkhJkxsvJ+0YQz1OgTqgr11DQ3GuulOhtAFSRKOgTLqaM1ZkNHbMmLL00aXZx9J3tIk0dxyhHsE0jw5XMN+YwayXe/dy7DBmBnM6ber0MmfO7Gg5VQ0DJYcPHSpnz59PkRH2Ve9WAMR464+5as3qBBbYK036P/roozJt+rSc/X740JHofj2/9Q3cVuzW7ewFaW2AFVtpvFVSA3WYYo6fJlOmQACkGAewsz4b2rUtI4YOT/EILd2bb72dtCwm1jNjdqV2AV9s7l/91V+VV157JV0igBYpe1pWbdmGDhkcvau9q3p9+9atcZzf/8EPysgRw1L8ZU7/8Pvf5ZQrgQkZBlZ62pSp5dFvPZq9LVA9ePhQbANQ4HQloNGY2Ce6LQC6NqdWShz9hfMXUz0v+AL+5sydVx55ZGkOtVizdk0YP8ViWDRssBZLKWrbt69mW+5kfLFh1i6m97XXX8/ngTdFYSrCgYQtm7emrykW8Xvf+17SunTUWe/Xr+d0MafFKdirm5kBgwalF7C9Loi5cv1aUsLkNHws4Lr/wIFkIvRdNo9aX3k2c02PLoVsY3sGzP2LL7yQbgH2jde8eXPL7l27UnjpWGH3I0BWnc/+/uM//mParjl8YvacuQHCbCvA26Zlq4AzdpPG++iRoxnrQ0cOF5kg7CES4a7MQrO2YzeyP6xjMhz7WBu8n//ylymMsw9UyMvv0u9OnjghhyTY8yQlQCZGNwFFLZCgZR84eFCCXXZeIDhh4oTIYhxtLMCUQSCTAJIBYfME+LMbFy+cz4EPbLEiSFkCdnTdurXpboDJtn/XrF4d2zJ18pQwvIJhbeLID/ST/XTFZwH25DUkCAJap7KFcGjXNvts3Jix5diJE1mTWzZtyhrOHrlxMy3evljxeU6/E2STd2CUFaEKFEmZli5dUnr37ZeiT0f7nr9wPr4NUDfJiJ4bN6/HfnlG61pgpBCW/wbUP/3k0+xL6yw1L/fvFSe0kTnR0Ot8YS0jj+xHRzu3bdsmoJdNEAQtWbQoEg8ssYzg1/H6RsEsZjaMXS0dVqVmK9aperga8Kw58foDc+5ABiBg0wak1UCDn9ukfudvoCB/6mCsDi7qALjexL8G4hg91+Ao8ifIs2LIgEUv7/Gd+aNXZw2Ie79X/e8aiqsh1ep39Ws8uC/fE5BZMY/V7yvACLn4Xf1ePEgFrJKXfpDK/vL7qmc1PgkG6qDT327ML2ptjfKD2u/znfX3Vk+QcWXc87460KyPST0QqDGbuXSp9Ml1sJ3L1MYi99+yRaGPMcf0hcau+nmt12v9A1/9uzZI1V8VMK0epBpjn2cs6zeZ4KZ2jymOcy2BhrZjtVZNNi1jIRipvwLBatXPjLzIHnBkGH3O91SFQ+0DAFTmMuTWCSfk9wwzB9l8WwP0eqHcl3PuPQbVdev/9t9VmFGtK/cTwGqqAsLzkwq8fmVN1u/bWOshOn7smHzuTvPt0qNXz7QewkRo4I+BwnQ6u12BDIeCcRQhuw9gTC9RwEpBDFB153ZzWbRwYTlz5lQAikCPRAFYMQ6Au0gdc+q5jZH95uVv7AIDyGlUbZhuFC185s2bn96HWAcV2pwjZwBQYQJVUksjY/oG9NM94FLSztgy2kprmlMHjO4030nqXiP+pP0vXwkrFufQrXtYEalPLA69pxOPbt+5F70stqZvn95Zj3R25qsC85fS9UHay7xaK5rUS7PSlQKQTmICLoyFY3OBBP1WMR+anDv3nEzDNaWwn3zqybRr2r59ZxGHtmndEAa2Ll9xlKO0vblUHKbSWKP6L1auLAcP7g/b5AQoe1cLJBpNx4ByCtYIcFHXLE6cMDFAV7Hae+9/UPbv2xunSIt48/qNjCV2ZO68uQHy2uRgVAEWbI659DyYK9ffd+BgUoT2hEMpjDu2GZsOaCqSogsmK6BLpEkleQmrd+1KwG/Hzp2yPwVPrgM4kTcA0kAtfabeoxgeHRsAb+yhY1e1NLJGhw0bmsDSvW/etClsj04AfueI0+NS+CdP5ueYUWl97cr00hR4CDT+8Ic/lNWr16bS/Ed/8b+XV159Je3SrDN7RfX8xk0bU4h26MiRFAaOGjE8z7Vv34Gy98C+MLXWH6aY/XjooYVhG3XNwNzRdOsLay1jCmUpMIUHDh5KYZNgQ4BiIdCyG3c2RB9T7ChJgT6gm7duLevX6vPbuQwaMDBASQp7zZrVYYMRNmQHitGwl8AOwGneRo4cUdZv2BSGrWOHSmpEs0szPHzUqOgZ2V/7CaCUZh4xbHj56OMPGcvMic4KfJoMBaBkbq5c1lXhXDTt0tcAy7PLl0e2M2bs6ASVK7/4ImB/3NhxpelWJUlwrCkQ6BQoYHTxQ4r1OmUv+28ttLz4BX2AaS4FFO6tbdv2aTnFpipIUnBmbTjqdfDgoRnjN994I4H7jp07EsxOnjSxOpTkxrWAKRkJXSsiIThzpvzmt79JcaNWVnv3HSyffbYiAcPcufOSEWEHNPlnhxVJkm+wlQJIQYhxky1YsmRJnqFfn76lX/8BZdbsWZEo6P7g/cAzFl2A3alD+2hvkSSuoeDRc7iHPXv3l02bNiao8DtriSzM2mZzq4NdnLo1KVm2k6ft1z7R/OriseyZZ8pHH3wYEoadModNd2S6upRrV65EHy6omDFjRvbdseMny3vvvZviTOPS0LpNehGDBkiNtIlr0TISFffr/t0Txtbflf69W1h8axsZoL2dPtz2GUJI5uSRRx8tAwcNTAbo+LGjOVlN0OB+tUhjF3KYT8tWGYcsgj/y/32jYNa5yTYzYCMy88e/6y/+P68vfX39V5nsgJwaY1f/BXCAvfGRXAvgctqJs9+B31oPTpuHg3jwHUCLz9S1k7VfWFS5QA2IBGAGMFXA0e+JI+rX9t++o/rcl38HYIZRq2QKee58x38EN57De/P5r4DB+vN5Js/DGbqG91lo+WHeX70z7F3e6P88WX0wK3a5Dmz9nXEP4+u91fdzxq6tsbI0o+9whQr4VtdUDZsr18YowUjtRv0oj1djHf3YsZ7aeGC1qnn/jzra2kcfjJ/vyjUFC7m1GiCsLhxnXo1V9UkzUR+3vL0Gtq0AwI7jZzw5au8z1/X3u4LUO8eg+Xi9wMrP896WLZPmAwY5yzTuTnV8BZZpMoEmes86mPU5rGN96DN3YdQrDbExMP71NV+NbfV9PuuPn1XzXK3nakyqLARQSYt14dKVsIacKQOphU/vXn2SZgO0unTuEsMhWlY0YN44fU5NNbaUt/WLlaHdunbtRnE8IiBKp0VaoDWNIgkFE9gl17zV3FzbQ1VbN/crABCAKYZSTa55P52ZwAhY9jtMgVZNUt5HjxwrEyZOzJnyxlDqEIusah0AGtivX9m7d38KEkaPHRMtGEeLiVUhDVTv3rM3nRKmTZsSvShngpHFggIBQEXmpEWL6Dx3794d3d/7771brqewo2r4DqBiR6XZh40YliIQwQKtHCAGfGEXpRS9gCBjqKgNi2tcz54+HQcgDThz1vSwRfpA+m8pbcBU4ROwDHwAs0CpSmRFd9hdtQQ3rl9LCtCcYEucVATUARFvvvlmHB0AzbECHACIQiDpUhXI5tP4Pbf82axzAIwjdniDlkICOmlGqXwN+gWaDhRwrCj926aNmxOs6PaADQMkrVPFeNeuXE1LHcDOXpHKpGkEROrBye3mpmgin3/++Zy4JCWPLZdWfuXll9JWisYW06OVlSM633v/vUqv3L59UqzSu/pavv3dt7MPPv/i8zDZbIE2ccbF4QOqsmlS3cv0qVPLnDlzs8cV80ifY5IAbEFo3/79ygsvvJDAwt74bMWK9KzFOjtgQCsvRWfabAlGMGS//OUvUlxpzZFBCMZS3HP0aOnYqUvAFeYaS2UPaHdEm+rZBEt01QIV9ubhhx/OvtSegWbVnDjMQPp7+47t6WRAX54CnK5ds2asYZpJhxlgBVWBaxcHqGGmaXatIbaJBvF3v/9dxqt796555v/6X/9r6dzV8a/Xs6bdE/AsKzJx0sRIHYARLasAa0U+Tp1bu35d2Gbfj5Fkq6ZOmxFdaPeePcuMadPLho0bUtE+ePCQaJ5JFYylw1YctCA7xPZOnTY1bCXZAT34zcYb5dSJU+XjTz4OIO/ff2A5evhI2X/wQFqWCYwECEz9kcNHSgOpVFNT7kNW49ChA2E1O3XqEuZfezvrc/acOZGWXL9yNQVqgPN3v/vd8umKFQFq2gO6t76CGMTD3TvF8bVPPf54iID7d++UdRs3pE0YO0EaNG36jABtLLDsnC4iDiNRJDZrxvSyeeuWrC82z5rU6k6ga0+SGLj+jp3b0/HA/pgydUrYStIU3QN8BoOpL66MBBttvbJjAKn6gWXPPlv+9af/UvSzIfUgNbD/BeyyLEC11n+kKPygjAnNLV8gm/PQggVl46bNIQNGjRgRfTKiA5AWnNuffD3bSs+v8Nd4siOCDkwz+yhYHaszwbnzwQTAq31DmmY9AuBsnKJKwSmpgnn7yd/8dXnplVcTOChMlN1hI9gExaRfx+sbBbMbN2yIA6g7ews3oK8GFgGSrxZsPQBlNbbMf9eZLIPBkOTvQLcKCPhvYM0LKAhgSOuoL8FdPhb0U6VwXadiS+sgKh9/AKjq3wNjSQfWmb3qS/JND97r+1y/+o7qS7w/YLp22Qqo+d2Xz5PnCtgJwq4uXUtfA1p1hFRdv0Li1eMDQf8REH31+jZGnq8+6O7lwfP6murzFrI/NhXwB8xW4Kuao+qd1QPUvy+frX6U///yfioALc0v/QFYYPiwG+6lDiqrsKMCzPUCtNxmbW6MSX3sM4+518Dp/zh2vrgG9H3ee4EbgIoTUBXrOp6nnq52Pz1798qzMkLAhuevv8yZlIviIYBB+kklaNjrsPX3HzBXGSfPVUqAG5bBy8+zrqoBqw1kPbio1h7j4YloSx985sG/q/e4jvv1UunLECrOaNmyVYpBfHbYsCGJ3rFMWFJsAyaUhrb5tgbY0qOtysAB/cNgSP1LRTFYjI8oXMN/1fHSsqrzGVn/TrP369cC5OonruWZa0wz7RTAawz1VJWaxULpP6qpNidgHKRQ6VSxScYXMJSGpoV2opVCgb379qeRO9CtuE3HBnIBwSn9ojmx2T744MNCDwlsHTpYHUiA5bSmMAD0ntrIYEmGDR2Sz02dNi2dADCukyZPzLro1atPnlErLWymzYRFkyZk6DGXnsGcXrtxPSl1qVAp0q1btuYavfv2LT/88x8E9GpMj1G6cu1yceABVpyGls5TUZRqe9XcTgFrbm5Kk3np3aqPp2NeO+SP1CcQPGf2nGQAMMDAiT6NGMgTJ48n9f7ii8+XS5evxNlZ59J/GHkAVZAgBQr0vfuHP6TCniNSjGSP04526NgpGkdHmpJ+AHAYIKlcvUYRBdgacyUwtFYESdK+GKObN2+VxsYbAXQDBg5MCyIyinXrNqTXat++HPG5rFtAXaGh1LRrqGqWogby9LrVDuq73307bPau3bvCgtIPG19zrr0RVrpV65ZZ404GGzlyVCr9BVAnT5+KbpPuGSskWN2+dVtS4oCC+QQkblzDRN4Li6TQTy9f9sFhDAqpaHvdj0MR+CP73p5jltgIQYpN63PWCU313t17iv6z69avKy+88GKAm2BagKHCXQ9Sz882WcOCsj/70z9LZTpwqx+t7xRwuEeBoSbztInmRTEgQEZioXsG8GB97Ny1MzpQ929M7edVK1cl0OncsVPuW8s1toJGdPHiJZFoeDaMJ/sGkHgma3DZsmfSlg6oI5PRUcMzTJk0KSfVffjhhyn8Ak52bNse24ihw/RjK9kMXVUCSCO1aZe1N3LU6AS5AjcdRdyvcRYoNTY1hqn0/LJkP/zhD8O6A+FS72QWgkzaYXrN9z/4IGtX/13+yh+6V2t9ztzZ5be/+U1Av0I+MiPzTqoCdM+bNy+ysbHjx5VtW7amT7OT+PgJbL/7Z3tWffFFNNkCBmses2qeFHm5rhPAJkyaVB1g0bVb1iPCQwePDz78IIEeIGz/05u2bt0m4NZhDGyqYEE2gc7YcdQ6AwhQtBx0XYVxsiHqB7CupFi7dtOl7ix6w9KLA4808iRZMhzYZMD3299+PUTO/v37MhfsjKDCC4Cmm+XTOrRrHz9P/sWes3EKiDH8CspIr7DudMXYVhk49hqxYY07NIH8x/gI7nv16pECPZ1LFi5YmIweHe2d5uZy6ODh7HW+YN78+bmXP/b/faNgds3atbl/C5m/trj8OyAnLp1fq4POCqD5QMBjccpR1bifQeCYKxRQYQQgRTqG0TMxYfiA2fvV91Rv/vLaPuurfH+A0v17RT9Hn6++r4Yfa8AqaWoX82P3HFa5DoJLFgJHGidf0+UGHIV1zcdyL1991mocvsI+1q6fN+bfFdh1zfp1Xcl3B+hVd5Mb9V3Vc1T36OOeL2NRO20qLNqD8fW+L8fDsxv7zl27ZBNFy5kLVNepnrt6joxdffCNVk6//Ypcw4k8bdqUPr0dj3cmESS296tg0ZWq+63Gs6GtKPFeNnT9vr6cm9okPPjO2n34cY1BD0Cmrb53NyAVY9mqRYv0WgVIFElk3pz8pE1UF6mvqgk/1sq91MG1iNXGpptjHDSnd11RqnvkjBQ9XLlUHfcHCErBezHkIlb6Lq/6vLl+VRBX3XN+CaznH9X/5z0JNKo1Uf9V7o2xaVsdowqE0mn6tHV+7frVMFxS7joXqPD/5NNPk5L1HIDd2TOnI9j3O0wS483JxVH36hlDiTmQdgNefAfwpPhFz9L0Ybx9J3uw/kz19S09hUlRlERL5+WIUOO1f2+lFXTKFKOnwbjiKCk5eknXxfCNHDY084MxxBz4PVR7+SoA0xi2i8TAPt+6bUc5B5zcv5+q846dOqcwx6lQGBLV7RjsSExu3iz/8i8/zdnvUpOAjgIRTkkxD60rtgPwA8YxKdaBucV06YaA0fIe7c2AI9+jQh4w3L59e3S30unt2lapeUzN1m3b0tNR83zOy4lLGC9HzAJGHAmNWod27bLB/vwHPwgzWFUJdy87dmwPi/fGG29EV8iRKKzBcDt5aeyYseXtt95Okcf1q1dSwKRQy3OwDda756ATBob067RPOTL7QbbE+AJjUpuKlzgy+1aBHNZRelmBGOmFOb9x7VocPidrD5BX0BHbV7SPnK6m9NKZ0u/G48KlizmdyEEI7L3vV+389ptv5QAI/UcBkW89+q0AZ63RfvnOvyfgoj2kGxZ8nD55Onvx+o1reR4BwssvvZRCJaeKaVemoJQPwPD+7d/8TdglRXQCqYcWLQpY1DbtsccfTyChiTtm015yvjw23TMB+an4nzgprHbVoq5Pngkj1dzcVLZu2ZZ5I9MBJKRYaSSNkzWm9Zg14d4EAUDS7eamBF+0rNhVx30qIDIvxoTNWLtmXYDXNCeuYf7PnA1TtnDhwrB+bNH69RWLZs6ANCAIADN2r7zycprSY9B0ubBGjY0MAECmv+2nn30SNprVwbNANgAAIABJREFUEXgqDtzt+NZrV7O+SEkA5ouXL2Ztv/LSSwHyH7z/YVg4OlSFf1oxGXN6aNXue3bvCYj9+NNPUyD30ksvpihIv2u///n/+lkAkUKtG42NKVicNXt2MimAGN8I9K1du6a8+OJLVTu0ZFbvxHaYW7rTXbt3x1fZmwI1Eh1717iz5UuWLM3Jc6QZXkCWNeHZyZAS+Jw6nf2m8DU2p3Pn9Hneum17sl6YccDNmD3+2GOx+9pt/f7dP6Td1sJFD6W1mUMEYBGSEsGAbNPVK9fSZ5o9FtSTW7Vp2zaHEpCj7Ny9O2uGHbZXz54/m4AXUNez2/jIFFx0qtjJE7k/hYPWniBi4UOLSpdOnUMS7N65K2CfRp7WGwmFfXccL7t16HB1UAFQKmumTRY7LFsmOHTv7Djgzd6Tn1mH/nvBwgVl/LhxaaG2d/fusn3njsw5gkyAYT/L9JBR6NigmwUtsHEAut98663IeDjpz1euLIIG9oV9+Dpe3yiYVSFZZygDthTv6NlK81lj4RjG+usr/6wBQdFD1XKpdUPrCoDUGbkaqAF469cw2Jy5ybJovsRCX4KIipGtmE9gjoOMQ/jyNiqQVSvA8fsA2RoQr19bpKQIzObO1cPKVRepP4fPuYfcSw0UP2BR63itBm9qWDb3Lr0MXOazNQBePeOXN+maFcjws2pcATx/gvgCbuv30yIdFqq5qN5vXKXOpIikGpvvcA41gFq7J3OVearhMc9eAbAKkCbAqDLpeUbFBjaX8XRP2MU8Zn3Oas/CKHXt2jkgJ89VH4s6sykg0Qi6QTFT9V3V+7yxem7PD6B5n1eKDdq0jvDff9NguXdsCfarc+euSTsBUucvnKsddVid0iLFKv2upQ1m2Rrq3adPxtIz+0MzePtuc1gUi7O+brAfvXv3jKHgZKLDra1N95HxqmnCsy5qU2jN1OfQs/kTAF77eea+lEThjU23khoy3r/85S+LozcZCU7fz7SZkgZ0L46rVKiiV6em19KbjCLQBmSJrDk+DIK1q6hG+pqejTYqoEiz9Vu38qy5N8VuLVrGYCvGsu6woMCBNcKgY1KlMLW5Wb16VUA+Vs13AbNLH3k4aTU9GGfOmBbA4Z6AFEYWS2NMyRAAKwwsx4wNmjJ5Ujl34UJacfXq0zvP4T4ZWKD9xq2bYQoAVVIX7ExSgc3NcSJAi6I+KWBtrugojUmH9h3THxII5jQUgJEUtGnTNkCip4rv6zfCljQ0aFM0LHo16cbnnl2eMHj8BGfcH4xRpw0GmlUaHzh4oEyaNDmMiOcE1oEazhsz++wzy9LXduCAQQkogA9BCJYdGz908NAADxpSYHPChAlJEwJDWEiMDgcENJkb7J6xu32L/rBdefSRR3KcqOdKNfH9+9HUckDkIBhY6xwTiDU0r8YJ0+eY3u5du2WNARSCDfsLqLPGPY+1O3nixLJmzdowV1KigpmcflC0uGtfOezjJ5LWFhw4qANjbe3S75kvEhIAQMcHDDRderR7bRsClI2X9dapc6eyY+euOHs6XAGk9SxYW7J4cSF3EJxh97THeuLxJxJMklAcP6FzQXX8JrbdGm3XUOn7URmKoTCE1qLOBV7So9rfzZwxIxIMgdGI4cPKhXPnwnJj0A4fPZJ7wGR271JluKS9daRgw51CN3P6jPL3P/lJefnVV6tAoGWrilU8fjzMrfuzRzCRUrZ379/NYRdAt5oTGkbZCsAN4yjAIml46803y2uvvxqbjcVPZka/1GvVyV1AlADKusDgA7BXrpG23AywHTtubBkxbFjGS29UAFThIl3nmtVrExwDsN//sz8rPRzo0KFDmNJTZ8+EvXPPw4cNKe07dkxnFNrx0ydPld/97vdZz9qqCaAwl+ynzNKcuXOzt/lFNkuaXFakXYf22aetW7WJ3AYjiu0n4ZIxAJY8s04Z1qzPWiPssHZYGFaFltLfMgqCRkCfqVX8p1BPsZifWa/uSeuyazduRMZjTNieocOHR57hXr3e++CD7Gut3RpvVtkKshQn8MkEmhtZPhk/khVkyg9/+OfRiTe0blWdHqZt19DBIQXM4dXLl+ObfF7Af+LYsVrA1zPpeBIJLPnVy1fKsWNHsi927dyZNnqfff555C97kgHqFpA4dOjwzCE84uAVUpU9e3YHO+giwZ9hdPftPxh/gTFXMIxUMIf37t6Pn2BHsOs06P/v//yfZcXKqpjN3sdWCwDYlSWLFsfO0wwrnr1y9VrZtWtHJDf79+wu3Xp0z37C9gqMBX3Ika/j9Y2CWYL2gAGnEN2rer8BOhiEOpD8KsNaZ2kBTpFJBaQqJpUB8nOfZVB9zuZ2XVGahcuAcHIAjmIZ383Zhs2rIUzXZBwDkgqGtepKAEyKQFzTzyJdqAEP38Gpu76X6zubnhxAVTw9WT0tzPj7XsDOvfq5r3YfATC1Xrv+7b02pHvy+wCf0iLXJsq36YGVgJ6anKFaFC0yPnUQ5L4DYmv9TAFKm97vPWv9fT5b/5nfY2U5IZtMoYVruFetxaruD/lEdf81KUdtGGvPUoEw7xo+YlgKH/TZo+shcs/4A/v1sa/pSznS9u2BnJtuqOYAv5SL+BwHQwspPZqgIIC3dojAvXsxOqqdpUuBVQ45GqRU+99JNTlgYEwBOsBq5PBhmRO6V0DQy/hIYzIgnLjG2QpzpL/79OqdgMVXY9DcD2bA/dVft+9q69QUoFyXapivB89c0yWZR1W7Xube2qj9R/6ybrHVCtqsK+vbGmRk+/fpF70Xoy0lpbek+2i+3ZxoffWaNUlhcapS3VgD6VqOTEzkbyfjMGwYGNcePGBg+fiTT6Kxcit6NBoDgIqhk7LUTsj32CxYZuy3qn1MTkMbAPBw2b59R8CjdS6VBag4CQlQxmINHTokxkxBQNvWrdP2KfKdu/fyPte1v4Ac4MSesJ+k0qwT7Wu0kCKhUMXMwUo30p7RlfXp168sXPBQmNkx48bmBBqG2+ddi4PW4mbq5Kk5+tFxi3puxvm0bBnNpPXKhrgH+3/KlEmloZ3jbC9mnQDNXbt0C3h2br2+knrbjhg+ND+T7pV6tpeAVgAIsFR8Igh68cUXAs5bt2hZXnrppbJw0cKyes3aSEGkfzlgIJLOUTcFgEs6XloPwL5z725SqlK7nCSwL9jQRQDri3k1TxgYYFeak2PDKpkPxSFsjPk0x8YVS2Q9YCFjf8zX8OEBYK5XT+di04FzNpeOUgWzoIWMxTPQF5KDCIp0WTh69FjuTccCrBfdnv1Ll33wQDUvtNTWKslD7z5VWheD5uQ1mkf3SFdqTtw/ZpAMga2kW/cdbJ73TZk6NbbC2lNYJ/PgJCpjSkOrhZDgrt7Wyd7HNPu977TW/bc/7IduDTSrAgbjGV3g1s3RIl+6eLn89Oe/CKNd+ZX75dyZcxUT26N7IWuhBa2kO01l3Ngx5Ud/+aPSmz788uWwZgq/Vq9ZF920frJAliBgz+69mcPx4yeGEVb4ZWx1oGCPgT6MMr2v7JE51QXD6U3amlm3gjL28qknnyyOXlYp7zhf+0ZRnzmnC33yiSerQta799OGyYEb1oBAQkYAe249Prx4cYJ6+0xQRKtNCkEKoNJfRwNA2nGmwOu69eszrgJrJ9VNnTY9a85es0e86GH1VsXYuxdaW3Np3B04QdLje3L6WPv26RAh+0T24BQswRifQc89afLkMnDQgNyrok77wsl25C8q6mmnm+/cTcahZTJJ27JX/uRP/iQFTgf3H6i00ceOZr3ngJGmWzloYu/e3aXFvXsFQ+50OM+3avWasvThh5MxEYDLvNh3Ths8fep06g50Nhk7dkwYXjYQQ80mkxVgXc0PO0pPLnDGoht3tp3P5Jfp5vVMdtKXrhuCc/peY6doje7/L3/0owRlglr2TUCoSwF/kaCytIjtIw8yX7S1r776avY+NrVLl265rmJGxAEQLOOlDy+QSxqiywMcA+Owd7IJfA5w+k//9E+RMnDfgLnsnkBw/py5mKVkJebOnZNaAcTS1/H6RsHspk2OBnxART1g6gKukiKu2EfgEUAI8KoBDMDKBuP6pYGxEJweo8qoASkV4YV9axl2yEIAKIAbgxsgmO+vt9KqnbBU+66wXwFTlbbSvdZZRf+uQIkKZUC6AijuXbpHBH45R9ZVR2nmc6q+a0CnDnjqoCYAvvY8GZMa8Mx1I5utUsice6cOHdN6JKCH53/AsgJBFRhyfbeOHa5/l19y4BhqjEvGKaxlBb7q9wLMCA4UpGBHGm/cjAPSmiPgrqbXxMZUYLhkHvM9NVDp527MNQO6W7dOlEqo7zqcuPfU781cCAKMpT8ivTA8me9qqXte/wOMOE2O8Fajc9hrhYMBnq0CuqVnsImAlUgaEDD3ALICnj59q+NJjQF2B0CKVKBWOJDCtzTY75rxdT8MOI0aEOIzWpEQxquMZwwYYBXfikM4D0aJEfFex0cyyuQV9TH0PJ7ZuvQMmHBFI36eZ828V8yvccSOWfPmsEWCF4HcvThVDM6ECePTGgrbLHWGbcIQWVaXL19NU3eGH9Oi2fi27TtybrnWQcCDYxisC8VhjkG1Dmn1Hn/8sbAIAIMjUElQGF3pfuvWGlXVyrkn0GnVKkwsB+T+3HuPHo6jrdhfDAXm05grwqGxw3w5haahVasYV9e73tiYOeaEjKXOC+bdsa9kCP0HDijnzp5PChgLYC0xrPY3nVZz0+2sQd0eBBRAGHDNuXMowIAiELrVW9qZdeyUdUIzxuCr9Ab0dXfQZQE4ZIuwdVLe2zZvLkeOHQuTCexY8Ry2QAjTfKXW9BwrPW/B/IAjDBe2kPyCplN/Ws3OHfAAaAGkv/nVr1O57jlmzJgZNsx8/ugv/qIMGTastG5R4pSlTbFGQBumY9LECTmh7MChg3H4pCHun600v3RvwIjsgBZkTicTnNgDZAEcsOeQatYyRyupXj26xxkJEswbZhOzZR9xUlLnnnfAgIEBlta3cQbWzdWb3/lOQK73m382g/0xxvYkMCpIkPYkG8GgWRvWDEAiNeo7PD+pyBNPPBHbbd35fjYfy05niwUHGqwX4+K7pIZpqGVVOF92f9vWbWXlqlUpUhw9ZnRStDSqgkRjKVhgK7BkZBn2NBuCPR4xYlgZPHBQgIN9gg0WZAloBGnkG+YC2QBY+nPn9t0AEUV+Mj/uT+Zj7py5KRjFJAsCL1+5FBYfo9fU2BQCRtbCHp48eXIZM2p0uiMMHTwkmnTHKO8/uD+toYBa4GDpw0vCykqja4fXRQHjjeoI2EWLFkUPa88ZG2NBOjJ46JDCLtsjNMP2nsIy6XtgiXbdOjHGjlkVpJCVsH2jx4yKfceOAvhYOvaJfVCkrFMK8A70O4SDHtc1rUsHf7DhQLT5kU5nD3VCCGmUUwnvla7dulfzEMKgfYJBtsZcsbns+bNPP50AVYA/bdrU7N8J48YlW4SRt8alzQUBbCVgOHnKlPLhRx9GDnH46OHYF7KwHl27FhJI+5+8hN0B5swdMPrdt9+KJGrc+AmRFRlLnQSsZweE+IzgxLrwYpP4VN1IPD/tKR8iuFVQCGArwq3b4QULFpbJkydlXDwbf6KLyJmz59I1wBpzHf2C+QkZERknPlSh6g9/8P3IE0iWWjc0ZOzJJLhkAL1Dp07l8xUrcty4ftHsvO9D6mBfjS3G1T62r42VrADpwOBBg1L4yz506dK97N2/t+bj7yQw4Zvff//9snbd2jJv7txy4cKl6O7t09vNd9Ihw1jRtzvFTZZJUePX8fpGwWwOTQjjyeFVgOhLN14Di3XwCgQGKNWquuNSKiAs3Ry9RgasaqhucLyd82FUFWgADETyIkZpAc7PH5MMJEQU37ZtwIXNmKsHlH1Fs/gVcOUNFoK3ML6chIVdAa12iULvl+qABICuAm6+p3oWGzafz0xW2lzXqeDol6DUF2CdfU7lMMfOMfi+gInqTvPEIqV6z1z34rMB+Ja9oqQwzxXhma+tgWYgxngZf4asY8f2SUkxwAePHKkMszR1rWgqcgzvT8RQm5iMVb4ym9cF8/4WLTM/gJDUiai6AtRfngxGwtCzV4/StbM0dalYzluNuR9j5/sCWl2rTes4W45T5HuPtjn3VWmubWqAWYpL6hLwUAQkldy2ffuMGQMv0hZceAbpDmkSES6WRkpe5AvUkD2oOnUPjDAwSEdnPGmNsDjaDTU1N6X4BEhTtW0ebt+9E2d5o7E6UjUsOdhoLlpXcgvgQasi1buAj88bt2q+qm4ImANg1wy5B3IBS0XUzFDqbwqwAtvAhXSjNLy5B1w5CgYWIDMeDKkWKrR6WJX33n8/z6downdgWzgGaTLGTfWuHorSkxwxQy/Nl2CrRYusSVXxgIWejByXoxnNkbPHpeZHjRod8NGnT984IlXniouwe8AcIKgYiGH1UjVuN1y6dCXsnxQesFfvver5w/Ru3RrAZl0wwNqQdejYuXTv1iXM1vWbN0sbrLaOFR06lJnTpoaRoe3FKjfSi7YolbEeMiTOWZqaEcfApuDmypWyZ/eu7O+J48cnQL567XoYJfrX6TOmh6VQwKHLwtjRo8u69RvS+UJKXRcPwIFdEcSPGTuuXLx4PszWrFkzE3CMGDWq/OxnPwugkabjwDwzJkuaWZcJHRR69emTPaT5uIyDin3OwnGuKuKdpIRx5LStTezs8OFOMLoZECt4sjd9h32vLyz22ZquFx9ZBxggemJMy4gRI5OmVdynkGrXjh05iQrAA74UMwEpGFDpS/11hw8blr1ER2e/AUQKaZwEJNCnx2bTdI8AHvXrtKiNkT0PTPk5oIismDt/QXqoYhL37NkXJ+7z5twaFQQDRq6r8M2+lSHAEmL5XFdKHuD70+99rzhhDJuESQdY2f9z58+GSbbH6IfdT9/efcJ8q7rGdC5avDj6RW2h2HrV/9YhoESS5NALQYH7YOuMuwCMfbAfgXeHf6gYp3sWTAE6Z86eD7g7dADovhYAa+xHjhqVQjlzKcDRMksQRBf53h/ey3NhvYA7GStpZzbQWqE91afZfALr2nSxWe5JYGt8sW9IC/Ov7+j7738QBn/O7LnJoHz08UeRB1gLTvgyn9bJM08/XY4eP56DWAYM6JdgQ8Ch24ugSYAvWOzSmR3tnu8kh6GdpZneu2dfmT5tehkzZnTRUsuz9u/fN7pvexMwO3T4UIrR+Gv9SK1dOtj33nsvQaTg5+knnyj3W9DOb8n6ZuPNn0CA3/c5RMTnX3yRgI0vmDljelL027dtT9tAkgfBkSJl7ermz5+fvUE7LMvDhtqn5vjpp54Mu4vVtMZGjBgRORLfSpM9oP/Amn8o+W4+5H97++0cLWz+jGG6g7QiNWkqj33r0exP98imsOlHDx+KfMiatf/ZHmsYmH7zze+UR5cuLV2694jdcbw2Zl7niFdffTnSIhkG2RMZVQVygiuBF7betRbMX5AsHDvAtsj82bvuQcbJ+hUQ8UmCeQHY+IkTyyNLHw6g/uyzz9KDuW2D1l7nwviy+QD8kBo5QlOskHDMmDFl4vgJ5dXXXknBIYkODS9GWiCno8vX8fpGweyG9RsqEJvClwqYcsyceP4AGrV/28j5dw2UxSArGmuojljz3+jq6FlqmkSGDkPLiDq5hoFF24s8nWkMUDFCHDIjYGPT4CQ6bKyiKoMc4FYHtTXgGMwZEIs1r1hjDgEIAqCdEAK4ACccBgkCel71IsMregVkHzBt9WfOhavv9LxensF9imAACQZKtOZZfV8dUAQF1ljcOtisLqArRNUzNXC1dl2M4YNXOjM4rEKKv13SUH169SlHjh0vV69UjeSlovzO/QSk1tPptbEBadN9onZ9HhOgZsD10ty+c2fZumVLQGXjraakfI2B8WZgMTPSk6JjjkT6Axjy7GQlgLY+n9KYdFG0fTRcHLnnde/m0fcqRJEORFxrv0TmQAP52aefpJqfPhFrK00bEHSzMfNVLyo0V9J12BeROSMANGNwaBR9BjNBRycVGaBw8XLa/IhepUDdM9ZW8CGaxnxUwUClFTZM2DIgGhOqHRMGjVMWpHBIntl4A6hYJv82Nt5jzU+fMa3s3XsgrcJ8XsCAMW6+czund3Xv0TN6WpE5h0IHRtOFbRkxcnhYbv0jATdzIT0JqKrMpyeje/u//vt/jzGcFzChU8ClMG+cs1dTY1V9TFJhzbZtaJe5BJSBqrfefjvFFGPHji7btm4tC+bPK/v3HyyjRo0ICMdQYdIEEfaM04UEemFvSUYa2sTZ2ivAm/dpYG/ZAd2YmHXr1mcsR40ZkzFr264hbXqk8Xr37JlAwN7v3rVr9t6Kzz4rO3fsCMO07NllcTqqozlpaxAQw5hg1rFOTtdiR7DewNW4MaPDFj322LfSpQHTC3gCwUkn61168VKehyMBwjnRX//qnbJl27YybtToHC5B86qXqBNxHO1pn2IkARMnA9H8kbMAMCrbhwweGnuiiEga0z6isYWGZ8+aGYbGHl27Zk0ClekzZySzoijJejp7nua4BFzTWtsgAIwA5//4L/8lew9A0jtToKf36dAhQ8sXKz9P8BzgeKupLF7yULS2WmMBF81AS6fOcebY1FdeebU8t/y5pPAdZTll0uQERwDA2YC2tsmE2FtNt5pTrf7hRx9Hd5o11LZt2FutwgQzbIM5B2KtZbYda8VWNGcdtgj4sY74AScizZs1K7ax8UZj7LrCFPYSWLC3fY+jggXEPbp1T7cMUgog+uatxhSokBbYo0AsYGU83NOOHbtSeW697ty1OwQJWwEUDxo0OG3UPvns09K/b/8cRqIYjt2qGPBLSZdjJdmQ//E//u+sHRXtxo58hM0D/PoN6Fc2btysi3cIDIGSeQcYsV+6C7CFCsOAEQVrgsLly5YF5AISRUbKoQlnzkQO0blrp7RWYpsBRnKD+fPmlXHjx5eVK1dlLbVp1bo88eQT5YtVq8uRHJxxM+sZq2uNq6Bn3xJECRZbt87BA9u27UjgKegBjvW/BQYxe9h19pPNdPAKBhOTJ9AGCvPsm7aU9z94Px1T6MvZRkE8qse+Z9tdh091fbhARsd+SPB97Wrp1rlKyz/25GNl145dYdFvNTeV4cNHBOA+++yygCj9ka0JWlokkXlFqgiwBw4aHCmi53V4C99iDrtYOwMHJoOgnzNpA+bXWrJWtNtjO2AB3wfwGyu638+1q7p2LUV1ejwD/HyKjAKJgSCE32GLN2zcGDuyf8+e8ulnnwZcAo2K7/gb48wHOepbxxrddUaNGFWTv9xOIH/o8JGybdvWZL4cnoAkcW1rWPeWli1bJ8tCT8uWVwC2Tw233M6aqWddPI8AUzGZY8n/7d/eye8dSesACmvJniTX45fIWKxhWZzvvPlmeeutN5OZsle/IMs4djRrlTTimWXLHsCQP+Y/vlEwK6qqAFiVPmZkLQoOW8TwABOFK6oYTb83WAbK+7xHWodhYMgwScCdxWdw/WEI9eCUJoBFsVLAZLcu3fJeRh57Ih1k89is0mKuw2H6ztxPpVuo/pu8wdGmQPCdO/l97qttQ4yW1hScDMbNdwHQ9Ijnz13IIhDRAyrSspFR1HoUAsbuGfP2AMyo6mxoHTZIRCeK1rAYg5r3AMUtKkDt7wDWmhbT4gjL9xUZhJ8xKt17KshwilUFuL3P82AoMJvGCgNsLLTowWrke+onh9W+N+Ndk2a4d0ZFmt+4MVZ0pgyfdh5av9h4A/tXTKjUDJACvJhHQnOpOREexkBkiWFKOr5N67CBTkxh+G3qLAAn2TixywljtTQmMMmp0CgCiCJVOkIMod9hKjgf3+cezTuApz2NVLQImK7qZmNTgKQxkDJr36FdigPIG4DLHvpLtmwZnZ4gBdA0twAM4NWuQ4eyd/fevMd30JQZ447Yg6bmzBV2CBju3LFjgJPn8Mq6ywRWjKJekIAWxpJhZTDIDRQWMfijR41OWo22FzPRpVuPsmP71qTIzTEtoSDInAKstHCkFSQQ4+hEe/eJ8TE2InLM38kTJzOm+jQy3oyek6XsIc6A7gvzgHHAsLonjtP4uc4HH32Uk7s8m/ZfqtHfe++D0rd/3zCZ9qB2Qozegvnzy0MLFsZougZ22TrAtOoHqTDjsccey6lO589dTMU54Hf82PFo3LAKwKcWNwJVc+RUM6z1CdXv/fuHVXKyE+dvH61Zuy4HOZBkOPUnZ9xfupgWZ8CnAE3AxHlKsxkj7LRTq7Q8sldGjxyZ9S0AuH7zRhxi9x7dIqUx1+bWGfDshXSu886lFGUpGP/m5qak0u0De5JMSRBiDjkY62Pz5s1hPrVW43zMIafrPRwOxzmo/4CsOak7vSfv3qkkKJhAtomMgvMwpkCAuVMx7bvo8ujAsSWyDJMmTUjrsBYtWoXhl9HSRoct5RTZKadfeRb3wklbE2PHjkvwJ1hEHgAxGzZuDvACuuj7IgXp1CEgFuN64eL5tBwDxulo7VNr3xoAXEeOHJ7AE4iR3hYgApFsA+cvUCSHAW6QB/YlGxK28/Tp2CPvAxwEudbr9ZuNmQNyCKBdU38FUPb8/oMHy8XzF1IQt3jx4tiPjp06pIiMRlJQpPOHWoLLFy6W4yeORZJABmQPsCH2Pt9x6szp8tDCBWXkyNHl0oULsQOeS/D+p9/7k/LiSy/lAAQsLQkH9l4g061b9wA8WmLyCHZekDJ8xKj0eX33vXfTTYKtmTN3TpjbbTu2J9BkZ/Yf2F9kQDDA1v/AwQMz/4qNunbuWm4o4GxqLvMXzEuvUZIVkrSQRgx/yxbRqX7x+YrYNDaUneSrMLP24snjxyM5ou0lgwDU+djhI0aUtm0aStPt28k86EnKTgOKOoYc2Lc/Uh/sKz8j3c9vs9EArg4Y5ostt674dfNdZCK18Lp6NayqAjq6e/uFPAvrDOQnSNDB5cOPIuUgU5F1RUlxAAAgAElEQVRyt29ko959972yc/eusIz6+dLbG0dMJA2+oGrShHEhjdauXxsWFbmAZZbZgVus++eef6403W4uRw4djo1ChEj3Yx4V6C2wVhpvluEjR8Y+Hdi/L4D9008/TfaFNhwzf+zIkSLgI20TRLKriIF1a9eUbTt2plCOX5FheePb3w6Q3b13T1m8cGHZuXtPuXn9er5v1uyZ0bQ78RC7KtBX+Gc+Kv+GhGkT0E7WolBVcMs38IUWrOezH3RCYVtkDfbs2xvijK0SzNu/SArFXF7kJU5rIzHxe6CbLyct0X7wjde/HXBu//rZjhyx3ZRT7vhfe+rreH2jYHbd2nUx8Ekj20BeyVj7vy81qCbZewApBkQrpZCCNQDFuHI80o9S0WErpSDbNpSWrarrRl904EB0aYo/gCcA1m8ZVM5b9aR/ixI5RsAs31uXI4gPw6YCjvcqxu3WrVwrwE1a/979RPquo7UNppdoncMQeUrpSscCstX/qr8ZK9eswNmXR5VWYPluNhtmjbGxIBh5aaJcBxtbB5NhiQFkTHXbMJOcZIB/fYzL/VTicgrahlSMIVtxp7RrUPXYJ/eIaYr2p6kpeiSLm8MCBmlIOUObHKOXGQv4r1hoc4Vl6t6ze3GSDifJKBlbaTSfAwwAQVG3a6Y/4JXLMR4ibUUeqm85UBXxAeW0ozXG1dwwyP7GEDB+DL5FRJBufoE/RSw2qYDCmDCgvXr0zlhXjs+59dWpcVIuYilFKyLte/cVELaJpgtDPXnSpLAA+/YfKJ07dCzkA4KV9m3bJ2JdtbJqC4N9wGQDd8C8QqMpznNXhav7QVfA9FKqsNs3OCnI6VN3YggjP6mx3oyPwEOrqzhuc6GlT8eOCdA0Oteb0bqQutFFQNbht7/9bdYb3TPWBKDBkqgIF1hwAJwXxszr448+jLbRw1+5diXfAbx9sWpldK3uWfqYs54wfkKq2ZtvN4e1k4rPiU53mhN90xlife0tYMZ96xkKSAEgih0AVAcm0Iz17d8/qUqBB4YCc2Y9WT+kDEAnna4AwfwYt5WrV8dZW4PN9LBNjQkUGG1VydOnTQ07xqEyqAIjxQ+0YBif9h07lWHDh6b4RS9QzyoV7Ehbp+3Y/96r8T4HLn1Nn8egY4E5CsBs/tw5yUZwYIIIBw9MmDg+xl/a1Ms4rFy1MgA5FfUHD+WUI4Aas/KT//R3YbrFyoqurGfB8LWr+sWei5P58OOPU+j2zDNPJU25fv26dHhQGOIkKsDFfgGcORtAAUso+2IM3Yv5at+2baXLbNcuDvmhxUsSAChKA7D1kDT2gMXI4SPiZKVCBQfOqm/frkP6Aqte14boxo0KxAJ4UrXWJidpfZE2ACoyI9oEKTwUNNiD1qsOBSNHjwpYnDNvbo4RferpJ5MVMMauN3Tw4HLxopPRWkYuAHxaR4ADp++QBP/mjDFdbJjxsz/4jSNHjmVvY8dUcVt3gMb/+tnP8hngynG8pD5HDx8uJ2h09+1Ne6npU6eVxx5/rPz0X39aFj/8cLJ7AlY2RXEOGzF3/tzMUWNzUzl84GCyNtYN26EAcvCAinWU7ubkBf6CBd0G6KGtr48+/DCZFZpU1ycjESQBw23btCkDBg0sjq2196wlBUdqMrp265IKd8+mCp+NYSutHd09dpOaNN4M+PaMpEJsKGCkO8jatauT+RLUyoJorq+ACABiM4Fo4BCjSyesr60Ac/mzy8qc2bNKi1at0zYLuHz8iSfKxg0VOaWnKLuNHABq6v4baKJl998yAVLXAB0ZxfZtOxIgnD2jB/GNsOFsgeyjubXv+IpOHTuHJOJT+Qy6bhIlzKu554cVEsqGnUvG4VL08WRAW7Zsjj5dm0LPzx8juQBvkhD+glyDnyM3W7VqZdbgufMX4ptkrejt+Zxnly/LHjlx/Fjs1bSpk1OIqB8sDby1SW9O6sbuILJkUbDL9gD/qJZHGt68G39j7p4uXbkUm8b+8esAH7mBjUlC0aNn9wTpLAv7B1BXRFC37PFunTvnO13XeD//3PIA83feeacMHDQosg5kWPfuPTNP5qBNtN1VZtn6QDKRMSKmtAWUmXAv9i5ChO2TceVXb928WU6dORMbodWX7IDCvzt37oXYYzsVX8ooIwyRHNqivfLqazkwp5LPxVT+Uf/vGwWzjg8UrdVfFqvImXESiRk8YI4uwy5mpDFjIgAG1iYEQonWGVPHuoTFuXcvYMumZhxat2yd1lLSJQaSYQGkRFdAjMVCCG3T6DcKiGIHRPKMj3tgoPRbAIRF3e5RGyCOMfrPGlvZu28F0LCGmpVjCjABaHqFCICjlCO5QR2csVpYqzDR2k7VOg0AFu4FU2cheFYtOVyz6XZT0nrkCxUI9ihMXajY9CA1Tk4vCjpDLrOOnGsNnDOYUlMAADAY4NShfaqIASCN3LWaCdAu95NqB5aww5yRSN3LPNmc/vYN/i2oEEwAzMZIw2bM0EcffZy5FBlKebvj3j0Vm3SK3knKUoV7Y1NznlvKXtFbBqfWTxcQdKynNeA+ME1+H1B9/34As04FjIHr0R5iExhPDp2umKHfunlzmk/rQjBgYP/SoUOnpNzMh/Hu0qVT6d61KnwQmGAfsCpbt24vbVq3LAMHDwmjxTADWww/oNihXdsyaszYpPetE6yHtdt/QL/oL61VQQ5NEbYKK6B6tV5hz0AZY+PuuQA4LLzn0XBdqkjlef/efcqBQ4djvBX0JJXd0Xvbx9gYl4ULFmQ8gBoaUqwk3eyQIYNT1S6l6pQvIESVvpZRWuBcvyaVX/UkVdX9xhvfTk9BDgNgoivjaOikgHanU/Xq0TPGD5sCNO3edyBgFnNHmqAgDDvpOczb5SuXAzLp1wAUzIOxV7gnnUWjePPm9fQ/tT7JSrxP8Y7G4g42sL44COAHc6Io7Pnnn4vzw/Jt37YtYJj8Avgw/4CG+7a3GGR70tGcdJyAuLXvHu0zrLH9haG2tv1OqzWp0+XPLU+Qhhm2t0ieAJRDNJpXriaIBXoAegUugIXem2ybgAzwUNQB7GGyHXWqkljKU6BKy3r56pUExcZ2zKhRZfLUKZEe9O3TL/tHtTtWUr9NY2ysgUTA6dKFS2FvZRUECMb+zOlTYcs4bEDYsxtv8wooehb711pXIOj9cZjNTXHi9tz4sWNTIT1q5IiyY9fuMMvWmvHRJYbNZBvtMVIOPV4FLVK2QL9+zlL3tKYYfTbIfTQ13y6ff/ppUu7WMmCf7FGLkuAihWdkFTdulPHjx0e+0tzclJ691Zo8ESCn36lrAooCIWxRv969cqysNmQCDizsFytXlbGjR+Va5EyHjx7Nmge2aAitD3MHvGrlpVjIGAuMaIUdVOB0MSeTnTuraLBn/Iv5dBiE9cPu8yv6ewJOqsRVmxv/zz75JBkSc8lWCggFzjpf8DFOk2u+3ZT2UObGdWTs6DK9D0Hx8MNLE6QrWBJY9Old1YZY68b3pedfyN7ETAKdToES2JJXsY39BlQZsv4DBoXR3LJ5c5hl2kjjSIJibOjYrXHSIKSD5vxOBGS/yD10WXCv1uOe/ftTSESag4X0sl/MtXXo/TJ3OqrwRbINgkcEDduob7Oxlwng4+uZP4VL1rB9Q/Ijq2SsO3bWtaZdORSyqkvIBt0+hg0ZGhuDjT106EiANxCmaLRdu4bSvn3HaHX5f9kNum7ZK36Tv3dP9++3yPP6XgGiQFr3BfOzfuOGaEGd9kbakg4fXbumm4pngEfYec8gcHVQwbYtW+LXyD+QFIgm9+4QDHYFKQc7wB72kywQ22d/wCQIuzDIly9nPmbPmF7WbVgfckgvZyD0gGcfNjT7AvkEcCqwlQ1wCIbv3bd3f/n888/CpMtEYogRQYIVtoAkz7gDr5MmTkqWCUlgX8McdTaaX4EbIG0AHq2lmA1wF2wgkPTeNv96YmsJeer0yZB69PMK0djer+P1jYJZupCEnwFYNWasppuEeOLMaV67dQvrgpWl5QEEVZoaRCJ31Y6cEkBAT8RROIoTUgLwUOZw3oljx1NBLC2FedArNAPeqVPS30AAlvDqZdq9ewHawBZmaXgqPo8lqsU6RCd791763eW/FWe1bchEMxRAz8FDBxNRAXEMpI2B5cGSWAReAWIBgC3COrsf96yFjsVMK8UAiGoxdlooSXd36dSldO3eNS2TaL4YbJEeRxQAnv6pHXM0oI0X9lKkpwVUy1Zx6lVP0Hu5xwBcVbY9e6T4ylgDeRwMBmvr1q0B0oClcfe7FGQBsknt6xjRIWc+A0ZaVWmRdObMubB7znGXslu/cX0ql7VN8awAsOIc2jnAVWN6m00lLGZI7zwGDjOYe29dnVwDxDQ330nqFfDjHALK79/PmAzo3y9BxiXpsWhPSzasaNOmZlzGjh+ftcGYMRYAsDSZdB8Q6OWz0sye37rxjJzGFY2w+9F+9QhrbMPSgwpsRNjAInDCUGnabzwAHIaJ0zIHip3atm8XJl80b535+VdZaM8G6GM0ASOFDlgF4ySVpC0Rxy3VOXf2nABX7Df9FceNAbce4yyOHitffP55AjGFBvaV9Wi+JkyYGCAHiEkb/eD7P8ixhcZAP0CObPfevdFtnzxxPPdgg9l3HOviRQ8FbGoPBEBs3Ly5LJgzp2h1BQzpXoGRonF88cUXy93bt8vmzVvKmHHjs9ZpQ/ft3Vu+92ffCxAHTgApDkYPSfMFaHKeUvZS71MmT85+w9JKFWKeHbFJV644xjGiH330UQJVzkYxI3ZVK6l9e/eFubl5/WbaXE2bMSNAHjC2V8KuXLmcwFJwBdwCtdb/gP4DilQwhsIeMAZ6yc6cPi37FADDDAL0x0+eiibP5yvm9WrNhrQtWoUJsjDeZ06dTlBz/vzFrEM9Su2dmbNmlh98//tpI4TFVExjjen7TEfLfkgBT54yKTaMFMQ1sJpYH06aJtraFVBJ9WHfPKNiPc/EPpERuB99If1Mn80NmzZl3idNnhQAoc2d7xacv//hhwFsvr9Dh45p4+f56hIBAc0HH34Uu0sT+c///M/l8JFjAXJYSftCwQ3gvmLFilR4K2ThSIGNBQ8tLH/1l38Z3fBrr72WAMXpQXNmzcx61fnB2sZ6CWKceiZdSW6h1ZZgyz4GiB0pun3HzrTY8/yrV6/J8Z5/+5O/jZYfgHCULumNQBfLLWixdtNEP6TIrfRWXfH5iuwV3w+cv/vuuwFY9ujjjz1efv6LX5Rjx09k/IFerOby554Lg2hfDR08KCz9O796J2nal154Me9xihTpEHtoX2KZsVvkGgJptlEQ5N9skvc/+eQTAc8///kvIo/AWjo4YtFDi8rf/6e/L48++khaE27asjWHFZAHYet8h3kju3n8iccjYcF8kiYAvAqnfvXrX+cEM4ylcZU+37xxY5k2bXr6sgq2kAd8mRQ/IOqaguPYh2i6K4aTD33sW9+KrAaDSqKAxBLAWcNAkgyErBXbIXhgBwUO5GT62Aouyr170aMCbfwBe9++Y4dkAQQ4es/6Gfsqq8imYyD/7d/fKXv27s4hLgK7mbNmlG5dukSGgiCyV/gPhxf4G6Zg5+mp+d/OXbrm1CpyDeva+An29IL2zLBC440b8S9Dhw2P1lXnBMGg7hrAJ0Ln2PFKM0yvPXbc+PRSBjIFKggrGWX3I3A1jjKI5pusDoh1cqGASeH8lClTsm8dvoCdpscWFOmoofMKYIrlxSpjqrGr9oO2bO5fEeqO7Tuzn2WvBfLWp3Hk++/evV0WLVpc+FGZNMGjMZFdRQhaI3TFt2425jkEsVhfxbJY5PpR48AxrGVfO9jl6JHDZfWq1ZHfyLQZzze+85342j/2/32jYJb2BPDyx2IFEDkBWjDAEqgDzhhPkQNWAIOmJZDKPnS4KK9T+/ZpUM2o0zxhsURSFTh14kfVOolTVADStdZ8nNES5Yk+6H1EHOkUcPNGJjUMqfPIO0pPt48GjLH2Htemd81GuF31oazYnNu5Z5XCd2/fSaQqxeDeDxwgFG8ZET5tlIkEDG1MyNX3uQfj4L8DwmpaWFEyFsJRpI6NBNoPHzyYFLco1sI3Vj4L9AF7WFkguk/vXvmc6xkXgA6A49Skdqvv0eKsIaCSAeMEGGKMgzQERsxnGTHA2fdF4nC/lC5dO8XYYbA5eICDF3MdLBEDhZXQjkhV6LJnnokzu92E/eycHpOMyKpVqwKIaN8AO/1RAXS9IwHyrJPWbZIOJkNwJv1FzEub1mGTrZeG1m1SJIa9VOBlMykk8/4WNEHOM2/bLsVWgI1xVqwA4FZA7mYYKy1NPKv0SNaLXntNTdX9XbsacIbZwLwC9p6rKiprDEjHBmMp9EBlHLQ9YtQFNAxNm4bWYTasKzpPTM60KZOLtkruCYj1vObTuHL6Km85cIaaA+Z4GHAMmzSpeXFt+wAoo0PjEPRYpG90CheWQFsVqUmpygDoNm2S1pLW0zXhxeeey/d+8vEn0bCZP1mM4SNGpjqbYbRPrXF/24uM9b2i73HrjDX9GrDJ+c+dPy8aRIy6MWBMgQ0BHy328GHDE8GPHD0mVdoMJrag2nO7Ygc8F0BLU6ed0sQJ4zNmZ06frQpBbt8pDy9dGpkAZoPW2fpgH8zNnNkzM/c0q+b/6LGjxVG8ZCaPPPpomThuXH4GrOlsMXTIkHIl83snQRXW3HxystaKlLlTmbA4AK71bZ0CkPajtcVO6GIgQLJ2zJd1YMy8gD/G37p1rDAHoFDDccEKN5YvX16ef+65MNrA5ratO3KU7oovPg+r5vpO0VmydEnG1LVlmDgO9gEbojq8oU3bjAV7KWglp+BQOS9zSzdov3LM2KdWLVqlqISU4vXXXwtQx7LSLcsIOM+d0wOuzKHCQ/PuuoI26wrI83tZNYeumAfPqNK/+XZz0rn0yTSd1viM6TOyrrXoYlcAaJXlGCCOmjQJaYH1AQ6wdtjd4UOHlvsK1WbqCFG1rdu/Ty/lE1XleueOkcIoQJUJeW758qT4yR4Uo5GWOSu+r5ZSt+8kO6T1FVtME0pnOaBfv4Ac4FSXBKy+wFVFPjD3rW99K88p1arTCWevsMoYa5elTkKGgI/ZsWtnMjjIjD95+7tl157dAcUjhw9/oLHGCgowgTKZRXMJICg8SqB1+nRZ+NBDkcb84fe/z34DhObOmZVAUNtBa4rNxoT7biCJVIkt4rNUv7OpiofcL1+hY4Agz74xn4rhWrdtG5Zy9aqVYWgPH6mOG3Y/sldkM0CTAmsyOIeU2Lf2sAJQ+3zUiJHpqypAXTh/YYL4ESNHpYYCcLVePSd/IUiQ8ZFZEJQ4zOahhQtjwz2Tgi2BvaOxZXewsTSHfK8xkHVB7jgQBjvNZwnWMJRYQoRFRVCRnlW9zvkeDKl1q/OFwNofRJugmb2y540JVv0ffvJ3ZcnSpRnbAwcOhSQjT5HxAvrY3d///g+xxbKx7C9QPmrkqIBRweunn36SdY7wsPcq4qgpDGodlDsmtqdjk+/fTxYKGaS7gme1FmXjAGm+mJ8hg2PPSNwQX6QSJBgDBg3Is2OdlyxZnENCYBGFXJ26dIm/Ii/0Mq+eF5YwVjJSMo8yEWQY1qQ1aA/H7p8/VzHMLVrELps7GIadBFZlLBGJsj/GHTPuNXXy5PTTloHTzuzreH3jYLb+EAbAYhSt11PfDIrDBwAQRyiqJBSFiFYMeNKBpcTxSMkxeCIGTcQZUgyKgTfAQJXoBlKQNrXQRUS0Jj5z7MSxpKMZIClB9wNs+o72HTqFjWP4MEzSLjYS5uXwsaOpljZ5UgreTzjBKfbs3ad06Ng+C9WiABwZ7j59euU7oyG5cye/d782HkOOmbS5GXpROmBGx8l49+zerazfsDEFIxyp7wNePafPYzvruk+NjS1KhozzEfl7PpWVzmQGVkVTVpkIEWj3+wuKrhob81z1Cm0AVYQo1aflVD0NIUVuPBnJenERDQzHwEjYCBYs+Ye0GyYSkyOFjZWy6WxM6RvOFogDqrXRotFiyI21DY0Bb2jXEM0Rw8MAOL0F+HOaTZiCAf0DHswdRpIxBSKkeIFD2h9Rc8+evQPcMQPGjq7y3LkLKVCSNjfmWD6f5wgBA830j504EdbKfSng4XBt1M6dOyblyplPnqxQqHcCCfNlLklbaCovXbyQNTRqxIhU9GOD3NemDRvKwMGDS6cOncre/Y56rRgvDIY9kLXV0BAdm/FVMYupPXJYu5yNSSk5xWfQkEExGPSKnDrAiRGVdnPkpqIJKToN2zdv3Zp2SOaUAWUY582dU86cO182b9qcNk/PP/d8HIsOBCOGDQ+zx1hjTBUayR6YRwDa+uawzDsZzycrVuR4WRpbLW1UxZsXzhKgA/Q49ReAZ63HtJy7SS/XLb01McEcMgPr3jg9DBJWjzNevHhRIevRas/+loblTDg9qVTjRJoA+AoaAXsOTXADXEKzgBZnbq1xzADiuDFjI2Xo2aNbevuSKKj41upMlmTurJnJLvTu0zfpVNbaOt64cUOcOIDnRKjBA+iXL+XUHPuEQxW0a9cEOGKIObjXX3+1LFu2rJBdnclxo01h9bVCko7ECGFJnGNfBcUHEoBinUaPHJXitqq/aouMAzuF6QEG9LXl9Kxx2R3FIgrdsCyKTjC3NItLlizJ0cL9+vQNswgUcEbsBzvjkAUMnKyXuT9/9lwCIUyYdC/Hxp4BGvp7sh/0ejICHKBMjGDc3nP4wbSpUxNoYo0AB837t5HaNHn2XemjiokThHoPlnjd2rXl4qULWWfPPP1MAjjgQ2CmmbvsCabcM23euiU2QwurH/7wh+U//+d/DFO5YOFDWfNt2tITtw5j16Zly7Ju44YE5FqrkUTUT25j06ZOn55nkinSE1l3C2PKftKiLlm8KH5JsL56rYKhNmGKBVVdu3SNHEAxpcIke2bShEnpz/q73/2urF23PpIpp8HxK9afgI3ukGSFbTD+2lwJREeNHlV27txTVq9emZS4Rv3aYhknciGyCGv14uUrZf68ufFjpCP2T93O8Z3sl8MPAJ9ZM2ZUe+JWU94HVPIh5lbrLBIJoNPpgDSlP/7xX+ZwAPsKWNdNxJ6TRsco09yaTxrcLp06lr/6m7/J2pOJZWdkgZqbb2X8sdhsh57P/s3W6+LgHpM5uHcv9txY8hmC9OMnj8cXCjSu37gZWyB7xP/xM/YWGw5AWnPGUHurqVMmx34JNuEIrKKX/QKokXecPHG6nDpzKv7boTs9e/QKqCPJQ24orFz27LOpSxDgqYE5e+FCObhvX2zA0EGD8r0yBdha+nuyBMwnPe1JLQjXrk0gwcbzK3y4bIisAH9/5bKuDSWZMVkmP7NfkR7+/fkXKzNvTixE9iC6PK91j2CzNq2H9evWpasNmaU9aO1ZP9Y0gMkPHzl0qOikI7vhc/AXgsncHzx4OAGhbKI/Ookg3oyrQJiMkp/HsCM7rF3rWc9jc4PRtS4WLV5UJk+ZWhY/9FBJB5VSysuvvpzaCyAZMfN1vL5xMMtYemALDktqIwBeEDzGkDMK03TlWqIjEeCly1UlP2fO4GMkbAIpzD59+mUibFIgTsqA7mz/3r0xrNKrdaOStOON62XwkKGEDuXy5YvZSJgUzX47AkitW5fBgwZEKM0JmzybQdELwCoCbLx5K6l/C8ARh2QKgJQFBKRZ2Dbx9Bkz4pwsXHIGutGIrYG0hoYAcE5XNNivT7+kX6WBGU+OmSOTTsX6aDgs4gQ8gFYgsOqrWh044LlFzJw8/RkWsQKXlzOOwCeNpwWHdbL4bCqLmebT9Tkkz8GAR7vUSvFVpwAkjC+EbTN5PkASwCUBIc7HlrZu2aoMGTokoNzmevXll6O7/eyTT2OsSRoUknlhr7X2wd4Bn55He53VK1dljGxYm1XPQOCLsRX1eSbsYpWiaRejkAbWOcJ1UOQpwHqXBAjNAd2eU7rx7IXzieyv3biZVOS0qVPS7YARlVJVYcwwiiiB4LXr1iQ1Jx3erXvPpPpFxVhsPTkxqE8+/lgAV9PtO0VVKSNo3ThiEGujOhnQWLNufcZM+u7yxUqbysjQ1zruUjZBYKMYT+r41i2tni4GLEyZOiXj4wxyzsvxnPSl1jOmUgUqFkjLmXlzZsdwkgIILDjVyxcvBqC7Z89Gc2mdakvFQDkH3Hp0lKFuAAA7wEjukSMWj58obdu3zfrGnHE8UnHSm/X03+Ahg8rsmbPSCUMKF4Nl36g+xpABNQIo/66Kju6H+cOmM6YarZOe2JMcmGfXxQGDcr9UJ+hhQ1WIa/fG0c2cPbP069s/wa49wsCrFOaQMMBAvPZwnknaXYaCE2PUsVSAuP1mz7BLgiyBDN0g1toecnCACn/BJ6d/jJaWzrd//6RpA8Z27co60TKIFKTx+o2w8M23GvOsgupDRw5HfqG3MjthXxvfK5cuRTMIfNxubkpRF9t46uTpao906ZLgHmskOBCoWFeyV4K7kydORQICzNvj9ieQJOoA9CJXun8/oFtniccefzyFWjozCDh0IADeSQOAe2MhCB49ckTABlZSoHejsbE4WpPNY6sECsZYtqf/wIEp+LP+pRgFIBhoAcjSpY8k+JbxEER4NiBENwXBkEb/tNSICPaJPtSpgZq5Y+eNte4dnl9gqcsD0I6Fsg8xZ/ab79Oc/pVXXkn/TQGhtLOemfaHzAjf4roCK1IH8h3B6LUrlbMGHtgs0gWBx+bNm3JdIDgZntqRuVXbrqMJvIYNGZKMAbsEpOu2gZyxRzh9P/cH8FORTvfKPmPvzpytjlAGiq21/v37Jb09cfLkzDG2ks8xLjKV0vICRfbC7zwPIgRDyAZbA1s2b01gIECzFmSMyGIEQhANksI8TJ06JQCIjTWPdPNsBmbPmpH2tlewg+aRT3ayFNv705/+LL7JntGLGtvPd/bp1zcAUR2BXrWY/WeefCqs83hw5BgAACAASURBVDv//k72AjuOUDh16kxAlgBXAKCAjCb32s0bkXpYhyGQ2rUPE0rbz3YkQLrZGDtw8PDhYAn3ax9aV+yA4irlImwarABf8LHsMJ3+ytUry7ik/WWO7kVuhCwhw4Aj4BP7UTDHZ82eM6dcPHc+awVJwG4jdOyBi5cvJ1PjGHjfqVCTL3P/h48cjuyPxME6HjV6dMgARcU7d+7KvpLdSNvOlhXIlqVm15Fu7Tu2T0aIHTMHfJP7FFiSQrFjJDVspeBAFlibQy3+dHRwf9auIKxr564B2faXvadXNbxlzhVPCx6sNXvYukJEIdN8Vj9bQavxnDp1ahnYv8ryGG82996dO5FaCDBJdWSoERUdu3Qpx4+dKM8992y5dfNWivZkulMr8TWg2W8UzDr6kTHjUQ0EEGMhMl4cH+MsNQK8YGiGDBmaNKs0CX0LxpVRUVSh+a7PY2+wWVLV0ohabQDIIqORGlc3VYVdjKxm6b179cnmC1Dq2SudAjZt3hxnC2hxzhYALRmQ68VxqILl4P1eRMNo2eC0Q8AzZkr7D8Ze1GND7dm9O9on18GK2HBaOwHdkQAAiBxNHEWltzQely9diSOzoKUKAFALyQaR2gFcgWsp9kqL1hA2C1vM4Ni03m+h2USMgrQzAEpq4eUZc2JSy/vl7NkL2cAbN26KHsYz7NmzN5q+/v0HJBhIOqlDhxgzTJTU9ZVLVdquoV01bwyA6JBxPHXiZBzcjm07AnCPHj8WB2tzMK7m2ya1HCwIBh9DEclB507RQervysErqhCpAuuYH2wfxtdpJap4s3Ya2qRpvYDHPXN6DINnp7PzNY4+FDVywAzIieMnc6KJFKVjAIEs0XhVmdlcnFstAnW9SiO7JXpaoMHnsVoc6tq168J+MbbOssb8X72mcO920tDAqJSVlC/R/H7SAgWO2P4O1dF+UkxYfMbFv48ePxonTBc6eMCA4iAAnQlGjhqT4EK69fTZs1mL0ljbt22NY9c7ct/+/Vk35lGK3rnr2DGsPCerfycHpMG8BtvWMZ0wRkGUbW9EokFHtm9fdMrdu3Yrw0YML/0G9A8zLfUlYOvWtXsZ6pQquup27bKf9Kr0bPYBdpr0ANC2v33X4MEDk4ZWZU4/J8vifoBXgRx2QuCnpyaQ7zQqxlyRgyCJTuzFl14Mk+jQDUGfMZAm18A7LcWammNbVMbPiLb1XoooBYlAnsCM8wechwwaEkPrdxj7mzduRU+JcQfsvAdbpicn6YH03p179wP0OQ7f6fl1ktCbVDskWaX5CxaUL75YmUIxVdvWjcptekESA0CEw8BsWg8dO3TKEZMACzbVerImevXsHSmNFKw0MsbF3mZXyJCkRNkVqVwODwtns7E31hxpjGBCf1d7inN1HCfJAiDUeOtmGEf2hVYTm4xFlG3wfVhDJII5lQYFPjHq1gxZj8MPACRjDVRpkee0JyDUOrme04xOB1C7P/NlX9kTAkL7BTsKKBkPgae9o3WYZ2BL2QVABlOlU8qKz1cms8QefPjhR9E0y6ItWrIkYMLpWYon2Qr37TPvvftuGEmgHasvo2Z9ahvn2f/0T79XaCAd8oBV3LBhY01nLEvWOawg2w88c/p9+/XL/QChnPg//sM/pPuJriHG5vTJU+Wpp54KM6lzhHvx+cVLFidwNenGBzAFuEhOsKKCAdIXfZCBX+MlM4MZtWfsIZ8FHhA6/IR9A2Ro6Thn1uywsjt27AzQUSRknwGbc2fPCttaBUHnQzwsX/5cgOu+A/vjF3r2JsGQMr6T/sqAtPS0Qzp+9etfRXZhDQpslz7yaFm69OHIbkaPHB1wlf3Ss1eZP2++mqjsG71w582flwBOu0ZSF7YNqLKnFQ7Kpnnxsb67a9cuCSJlOebNn5/2UCQn5F30oDJEbIye4AAxHbNxNxYCDjUKPmtd6GBgrH3OSVUOG8HQktFgW8lEUsRXywy6B2QHjHH29KkQKewUBh8YY0sHDByQo4YFZKdPn4xPFzB36dY9GY3u3XrkWQA4PtOc6jDhOtYtUmHggIEJbmbPnlPmzpsTZpc/9QwIGz6R3Aq5Y28ibvgouAYziuyxdi9eEhD2S7tG2Stjwk7pxMAPqrsRDM2cPjNgV0AB7+zfuz92iG8VaNiDXsFLtxorkunAwYwrzAPIy+hGIiJjOHx4bJHAUUCslmD27Jll3tx5sS2yAwJV36/7ioxSiuXyLX/c//tmweymzTHaDKwiERomBTvYT0wgcAPMhT1sao5WlJFnAKWcFRh17lrpUUXUi5csKTOmTUtvT04IgMP4SQGaSCcQOa1Dw2JtjIA54A8jNWXq5BxZp40EcOl0GPdlUqR4RWcWCmcutQoQ2eDHo1fsG4eLYRH92kCcnGbCojmOTVofcNDeBqBQ0cvIS80BLIw4UGoDAnecORZZeo8mkiMBckePGhEDY3Nq0cWo0XRKnwKu5BHGh1NfsfLzFCgZC4sbgMUy0TLS7OqtiGmlTWUsvBjDG9ekAlvlMyJYm9yipYMi8WBMbQ5RYJ++Ve9OgEuKzv0LKMxhdIa9e8fAdO3eLdqtffv3lWeeXpbgRQr11MmTSQGpsvcMwLkWM/5WIJTuFHfvJfDA9Er7YwCk7bEKmFzO1FwKcqLlbdEi84FtBBZWr1qVJs2idMZFxA98MoJSzgIhTlqKzHjMnDGzTJw8MayEFD6GVJN0qVSGVvBEEyrVApDpt7dr544UlDny9dKlC9GQYemd187xGg+aXOeU0zcxqDGsXTunnZY5wgKsWr0qaxQ7aU6sPZtk5/adOX/+3Jmz5YmnnkoRgDSu56Ztk9VgfKxXjKV2XY4+1SZJalAKy+8dk2k9YlwAVIBVP1bzq1k74INBAMql4YzvrNmzEqTpjQuEWt+ApNS4YgXGCJNNi4pZALiGDBqcHqbr129IIRpH9sKLLyQz8eZbb2XutKghrXA/1jEHnp6wx4+HLRs5akQYKaDSSUMq/QFFht96A2jtQ4yX04SwS+7f2q2q6luFgWEbACBjgX1U5Y6VBD40b7fGFfNw8joGKKoQGEbK0q5dbISqdXpHwOK1118L06GbArDBbnEkUpCTJ00OC4+1FKjQiH62YkVSi4MGDykOSUhQ7vS/liUtao6fPJHPCzR1SBCU3Gm+E9A9euyY8v/88z8nS2OOMci/+LdfBizSNC9auDB2xbpfu3pNTrzzncCyk9iAy4Y2rcLOYrEFlufPa291LmsdUXDsGNZZ5fb9MM+C+csXLyU7dvrsmewVYFrRG2dqDAV0NHUKcemQnbRnvbIVCh4xa4pUho0YlvZjTpijgyazAUx9P8DBPgKCrg1M6xFsL3J62B/gWkqUM2U/BeiYbWwmhtJ7rt24Vp1SVOvbTXdubynC/O5bb5WVK7+IPQAiaF7Zb7ZGelMvWoWZs2bPLsuXPxunTEMLHPh9q9Yty+effZ7iQ/chWBsybEi+2z3yLezR8BHDY/OxsJ26dE4R28effBRmkCwrDGz//pl7EgHkAGBkzN98880EIcCtrJDCZHNt/pA4wKMWisaUBlqvZeybewc4FfOcv3Au8wQcC2xuNN4MmPjuW28XjCVmmUwGYHLQB3sDBGP22Qxkis9ZswgO5AgwqiOIYDdysQkTypNPPZl14TllEgTws+fMTS/Tb7/xRvYt/TxG0DG5IR7aOUioTfagbBJGUiFWB+3xVN3XejAbDz4P0EnmQ0A2YkTGyDghPrDqOTjozp2Mn4wPxhFWIF9Q/+LeBObWNp+JTeZH+IJpU6cl+wK4rVq1OvcHEG/atCUYxFiwfzrtSK0LmIxLi6KVVuusYUV0mGF2feKkqsMNYDxq+PDcLxYb6eT44E0bN0ciuXr1qgTBdNbmtZQK8/BJGzdsKEOGDQ2B8syyp2MTdEiIjOJ65Xv5TTbMfiF10tpqwcL5IZGcvPfOr3+TuQXG2aoR/EyvqkvQDSdayiS3bsgzW8eCLTJJ/gX5I5BwJLi6FXaXf9UClU/l5+AfQRuCgt0SaG3ZvCWAn5ZbVoWt+bu/+5vyL//yr1nfgn++0FjIfMAHxhJxhiBC/Gl1pjjw63h9s2B246YwZIpaVO/THgKX0tpYNqc2cbKMBeE/4wGMiNhET9JDomwbHojU4knhAcG7CdCaC4OAeWH42rdrGyE1kKOIygbWkB/olWKkiQxb2r170rcYIACAIdUz7cA+Z6E3JqLGaGCNGXDpLGmh3n17B2RjYIFWLNLx40cTDYlY9OYTzZw+eTrtKTybhWRy/QFoW5aWMew0PY7NZMCkKYyLDe37HU94+OCBGD1OoAJFXWMAkm5v2xDWx3dhLoTDngtIBgRsPIbQ5lYcI0rXD5WhE90CegyLJs+0WpgFwMOm91n3IfUh/QbQMqDmAwPMEO3cviMdCsK0tmyZFLYmy47jHDlseFI17gubay5tEKwT4wPYm0/g29wxou5ZQY7m0zYZfRQAii3HvqniFNy0adc2KVKOnSEwLhwEFhaLgIE1zgCRVB5GzLoDijlYzBgjKlXZuWOnGA9rUWoK8+DZAau+fVWMX0jBDyd28vjJBBzAN2AjvRQ29MiR0qljdfKcVI3ATIpWoATUAFPmxbqWKlZUZCz9t8p1jlx/RwGPtP3DixfHWNI8WzdArDGuWKLrCYCcWoUFt6YV0QCrAhdpI0V/jIi5GDp8eLIWwC1HFznOpSuZe1E2dsXZ44MGDQhQlH63R4YMGZbvc2SqOQEuHJO4du3azD9WW+EMQ07DZ45IABhAKU7Bg6yGvYupMx6PPro0+1jf0vRvFaBcuhyHCzBxHowp5yuVBugbNynidRs2lIvnzpXlzz37QPtGuoOdSOqtvRZovTJemAjSBU5B1oBTNI6kFdaYNcAZ0hgmBdve8cZ7khbHxAP27s8YmkMSHAEulkWjd4ynY0gxVBgWRYT0ZYChwMPC8H2yMubQnPTq0zcMinF7/PEn8qz6nao8V6lNdmI9SnmyV+s3bgxTKdh/5eWXoi+XzgByBWkXLimouVfOnDqVIGHmzOlhm0iSZKKwrM8880z2tzVqnwPx7of9U2iol63WOthne9F+v9PcHADKdpk7n8Pu2k+CZ2NqHHSbwVQBnpyhQHDnjp3pVAF4kDFJzXLKI0aPLNp7KQ4DiAVhWq4NGDgo+9YaxlhjojhB34vlk8W7eOFSbI45wZoJhEhopKvJQ7B4UydPLS+9/HIZOXJU5pdEBYAWiAPpHTqQGRxNeh8xwcZJu27bsjXsFWCH3dQ+7cSxY+kV/vCSJRkfciGFb9dvXs8eEMTzPxMmTkwBH1nK5k1b8t8yeRgx3TgEZHTMMkZ79x0IYH70kaUhUgT2bK/6CuvbeLFZ+kZ7v9OlADZzvWXr5rCA1sHWHTvC0GLqfEb7L8VXP/nJT2JH9+7bk884CELgoMvHqdNnMq/l/r2ybceO/4+7+362+zzOBP8i55xzIHLOAJGIHAiABMBMkRKDJMpWsOVR7dS4avZHz1bNeKu8Zc96SzOWZu2d0mhsi6aYSRCBIIkMIuecc7wXwL0IW5/nANr9A5as2rkumhBxzznf84bup59+ujvn0/lFwFhL+8r/IRxIg0aMGJUpeGw734TowXSmwLhjp9JEa7GQCQ1jy85dOBe2FZDRk3vrtm0VycK9e8lqsR9kI7oyOD/um8/0+e64NP38OXPi990bEj36/x3bdyRgtud3798vWzZtyl1xb9kK6xMfcq4yUCQSAT1aDTlKiv1sAuD7xkufOFUO7N9Xtu/cVVq2qAweMRnLGZcBBF6rqytTDnU1OHT4aDIFNbU1CQTZLwGbyYZAMj8puOYDnaUwrtU3S8P69cqIESMzbIEN9SzuD1AZZ1FKee7Z52LP+SkEnEyFYFqvYlkObQ2BZ9/HPWALdDtxh2Wf+XZYQHaJ/yAL0LLUkB7BBd25Vm/APX8LHzkrzplx3AgK4HLwoEGlf78BsTE6CjkTgnZ7QndsbSdOnFTmzJ5dtu/YkSmJbAs/Z2jHxvUby6kzp2PPabmdpT1794Uc8f7u4KBBQyJhQmDyiQsWLPgmsGz5VsEshlTEqhqYrovxOnzwULldW1MGDRxY6jyokygQjW7jHXpOCPUtiucgRM8OyMnjx5NqAjKwM8CaUYCYAiymxuGiTcDQBeRYibOlB7Qx0s6C09T7DvNA6lBdXZmK4aJoC0NbQrDMyD8qKtNqQgFWw/oNUxj07rvvR2PI0QG1IiUFEqJKwIOTBniANWwOrQ0H54dGhfHPYdVZoUXzsld16enT6YfnwOknqIsBNnLAgEFhqPTGlSllXBlNzfcZfAfec2LKaN38N4c3uq1a2q3asmXr1jh1YCWM8737SWGozHZJSA8mjJ+Q4pWZs2YmvaItiWIjDsvYVKwjptH7Jdrv3j0AU688cgBpaqDGZxCgAwLAJjZIcEKH2btP39K1S6dM3zFBxwUmBnChPL8KWcylFDuNrjVp1rQy0la6hmaOwddvU+pIkQqwJ/qU0sJeh6W/ez8yEQzz1CnTynde+U4qaLEXxp5aP8B8xcrPwgJw5vYX0zh79pwwqxqEK27Qd9LvArqeL1H8rVuREgB68xcsCKCRVgGqMRKmAbFhZ84L0kqCDUV2sgwKClx+KWGFTIpcaNukYujvRNM0nIyC8//2O+8k2Gtvkhv2eOfO3AWZhgkTJwakamNDtynd26xF8wD2NWvWxPkYjWoCFMfbqXPXOBKGWkWs4pNjJ46V4UOGBCSI9mmpdu/ZFQkNgKOJOO2ptRMEmeq24rNPM2DAPXEm6AzJADhPOkEMKCPvPh08eChMurs3fuzYACcpWtIhzyso4QzjXBvUj21wNrw3JkHhD11jvYaNEswq4nLXgVMMOhDB8T9yllgi6XDMi9Z9rVq1SPZAEKGjBZBtn0yxwuopHhrYf0DOrm4RgL3U/cBBgwI6Kt0/SHD25TsD79ErHz+WoEeQ9NFHHwYU6DJgBj2bs37d+txVQTIt6o/++MdZE2AME3L52tUU2+nJqNexlKiiHgERm0HqoBWagOT3774b7bGUKJsgPYr10ilAFwCtfBTzCeyAzVe/+2pYEsy7YEn9AHsIiFRkDzfKnn37i4r+Fq1ahEns3rVrgiKM74QJE8rI0SPLqlWr4odp4gVgHdu3i90aMXJU9lwRKXWzFL59v3zxcsYsO7/S6LJKjNbYMeNiq2Ut1n7xRVm06MmCzXcfBBtsAGbSs/sHWGB32ASZAM5VNk0rNoHoiOHDHrY9NDilVRhOr2O7AW79Nd1ppAB2k72yj86L9aNNZ5P5GI7f6GH3d/OWzaVXz96xKQA0htu4UDpbd4Yd82zAJX+0YYPen/eSCsbU7d27O88FhMrmASXO9R/96K1MsgP4BUTOoR9BEhDJRirGI+do3LhpspT9+j9WVq1aHZuP5EA4KMJikzHO7CGmXEDke/M5o0aPKdevX43syb11R4AffojtbNgQ41Y3+xUDdb8kCOSTgUwADRtp1CzAr6Zl0cKFZez4cSE52IPNm7eWXj0ro5gRJdjkq9eu5DuRjpiKZw+8n2EY1td9U1eAjODn2TbvZWqV95BVsjekNyRkRnE7pxvJ127dSuDizP/Zz/+k3LhZHR/ijDVr0TLDRdx3tsfr9GxlC4AohZ+tW7csjRs2TraPj8ZWew6jVmtrkTb3KnU3tXfie6wfH+pHxuTV73wnIBK4Z3+dCXdaBjNF0beN0O2TINUABviiWZMKeQJ8Oi/OpmDp+eeey30ZMmxoad68ZXnv3XcjlXI+nUVrwTfJ6lg3WSlnyL1FgCHOaJr/8Z/+MRp84Nv5Z2sURpJaku6QINFDCyQMcnpUCKqlorPWb0D/SKEAZ/ISGeKZM2YmE3PpkqEfdRPgAOOTJz9eVqz4NHsKPJ8+WwkGPY89Rg4IOjynYjUdWRTZ9erVI0H6goVPhhCD9b6Jn28VzH69rcIIKapgyDFEnJEoWYkUQMMI64cKvGBhU5hUXR1AiUYH/qSkXVjGTDSigKFvv35ZTBQ8kAHEcX4Mkd+lgWIktOiRKgrrePduadu+Xbl5oyqHmkaGYfBMjH7tnZoUSDgkHLvIVJTPgRHo0hGRBXC2AEsq9yOov5PvoIkzB8+Zi54Yj0dgzmxwTqVBo/phLQAwTaKxDETn2Cb9NTGZCj+keMyf19wek0TXZQ0BPQZCujwpgXr1wlRr9SIdi60C6ujlHDaMA92yikbpO4ebYHv37p1hUDSk9n7ei9YGqwJUSxdiggBjRgXjoo0XdjVp/7qGCnRP5AUwSY+PGzcuQAVb6Pn9LjCkKlxD/7Nnz+cCbti0MS1iGDXMwKDBgwLo9u/dm8ITl3ZAv8fSgPmTFZ+FwW3apHFSjleuVZgmzAw5BKPdrEWzGHwDJ+7dvxuDf/jI0fSJ1dUioLy2JmvLCXNI2CrGSdoJ262iWUqEzgc48F0V3DHejLG0JOZzzuw5qdInwAekpLM5C0AEuwf4AtlaOAFbChrtg0AHU+d5nR/ZCDouTt4Z44CdbU4cu2aNAUIGBbDjLDB5DKYsBU3z0qeWRhqBmRf4OZOM+XPLl5dOXTqn96B+qr2690gAJvVLGuI8AC3jx4yJU8GOq85X0KSFy+rVa5J+daZE7qQV5A5YV0Vd1tOITUUHHMeOXTvCRGC67AkWVMD24osvppjAXbK2dMqMu6AIY+58OHeY6TsKC+4bZqHgr0UCLm1qyGboUqVmpbEwmOfPXwzLKP3o3mIVonFv0iRsvP7EzZo1CXshcOBUpMhIYfRD9l509xrUb7dnuoq0apWG85jCu3crraXsDaZNp5VKG6wuaeUGAHBmZD+yAAo8gLqa2zWRY3iPiRMmZC9kdqSUNavXlohUCiDhRGRupAHPnMMG707QS8s2YcL4nBfayDOnzhQDrPXtVfzqLADewIbUqN9n/yqBaqXLi3VKVf7162HkBQ4YQSw7skBg4hndDYz9ihUrSvduPfL5OlnI+OzdszttjIAogRUJE2BJ4iHFDCgCrRhUZxVjqbqe/lV2A0OjHRRbM2jIoDBI7CIpgoIW1f3kSmtWr04xIEfcoH7DyK2cuxSoCNjrakzfPGtsmAOJmGyWbAAg9/FHH4flMvXpwL79OWfuDJ2fcb+ALBvqrnfs1DldNNxpvaIFz9grk7b4IYw79q1Vi5blKwVsJ08mA8A++KmPNDh9KueeXhFD7XOAMWd8+fKlZe++/Sm+IfUiiZM1OXniRBk6dEh5UKdeQD7/xPZt2rwx7crcSzbWHWAraC/dfYQAW8ymkN1IryNanBnnB4CbNWt27MwHH7wfSRcmFFjSPJ8fQFroUuJ3McJef/r02ewZRs4ZA1xkJI4eOVaemD49wGvG9CdytwDEy5cvlnd//17653bv2bN079Et+3/w8CENKULoZJ+MX89Y5Waxr4Am+RMZhgCWL0f+nD6pj2lVbKFUvyytTgdsV/sO7Ur//gNDCD0+aVJ55dVXIhPUFg3ok1lgWzt36BDJilG6esy2at02a0vCAswLwgQMCAK+UxBjHZFZCgqdXfpe76kYHDhDhMkQ/OLnf1bmz5+XIKr23t1gB32iZWzIImRz2UPgWMBir9g0mmwyGuDXOfWezqo75nx/+cVXOav+jGQiR5Cx40NILYH2FIM1bxYf4PXOOFtJKyzjLN3PbkyfVqkFSVax+mZkjlozwiC9+vZOoCJTgK3FxsrKkjacOXk6n8Wvk1QNlUX8+utKN5I7d1IPsmrVyqz/5k2bc5/Y/Dp1HoQgZKNla40PP3z0SM6vwFmgwnc5Uwqo6YqHDDb6ulFqLP5/D2ZpRQBQhw/IcrikkYibVYVKQQFyp06cCqDCOHLqHCgHIA1AM+QyqK69kPGjD7Lw0taAiWIFmy2CbdyoSdriaC+DmeW0OX4RiKpyQFO63cG4cv16ij40x2fcGSSODyOHNfO7tEUOGqDJ4WLvHDBOVFSMhdEHj5SBcQJ4sDMMjQjOQWckOEuRlWhJBTldGuPUt0+vAGUOQmGC6nO/yzl73g3r1xcBAWaEw8A2KC6aNWtmChrohLC+0k/ajQkSGC/fg47Pc5nuIYjgXDg0jDIADXxZH8ZWUGGMHo2M9D7tFcabI1YIJNjgvDBamCXTzBgGBUHr169LOtjzYcCmTp+W1xL8M2zAESMNwAEqgg4GBnstZanoCuOGYXQuRKr2E3ige2bMra20JRAlKnZGGjVqkvfnBDC/zgGgyAliI0TiDJ8LRjMIkJAHMJ6YWO/ptdZi0qRJ6fGIVaQrFblbcwYrqd2LF/NaHQXmzZkTHaiemAIpr1HpjwnWAgm40wQceMI8ufz6tr799tsxYPSMDOiQobR8VxL06DsqgDIzvlnzFmGQBV/Aou/62acrwmppEwSEaymGqRPkAWqAku8kHQSIABPrNmzMuWUcARjAjIwC6LUOtHtdu/eInpdWSkEVeYJU9SvfeamSzmzRMsZKoMkB0RRr/YWVfvGlF7NfS5cvj4HFKrgjnDtnyykr8lC0NHXq1DAwzjgjal84DWlXd4Sjw+hzIN5HgSXwJg0HMNK8YgYYTI5aw2+aRPpXwNRd0zxcKgwAGDJoYNKX9pCDdI6x28C+82TN/OhUgikTKPidrVs2J1jAVGgdh+XAOpOnzJ0zN70jsbb/87/9t2HlnXEp8nFjx4VddM84jPHjx0c372xJAQoQOSFp6qXLliag+PDjjwIWpMUFnM49G0ELZ5/QcoCWVP+4iePTU3nokEHRFmNC3UPntNIh4VoZP2FcnKrBGu6Dc4k5BnqxYHr0OvtAljvpbmr67k5do38dNiyBBafVUvuga9fiaBs3bZqCK0GfswXA2UOttwRJ/Qb0y/P6LPaPY/P3ApLHH388/VLZc9OIAB82Q8CTFPTBA9nXBIu3byfzAvw4O+zskMGDAzg5RM8po0a2QuIhdZ5hKNW3wozzFfSmziWgwUsTOwAAIABJREFUYvwrv+Ousats/OInFwWgAiQAvjskNa2lEsC6fuOGEActW7eK9MgZkXWiC0ZoCMqxsOu+XJdhLOockBt67fJHmzZtCWMuHe75BTq01e6foR1shEEhNJEjR40M+BJYsz++n3MsmPA9DQNJYfO1q0WGhU3H3iFynEtnEotHJsFX8VG0xGwCjS7foHuMM4T1x7xqf0ZfevbcmXTFwOKTYmnS//vfv1P+l7/4i7Lk6aeSpfvVr38VX0p+8Ku/+89p8zV85MjcC7rxD99/P4TJlMmTkrWqvlkVfSobAZQhNPQvxwA6ayRRiuKMPpctfe/998LkA9PAX+xGk8YZfT2w32M5Oy1atSyXLpsi2DLFuwJh+79h06aARX2avdaewBKbNm8q06dOzyASA5aAPoVWZBBwyNDBQ0K+IISwiTJD/CJZk/S9lP2gIcMyHhbZRIpjApkzzyezxfzUth3bI21xR25W36qAWW3uHg56QOAMGjAofmzalGnZD8TaVxvWheG1HjJOfBTyim0TXCsOdi9mzZwZoIl48pnsledEfvFBs2fNzl1EQjkzesoKzPRWlp0jLZO9/GLtF8FQOmnQkyMYKmz59YDvGzevxy5lhG9NbTousCusI/uKOKn01pZlbh3ShW0i3wGie/XoFSbbd9NC0PcfM2pMAnZjqNt2oOltkQxBDO7/x//vW2VmXZJUgt+9G1Yhke6FC6lcPnH6dDmwb18aQxMvYzLR4Jw/w4iBYPREo5wp4wNEGlVIy8LJGcUqasDuiOql3YA0F/vkieMBXFgUFPjQwZUKYgwMZ4pOF5kwggCvyFxaRroQYwS8+Z2jR45kdnal9Um9GCLPY+wrDalLIKXw/TffCGuksESXA8Bz9qxZ0Ylp7aUfLQAFdDCmUqHRWtVocl1TYUOvXImom8E6dOBAJmrQXQLfjCYGCFCgQ2Fkz1+8HJ2SgwpYuezSIdbD82NetCmijcQMOoiAIuMnBSFSZnwURxgfq30Ijw/EWY/p058ow4YOjq4Q2KJVNv4Tw+zgMgiiP9XzqsUnT5lSunftlgIvn4GVBp5o5ewPVo2chDwizHW9Slsre2Xd9cBVeMJgSFMqJnCZMVm0bBhP0TDDkkI5ld/tOyTV07p1m4xGTRovoPV+1vjqpStxPG3btA3g1eYMQBBwAPOcDsNCp0sTKwLH+ip84BQ5ZueRpotT4rTID9L3s27dVNIzNByUoGLq5MlJezmXMgvWh9QG6NFDE+vi7HB00qgMASPjH2w7I6C9FIbl5s3rKcCid3TGDAvp3btnAP2kSRMTNXsN4wihynYQ+Uvl2S/OVpN055yBwiopKKqkxuZF+sPBOQMKGocMG5JeztgzTpDho3FT+GgdBHykMtYYmy5Qw0oAC9iKBfPnh33EDHKqZCFYQ5pQmkPvh0nUosh+eE9pPX1ZtR9SsLHvwIEADPdYYYrzpmuJ5xH06OOoKA+zR6+6br30vC4hgNK1nBd7kwzD5cth5oBY7LcATRDVnGavXbsEd9LdnstUo23bdpRFixYn4CVnEuBh9gYOHBDNIkbvtdffiL5UkRmmkUNkBzCrGDb3jpPT+UPhG80fIMHZAB/HTpyINrG2ptICkGSgqro67FiffjTjnQPCMNJ0b6r47bFgQ7pd2pFjsWbshPsgY/PRBx9FegL420+AVpYKAy+1qkA1weyVqyn4c6cEtpwpzakuDO4zAO4z2F4To6pv3MxeCgrIsQT4WDhMmTMriyEocAaMtNYuiB0FHPRnPXPubOw626ddF2YQCBXEKLZiB8aMGhnn71kUgGK5pkyZHBskGFq1elUKwhSDjRs3NtkeEgBFgNeuXy1vvvFmee65ZyPz4XwF5J7RP4KdjCy+f78IQN1p+0n2BjQL4DHB9KoH9x+o6DHPVzJIfK89ZDdlDUOqVFUl2L9770GAVTTW+/YHXAPiWs/5rtZK0SI7+PTSpUVnH+cA0Js5c2buqcIathpDPWHipEqx3cmTOVMCe6Aoe6fDjJZiqe2oZDUEXPPnzYutVqTI9vft3bv86I/+KINm6BidJeBZm0D2RLDh99h3AQbmk9zujoK9cxcSeCkOVOtw4vjJUq9BvWgxSaHImp575tl8z8OHDpYPPvo4bancO50iBKxka3znqZMnUi/gru/buz8TAQFwgYPvy+YOHDAog39ILbp27hSCRHEYX8CeuXcKdgE2WcHRY0bHHrorI0eMSGbh3JnT5diJk5EsCs4nT56SNVu7dm2eg48kBTTREWEwccL42OO2bVsnyFVrI0vLDjkr7ps/Y+AFGXrspiCrWbPYGASWQjzdXG5eqwBi/sn4VoBXkCVIlwEZMGhAunqQRLCZpCdqfARzir3o/GETATd7wSc6Z/zS+bPniqyv93wk0XDfEUb2mF9BQGGKDeWQhRNcCgzYan4NyZVM4MFDFS30rl0Bwp6Rb5ctcAcFw9YJiBboex17iRDBLuvvjqBjc9WPPHhQt1y+ejlDeObNmxMc9qO33ooMZvac2WGB1Rbx0X7YFDjnm/j5VsHsb3/720REWFiRUaVaUVrgQC5pj169oil0yaSNbLA/u7hJo1y6lEVWIYjVcQFpi7BTQO6jNjrYPgDLoUmxzHWj5nZEzG1zAGqHuW+/vtFyKCLDnAEx2KzBgwYmikO3Y5cePLifQhLpi6Qj72m63y0pKikDuj6pIg6aHtf8bIJ27LEoSyW54iaMk1wGrRSmQjSjhQ8mTBQIqPbs2q0cPHK0kCE4TFKRPLMm5A6ydB/WQPqkwjKeTBoLwy0d6UKYZQ+wOPz0lHpa0oAxwPMXzC/bd+5IIEAzqssCBpBxkTbEbks9AyPagzA4WHFgleaTIWEAHWSRrj3wGQAqw4xB5SA8H0eDUTx/8VLp07tX9oLm1mQp4AYjzVhgUDHPghjfVd9HgQ7AIeWprRTgat8FBaqHgaqNGzckxdlX4eClS2X1mjWp3F65cmX6rjLq1sN5wOBOGD++rNuw/v8Fzqc9nJRWP0ZS1wFRKx2T7+hMSZPaNwaJoWJQARZATiEdQ68diSpv4Na/GXtODSDQKosxVrWvoIFkAsMKIDPMnstMdUzRylUrK43vjx8LuFq+bFkMkWIr+jVtbFQMO6MMWVjqh50wtB7ClEuZ7dy9K43RfQ7hvgrirV9vDUtUYdLvZfTo3dp7MYIvvPhS2BiByvbtO+KEhgwZnDNHI+W7YtgYV6k34AmwBIYcir69ekXvR9dm1KZnU/A3c8aMMmfu7DDXqma9h5S0oRqqY02qcx8qbbd6VyL92rtpCs8paoMjyJOe9DvWiVac3MNZbt+uTcCOO6L1G6CD+WGQWWBnzPtLWbZt1z73VeAi+ATcGHFgk63Q4opU5D//6u8y2KDSAkk/4LORU7jv9LzHTxwrX2/ZGhmGhuDAjzO+Z/eepNmADYGhs8Ixm1QFeK5Z83lFQ3/1aoowsVJ6zwI69O2KKBSVCN6eXLwoTkDKD5PnPpOa1DVoxuCWY8cCwAAGxV/SkwAsJ+0+yWhxQKQVUvH0loC/e00qxSkprNSzuFvX7nFMAnjPodKfDEyUCfBipFauXJXPmz17diQnpCqCYJ/hzko9y/rIzsgWsEtAKXbcOVBoBgh06NA+umnDIGQIfFeEBEBjTLNMhoptOrvFTy3JeeBYK3pVUwkvBChv274jvkFwxzat/eKrAAB7L0UtILSWgHbtPZKV29lbr9N6jj5YuthnY/YWLJhX/v7/+q+557qPxPZU3YzjJf0BCgBXWl4On00UsAuw2Hz3EJCfPn1qvjubUcr98uf/5s9L+7ZtwsCSOMjqvfXDH6ZQUqGhgFZPZwGc97aegikgnU2V7q8EXVX5N1APWPkRKMjascfkXIgSPuTd997N+o0cMTJBCdZe95rhw4cVwHTTls0JULHWAhzPJeBAkACGsmmAx7SpU8sTT0zL65xV5+4SomPMmNwp0932HjgQACuQI2lbuGBhsoSDBvZPWzUF3j7DfowbP6HQkcpUzZ0zO8+toNhasdFsrMJw34mm3ufpSCRpotuMTBr5n7vuTqpdUPCn57R7CADqByso0bVGYKLoT4GVUeCyR+07dixjx44r7J7vh4W+e682WYoKS34+wZz15evu3KktOroYF+2+0N3CI0AyaYDMC1uiwO/6TVNEbwbLCM5mTp8ebSkAScNLIsVHIxWAYPYcBrlw8Xx8jcBGsKK9ncDSWrANvtf+gwdDWHlm2QXtudx3OgZnR/Ea1lSPWzK9Ni1bB5NYe+fz5nUMv57jV4sR0n506/F5uvQcOXw0+ED7R4FnuzZtwtwqRrSO6kPsj9qKxYL7Du3CuhvtblQwogZJJTCd9cSMMnDQgNzpju07ZiT0Y4/1DZElUIeXBFXfxM+3Cmbffe+9bJDoRiQhar5TW5N5yKqO6aywdUAOEEg/ooIZSPD3APCBfVJRteXSlUsBJTQyHLmiKBuGUWHQ9Jrs2r17jAmAxjgDFbQzjBmDbjoOHZe2L4oXThnrV6ekn6zDLX0utcUgKXqhrwNIgG4RDTrfZBlGnyEHvjGfCkdcfEwNwOcSSFsCZKJvF4IEgLPmbIFuBxd46tq9W9haAAxwAjA1UJdS0hgc8O3cpUsmEqXHZ8+euahE5UA3xhpbyJlEU6Tqv36FPXORRNgiVYwNgOpzOAvNxbEqnkEKjeOTpmDcrT+DLViwB17jYHfu0rWIyoHwTz9ZkUpLIFa1PzZcZT7Q4rmspzXS3J/BAh48JwZA9S3HSjc1ZPDQtJlR3akvITDGIOzYsbNwokufWpLne2rJorRGat+hYwANJvfMqVMpftI/VqsaxgWwMsPcmXFR9Qa01taVszh/VnHIzeyr9ieKhqRIyD7sGYkKg/uo8KvG+M969aNNE6HGyF+6FNDBoNTcrQlTqeht3Ljx0bVi0jhOBt8zeQ6GplEq0jvlLmASeDMpJCyM38coCgREwZhLQQkwKfL3fGZf+y40cECFAMQI5xHDhpdzFy5kgMC9ewpjWqQDAUPi2a2/QMfZoydr165NadSgUfq6cp601KNGjAxIwfzT83qPIYOGlmGDB5eePbuXO7Wm17SMtEYQBXA6o5w0Rl22wT388P0Pyu/f/X1a8MyZNau88eabcdrSXrIYnTp0TGB66ODhfGdpKPfF9//www8D6miPzQUHbKTNVP9zDGxEvz59w1zTdUkXykrYQ0EWp7F39+7YF5IDAStgzkMKaAFUdsizarNFWytjoWerLAD2mhwGe4utpQWXKrV+HLSWbYJuYBMIYbRJPpo0bphgBHCkE8O6A7yGcmiTtHrl6ko3hLv3wviMHTcuQRrZlAlxu3buiMb/sT69Y2MUfRkHOXzo0KzNI0CFcZRKFVS470Dh7Zo75dzpMwG8nCUZBPDrvGDbZZesp/s2cdLjZczokZGOeNbTZ88lfSlYw6oJsK5cMentUDIMt+7URh/Htlo39kNRn0yS92UnMI4YcZIg7LN1cdYFMQarCEiBDT5AVox+kZ2y2Om5/KAkDW58rIAAuwkss9G6rSh6ElDIfDjzPgvzTO4yZOjw8vbb/5xqaRKIwwcPlvfefz+6VRIQbL5g7vTpk7H7JFUAMB/j/ALe1lFh39Rp0yJVe8SmmlLHZqhSR54osgS+2XxOvEunTuXBw5Gygij+Qcebw0cO53NpM/kSKXUkCXsU3eKQQQG1UuPuckiKOtpC1Usg6z6w35u3GClcHTBknxEG7Jrsz4svPJ9xvt4DW29UbtuO7cvaz9cGBAL2qu0//PCDZCOkyys65Hshh3wP+y1jST7ERsmqqM1QKCSIOHbyRDmwd1/SxBhM/sA5ulV1KxnCl+jhhw/P+q1Z+0VSz9bbjzPCVwJgGEVMIvB//ZoaijuxeWzdiZMnKhrqCxfSkcjdAtSRWe4bIIzhVpPAn+tQxAbIPLE7Hdt3KGn52KxpMrp007oVuHvkYWRMbGR0qM2aR6/aq2+ftCfzHuy8z8HIsv3ICmQWPzxlypRkbHUhsD4CW3uAqcRkA2oCY9llJAWZVL/H+mWKmt8nd0KWIXsESPy/jBZJioyPtojuQU1NRXKjkJMtQkoZe/6zn/889wE+Ipl0/pEbzVs0i1yE7VWsCnMgYmj21T3wG2wKbMNukCrIwBpApNestpiCMr6pUvxb0W8704JS+4SAYSs934VLF/N6eyLTg8Tq1rlL1snrx08kkakTX0BLq8OLIFl2j4NDkMmEfBM/3yqY1Yhbmt4hlRKspJNFZU0jI6APMwJSBOqy0AhxphZUipLzww5xRhy+/waISZPqW9m9V68wE8CCSEJqgNPCZGk4zwkxkJ20valbN0bFeERyBoZRms6/AboHD+qk72MfPQYvXYlhkWozTQlVjiUFjrt37RJnwpgrPqF5A1qxfC570sGNm5Tjx48WbJeiLgAFK+QymAMuxen5GNzeffuGpRatRkRdt36KWQBJoIZ0YuDgQWk1RWMDUGBYaRuBSEwftLBly5Zokvv06pm/Y1joSFWsS29IcYrGOXdGsqJZrEyuwbpIfTGou3buSiuypUufTpQsSsMmmDzlAqpWxXhybJmogwmtuVOWLlsWkHDp8sWHxWmVtJiLLo2JPVPVr+AO+MCO0ZpKw+glbJ+BjF4Kq+rVLzpTcIyqzmtu3yn/6e/+Lo5dgaBnaqDwbffuBCgiPw7X5ePUPDgDBUxrFs6RaNCPuXUZjUgkN1BJbcynM+h3RMXOoXGLmBKO0yUnacHgklBgtQEvIFmfPUaQ0XWGvDc5hO/MSOoCgRlp3kSbqh7JNoQlvEIH17PMxmJ27RYQr3pd9TnBf1jcmxUQfPTo4QBD+8egA/oKmRK8NG0W8M6YkZlgKRgqwE6g4Lv4M6fp+w0c0D9FWArXNPoH/jCLQMjOXTtimLHos2bPLqrWnW+BIcPoLAmO6IzpsOmSsUsKYbweGPyHv/+HjGwFMp3fIYMGl3VffRGjhu3Rnkm7HSlEqU7nzfmV0uJAFBAJYMgUACtOnFRJKm7sqNGlffu2OSdfrvsqxlKxCueOoXL3ASVgxffD0jHmSEeBjyAkRUH37uZztbKhJ5X14AQ4Jk5YUKfTg2BMKk5KNCk30/8yDrprmEfOjv5ecA7oVDTWldHSnLghF6Zv6U7ifu7csTMOApP5xRdr41TYE3ZJ2y5rOWz4iD80ecdwG9pCz+euOTcK4ThmA1u8tvbevUzaYVvcIw5VT08abXImgI29U/zjzCoAIsfRxQDrxXmjvjF11pxNuHH9WoY2GBkOrAPOzz73XPl89dpy5Nix6MCBUGcVQyTrZAzqH7/1g7T0adhEoej5tBhb+vTT6WsJDHFum7dszoQ8cg93VcDCJgCy0K22S3Xq1cm0J/fHPuokYfLc/Llzy5w5c/I6tuROze30GjXi/NDB/eWLz9cG5NBT0vxzxk9Mm5oe0UBLn9594jeQB+5G5y7dwrIDSoCEQre1n3+eriL6GWs91/Ph1CRFLbIgQD/ygK1XPIhIATSA+q+3bom91AkAUCAvmDZ9enqeA7mYXXbMPQUaMVvssPNueIt11nJPSpYvore/ePliAgAFPKVOhQARaP3LOzpcVPZr187dpfZuTZrWt2rTKoM4+DzBi8yF88L/8U1apGGDMeYAuvvlOWQMP/300/L2O78PS490cN99B2tH76q3KDLmzTffDDgBuquqb5b1X23IGFk91YFHfdr1pZ08aVLqT9hXUiRZGfrSyJ1OnQ5zxy5Jb7Ob5IXOAF9rmpQgjc9lHxA6BpTsP7g/8gAZXnuhkO2dd/4lTKk9V5yLJYUPYAVnbPTIUeXJJ58s/fv3C2MtyFPkZ090AkhQlZH0D1sdtu+Qz2QXLVbPbt3K6jWfRyqGEHAO1OewX+yif1tvwbNe3Gt1kmnarIwePToYBTi+XV0d+8amCMJgFUSczJW7zT/7ju7o7j1709nh17/+PwPK4ROBh4yE4Nq98PuwgewKqZqgDFCWpYErnEc/fJwshTZubANGVfCPXGN3PBvbIQskcJNp5UvUGLF7CDDA1B7wZV5b1+CPu3cTNI8aOzZYrlOH9gngadAFVJs3b4p/cuesj77738TPtwpm/8uvf5WInNNC+RO3E4ZbINS6AiqHL5FjptcY70mTVS8HHP1NJ0SH43ABYrW19yL4V0xmBrL0oaIogAYgrDjCewUY8xpOR/TDgYqcpK31duMMVAe6UF4HQDtQAI6LwXmcOnEyfSXproYPHxpgBXT5O9+Jg5RKUXxFryj9LBXICQbE9TNXXZuWSp9EzLADAcx26dwpzJLnqjQwbxUdkOfAUDuQDhbQvGfX7jgP7V2ee2Z5uXztWoyqlAPWVM9NFYSMKBCHxZK20AdSiiZAv6oqlfoMmfc0llCqXorcwRbR6XVKh2M9Dkqlm2Bz7UrZu3tPLpK1FXFOHD+uXLl6Pc6dsWTgrIXUIzaMI/UZWCRMRtt2bQKCgEVdEnZs2xGQyHDTs+mpO3r0mIB/F4Uu0mW3Ni6ZwgbtR0gj6IYVUTHAKkUZA+w4wyuNyck6UypV27ZuGwBDGsBo51LevZtgRmGAtIrL3Kljhxh952XL1soUoEr1Z4VZoUeSFurSuWuGHjhzWF7aWc9JlC+gobM0tUfrIcEbQ0lfpRjj88/XBPxia8gsnn3umTS/1hDdd9N9Aah2RjFw9g0Qe+7552N4NWLHmDkbNHaTJ04KmKeR2rLt6/RE9t0FYIyVz7734EECIwEIQyfoY9jGjxubVLr14OhIepwjezt58qQAYoy0CXFYBZG91LU7JUDEaHN2dKumwKjQV3Rw8PDB3E+fr9hIMIo5+viTT8MKYIWxBqdPnkibFwZToMTBa80jxWgKVPXt6gAGDJ0+i2+8/loCCm12tDz76MMPs/+LFswvo8aOzj0GtLNgRaeG8dljhQ00w84Q3bI2QNrHcUpSokCnM4A9kRanGR8+fEh54YXn4xDpMgUBc+bOzQSyF55/PmyWLh65e7dvZwgMtl8nEOlagZqCToy4dcVGckL2UkDEsUcy0b5DHHr7joavHIk94Zze+uFbKQ4SJF27fKUAld5H1kMR7fUbVbmzXTp2jq4cwMauV1VX5ztt3LAxBW1kIQIC2TC9prE4u3bvTHcMWSqAFLAB7ujTMdGcF40o5lW6furUKWm51aBe3QSs1s4/9LMAuO4WHDDgqFWS9lSyAQaJYN2wQtgkaeF9+/bG7gl8vcb6Kf4FKoxBFdgKILerrB4xIoyvvW/Trl0yRlgrqV/rQm4EtPMVKrhXrV6TIJvNc6bNiEcSOH+VO3+vnL94IcGtcwC8KpoEEho1bBxg7PewdYC2+/XSCy/Gl6xevSr2fdTwYUmdqy3AXuZu9+odm0c2p7We9DJ/1YDW9MjRBNZbNm8pg4cMSWB18eL5EBpkIrJsAlfjXWXeZMBMFgTCsHPICRkSZ0MGAeg7dRo7eDFaeUAVcy079JMf/zgBPKCtiI1N9+O9/SA/pJy1gJO9lAVDIGzZsjkkBfvsuQHoF156KZMTtWkUkGoHyA+Qhb3xxmvR3joD2H/9emmsR40eHbuJhSMRwAK2a9Oq3ErQUZPvybYIOGGAFGY3aJBx6N7XxWd71cmwJ4Atn68OwxohEYAxWSp3Wu0G+6vLAinFu+++V8aOHlP++I//KHeY33E+YQwyO/gCk+q1Mm4CEOw3WQL5xcmTp9PdQgcd8kFAGjATROh6QZeqGPXTTz4tCt7slcAYQHfvEBnaMmLTDW5aMG9eadOqZc747/75n0vffo+VubNnlR27dqeThzWgiQe24Qlnmu2zrtt27Ew/V+//7PLlkffwoTTpgskWTZslCGdjBNlsl7uMGBMQI14EEHzUo+86YcLEZMFvVVVlSAa7CxAzAJUsS534DYws/T+7oa5o1swZAfICfUEnvS6f7bMEeILjsaNHZe/IWzZt3BwSAL5xl3W70KUB6fBN/HyrYFYFd4pjmjUNtQ80ad9jE4whxJytWbMmFLyDSlxN5ySicIgAJJeZA5WC1noJoMHO0tACsCJC4EWkgqHhtDmtL9auTQpWtHGnhsD9fOh5elaRFAMOOGEwGUppEXqSJ56YnjSIQw2gYnjMKgYI9VJ1+Hwe5+/zbHwXuq2z55Ke1CIIoASAACzf68Y16dA7cUaYQ++NfVNZzOAn3aSdUZOm0QhhHLUxkmK7fbs6zldEOOnxSusx4IIkwjpo1yRaAoSeXLgg6XbrBVxgTkXkAF+F7e6Y38PgAehat5jwhDV0GTHVHKcoD5DBYOu9iG2RtlE9ju3RNxgA4+grU3yO5PJziNbHWgm06f9ofhX2SGv6DIAXUFddbv2kKT0bIG4/7CNHJyoHDLZu3hxH8dr3vhe2BCMrwseoYArorPr07ZezYAoLh8Ix0e3RMNqDg/v3J6jAyDAcwDpH/sSMJ0rPHt3DtgoySFs4GgyiZ8EokVQIAGiTNA7fvXdf1s138P1FnwAqIKIdDiAKkGJFOXlBD+by5ZdfTFRN2mF91q1bn8+VisLg+P7jx45LwOHP1pLTXb/uq9wBZ8SdWLR4UVhK4KjuQ22uVkeAKuZK0Z8pXgqQgA7/eBaBkbXlWE3hU13v/Bw9dChzy1966aU0XMd6A9J64tIvA4KabpNTeB6tZxRqdOnaOWCwSeOmpX7DBmXQoAEBc4CpSmv75zzNnPFEeeHF58tjUlwnTiQ7ItBpaXZ4xw7lsd69w266M9gNDJXgDksPjJDDaD9Eg1y/bt30/mzUsH7OOUb8wKFDFf3q4UPJANkrbJ3PqrpxI6wXQRxWhONt3aZtvhNdpCAHeNPDmoF+7bXvZea4djYHDx0J+//8888WxZ8CYv0+BakrVqyMDlhwmtHaD/VzDVSZKxprUJlhDkC46wI2A1Ju19TmPebMnZc7KeBxl2U6li9bnoEC2GRFIj5r587d0WsCLALWSnepcgeYAAAgAElEQVSIU5Ff8H4cIjtEHyjw81p9awVX0o5ALIBgrLN7KUXaq0/f6Pm3btlaqjP5qE4yYlKzzvj+vfsf6vt6RRfoOd7/4MOAzhGjRiXzRUOqQEW2LNrcO3dyF5xJ53/fgX1h719+4cUyaNDAMJDWV8o/Ns50vGZNU2xJ7tWte8+0mjOcY9fefenhSmOIVRIAOLfuEDZx8+bNuTsAJwCE+NC5AShesnhJeeONN3IvOHPBn3PFj7BlHTt0qmTIzp8PcC+ybfXq5l4Cc/ZCJkjQRcfZo3uXonjXOdTfVmAm8zF48JCskYb8ghY6SMCHVrtunQfl6sNhL4Jaw0lkd3QKYZeDWkrdMnVaRcMpExBwX79eMpSkRYAaEICVk/pt0lS/7UZlloJibcmuXYvPuPfgfnlq8ZL0x8ZuYiytsaB+2pTJkcMInJ0PaW4AqGGjxglEBZtAKFDMv33/zTcDjNg8QflvfvObZBm1ZQPOnN+vvlwX/+s1dMY+S/aBHXznnXfKzFmzMnWQPhkLaIiJ4R58stHN/C6gzZbJ1pKS+O7II9919IgRYQTZZhlC99O+AkeHDx2Jvtfdwt7yu86a1yE1aHux3zIRmMo7+hbfvpVgFUGBdUdesYcyL86G5yCrCVhv3Sq2BzhFUPDfiie37diWLiRHDh+KTh+w4xuA8KZNm0eKyI+SWOmy8uyzz0YGQw5HVy/rA1QqbAVinQX2gJ1z33wPQYs95pcE2bS9cM7c2bMDyN1dReWCE98vd0EP5gb1S/P42gexq4oIgW72O/30jx7NemqdqLbHWt3XW7dRo/hWn8c/WVO+SnB5r/ZewDKfrE4F2yzIffXVV8LOylpu3Lwp+ClE2cPiZXKQGTNnlImTJqa3dr0GDfMM7A9/9k38fKtg9t/9xb/LRh162D/VggFRaStiVGXaUTQN+ESj04UAN6JQoEfKU5pfEdF9gvpjx9KUngbH5RZFTJo0KYAl0WZLI1cvJKWNvfOePkPRFbbSaxiKLt265gJiehlmNPi+PXszV1uU5fKh810acgbIR2payg/TKjXJCTqoDjZWyMVWpSidpvjMwVGhTV8nqjIhSYpPOlAaQvTtwFai+cohx7CQInBcmL5jR48k7YDNxu5ilKQVGPLjR12QfTHAO3Zuj65Hms7zuJwALENAq8gBc/zkHByoKFVKaPvXAGlNUqTShRPHjy9jxo5Nyp4WSdusaMtatsqB3LN3d96L1lmrJ5dU1exxDPaNG0kHMowArv8tFSVNSPdDk9YjOpwWRdsUGjyGw0UaOGhwIsWp06ZUmN06daJP++zTT8KWvPjCC5ElkKf87l/+JcysoRkibIM5nlqyOAbb+jEgDJagafCQoeWX/+mX2XdGBNOXbEA77ctK0uyjRo3O5XYxrSt2BEMvihcASQ8DijIB2GrPrYJ83949KX7BDBkcAPwrlELBYdMI98kaGO85c+eUL774Kg32nR+6amkbVf4KGo0SxXpLIzuTWjBduHCpLF60qPzmv/2mdOjUKdprGkjPIj0YFrCm0ktYWtf5kO4F4m5XVcdnhqEtdWLQRfrSpmQwomwGX4YE6Hzw4H4qir9atz5/52xbQwyi+4DV0ojbPWjSSFHjg3L48NGw4EaNYqmkIT9buTKpYQULixc/Vb776ndi3L7+ens6QrhXAkeOjJMkY7gsQG3YMHeqku6+kMyJcyhLQOqh+IRWDrPBCb3++utlzeo15dyF89FmYpt1nKBzJ5lJRuLM2QwdAGpIIzAQAj4SFqnam7cqHQSwWdZj3/59pfbe/TCL9O9AmCyLz3Wn3UtpuY8+/iRnQNGo+2TtOE3A1VQ5n0HqBDyRQHCMgkxFYnSj7kLO15kzed13v/vdtAKkM/3bv/3f0/dRUdbefQfKvPlzy549+8rX27fFbrEp3pukhnTJHSdb8t9lDkhPpj4+uew/eCCpV/ZxpHZKHTvGNmmvBVAIdPwb+Ny69ev055bdwkxjbRUd6d7x9u9+F1siswAIAGO3b1XnXACSY0aOjo30d9K+QCUNuO8uMDAGWkD96YpPw3jaf8G8bjQkZdEgNmmaPaOB/Hrb1khJnA8PZ1915LB/UuSnTp2pAIP9e7MX7rQ9EbB+5+WXM76bfhVAwhJiFtlqQYxCMBkF90MwZRIZ3Tp9o2yfdDogu3Tp0oDFjz/+uLRp065wyrduVZVxY8eHnZYRWr1mdToBaF/E1nfp1DkFi84RP8PW8mWCP4w/lhUwV3Aja+UeTZ0yJXeUfVDcRTeusJgEgf+jCxYwkxUhNbSeolmUgpeKpmknIVJgZm0QA9bZNDF23N3avm17ziVZiqJZbLGgha6a3laBkfsh0MX6ySCoQ7hdczs1GsueeaaMHjMq2RPA8ZNPP07wsG3b1/Gx9PDIofc++CCBqw4nOkaYaqemg+13LxAk5CtYVvspAEGo0LdiQK9fv5mAiz7T39l7Pl4ASYrBFn322Yq8jz21ts4aP6M9HR2vgG38Iy3/zeqH3QsmZPCM4PbsmXORuNlvgoaqG1Wx0YyXs4KR97nsSDqzLFwYu8AnuC/7DuwPVuDrX3j+hQQ4gm4srlaewC9/aKraqTNn0/KSHIEcjdRy86YtAbJ/+Zd/GU35s88uD0i2/4ISPwJtsh/3GDhWP9KwcaNy9OjxkC8CM/99yOCB8TmyGYg1mEAAZUALrAFjCL4EUO6Y36H3P3joQOw4EI/UQSoC0zIazictuQwmXa810tGHbOH1119LZ47x48bE5rlD1uyN11+PX4dLFNzKQpFVOp98EnsB/AsOv4mfbxXM/vV//JuKzujOnSyc/nuiDM6LM0azuwyYNJGi1i2q8aSHRWVS34y3xQfKOAH/iEy0/3AJGQ/RBPAkMnVR+/Xtm6Iys6dFP3R90kAYSIAWNd+qRYuiET/mTdsS0SXj67Jh5kQvIkQMmWIZhthzGD5gmAGjBpDoC8qo0upJdwNHHAjG16Gk+/QdAHkgU9GHA3nH1JH2HRKhAX0YKM8gVcxRMLi0W74r1ld63fQk76UITgU7ViAa0BuVPrYOFaE6YE+DCIyJsAAk2hUaOGw2I+zA+nPWu027gvn0mYApwEVYztgDHcDTiePHou8U+UnLM9j20voGOCp26NYtYw0VyAEJh48cSrXrnNmzEt1hJDdt3JT0pAsmkNC7URRJL0nUDshXVd0q69etizHs1qNHGdCvfzl7/mL56KMPMl3MdCfG2rmhJfXvf/zHfwwDKRJUVY1pt89SL7SFQL7LpcIYw/PCCy9kTbAcALWqWeliF5VDnvz44wGdRhlbJ9HzhQvnYgQwZ8YP2iesJaaCwWXUNAX34+/69nmsTJ8+Ld9ZYIJpw4YqFtN6CCtkSAPmjf6MhpETO3X2TBhn+jOFHNgYRtwZlOYENjhIwE3AQpcJVDk/VQ9lOYIUXlMa25kEwPUMBui1txOoCa4AVUGZ350x44mAZYZOahLoFghh/Ky3Z6cN5RCx9868Qqq//pu/iXRC4Zv7xXl6L90CGD1A2h0x9lGwgQX3+VhpTBBds0CVc1Z8wokr8gRUtF/SiscYXxIL76XgzzAU5w9QS2r8bm3uuZZFnAgAYH1lZuiSARrO3DrRiLkn2CrBL5BAHuJ5GXQaW6lMhZj6mSocat+2fbTUdP453zU1uUMXLl3JXQCSazQ2v3I57wlgYmIATs+nlytg+6jYzz0G7DlhqWOT7xSrWnd2AoMi/c6hyxgAbLJJ9oYmkBP2/XUy0A5Q8OkesBeGMCi8lFIX0CAGAE5BLDvjHLl/zov9nT9//sNCypNh7R7r07fMmTenDOo/sJCbuEeVoPVE1pE0x/dyd/Sk5YBJDtgi9kaARHOKLZbBERT5XWesQSOjai9nD6zBwP79U8zj7zGjuWv16qZwSEcUtghL77uxb4JNoNGPfWSH6tUXDDWIJvX/+OUvY7dHjx5Zhg4aGPkVzae/f/e992MLFAG7wwB92gdeOJ/AUobN3ZeipnPs1btPuZb9vJhizE8++TjnByvHrkhns4379h8sm7Zuzv3wv7Fd2NAQMr0xU72S4YNeAbuZTzwRsCBdLTAhp8BQW1eBkSLWFs1bhh2WDWIv7Bl7iQjCNHbqVNEEv/zyC+lwsWnzlnzXXt17pvDunX95p3Tv0T02D2NoNCofO2jgoLSWc4fZOjUMsnd+d8Bj/TI8RssuvubihcpUQueIzIi/REA8YpjdqV//+r/EZ2ExFTaTEbm/ioHcXVkgWciRI0flnvkeJFyIIXYLOeB97CUtNJ8pZU0ji3Fle2RlSPvYafYL4LR/sp2Cc76Yrnr4yBGRFSlotQ+bN23KHbSm0uIKna05O+PuDRjYP3Zx7JjRxZmXoleAKKPBXh08sD/AkC/k29m1vG7AgDzrowEGs2bMyLnRKcH5bd2qZe4HyQR99aSJE5OZWjh/XopwYQyFhZhkhXCVbF3jrJ/iMOtrOuHkKZOjqdbhxX7xn8OHDY3fWvvlV0X7zvoNG+Ucr1r5WeRcbLauBTdvVufuwzLWvGWrFpF/YFDhL9iGz+LXnEtF7j5Xl5X2bduWfv0GlJ69ewbsKgRlz2TZ2U029yc/+UlY5Gj+jx9LxswdRjbxEUCsINR/U4/zTfx8q2BWFb3IEkhi5HQGwHao8GREaTRU/jIMFsvBlSY1tz5N9u/UhpGge3MAvZZR4qhE+EBjNI9duiSN+OSTC1N172Iw3tg1aSHGhTPUHJ0BxbqI7lR17tqzJyk5IvzFixeHicRGPWqB44Bj0Dg6EX/TJo2SIpW65WgASu3AOF5RDRYHkMC2+XGx9u7dEzkBsMOpYcUYMbqUmto7EetrmWV9AE/Gj+E2/UcKhn6Is584bnycEIOL2WXcXFqFLxpIS10w0KJrgw7oW6R8pOI9u/SRggOH179d3LHjxgZ4tGjWrBw7eTKFZlKljBb21WF0memBXRJrB3xr6QJ4Y1TIQ3x/rZRqpHHGjk0K1EQ1fSY/+fTTrL/I095o2s0RY6qMIR4zdkwYdIJ6a6/N2YrPPovxIqeQ3sMiffXllwHYkyY/HiaUk1zy1JL0EsRqarKdCtKuXcpnK1fnu5n1zUlyIow5h6pgR5AxacL4BCetWrYM6+JsCAIUC3Ro37FgIKSNgG0Opr6JX4cP59LTl+nfyyoAnLIALz7/XFJEug6I0BPgXL0eg9C372MJvmg0Ma3GkUpl21frSjfnjClswUaSp4iyORqpf62MBDfuhSyBNG+Al0KOJk0jFZBK9105aAV2CiEZcgEUfahnIJ3BwFaq6HdmXeyDdlIYQa9lNLX5MuHF9CT9Pz33nDlzw5iMGTO6NGvSOIUUGFotupwpOimZj7Yd2hWMI71d0qUNGgZ8qnjnjAFrgEH0r4XX4cMHYx+AKxkMOl3BEF2XimtsIRtif3S14AQfSYo4OL00NY83FZD9cM4Fy30f6xunV69egzgi8gsB9bhxE7Jvquxp1TAbDDTg7Uyl+rl5i9wlZwSbTwLh3slsuGd05L6LNj0dOrQrR48fz7Q4wbmgjC0DZmg+nRX3z9nHPnEmtPwkMxs2VvrQsk1slFR7ChVv3MyoaTbS8BkOXPGY1m/u9SPpCKlBa4F5s2bZOxwP8F2vXp0AQAGIOyoYdm/dU07d+yoCQyhgz2gIvc6ZAZTZWM5MFxMpUsG976Qvp7XP+GpDbQ7sTwZN+hHrrHsL/T6Zg1Hgvpcpg7t27CxXrlUa6gPCaheApo8++ijt2NhbBIZaAgGGLIvOKcgK+8GJau108UKlA8St2zXJpPAdjRs1LV26dkqGTMGkIO1nP/tpqb1/Pynq3bv2RJYi8JRK5ZPspbNDJ8uOT5s2PbZSwKerC+d+6NCBFLI5qPpZe40UsODEe2G2+C2MnDtrXzBcgilBBIaUX3HGZMJ8J+vdb8CAMKIyI9hz33H/3gNJNSMPEAbHjh2JPM5ZEXhYM3eG/EJdwl/9r/++/Omf/Vm6xHz00cdh3gXgb/7g+2XdV1+VK9evlcf6uo/XyrnzF3MP2CgpY10Yzpw+lQyFIAnR86/+7OcpbjINjQ3F2Aq+yQmkuKX6Dd8QYMs+AP7IC76OvIBv059YoMqesa9Y6A7tOiRgM9mLbfdZfArGU8ElOxedeb0GCa6AXGfPD8mQYjRZE0ws0NuzZ6W9FcDkPNIvC4w9ixagAh2EhjaR6zdsTM2AYIBNDst67Vr2SNs70hc2xgAbGmt2D8kFEMaPnj2bYmgBlXtOsw7wKfIFWEkskCC6BACGMsl8Ho0rLS6iQfbVRE8+X3aGXpXkTmDaqXPHgO8NmzZUyAV9lx/cT5aXtAXGIUO8ce16zplBLoprfTZNOmCtXda7774bfITRHzRocOnTq3fFfh86kgCW89y+Y1c+W7YYZmKbfF8SAMDWuWU3nWnnW/G6+6gbhYLStNjq0iXEhxaSuioIJsgXNm7aHIyCYCGppI+WRZXB83/kMd/Ez7cKZv/2b/82CyRNI1qTFrDp9HNSslI0UsU2n1bI37dp1+YPv8vxAiGanBNrA4YAhfdz2DBaxgSKtkRqqrPR6ajzQ4eO5FCLoqXAdu2iU7mbAgjgFojavXdvDBnDI5KQsgOeOFQHmkPE3IoKfRZDb7Sigpqk868rkLqaymSHFL3frDnWQmq3Qw6zyFNak0PGxGJVMC8YLAfWd+dMpFU4DE7q8sVL+d4uKwfAWZs+ln6bAc2XwlI5bKJmGi6RtyhJNKR1CE2gA4v5UwTi87EYnJg0ivQbUMn56oHbf8CArBH2WcqdgRANino9n5ZbDCqwIMpTYeWSams0a/acyCI8rz6bAY11SlK0MYKPPZb0kUpSbJOWRWl31r17hV28UWl9hOnWBJ1eDfvIEdBsmtBDrsHIChIwP5MnTYzm6oP33isrVq7Mc0oVYvTmz19YdKWQVhwycODDzhS1GRogTa6VlAjfeEuMo71wvnbs2pmOG9KbQGWDehUt6Olz58v6r9aHFQR4OEAsBAB98sSpgBUBDymFVO57771Xaa1TXemfSJfLgUohCuIUGWJVacaARM5TJws6Rv99xhMz4pjpIQV+HIOm/KZL6SIgdVt9szq/KyAC9GnatDMDijnXRN316kRny2E+eMh6KtziZM6ePhsNndfaRwB1+PDhkStgHwWDjJz9N7lKBkLTcSlB38WYYWvgwxctXJD7cPZhwQ3WGigEbp1Pfz5zXpeCC9Ekc8YMnvOJNVC80bZ9h7Jn166AbWcYe/7M8uUBvtKlnDrws2HDptw/c9QFY5g9a+ZhAaeqW9VxvPXqa3xeFfDqO3CIUl+YTUBfSheYxoQLZoBlbIyzD5wDnvSgXbp0K6tWrwzYv3H9ZtoDQScNG1fGmGIlVf8y9pwAh40N5vQ4G04Mu4mlvX7jWoqhaNwBaeuiAFAGRV9q+yYwlfKcOmVyzicHRcqiqMZZZQvpxTFYgIi9YVu1vnMegSzEwZIlS1LgwyYJTumyw2R36BD2Fqhho/SPFrjS3zUNgD8X1ghoEzyxA6rEV61cGWZaCydgRF0CW8KWkiEIuGQosIyK+jybTflaceOhQwm+BP6AnVQyeynwdx9oWbFU9uHosePxBTk7pTKUBaONvf7wow/yPWXsfGalsOla/MmEceOik5dWBcwFwO6PdQEg7Y91AmDZQy3DrBNQpB2U53DvnT1nmlxKRToQNHb06BSBKXADMDTiZ0MQLOoC7LvvxI7oa+r5dLmh39UuClAQVMqwYe/0AZUdE7ABvs6nINoPMENi5kdhkv/NtwEdgB6NrewkyZZM4+pVa8rOPbtyhxAaipsVAVpfQFbPbqyiynn7JlPj3AmEkTdr1qwpP//pz8pj/QfkjvHL+iGvXr06mUh3ROcPgB8Q9b5S6tOnTsl6Aj3YSOf7nAzTjZshKUiG3EuASXBELiAYVRwtu1KpeRHA94rESiCuFR85V8f2bcPsuqAbNm3Oc/Xq0SO+F/A9f+Zs6l/4KqNox4+fmC4/AsYf/ehHIYTsuX2yBlOmTS26TADgE8ZPyJ7Ukhw9HJ5EUmj6H5aUneGbMPMCC7aSfte54TOXLF6clmQyZZ9+8kmynbKL7CV/6fkAej5Klk7wiA3l12VMrb0+ve6PLAMsIFNBBgWHOAvIMbU6PXr0zL7JSpNC6nLBbghKjOFW7Ivosx/Lli2LbAKGQgZYX1P9kFoCAlkqsqfnnns+A5jYGPdXKy2AWSYRGed7yjwZ/rNh44aybv26PDd/IsBRuySgd09bNGtatu/cFRIGcBf4GJNtzeqU+yFWkCv/Q4DZv//7v88GMaI2kzGZNm1qIksRHWOCmeJQGRMXkWQAsOLcL5w/FzGyCxXm4NjRCO2hfqlXh12VbsOGJl5dCsDV0w97lf6H164GWEkj+nzGFXDjCESYmFvtXypSh1txGpgl1X8AKH0iFkKaRGRmBCFpA31bqrAzq/5ShNmMt/flLJ9a8lTp07d3onX6MFoewEivXIYBcNbc3MFlzIxrNEY1vRjbtImOSErDJVBEA1i3bNM64wkVbWBDACBtWfToZajMf1JsIrLiFBlhRoaWjmNjyKTfrXnXbt1L1cMWVVIkr7z6aj7DXrhQOj2EaT5/PhEePTDWUDW31mDai1R+t1L4Ya80lVZgwMAwCB9+/HH0dQACWQTtreciKu8/YGA5cexoCpUYNpGiCSlkDaqUgeGXXn4paWGgnNOjdXr++RcSeUtt02apilUpD0RzBl7XvGnzACb7xcnYK/sCyIs8L12pTGiS3lXshw1kiM11B2iHDB4So9S0cdO0q+KAfX/aKOdKcAJgCHCOHz8ZZ8PQYI0wus7Pjt270grM71unuzV3K8UjjRtHQ7p3z56iyTkwiFEAOBg4KeLOnbtGo9W7T6/sF4cs4pe2x6QpNgAgGKPOnbuEBQG+VMk3atKofO/178XIcoYNGzQKwLO+ImxjOjnhrp27pk2Su6MfqMp152Dnrt1hUGlBsZgcEearVdu2cZ7+t36DUvAkK5zk/AXzIreZOXN2+l9KN7/11g9T+GJdnQnsHqMGhC9ZtChB3O6du5LyZA/o8YBKd0tGotJVYXKAFkaGNoxGcOvX26IVY2ytNwMLwBr/KLhV7U67pcWROwJ0cypsi8pm1be+gzPVv3//3CdtqgRpCxcuDJMl4GCnOENr/P4H7wVIclK9evcME3LxMrtyN03M6Xa1rJOuJQfA9mC46cewPirmARCA7Jqq8FatA3RoFFXlez7AF2ihzwXi7RFQITAWGJBeDBzYP8yx4F+mQFs4LC9HfPrsmYAvjg37KsBv1qQyutLUJmBN0L19x878ng4YbB8nTNqCPU/R5+bNqWr3XXQxIdnatGFTimcAKFPysGlkCRywAFMq2ffUXzW9a0+fKsOHDs/eYMEvX75WVPFPnDCx0s1h544AfHeWLEx6miwMENm+Y0fWSlGlinYZLU3wBX1YdlkoZ0raVRAEYPm3oBUrSkrlHtDsNWnWJDYQ2PTsMkTsKz23zEz/fv0DPBYvXpLvrLCM7VaUjGUGOoBewY1iSM+W81yvXpk5c1bsHDb5k08+SSBAUoFlxCLzd6NGj4xEjazkyy+/yLCCk6dPBsyTomhhCBgL3NkmAzAAQEAlLOypkxUiyNnqqki5dXxi9549SveuXcvPfv4n0fCze9OnTElRkz0WzJN2OL+eD5HjDCmqds46YZjvCYwaJy2/etXqyEP4IHIOfZU//uijACXkyNHjAiytvraXf/2v/6fIhHSkQBypom9N/nLjZrI3Pscd9uNeAnWyeoAVmQjAxh6ye1hqxaHsNE2pQG3M6DGRN9CL82vsnaInAyBIAGtrZBmvJdgh/cOUIzvmzJmdIMT/xpA7i//8T/8UfSeQ0KJl67L9623JJumNu/aLtTkL9K8pCq6tKe3ad8h5x8JaKySY/ya7sGXr1gTVyJRf/KtfxKbJGvAJqRG5eq3Ur1+RxugiIlOHncaKIW90XRIIqAFgT2nynVkBDmzTqEGDZHucZcECwo7NYkucfb5PAR3/CGdY40eTHxERfALbJpPKrs2dOzedd9QG8fW+p+Jg0jYsvzoT4B5BZ33IBBFWgo1Ubtcp+e4yB2y8Zw6xdvVqAlat9CZPfrwgLzDv7rlWcOMnToico7K/VX/oMuU+fRM/3yoz+6tf/TpfFJCqU+omfT5m7LhECkCPAyPFx+C3adkqhUAnThz7Q/EQQyvdaeoH0NGgQaOk4qXhrl+Vrm8VrSXdTBetdh62aAKg+g8cmIEIUhbSfpqZYwYZvW6dO5ejJ44nIpwydVoOHgbFLPGkL27eTHsZhoLAfMTwEYlwODdGwuX2XhwCR+ZQAoAMMoE+Fk03Ao7YQdSjFVvLATN2FafdPgbKRBfpIxXTgwYOSGEENkRVPQZJ/z8/GvtrD4ZVTSRHJ8xApaFy0+j/TBHDTDmUpuVgo8kp7tXW5EAy5hgNujnPb02fXPhkPkcT+7B5desmuOCMOTndJFw4B5uB79i5U1LfHDdjx1haXwAPays6wyDTgCnS4oyw6yJzjg/wffnll+L8Fcy5hFgpUTmdkLn2ivrIP1au+DSpDP0sRdzWFyAaP35c1szl93zW2L89D3a3foN6RWN6FxtLAdBiU11q+ltnwDPRaHGc5y9eTBoQuzR+7Ng4IWeTcSDxsE7+4fCw6UDnlKlTMyxDkCW1M2jgwBgF7D9dmqpTkT3nxNFJwXXu3DERvMyB97E+gKnzBOxZg7C1HdqHtQHaGC9sBqc8e+aMBAocCKdgP7GdAFrYsUb6sm7OOnH09uaR4QP8TX+Slhb4AX20W86lPTPLngMSWVtHmQeaOpE6VheT7ZzrwGFNdDRwLuwJ4Ots+DNAIOhzljDFioqOHDkWFrVt+7bRQHI40uKM6/sffBDdLntw+uTJMmnypIwz7tqFsa+MBm3ZvFnZuXvPH3qOWl/fX6EQWSIEkAAAACAASURBVI62UByx/RV4sDfaGXk9xpZxJe/BPNh7d1hhgxZ3Ah3P7d4rutO2jOFmwGVhpPYAEmfS/adHdX8EOfbRfcQ2PnhAJ2gs94Ny5erlsNqCCCnkG1U3s7aYbveAo9Os3j03RtX+Ky50jvs91i/g3EjnYUOH5x5hURWXCTCdETbRdEJ2g6ZflwKOT9HrjJlPlIGa4t+4kefBkvjuzgEQoyOG37O/UuTOgzOKUVako7qbhIh9EPjaZxP2MNAVQHctGZPnnnuunDl9vpw4eTzEgveztgIoFfhkBIr1BLEyToBbnQcPyuOTHk9Qq0CSI+YIgUW2wPlTfMTRk7u4j9OnTclrSSME1KfPnMv5xYo6m5hX696xY2V6kY4mghFs1MeffJIiGhkNukQpz0kTJsTpYrTZAAwt8G6KEmmEgmGdWzBc2pZJG5s06O6zxwFAVVU57/Z8776DuZ+yg2wAkMYP+c5YXsGv+4K5Bdyj+T5tiARmrGkCYq+11s4DlsxdEtRI5ws8lj/zTEC+c+l+/vgnPy6HDxwKqw/IujuyUiQrGEX7i9VTrMeHsZlshUJZ2UZsIACkuFnRpmeZ9Pjj5cbVq+V3b/8uxVtYalIpgTfWETOs0Ew2q3nTpvG9giqEgWwUwHr85PFKEWx5UAb07xeQ6n46ewAw0CpTI+PKnrCR2EWkTc8evZIdcb4F5xh26+C7yWYq4vI89ge41E5Mca6x3mo4MNAYcOdR1xD3Gi5ArACk9kXRW8OHHWAwnNYcGGaP2FFnCkhUuIZAEhRbc5pxQfbcOXNCPFy+anDKugRPCIXPVq5KQEb6JSB1/sv9+/l+Wzdv/UM2qUfPin4a4QGsAq6YaOAVqGRzfD+Ege+PGPA9FMkpEkQ+OD/Xr934Q8/dx/r1ydrDUKYYCma9xr2ydog/ZB15DaJLnQA9rU4vAjV2TNBqzhwpE4mLAEYmBr6SMXZ2KsXu90MwIHLYT74KqYHwE3zAUN4PJpI1gNt89v8QzOzf/Me/jrYKgBNVj6MhGtA/jpqT5nQqDNfxHBJfHhPF8OnLJmV19fq1tOQRFTE6NbdNsLpdJkycUBYsXBBHojclLRFgKDrlrKR6pH1oUxwchg+wu3PnVhwjhw4kqEL3Jt5TJEWHisFTYAWQMYoKSLAj2slIDQHVjBWq3WubNm9Woee7dC4tW7VOL1XszPmL53PgORaO1+GQKnIB/Jkz4mihR2Pndu3ZlwIoDhD44JifXvJU2GkCfSzuqdNn0gGh6maF/XFJafoYMSBfVKpBPd2YvnXYW4ZORwmfxSFin6Q5OE+gYfiIEXGoQJqLpunx5i1bK6xHJmjdDys0ZMig7BmdDEcEwOsfyRmLvKW4EzmKwmtoiC+GZeA0kwa+fSvprU8+XRHtmT0FGkePHFkmT50SlpJjY+BE9IApxoxhBhJH0i62aBFtoYIpl/z73/9+5AMcGHCq88WNG1WldYuW6U24dNnTYbEYXkbVpZ81a2Z59plluYwlRTSq0ku+twBl+IjhkTZwqtK7Wl9h5lxa6RjgmsNg8BhyRoi+EJC7dPlqpBY7d+7I86lU1cIJG09nyEBJYTMcjLNKWS2qvD9QJS1G26rowT8ff/JxzvHPf/7zOCWaRL+rJR0DLA1E5E/XKtWDBeWMpVWdf0aNVIFzpsNTPOX3AdW053pYKb5+48bMH+/Rs3eKAoBj3wfgNm7U+2sNxdlijkgEsA7YKvcWc/PBBx+kHyqmhvxCFX5FRjEpqdKzp88ki4AdePWVVwJi7CFAz5EDVAZsCBzcOwGI7wcQYGk4HoWVHI71xOwBSzevX89eOM/0rFoTAeRAZb069ZL2Enypsh871sCPOuln26pF8/L45McDwKTu6cFVAJN7CLA4U89BogPIkXIMHzEsAEFg5pkFzkCHFGVl/65nZDRGGhDxWZfOXwjopJ9jj9gC9lDBFy0mJrV/375lwcJFZd7cOXHqgLguGQIChW8yM84axpnUhaPCpgg6tfNRKa9oRhW5VDfgSnagEFJFPuaNvRUkAxWcNGBmqhT5gywU2YbOL+4txyTQkOnq1atHgOW5M+fSiUCVM1lT0yYNi5G3pvrJAMm2Vf65m0wN8IdRAkZ8V2e7R/ce6UV69Wol9S1TA4j4bGl9xSJYXF0JKsTBxTCxCk0BQkzYoSNHsjfuO2frjCtkYfPIRWSonF3ZLbaf7tpemW54/sKlUnv7duycc6VuQuCru4AgDNNNJhQm/fqN0rtnj7Jo0eKcfcy2dVdIKJhSiMVeNm3Wojy7fFn2lP/Sc1iRGVvr7/v27lWGDhtW9uzdkwwBe7thw/q0egK2tCsDrJJJezgpc8asmWX9hk3l7t2aBHdSzevXr8uZUr9gzLXWhFhod+TAwUMhHABkY5HVHQjQZFH4CMV0bIZiOD5EZhOIad+mTZjr3/zmv5VVa9Yku/XTn/y0kBoBm/TPuhwAej5P73fgu/rW7fgVnwEU+Vx2iX0Anp11rQOddTIW56lx06bJ8LjD1tHZdY/8nqyaMy8zeOz4iUhOpO3pUe0dBrdyTmpTeGfojB6y+/dXCn3JvO4+UBQJxFaYZ2AxQVujxtG2soeAMPtC6iVzxq8cPni4XJepNC64QYPcaYQQeRa7MW/u3PLDH/4gGVvShGP2/+ixFOGyNwB4m3Ztc/bt99fbdiQLoeYBzuBrn5gxs9xTZN66VXTYN69dKxMmTQjwtGZ8tUJ0QNRzwyt1HpT0WLfGiI0B/QcGaNMFI8Z0uNBJAzao2MhKLQptrz2/cP5ipAYK4GWmMKlXr99MUEkmAeDq/KL7DRus+FoRK99kfZAcJuIpttXe9NZt7Pqd+PgZM2flvWWFZdYVLApQ2R0TK9955/dp9ybzp1XgN/HzrTKzIidOx0F3MCt9MFslMmdMOQsXmIia4fR7bRXItG+XVBBWB5MHCTn8Ab9nzpbLVy5Fj6awgLFy0B0aDEOPbj1ysPyuCT8OqAOmSl8aSuTAUUl5aA+iQbv3EI2MGT0qESrAYSwmp8zw6McnWpMuprtzWBQHbdi4MYUWHKdDSIwNLOm04eLQTUnx79y2vVTduhXATICt6telsfmeDRCjoaIXJT3AkNCsOSSAiUjVM4qCRJEOM9Zv42YN0umR7wVICgz84/k4ScaePplTYOwAaUCAYcEaBIidPp10D5YNcxTWrGnTODuMEJ0wlsufvV+PHr2SPhBNWgMgCViyTwrCaLnsS88ePbLnWEk6TTIP2kBOzb5ip4DhiRMnRrsEbGPOXCCCc2BowCCFEkYitozT4sSsC8YYc7R588YEGQwexovT1JfSs/zwBz+I0/vcRJJNmyJfcOYYMsYBaJLiF0177datm1NUBwhgulxSIIV+jUY66ZjrJtXcD6Bq36ljvp/0PXAGDDvLzi6ApqBK4Z3/RiMqPXv69KmsA/DLOJEXMCrOCn3Xm29+P8YE2OB8gE2MHWdhrdd8/nmcBN1kWqo8bOnCAbRtowjpWJk3f0GCC0wJZw6cPyp0IvNwR7C2iin1bdWn1T3lVI01qvS0pKNq9vCcNox+UxQOFAHetI0CFK+RXgLYBB3Yi5vVVUkD2kOfIYjAXGDgBWmMtP0CVDli+qsUMjYCtq7mXjvTCpmskz1zvwQPAlkBrTTuth07cr9VXTPyWuBoXo+NxsTRiFXfrCpXU0CkK0pFF89IM9x09ydPnwoY/+jjD8N8ckx7du8Kaw7ocTDAqpTsiy8+H83dlYsXw0hjQmnoMJsP7j0IUAKkrHVArUKTu7UB92Q5ZAQArHSxHszupHVTHGawRuu2bdOxxeAJwaG9N2yARMoZA4gwSwJt4F2HDk7eM2PH2FmpQ/Zt2NDBYXtMqTLe2LmzxpWx4ZVJd8AVLbqUKrtgiIDgzFlmwwTuW7ZuK/369inLli+PvVDgKTA2uWvdhq8ygRDTN3Hi+KIIyf4K9DhjGSLM/4svvhgw6t66m4J0tlkmRbr9EfgTJNLXZ9Lg7dvp0gBgApCAKgYOyJw0cUKK/TTLZ1ueWbasjBpZkVz4XNmaJxcsKL/4xS9CdmAfpd6BVJ/FRrEBDRo1SgcI5ErV9RtFL+Lf/vf/nkBa8CxVLOA7evxECg6xtoIT8jJ20nnDYrELsiqCO75BcK+HMkIGUJKtojdnD9ky99Hrad+x7f5eKz93CSvHCmthxQeQTAD2Y42gbv+weEjgWlVdnlm6NHaUXEGmjk0XkMjS0IPLNgkQFArxY3T3C5988iEYPxwWXItFGkgdCdh/WQkDUEje2Io1a9aUPTrfNGpUlj29NJO/EA3OmvNkHTG//Jk7IEvgXvC5Bt34fs63/842AFTsj+dhWyN3aNgoUgL+nRF1vtWM0IljRJ1x6wo81tbeSQbEfdAtQ89rcj1EFILAGdLLHNs5cuTwBKYNmzTO+zdo3CissPVlP6wVZh3rzA/5Pnyjz3v66afTLWnenHkhwF577bU8P8ANHAN8586cjQ5/2pQpZc3na4vs0d59++PPBfeyJ4IPRa9s2KNBH86z++2ZLzwswnZWnC/BOdmRz2HXPCeplMCCX3LWsM+KR0mXJk95PIGJImFEjb1nH2n2Dx88FGmG9xBUHTx8JO3Ijh0/mi4RwK71p6kllwhJeOf/ke4gDqwNu4skqb2jaPJ+gl8t2BY/uSD2V3D++dq1IQB0mEJofLpiRe6P+0bysmjRom8Cy5ZvFcz++3//H8LoSE/SomgszViKamnCFFi4HITJNgQLa3GkmKI5a9Ys6VVUtcMujQXUNW7YKKJnqUpaOwJ5TJINnjBxfMEgoOqxU35f1KtFBnZJuwy6NZtZr0GDpMcVLdFOSY1wdJs2bsjYTUUJWu6oBEfvS6fbfMJ2hWZnz57LcxJrAyU+46mnlgS8AGueV79CgyA0z8ZQA7gRSNepEwNLj4tF4AhNaAFwFGVIbapCjmD+4ZhWUaGJY1LOi5csDhDA7ipA0egdSAskZZmkgK9eDRBgYETjwLyAwaGnGX3jtdfL7Fkz049VNO3vNP7mFLAdnIU1vXLtatLvHIr0obeXXqW1AQgZfywdvSmGCAMsTUJTB5Ao7mNgFL4MHTI0TJMIWt888gUpd21fXEJsDkOjM8XWLV+Xf/iv/xAj1aZt+zJi2NAixcPgYM0ZXcBB+pKUQPpL2ylFCcdPnkx6XLpDJTrWj1NUWMLBDRo4OKkugNOzaj3kM4HM3/72txnFiPkE4AEGjBOj5EfhHXkHQN+1c5eyYMG8OFhGtlGD+gWAVrz2+MSJCVKcqXnz5obRZMgY++nTpof1E70DQAcPHSxr1qxOpwL9fZ2V9957n/0qvXv1TJpbgRlnbb2ANgVJOkAMGzKs9Ozdq9y6WZXMg8iaEcOMShEJWtwxYIJTobf0eo5ZU3UdC+yHOwo4Aqqc3/ffeCO/5xlU+xsIwkHTt3kdTfsTM2aUJxcuTFGS/sFS8QBDqxYty6uvfjejVHXkUGwE2Au8BJICDneBQVUgJKVvotijoQPdMbAtWuReyTiQcrh7r37nlfLeu++WtV9+mTMpGyOIoSF3Fi9fuhI9fPYtLP3NBElYYdEhW8AeCdowteQxj1oASqM2bqwzRAUcW0NT365cuRTD3qlTh3JOOtKEo3ZtA/jsB3bYGqkyblC/YYy8c3+X3KeKHWgTwJg+kV26xk4A237HHT1/5kx5+umnYptkgJwvzCBbMMUUritXU8jp7LVs0TygyJhr99ldEeywge6qu4GZ8+x3akzWapk0LPDL2bsDAn9Oyj0GtKQvFbmwHxs3bcxZkBrnREl6Rg4bnuACoGJ7OWZtvrBX3sMdlAbVHhGQUyzKCSvg6/RwEAuZgD7IgBoHB9CSZJiyJmgA9NkggSoQLEukCv3jT1akgwwWDZjXpi36XNOO2rQrXbp0LKPHjsu927t3f3n15ZfKgoULc86wdu6w50NmaC/oXGIoR44YXr7WG7ply1SZm9QlE+gOG1TCvmGbdKrQcefUiRMJUq070OEH+Bc02n96V59Dky87IqvjO8+cMSNAE0gxgpztVpFu7zCRQIhzyP6TVeghKigT3KsdYRfDljVtkkyVgI8kY8/uvWXZsqUVkF5TUxRImUznPAJlNPiCJXfN+eBjdBh55+23Y8d0t6B51T2if/8BZf68efGxK1euKmfPnC579+wLKfLTH/84GmJgWUtJ51KGULAnsPfDPtpPZ5CtYR8weOpRZOwA9ZbNWwTA+l3dTARrMqXuu3CAdpgUwR1p1qxJQCmbixkG/HRf8R0cOHaYLeI7FKSqI5GFkUFxB3Zs3xaW04AI3Y/YXL7KT/16FUILEJfFANQ9n2e1HzKv7IPgXD2AOyFD5nyTW2llyX7LbrJrrVq1yShkEhbt0TDRiCTBgB92AlmF4eVX3Qv30Pcm92AD3Afvx6vp4CCoEyjDGYgL8hRFXjJ5RtrLPNCNI+OQIM4dkgCp4WyzQ9YZWWivgPYEOBcu5tnJebDJZBS1tffKfS0QacTbtc3fh+hr2DD/TetG69O9R88EaD/76U+KVma+A9sBnOthbMy7gFHATB/MRmpJ5rU0vN/Ez7cKZv/qr/63LA7dho2ieZIWsuGAE/2GQ0LTsnf//hiqzl26hqGpqq7OgmMQT5w6lYieYRR5SHNqcyEixQao9uecGHHvX337drl/9165Vx5k6IICAI6OkwAQVRlLs2BVlj31dBg2VcS5aN175OB/9tlnObhYQVHTnTvGDnaKIwKsjYMFmKQNGjRsnNGCqv2Aa+PvOE7AXANpwMGUH4UdwJjLiKFwGBhTldYAFkaVQRW9YwHqN6yf6NTB5lyw29rnOFibNmwoo0eNKderbpZLFy5UKjibNQ9zR5fEaSgIoavlwBg2kRbnd+/+3Vymp5cvL0eOHs5YVeyO/nKYYZ/PKGrtgmmbPWtWiqMYbHKO1i1bxbCLuhVTYNatiTSFtQa4pUfnzpsb/RhAZcSeojsRK0erh6AUrqbQWpJNmjSpPD5lclm79oukyLSB2bp1S7l9u5K6VLUuTWJilEpb6VKRokKXNLRuYLZ08wAJ4FEwI5hgrESmnMWQoYNjBBkd6UpRtud1IVVzSx+SaOiOoGMDUIYtZ0AxiDTcgjEFSxyZfezYoV32Dlj48osvkkpbtWplaaXQsM6DTCvCVikW8xzAk+9PYuGZBAfWW4Dx2qvfzb5xhtu370gGgTP483/z58kQMO6afwOAzhaWFGMKBDDus2bPTjDiTvzgB99PcQpWEaPWqUvnfA+BFECZNHfPHmHyyBoM4cBoEvYDs4AdFlFhn7GU1dU345hoOcl6nPUhw4amGEVXkiuXKgU8nMSOHdvT7WLgoAFJS/fs3jPnB7Bwxhly64h5cv/v3K7JugNyqqyxMhgjaeF7tXcjHZJi1npIsCOFpXLeGXdv6zdolEDUGcT4OScKJwWsjLT1rtgMWZ5KBwMgEmsZwNyqZZzY559/HvlS0vDVVUnHWy9jpKWI2ZwWHExzLc9uZ/+kXRUoup8KCK0ZRsq9YW98T7aOPVN9zwFdvnQxZx6rjXVKBqRFi6R1TZzSyUB6zh2gBwUSfAffGStGmqPhPRmBIMF+A0vkFQDGzNkzI18BAmQ69O2kecTqKJJhC51tmnIdXDZt3BhABkj07zcg4Ivj9fyYQV0uVn62Iu8jJartkUDk5InjuQukQVLrpEW0kLJO7Jcx17IJxoB6LnaHI7UvWBv3X0Gs3t1165Sw0AIJzls7Mn3Hz58/mz0CZrXnkpXKlKwbVeWJaVPKWz96K99x7py5ZdnSpyMVADaluQ2FqVOvXu5Xrx49w2A///xzARpYXmtiTLD1JDOxXtpuyhxZe+w0xg+o5jMqIP5W7p39IPeg93R3/R62UZAicGeD2HayKLIeU8LWr9uQ82dt2VnFTYATO4YZxNgieLRddDcEn0aBAjx79+zNXXSWBAUtWjYvw0eMDINISiA7oZjSJde32e852+4LYOUzlzz1VOQSJDuIHL1wET7O5tfbtifTiHkXgHXv1jVt4PSE3bhxUyRbghU2S0ob2wo4Cn4RNwIT4My6AG6CRoDW7yN5sKjsiv/uTiMCFN1KdTsPJCjeAygDyAQ4dOUIKxk5gF9hKPCvZ7d74S64PzKYglq2m3zD3rIr/BUbzSYp+vReHTt3TpESFti9YYvYW7/nz4D44IEDyvdefz0g0R6SGTqLsp6jxoyq3MnrN2IrrR+mvH27NmEtPYdsqPezj1hPwNH58JwyncCt7+wZfB+Ame1yDgQNnrU5xvT2rZxDwTr7Qo8raGA3yLs6dGwfiUGGctTUpD2abEHXLt1yFt9//70UeSHHdAPhMwS7fLtCeDYqZ69Bw9hHPoHOGgD1E6mFIOz27QwU+dM//ZPsV4XNbpBz2aa1schbEzTCGDKaAjV20ORGpKX7/E38fKtg9pe//GXlcp0+U5YsfrIoGiC652AceGCWUQOI9IkEPEQmNBb169YJU4sd1NB8wrgJiWpsupYSLgdjqC9eRR/bMAJ/zJAWGDRmly5U0hOMBoODnWJkdu3ZnR6YQDWnJpVMRgC00ke6qFhcgmo960Q35ABh6m5r91KbtJyN835G5+mVyoG6vPpHMkAOj/ShEW+iHYaN0VaNKv3AmGAY9SBkgFUDV6LTW7m4HJVm1Ua/mgYigguzV3Uj30eqDNgXKXp/IEfmWQoX0HfgMawYLcypdAYjIa0uigIQMXB9evVK6pw2il4O+Kb9PHBgX94Ta6h3HRbdRZDyNi0HS4Wd27t/bxw85tpM6kcpfL1UL164lF59skieUwBBIwi42BNN7ocNHRJdkSILff5Mw/nd794ux06ciMEcNmRIwKnUy6EjR5PKYjStPVG7NbFPCjYwfkAs8CLKxoRI/QEgDC/Do9BPpCqCxa7TJC5fvixsyrovvwpQ130CYHWxpa4wNs6i9cYU+qGLFCUzYPSk0e+1bJGIn5NmsDBADJA0JM2ls+PMY58AA3vM2Eo1OwMyADRQX33xZYo19LllSDkcoKJbj65p2+L9rL/MA6On5Yy98efevXqnsl8qlrEUmRuHnB63HTpkLaLzats2jAl5gmKJV155JVWs0kqifWlWfwbYGDRsE2OYXsX3tQy6FnDE6eizqmuFZ3jx+RfL9998PSlIoFy3BEVrgh33/tatyiQq+4bZwjgbibtrp0l5daNNc6ewae4HHbp1lqERfAio2ArO4fTps+XBvXsBzVKi1vL/5u6+3vyurnTB71Io5ZxzDqUckRAiCySCwQRjA7Zx28du291nOnl62nPOTF9O+znzdN+duZw+bZ92BxuDcWMyioBQAJRzRlkqpSpVVM3zeb+qM/MHNFxM+cECqVS/73fvtdd617vetTZmWrLoPHgeCRykIPC5aU2AxtSQtZgO0FnScw6cP8Eag605VQATFJ948slUYYBBa0Cf65mwRXTV2E5shGCA6bfHfJXE0hdwR2Ijsbty7UpxDbDAqxw/dfLUMmtmXc5glSBW8x7d/qUZC7PGFklLJBEdmvZOf54yt4oWkGr8VwKiEWwXzuf8emfBFnhV6cKuWx96f9IsujtXPmPb3QSGbdFI1atXn4xG0rAy19nr1ausX78hoxGBcT0DGteabzaVi5cvl61bt0Y6QZcLJJuTDRBZQ34Qq8bOZ8yYnrI38OMf5V1nxu/reHY2Jb10tfyx6gTtPtCoYiQp5KPEEOD4sUcfC0NIHgaFAsqAGl2kvwMAaZgqNV2LWxRVZUiAmlvbAlAAPsFYMw+mi98w0svFJJIqchx2duGS5rNJ8ZcqIc41hhYB4X1JO9ygCIiJNRhWIJU/VFUBVsiOJC3IEf4CUGCbzueA/gMDNvkGMYnv5TPYrTFNGPH1Gz4oqgtsHgD50z/5k/wsILx3z55l5qy6SKlef/31anxh126phGUiRENjbJDPExO8qwQYqFJFUjLHhPMPdKJNjU3V3PK21oDzhx5alXPLnjQEquS4pGPC+HGZ3MFX8Mcan4y8DCCLxGBwyBgaWX6Jv0xjXJMrgiWh3cLsq0jCBM4+v+TseE7vqfLITvxMcVjyTiM+ddr0ECD87He/81KSKkmiPpajx09EYiXRALCwyAg19kjugSBAXKnY2SvPDmxab0mGfdL4J8ZJUIDj0+fOpaIlbvL/Zs1KEJBPklg+QAxeslQDaWNsHqEj5pgagpEF5GEA+w7w8T38lEQU4ytBVAVgl4Aue5y/YEGaOfv06lX1wXTvlsqcyogLKZBD3udaenIGBj+5Rtj59t5TJk1KrwHZjO9TofRZnSQd/+AZ+X+Elv0hA2GX3bp0TVWJrToHc+fMC1EhuTBNApGgN0hMbGltiZyQo+Ujvau+F0mZm8K+iK8vFcz+1//6f5Ur9ZfjLBsajb6aET0Ix87JG/9CczNz+vQ0YjiI9Jf33XtPylpmpNKM0RLJ+jgrbXdGwRiGT6sDQGJ7OAu6TMFHaRAA4rg4eM78nXfeDRPhwAG8MlBi+OXLllflWJcQdK9NZzUWiHRAMBToZO/Al4xIiURGb34g8OHAyWgYgmBNFqDUYuSPm4ToSDQvjB87NmBLoMSwYpDoK3fs2hPwLLC69m3R/Pnlo81uRjmVA4qV+eGPflTWrl0bhwPU0MwZueFOeSUujluQkom76UTgA940NHhuWeKggYNjdNhI4n0d1suWLy/TZ8yM7MGhdsONkStKPpyom1Ba2ttSKtfRzNEMowsdPjzOXqatjCkBEeQ4YGOUgHLZmnXB/gAPgg/H4yBLRAACDgyQBOwx3LQ4wPiWrR8HMJElrF79cEYB3X3vPXEAGlJ0ZJf2WwF+xhIBG3ffc3dGnHhXsxQTJAYMSBLC9uivZKd+Hwv7wKoH0tRzWqfn4EFlVt3s8uprv03wxKAr2/tsc4CV4DkjbKXuZ8ybd7UXABkggPE355FDxqRjvI2a0UDVt3//8pWv2J0UAgAAIABJREFUPB4bdsOKsp4SGz20siFACtxiVZQmOVS29vijj5bJU6fkM2ZMnxaH4VpEzKFEyrnghA8eVvK/ENuPfGfE8CRpNLNKVaYyADyCLrZHcwjGSmDE9mn4o5v0rp6BltHesyHyHbpI0zRohzds3HC7SeN4wI0SIecFhLW0NkcX981vvVDeX7c+70bnzQbuvHNF2bZ1W5oDyCToZjHcwI5Ra8CgvaEvBXSAJODf7UpsZ8G8OQE5b77zdgIdFkUyLKBI0OjjPatmBfvCKUtKnQkyBmyCPQOqnGHnWxWlZ++epWePXgnOYOfHH38chnHRggXxEQKAfXKWPKvqUn52k/LtmQStyGrMaOzWPQyeADpx/IQEUIy+pAvr17O2Z96fj8AcAbYLFy4oP/zRDxNQ2YF3tUev/9u/ZUYrcOPnsxcJtv0V6MgoVLTys2+6aKOyI1o3ActlKN6VXxo1YkS0w95FEEzjS2tr/JAKCTAiaTFuTGClmaXldGZcJqCasIcur7k5QBko4ItHjhlZFi1akoZXTJ6LRiRZYcxuA04/2zPzpRJPBAQwpWJA3kU+onkV+7dz1+4kXiNHj0p1h8+iN29taSqnTp+JTwzD1qt3EmuVhJUr7gyQBeqVrmu6mtoxOjFn4oRx5cSpz8u9965MtzaGlH5e41Pv3j3DyAHzEi62b47y/Lnzytp161MuJUfD3iEBNNuYfONyGUAbizhhUjV7+9LFC7ER58k4LLPS25qr9fWO77z3Xt6X/wQa2IeyNNYe65uK4OjR0epjO/gYQHPm9GlFpdLeqwTqFaGjfvH5F8rsObPKe+++W+5/8IHMi33n3fdCtoh33vNuc2Db29JwKukCHAH9pXcsCegGgp/72tdyI6Lkxxk1zhK7bk2efPIriUdsFEPvufktgFoiBRSKpSSDYgf/3cmsqpAC8d5PgzEixTOplorRfJdzK+Zhe30PRtvzqoSwdzphIJZ/ciaQIfokVJUWLlgYX2HdSHGMmqL7rxKE5oBSpBJQqFGM31PVkqiIuzBCgGRN9ZliZDWFoCYMqDj1/rq15ZFH1uTWONKLxx97tEyeODFz55XPJTGSL+uFgfaMK++5K3FNYikOKLeLy9nzmi5JbiRv/JtLktzyZx2A9JbminCLxKBHBcKxuM6PSofrs4FXPo4f4tdU46ynygJWWmIt0RTfxAbnHdi2dggSawRcirtAOp8rKdGjkD3uKJlfLhFDqvCHGHS2yFeqwB3YdyDgeEkmCp0K6eb5sP8kQm7nRKCJCVVfR0f53ne/90Vg2S9XM/u3f/t3MT5s2QvfeD4vJCORjThc0D2dh01Yv3ZdNpYoncPatOmDGAaDnD1ndunWpVucgI3ApHKogEvmzn1+Jk0OyoA6r+9esaJ8YtB6j0pT4sAZawVYYII4fgvdfLM5IMW4HaX4xx99JE7H92s+wPBiHbAQyg2AN90K3ZqZrbJbXwLL9RvXAhgAuJa2Sqtr5hzw5lkFfe8OQWj2ytzLs+fKsaNHwp7k7vDbXZ7XrlwtH338cQxSqct/Yyk0HWB3gCSB3qzKLl05qTMpQTlY2CvBBCuAWaBn1U2P1T1w6HCYSCUdQIVuyp/JokxvOHP2XJgpWZ7n5Kx0LpvfOWHCxFLbs2cGizs4QKiM221j2E+g7s5lyzO82dgOMzllc9Zb4Hb42zuqK3AdQDYguAHD5kwuXbYsY2DM4vMF3P3kz/88AdWavvrqq6W17VZ+rjFXALzlnDp5Svnxj38UmYoMU/ksAWXAoFJT01H6DRiIUEg2rdkFUOR8AVNZf2dTncOHSW9ta4ncRePPHXcsScJCT+j9gAf7yQEA3hyx7Fcgp4kWoLEBbMOAfzeVAQeffrI94H779m2ZJkAnTRONdSO98NnWgdNVAVAapDG7Y9myzF4GxnXZHzpyOCVvTVoSQ0FO4LaXkhQgyL9zoBw00MVxarRiG9gkwc4+AkFYPuVPjXlspmv3bmGiSSDiAEePTjBk3wAYRkQpGjthUV0ByfHTHWPLsNx+3bZtewbN03uaofjyb17JaCQMsAQPoKHXcyuURBPjLcHNbVifn0wZT2LHgWLJdOWyC1pJ75ag161rkgZlQ44bo2H/sYsSD2yuc6HyInFii1g655g8yD7qpJaEDXazzuXLKVcr99LVYydUKQSpcePGlGVL74iswhkWYCSyWNzLmTlbaQcBz65dakq/fgPi33yuAOwcYZT5DyyQz8IgCRJ+nmoQ9pXchsYeMDOLkn+RCCuP2i8BzH7zh/bW2kl27I0g7wtztfLue8KyAYLYJ58rQHluSUeCLNatS2UDfKqyIP23swkkaBADwB0yzXM0zQCQWcSeX8LD93Y2Q9k7AZxfP3nqdOzbTFfVGKVP7O/0mciMjtzaxJbo2TFuAIZRfOxf1z4wJ7FRSl925/JUZ5YuXhRWy3njDyQmK+9cUTZ98MH/qEQo6YoXACzCwhxN662ysP2TT/N3+ER6Yf0RmzZ+EEkByZkh8di1AYMGRs4yfOiQgB/nyLOSgpksYOrHhXNVxcbP0iBseooE09kAWAF96/DImtVpMtRQSgI1cfKkSDWcr5AMtxMddmsKT0rsY8bkxi4ASUUIaHSt6vHjJ4tbqyZNnFyeePIrmQc7euy4SMDWrd+QhNjZkODddeedAeEqIM6DNSBnUtIXA1XjnA3VFLFOJdSUDH0VWFE62VwWdOpUbIQP0zciVkl2VZTso+kF48eOCROMOVS5M5ZMwzC7ZRua0OgpyWfEPBUe51XSxaYBIb86Z6YJRYvZp0/Gdzk/qj+cEft17jGAEi/+H9sr0UBuiI2Rrg0dlvNOgqRCA+ixQTiDljXV4JaW+GnJrvnK8AdbNBOebZjMQhbpLDkbTz7xldz29dHmzRmvyF9/vPnjzHk+dOBAphr4XnuMdBoyZFgIBHuqoudyBKCV7yXDufPO5an+8PlYefNsnT/xx5m2HmbqAvgSf9rgA27Du1qNEGP/mthT7u/aNXra/v0Hxv8ZWQYEY5lVkjes3xASrK3tVtZRcxlswEZdIuHMOnefffpZEjjYCOmDqecrfKYz5Q4Az4fYMbaNL9IoLy5t+vDDrLEri9mHSmBba3v238//g/8/MLP/9M//nBcSWNwPv2zpklDcmFVfnZ38tDOf7dyR+YovvvB8rtvEsGCVBDllCFmGRggO1uFkdBbYHcLjJoxL97sr5O6/957S3tERFon+RWkRo6QxyDxKOha6Ww5k/8FDMTr3mNMq3bVyRah+B5v+TDa+bt36ZCgkCq7OA+qAUQcbAKiy6lEJoAzWeBgjpTyvZ1UqQOljLwVHGrZf/epXAeTABXCskQfAoctyAJWMHCIsCv0WKn/ylMnRbHKMuibXr18fHePiBQuTVZ0/ez5zT5XFOdWWpuaskzIC/aiEwvQEkgOBQuaqgcqhcC2wAIcZciDp35Rhjc0xq1ZA1txlXTSTWSsaHmOlgFIBkIG7den3r/8+2ZqNp++VGXoeThLD7Z01hmEUscrGlLl0wAghh9Q1jBoFMfLW6fU33sg8RQCPY2cDrlnl4KwtYCm4jxw2PIDW52JOOQIXMAhqfs/nO5hAjPfRLKCMRNogoM6YNqVcu3EjWbRxPXRUZu+51WbzRx8FCHg+jqe9pbWQj7CJF198IdcvGw0jeTIndO26tWEl2AsGHxMD/GsO4qABEqVoAQG7BIgBYDpGL16+FJ0cnSOtIWfgmTVPCTD0WBi+cWNGZ728a03XLrevtJ0RVlICxJljZHQ1m3mIeVVmBOhozzgtzlX1A0vkZ+okZqthZyZODGMgGBnJBow5r+wYYDWSybuwZ0wXmQ3NnqTMsxrU70IBSQBtp2z9/NlzASQkDxgul4nQkGMydCdv3bolmf2Y8ePiKEkSVGoEQGOClMokYphv9iH4uV0Nw2O8kfnG7B2DqRpACgBImamowkJr7mcaz0dzLWAJjpgTwAFDodTXf6CxRpcTLJ955tnyP/3Jn+Zdjdhy3Sy2DiuDQbKOAq3gDPgJElgqZ8xzdwZq9qhigSHCTAGC1l1JEoiRPGzYsC6lShMg7CGQr/Ej2s3uXcN+mKfLIakeYMwBQX5OMAVOARPabgHFeedPkAPOKSDf0NiUq0wlxQA7G8DeSkwkQsqWrs112yKAfGDf/gBrZ80/06ZPzefaV2N92HyP2p5p9njtd69l/fxMzLZnYfsaqlRP+DhJrekK7qYH2JpbW8LsegdVNsB8yeI7Yie7d+3IVaNuA3TeNCl98MGH2Zdzp8+VS1cuR1/97LPPRLqiec3Qf5UIzap8nXI1hhCYwt67YIPve/fd9yNXwyiZRU6aQ6Z07TYBoamMb+ATscd7+eFr1wr957kLVU+BChyJm1F+KhYSI1dL+/Oxo8fkem17rqHTmUMauJVOJQUQJhOy5p7J+CYgA1jXXMlfmS4gzpkBjS1n63/7X/7PyKMkQy99+5vl5PHjZeMHm1INrL/NtJF5KY2z7YdXPZSfS/NNj8y+2c6L3/xmysL22dxkZ37NmjXxi/o7+B9VPkkzvw+4uCFREj5pwvgkDEMGDwoxIIkjkRCzxHbA2aUvLsKR9ACkgJ13BF6dNRVNF9NIbslTvLvziijx9wFexIA45BwBVwCaz8KiA23YTT0XmMjIh4YNL2232pLIimOkJ7ACu3VOvbepKiF9zp/Pc9nf/v1NFqlustu1y8xsM+27l+9/73vxmR9u3pwbwiRySebPnw/4fuutN8P82k9gHh6g15foJoFsvFlNP2jR90GyUQFP0hkEkQRdQuyq30wNam1JtQRJZz1I54z8w6AqSYudkydOTuJbf/lK/AK2WOwVH51b5JZKAVkO5lac4ac10iE22JVzz9bZAv+ggqeaq7Isqfa9/P4MhE0SgZaKBb58pdT2cKOc2xdb8qvbUjulOZrt+B1aaskFP+msfeell4L3/r3/70uVGfz8H/4hYEXjxoIF82/ray6n5KA7VJk6VPrVa5VYvm/flHc5I9kyRlIws7CyQN2oDLq5yRDm1nQ/cxA1HTW5jhMLyYA/P/N5OhABSjqd5cvvDGDZtXNHnKqxVjQlnK7bRTScGJMhOVSmkkmJGPPSQTg6GS3GUznGQVI6xDhOnTa1LJy/MOUxxi9bcegYREqPFy7EGGzssiVLytDBVbZPpoBtEfA4E0yzQ8Vwrly5FodPT0ozJ+jK1vwd1wzK6oEvelSBMGOj6Kjab5V77rn3drNaS0AJx6Ez1EEAaDkUjI6AeMcdS8t//OM/ymePGu3K3rMBATJB6wK4Kb04CBwVIKM0LIsjRaAv1l3MaXhngWL3rl15HlMglHFIKvwsDKqOU6Vqvx4+dDhG7oADSdijEcNGxKH07Fkbm1HupWE0S9Bd5tZdgJBNK0sCVPYNeDBZwqHxQZguV/QJopwKB8KhYQVk59iq//U//TTsD4C08q6VeT7jVSQInlepa+CgIXGCVTJEylAT50rnfPb82XSUuyluYL9+Zdsnn4ZltadYS07ZetH4ka7csXRZWfPww1UjUwZlD4xzUzLKpIzbo9CuXq/uDQe0sb6SCZ2gQLwMWGIHzClVKQNhETFebEYiRbuk+7Vb1+7pgja/0TSOTz/7NCwgMIzltXacGNApYTQYXeCSpCi/Y3D8XPsuOVJuJv3krLESAoNnP3niZG4VIwfBrGB4MdLVOLh+CTCCIltWBaDRJLHBOGKFNn+8uVy8cL6seXh1RvPRIkoAAQzBgVPHqNLycbamHUhgBw4aXAGg2kqjKTEKC3l73rNzb8/tARDNVzgryqPOWENjY+V0m5vz3+QBvfv2ztrZQ2cZ4H7umWfCDNpTcilByN+XDNGdWZcApmvXsk7AmMDJd2GEPYdkl4FhaIBJZwKDJUG1bthScgANh+QQ1sX7KI9KMp1hQFeyKeEQvIGG1tb2ghWijztx7FjZuWNX5qlie6y3QO9I2EelQoCCbrB7bbc8V2dVS2IlyTO3mxaOhKi2W9dInSQ3dHHO+vp165P4mGl95vTnOecSZGugKqWSYU6sZEjlit9WXfGz+VN+m19kB08+8WSCL+DjWmUgyzQZEwRInB5evaqMGmF6xoVUu3y+ytTixQtz3kmwJBw/+A/fC1jTgKa3IJWZrt0i3cCmkv5IBkeqSJSaMnLYsNwiJxYZd6g3IJcF3Ggor//b68WtTs4S8PR3f/d32W/vQ4YkwQdy2BF5Fr/i7Npr++s97ZF54ZItUopTn58JECEdIicCxOzNlcv1STT42ErvW5PLSMQDZwyjiWWePWtWYoGzBYh856XvlIceXhVMgBjYun17MUHk6rUb6dtwVlxKIX5q7nn4/gcLGVWuTL5wMTFJxYM8hq8DpujiTduhqUa2PLJmTTTMKj1uWTTPW4OjZJy2dsKkCfEhSCH6TzPUjbn7/NSZgBggzPnRB3Oajri2R5mg0nHjehkzZlyaGSWR3knFBxtKB01rS24gOXM+7aU4x24B/GefeSaVlNNnPs/Pd+18/4Fu3WyPzxD/jFlUwdWQzK+J/eJCVakZkOdm92ItHw1s+z52yudLgOECc1l/9KMflYWLFmWkJcJnyOCheR8VE+fc1JshQysNup+1aPHiyMisrUQXCSVmYOolapExdOmScX0Xzp6NxCoVypqa8uKLL6b8j0CRVNlToBCob2mqgLDbGzlhzYUSC0mx9Ze4iLV8ujXgl8kDPvv0kxBJzk1kEH63o+Q5MNoSeEkybOU5rAnpp7jAR/P93nHSlMnl8sWLaWy+dFmluUpA4RbMrdhPQul8M1z+uyI3lkRTjeTRo/JFfH2pYFZp2MJ5QcAVg9LJWArYAo4SHBrbyJVly+5I+UCZWgOBRdVlzWEKCjbJLVEOA1BjQ2R7xlMI3DILh44hyVJlUaQCgieQA3DRA1WO6EoClO83w85mPP74YzlE2B0ld9fzeXZOynMzTPcV+z1gNbeOZO7exTQ2MTwMTDrl3QR0+XKumrx00biWoZEIkBwAp5plrAdWYNqUyRk19Kl72i+crxpVzp/PYcQsPbxqVZowlHA0pWHKaFIFf123MmTZrgXC4rlWVcMDbQ0mQJMc7RFBNoDHgAFFZXABDtNcTXNoyztjvQCjBQsWpHwu83NvizUQSBi0wd1ABj0dhyJIuxRAGadPz94p/5jWINhzcNOnTo0NOIgOjv1XziWkVyKR/dtTWTPWCkgFsFxVjLnz5b8xQrTQ7gCfNXtWgDFQBmT4ewI9toOEhJCflIHD8p7AAgdGY10F9h4B7dgbjp3DlZDo7h8yeGDWEhsjw7Qet9rJAehILycwC3CczB1Ll+TnyXgxwSYAPPLQ6tKtR21xbauGOYzejs92Zk8wsj4HOF0wf4Hxrhl5xCHZJ80nHPKa1avjYOkn161fl9KkZimBvnfvipHldDh+Qdt58N/WGwAQFFUhNL5IGgWrzoDpPJBguJN1xvSZSWo0pijVKXHlfHWU/GxaO3bLOWv6sEfmSFrf0aPHlrfeeiNr8tK3vxWmzpnzhVkhJVDOom3buXN3nK7xLUrJY0ePLS6BANAEMaOVgICocUoJe6djHhgTFDFI2AZARUlYQAUiPCu5BKfdb8CAOFlJiICJPWPvki4NGpIVNzUB5IA6QENzi+GeNmN6/tzv0yjbe2c9+rpS8jns27gaay3IAcqmgAiYGFFMy/Lly3N9KbDjzHhGAUMgotelH2Rz7JkPcBsTRvHxxx4L2z+9ri5nX8AyxsnfFYT5SUDBHno/dmmNaQBpL2m8aeHYv+c0UojvikZ46NDSs0f3MK3YI8n5vPnzwoRifOrqZkWvbQA/Pzt61Kicae9CT0lKxF9YJwQC38ieSFt8AZSHDx1MUoW94w+UVOlYVWfYpUkY8+fPK0YmCYLGRwFvGmX+8Ac/yOUbbIwGnY5eF7azhl0i5dGIJWD/0R//cfne9/4ggN7NRJggdut2r7vuXllam5rL+2vfT8d2Z/+ASQhvv/1O6ejg+yYGeLz33vs54+yB7MUlCDqvJe11M+oyAgsoy8ip5ubEIz6dxhEoHDxwQCpX4oLpG86UqpwEwq9iHxAjjmlspQdnf/oVnFm+EYg8cuRYCBLgDbusQofxlXydOHUyJIMZ5hIbN5dp8LU+knExQCOred1LlyxN0zSQ7LpelxxouP3ww48CnvmDt956O2eQn6oaBWmS28r48WNzrjRpR5pTkALdMktYcnnqxMmibwGhoCyv4kPHK8a6UUpizc+yd/NgJdEqJN6Xv0PGqNQxLr5IUtxyu3KhjL7moYfjU7zPxEmTc741DiJXVCeqAf89Iw0DduEJyaB4R3IASwCA1pb/8AUESzydF2eYhEEctl6SEiQB9pP+3rkxbUQC+cLz34jmnC3SR+t/EEtVLZ577rmAfe8Hb6jaKb37Pv/Yb/vH15BzOCMmCtkTlQlNVcr41kSSSjLmsgRJP0JCEnjs2NHbuONcmkUlvy7v0NTN7wDHmUPtcqK21miFVR8iT5PMIm6abqYaoXmQjwVUVUIRatbtpN4Yt5B17ZaYirH1HokfN26kmTWsen193l0PjYqps02+wLciJySDnVUkRFtd3eyyYNHCVMAAY8kgydIX8fWlgll6JiL6h1Y/nK5RL0Sbyikrsd1sABD75iDIzjAg5t5pNECtMwCiboHIoWDAsmYLbvHrOZqUuksmArhVCOh1SOholDUZUvcetWW8G6s0UvSpOlhphgRI4n9M65hRYwIyMxLk9Ok4eSVTAVuZ9HPDqpuasrGcr433vAxc8Pvqk8bCLIgWieMX0AGr57/xjTChjIbTGzZiWDQ/QKBAqfSB2XOrlnfCoCpXaRpSmlq4cFHWyoHjZICKX/ziFwFHGFZAxczY2XMrjZsysNL7yy+/nLvNPYOMXenTgXbApk+fWgAPfz9Av0tNtFRAlH2x1rJNLJ1ArGHLZxsBwrkAjtgHX7Jr80kxhkq4mERlf0PYDwCorvu92Rh2XCMHBlRGyfkpg3JCx44dyRBzV812Jj3AtXcX7DUEHjx4OGwRFlHnMycGEGF77LkRQzrDlf6x7MCqdexNQ9rSmuCJFb73nnsDwiUdRgxpSnr33Xfj2B1G460CGNxG09SU9cFmK/MB8cC4hCBg85E1ZcLYcdHjYQGxddEijRxVfv2bX6dhgm4UCyQAcJgSG2xOBogP0NlcG4AGiNGEGgOjBKzh0e1USrJvvv1W3sG6Ll68KHsBhJnWQJN6KePebsRB2xvgx/pVbEBNSp8cpeYCQH7k8JF5VmOmlLxN0zC6S1Bx6wyQ44z5fbYgYAnwNGtm+QJIxuM4Q7qbBVlzMSWh5Dk+l6xhx2c7Is2xR/RW7JnNkc8oC5pg4DOV5IBWzC4b8v7PfO1rZcmiRbma0ntiZGnEvLeRRBhNSQ3mxnMB4oKLgIU1MO5pdt2sNDJ5D+8DLFhvtorZYWsYcD5I0Dfuh8/B1Kx3QUVtbSWPoFs7fSaAJ0HkZlOSO9MOrKsvQdLZYa8qENhAjZaeXQKIeRoydHAuOwFSoufsaI+9KOtJ2IEB2jkMZWPDzfhJ+nXaWgGc72L3KhoqMgCFCRAA+7e+9a3odcl/AAq2K4hjAnXddzZ+6iIfPHjI7TN1MOsyb+6cEACbt27JtbVGDQIwAjJNIo2z9ZHAOrcqMpIuz6lSceTYsZTygT6d2/Zy2AiVFk0w5wL6586emwAIpPF1JhgAu+vXb4gEQoLghigB2yUIJhJAPoK+X4F6QOrue0hZpmU4O/bUOZ48dWoSP6zyhXPncsmB5NR7mowAWEM4Gvn4dL6QH2GHD65aVc04v3olsz5JFtiW6gKw4UresIgtLQFVdN/shA8A5F0fzTZNpwBg33rnnYrAaWnJ2hqx9tRXv5o44UzaP3aClLC2ztaZM6ejvQU4PCsyQdJOJtXaVM3y5bclfG+983bZsnlLNP/8qCRHKV4jL/2rJN7z+jNnEDiia/dzlZONMfTnzgx78uVMmbjz9FefzuxpIIQfcgUwW+OXliy9I4msxkwU3OhRI3J+JWT2WWylQzbyyTq4Vc6v2H1j/TpKl+KCByBW9cLa85m+EEljxo9NP4FKgQtjyE3EB8+q4irRF8ucBc9uPcjanHnnWnzE6netKVl3eBaos6b+HqaaBMwkJFI2V/veueKuMn7suEwKUqK3ZggNz4gxlvDSQpueIg4Co9//wffDlpvtjvQS2xAuiA1/rmFPc7r4SVKz6qGHggVUCgH5C5eqRF+iat2tkYRUv4HYLUaQQsAGzq5Y5HP6JLY0ZhoIEo0NWj9gndRLf4WzhmRznaz4IZkyBxeINZ+W7alCkS9J8nyJ4/CVzxOLJeCSJT9HEozsQwDl73XvFumlqtDZs6dzIRSJoEY9RNKiRYtTQTlx7ET8vWvl7d+8efPyWf/e//elgtk333wzGyTQVU6pprQqi169kuAscAAKAilQJyAJZjJ/B5T+1MEBSP2+zXXIaUJ8L5G9rECQdP9vdB8XLsbwJk6enOYljmT27LpsIF0MEPnx5i1xoDJFQHDp4iUJXIwJWHx/7doYikNK0wgYKT/kUNKipUHK7TqmHYwKkFp6xx0BvNu2bw/Ys4kOEQPHStHsAkM6p+nrOB4lHtmRd8QyAeoyLxkmT+p/60wxGDq0DBg0KE4WsMNoCOIyNBS+w40VFWjNSr1ugLXbxa5eS0AUcJW7vetP/uIvymOPP5ZGDhmWbBIzGFavrSVltp61tSktYcGwCsAJ7RaHgvVxwDAcmFmgTKYL3LvxyZ9pmsNOYmxp9fyP45ENa/DonHsr2NIHOoiYmthGfX0CDh0ZgIp1O3TwcAbXA1Y0epwyRtrwfyOtpkyZlI5pZU+B3Sgh3bSaLAQmDJWDr4SsDCj752gETg5G4oQpfeGFbwSA0GNZL3soETDix3QBZTD75OBLTsKIdq/NvD/gQmMCVpz+G/PMljSJlPLsAAAgAElEQVSfvL8Wq3o+B51ulTOn72T/giUQTTpg7Qz/9860rVgwZbz6S5eicTPA3oxGwNgXJ8fxWk8ABoiNw+rePePNlHE70BS35zeiajlO7JYEz7/rfvWetLPec9SYsdFCAy8AABsWGAQ7w9o5eUPdOUBBRPe6Ifmz6uryXkCd93bGnE/sOdaM1hkLh1na9MHGUjdrVkbYsX/MGhBmXf76r/+3NFyyKQmMsW2udRX0nRv/KMUZI7Z44cLIO7AFdXV10eEJ3rRgklINH337m+vYntKuJMI1zAC8UuxwA8oHDSqz5s4NuDBKI4lyU1O55+67w0geOeacnkgp1LphQOjX2YVnclZJoIzJ49CxiCpAgIKkHTMj+EiYaVxdDOOKSEHVuSJ9UeLUZIrZb2mt5uIq8anKSEzZmxFSOVPt7Tn7bMc9884tAPD4E18p+w8ejn3aR7dNkfAsWrAwjI1OaDYl4EmaVU3sHUDPtzmjEmn2qFtbuXTKtGmpLmGf3RaHDZToAGHOsoAJ9DpEVaVmWNZKQsWH+zMSF/swd87srI3fE0zJYSRXGjCtjWkcGjN1Vb/y6u8CzAEWQHv//oMBQsZjPbJ6TRJqDV179u4vw4cOK6seeCDNl4ePHArLi03VCDoijbclc2ElmsCW5Hr9unXxv9a1a01NztE//8u/Bpjr8KeR1Jw8Z+6sJGSAtLPuDNtfybt1F8QBfeSFSsix+PNrASjO8phRI+NHaDLFGrPUhwweVu69757YCvCdua43GrL/586diR+TcJAlqCiIAxozfZ7Pdh4BOEmkpIvcTHXSNIiGG9fL8juXRWIlUcDUYYsBuo8++iiAyc91BvgJ9snXSHBJaEwwkKC6Gc5YPADOddw67YEhTDlpkHMPBLFx7CUZG79s8oFzoVFNFVH81FDLVvmmChB1Tyz32X6GqlrvPpXe1Gg7z3rm3Nm8X3dneLDb+6oRZmyVf5dQSXGsjZ+Zfbx9FsRqvpwOXHUiFY1evXNuaVOt1fAhQ8MYsnXrqrxPD2uGMQmcmO/39uzelXVVuhfzX3z++cjdrIXLVf71X3+VmHjx4vloiBPpXMt99mx8KkZZxYQci4QHAQKDcKg03ElQe/dJAq4ygBhS4eHLnR8+Fj5Ko2Z9feRJ/IX353ssvfhmsoBYD4RqyD5y7EjWxiUXtMnm8Fc/s2oME5Mlqvx+z149yonjJ8Noi8f2zOKyTdVUz2i2ecetSs6GOHLL58VL9flekyr4D2s2cdy4cvjo8Xz2gvlz06cjJrsx8Iv4+lLB7Mu/+lUyQs7dNa4OkhEttBcOAZZLMJYJYi0BU6UzoIDzAJw4ISVeh9hGVmW0/vl3gNdNTD1790o52ZWhxPgycFo8wVHZ0pgh7I+MRUeu4CibMjaFwSmnjBxF7zYoToljlXEJTleMEenaNUHLKCEOBujEItlYWY+DybHJ4AAIv+cfoMOMNU7abUsCNsd98bIZnicSxABRpTefz0AFIUBdYHGwHSJlPg0esjED/4FW7MKEiZMDpDh5oJI2Spc+cA+0C2qcN4bJl5/nBADYmgyU//bv3ZsxWNhan481EkAdJkENi6IkyTlwW4MGDkoQ4kBoijy3bJx+tcoyAbQjYc80UgkWyk1KhxwrxlowBACMX3EH+Z69e8uB/fvCHPsz7LyRWy4a+Hjz5jSJfOO5r1dl3ubm8uxzz2X/2US3bl2yr24eu361GurNWxgjAmgAsdaH02NvwLPxN4Cs5IcTURaSqWNyAQu/un6Ys8BwaTzCPgHTGFRMgjWWMHA+1m3+3LnZY0Fh68dbwqIAm5s+2BQQB9B5f39Xw5eM3397BwyP86BEbY88A4ep2cwYNufHnnEy6fxvrUpC7ItTch0mu+PQAAwNP0CdElQ3L1FTXVMs8LJZbEtnMFby9+eYUvvO3gQpz+777LPbaSRunhfz7CwpHwmq48dNyMzIJD1t7eX1139XHlz1YNhPzQgcMltzNoxRAq7D6JoycLtDH5jVRQ5oubZRstve1lH27t+bktwY7OCgwWHAHl3zSEq6mH/vGJa+ta1MmDQxQYzzVwamlXO27LvPs1b8AcAIaNjzRx59pMybOy86cJpVIGXq1MmZeys4SwIEc4k0HyRBGT+hunzgZgPdPjBLr94elkUA1wymEqDEa0qCrmc+yx6aWqBBiMbU2s5wMcLEiVlL6+zszpo1O2MFscdsDDB0lrt1655mEP6RdEYC5KzavP/lL/8yvyon+z0MINDtLGEu+S0Za3UerqcSICnTIGRt+A5X+wLzEtbcTjd8RFj4jRs3pumLJMhUDM/pHChdXr96LSVE55zuHrOFDVKqJxPT0Y4hBWaxNC5A8bV69Zr4CPYo2DPRTz/9rCyYNy/Bk5RLAg7YHz1yOGt39uz5AGwM5Gu/fTUj0W42NUd+I35oNnv3vXeL5yWFcYkCMAxI+ZVsTNCmuax0ojtyliX0AI+HwC66Vt3IRPpyyfrsupll34H9SWQrtqsp49/M0o0PuFJflmqY2rUrcg+xIpUwY72uX8vPxk0cP2nu+JXyZ3/6p9nTrdu2lZ07dsROsXr2U9+C5I/cxlnwPAgNa4HY0w8CoDzzzDORpPA/rmxGGrC3H//4x0nqNH9orDQHGABGhmiy4mPcmPvNb30z6+9MT506LZNexCkx5u//4efp5udnXMoyZeKk2JJEgKzBs4wZNTrJoiqIhAy40qjEnhAHEm6VVvpVyaKKmcSJXwWkrT8bGjVmVBJqPoltqkxgPKumw8sB9kA3mx8zdnT6VEw3cQ5HDB+WChX/Z48jJchZ6RUCxTOwD7ZNS+sss13+9npDY3nlN6+UHTt3ZHYqKQvGnR2okCinq0T+0z/9c4gOZ0nPxrwF89Pc6+dKHD766MNy+PDRYAbvqclUwi/e2k/EBSbZ1Jy9e3cXkxUksQ03GmPnfKw4772x8ZIGkgLvIr6LwcZM0i5jwFVXrL/xl7AUPIQ8IBmRlMA8qmb0vZ2NvmFnBw4MlpHM84sAda14ePJk/t2vdL78vmfnM8QQ1RLyGImN2OJn+Xzr40xJkFavfiR+2QVLEgwJn4Z8uO7jLVsCsBE0X8TXlwpm3/j97ytnMmJ46dVH2QMNPyqBgTNXBsCsAZEMHViTrcme/L7gQkRuAatbq0u+x0GoGLJqNIeh4w6mcrgbt7ABDIGRCETGqtA6MWZMqgPFCO67776AW0BUBrNh46aUzwQ+XZW0QGh3gJokwWfaLBo3h0R5ldMzUgegAcgxTUTXAK7DYWIALR2HdfL4idLU2lp69OgWdoUuzXggZVXZIicoG2Z0ACIAY+6hZgDMh47aAwf3J5tdtWpV2EcXDABbwL8pDozVFamYJ4bJgXE2WKWPtmxOpyKQrvxj3uhTTz0dxnvn7t1pUBBYjh05Em3xiuXLCwE3BxBh+e0RUhyoLBwIsg7eD3BxWcT1hoYybMjggql2M5kOWOVhmi7ZoWCJcXc1IHDPoSuzYq+XL18ebZwyDRBqPuXkqZNyC5HRIcDJqDGjS6/a2rC1WDQnyL5imxxoDHGYHh3uOv1vl7VIJjBYJldgCQAxwIwtmR1KxwQU0sHVX7mW24pkytYNYvHcNFjm9d1z793lD/7guwliulI5Glcj0m7JogUOWliaY+UjbCI9HycERKkwAEeeYa5RdDruBdSOEufvPKhk9OzerdxsaU6pOnqovn3DQAGVJC+0eYAvlpgTbGlrC7DSlW+P7RvbltDIuNmG9fC5zh+JCXBtpJh3dF5orTB6goixNU3NNwMEOWK6PayLRkwyngP7jPxqCTMPiCmvL1myNMFOh6+14yiVmYzNA9DoeTlx58h5AW6xC5y65Iu9Ajgcq9nRI4ZpsqhA0MTJE3PhiAC6cdPGyAPWrV+fJAgTy4d0JpiYQzaLhef0gU8BQDKyZOnS2KvRX+ydzADTxT6B0/59+sSWMEJ+T2DRxAlPdD5LwA/mqbU1nzGgX/+AFOuMmdH0RBeP2WAT5nsCl9gQewuA+Rm9evfJmDfTBABZ1ZY8s9FhkpWWikUlleDj2Hinb/GzHnv0kSQ0koVqQkOJlEEPAoZSIDX/ke4c+GErAqxbpJTkTSvxDtbqnXfey1m4a8WKSEacK8mC71eW37x1e6RhJmVgBdks3+Id58+bH5ChGTMyl3Pnwlqyj7Fjx+Qc2H9lfgA3U1qu1Jct27ZGgwewYAgvX6wYPOfDNIxxY8dHzsCn0vYDn5Jmz2yyyl/85C/KE1/5Svk0tyJdLV//+nNl1JhxSRYBRoDCmaP/I0vh9wAW72Z9q4RBE1NT3on/RqaoIgD62C7+t/P8C/rOhXcENNm1vcEwq1g46xPGTywaWYEkPqtT3vbjH/4osYGRYVJV5zBbmF9labKAyNmQIQ03whQDo6agiEkG+X/l0UfLvAULksAb6zdp8sRcS26Oc99+1RWlGzd9ELsN0Gkwc7k2cU/FSCInprJT9uPMSz7EQpVUtyvyk6aRqHZ4dsSDc3PhwqWcZ/5BVQO4NlXhlBGRbjAzSqv+SsXuablzgVBtbRnYr7r6Vry3r2zC92qMo4v1q3hiD6wb/TXwpDTvXHbv3jX+QmWN73RGnFP++do1iS/g2pQ9dXECHIF9lFgiUpwbl5mQyAFqiCo/G3hP8neh0sDrO7EWNO1uXOPHV69Zkyuap02fEXsTVyVM2FZa56aWpjCrnWAt/u02WSAxqZsxMxe/qEw5R74k22QW/Avfay+AXITfrba2nDnkB58rIay+tzXNm/CTuIp08HfZK1AuPlordqLSiBG1/uycXfksFU79PM4NYkcAd0U3rGG9NCzrj0jFsUuXYCb6Xf4IOJVQV5NzeuXncYiffbYz18yrklpfkqp5c+aWHbt2pV/CuTF//Yv4+lLBrLKKRVDmg/DNxeT8sA0cK50LsGnTHBjGrCHMfd3K2kYjCZ4CNrBi0wEY7KimJg1XMhdZxK5dOwOcDxw4WMwhdXuN0VocLRCCCTVSwmf5b4FN88Db77wdh+l0yEB86XZ98smvlv379sZoHBzBR6OZK3Wff+H5OF0ZmhtzOLaWpuZkZj6flsy94br6DYQfNWZMxplwfAK5w6IZQsaHzQBggdW6uhllxKhR5a677gpoklkDIzL2g/v3BwiYMyh7BYARrUopgB8nxQkDBroPHWBBD+MENJtCsO2TT7L+dyxbXv7zf/5PAZkyUECfs2K0WIRcRjFqVNbOnsnK71yxIhIEGTTWUCDDiGtg6Ne3Xzly9HD2WsYGhEpEACdsufJ81u/AgYrxa2vNLUFKYUrdDtKKFSsDBm/SB/Xqnazw6aeeKn169ix79uxLkCBRSPPO1WuxIaUQQU2SgWn0q4s4BLuUdOKIDew+GaY8zrV797Ae1gwra2IFIEJicqPB1YL1cQLmvAJ9rs40f7GhgbayX9GkKDN16EkVlA/tIdCjoQCAk2hoVlEqphs2+9hED00MHAeH7N51zBRwRGJAxmAflPE5vTijTGfokoTKe7viUCXCl9KvoMC+VQEAJI6aPQA87NuvsnzM3vgJ1UxPoBe4tY8aqQT4sLQY6druae7yd60rNkKwAfC9E1vB4Dp/7Av7IhHQQe1mJPfYY211zHO0Ah4ggbFgnxpe5s2Zk2TQ38fQGUz+4QcfRsqjQQ9L68IKTli5UEs+cIh5Bvx/9/rv022M6aJVFLB9X9W5XFNJWGq6VBdoNN5MwMKSnDx1Ip+BieULaB75IHvrmmrNZX7PLGKXqWC3yBf8d/PtW7OaWlqyRpIxMhQ+g0/Spc6GARf+TlYCKPe+3Z2vAiGR37dnX5gy/kESbOqEYD9nzqyiLKe8zPkL+r179YwWTrOd5CW+L/0DfXKunX/6Y36TlEGpTyBjF5qTJAtK3yoRfKdKh3VgD6aRGD3G9sxE9vP9uYtm7n/ggXT+W6MPN3+Uc+7Zd+3cHYAryCqrugVOIJfQOweAOYCCEduzb2/OIGZdQu0cucEQeDNrWSVG4k5CQovskhvv4Azo0H90zcNl1579ZdDA/im/S2xSNTt8KCwikEI3y8e8/JvfhElUYfv2d76Ta3DpQ7GIgr5zScLki49T1hdwrQOCAb7wTprgJGRu2TOtgR2Tx23bvi2lXow84Gvc3sSJ4wOkMOCjRmjiuxSG2LQK9ojFNq0CmEUYaPgFVlbctaK49OVS/eVqLa+a990nchzPYA3pU02ikJiaaIGhtU/O6ODBA8vTTz8TZv3+++9PH4LEDAgx3UE5+a133s1IMeSCaps4ipUm70DqYNGdaUCdbdGyS/7//r/9t9xiiDj6yZ//Ra5tBZj8Ez/j5sOjR8vxEycTPyVmyvKAvIkaEj1xHfi1zs4/UKkyokJBny9Oes/O5F3Fwt+Jpp184uKFJE18AI2o5JRPo3uWrEp+JakhqUsJECclY3d8Fr/vPKm+iHeIFu/G16QpuKU536MJCgmk6gYM9u83IITU0888VX7329eSdNpn/RMqBkYG0og6B+IG4CxB9nd9IUU8p7VzHvhgmvBVDzxY6mbPTnOX+G5eLQ2qCQSeGy7CbiMqxG2VsQWLF2cE3SfbP8nvDRw4OOTCgf170wtSU7rEntkFmzp69HgkgSoF/LlkFSlDCuV56XIlBvYfcEfywT8SCDEAS+t7+Gpj55xX/SFihKqnhI+kMYSfCRRNTTmr/Fuqgm1txS2VGuQ0pZKCqMxu27olF+VIGMggvoivLxXMvvbaa8mMGq5V4NWGCZIAHcdrsUeMNMi90v8J4DRlmgsEVlmOhXYobjZWP4NhcuwcMK2nzFvGD/CaZ9ulq1FSbaX+6pU4Pr9v0QfT8g0Zyl9UzRPnlZ3ovWpSynKDlHJFBNQ3m6IP8qzAMwCgjMoBKw/bUCCAHteNGg7KmHFjMwC/kidcT6mUYftAz9rW7i7oq2kM8ZmYCOyGoENaIBg7rMbaOCTYScyUzAjDJ9tSYtNpD3gBPJyGYIaNwopeu4FVMFdVSbEjLLfSAH2m7ssTJ4+nUe0733kpZXbsma5koFdwxkDI4gjQdUF6F9fzHTp0JBMfBBWAxjpp6ol+cNKkSh/VtWsAmMBpj4BC43AAX4bvGT2XDJzDwXY7TBg+zIFxaTrvx44eFR2vchqG+p333s/1t1hnLKL9BEIYjTFEAATnB1xj7EAJANkhtZ72TrIgaGj24VT8vvI38I6RUhLFvAMQhkvLXAUi+4oNHzlyeJwgR6ypxJB0TD5WQ7aKqc+81o6O7NmGdevzucrlkjfAlaO7dtX4NQxE5ZArZqRfZg5iGYClatJCr+ghgWQgjDNh8xr4ePKwSu6GN8S6tTXvyplyQFgzSQ2H7p55C2Ig+OenTsdu2IWgAhAAa9hx388WBfgkKRpAxoxN2dQ6A0eAmVKidyXv4Rito8sjzDQ0UUPiArRiv3KFZXNTtJiaorBqpmmYWjF0yLCMIgKG6bPfW7s2jDmQATBIards3pxO2SOHDgWEKaV27c5OhmXMlbIe+ZD9dV4EXdouwUHJjsNW/nctrsRWcxrH3NaBfR8UZgYLyKbpNzH6NG8SP2vnOfiKxqbm2I2RPJIlfou0xB1Oys7Ow/+XcfL+7NN0AuO4BAfrZE0kiRJvzyuIC2ZAGvs1UcVn+n6Ayxljw5gsAciz+7sSWAANkE+PQe9e0ahnv2tKgqirwZUbAZzzZ8+GXWxrbomMi7/wM93mRHYh+ZRUPv/1b5SxY8fl1in+SkECc+8sYAmNHuKT2YhKC7/49WefjR8B/CRVgnhmZvbuU9zixe86Y+xX4yLWlB2StijNq2gIsjTWpEDmZwNafO2Jk5/Hr58/fzFSDGfPGSPJmT1rdhItAPbZp55Kv4Qy56lTJ8q5s+fTFW8dSUWMg6JnpgG35pLcd999L0mH9eV/zcCl+QYQ+ArylaXLloc1dVbEKc1DfIYzYwqAvyPxoK185NHHssdYXKBT3HKO7Bkgm+a3jlsB3QgcbLgvZxH76futp94QwB5QpJGWaJFy8HkSceVat7d5Vo13V69dyRkFNsUt5Wb+f9GSxWXypIk51//yL/8ae0m87OgI2AamTMCQ+EcrXVtbZs2cWdY8siYsN8On03VNdUa7de0a38IfIiUkfyQjSCPPFv2s5r36+rB6AGdHTUfO3wD69a7dAnTomCM7cNnR9QpkphqreevatVTr+FN+L761a5cyY0ZdOX6iuulOPAWArRXb4hM1pLFJvrAzEXQ2nR/x2/l0XpAMYqHnFYfdVCXm0v+aX3zf/feXhmvXy8uvvJLJLsCxyxM2btqUsyQhsM5jRo8Ka6+5UxLL52qORWTABM66xIg0AEg3ZxxzLPFhM2QddKo05CqaAHdLa0ukl/wrnxWpYPfa+EoJiBgC/G7/9LMyZMigKslubMxcWZeNOMcm6mCu+/TtnQt3KiDbvWzatCksMnuzTydPnQy5IQFwyx+fJF4jWMij2KexhEApfHDx4uXYnljNz9ExZ5KMedoD+uf5AVmSKUSMGOuLn3S22dmTTz6Z3/v3/r8vFcy+8cYb2QgHjM5FdiW4Its5Fk5UIOXUdeRhs2QRDJBTQJtz/ABSDrvsNdKhLuWq+6Bv3UpWhjlRNgAY0iHYVt0+Qd/JgOm5DBeW/ft8h84GAsFYqyHDh5V1a9eVNQ8/VGbV6Qo9EabD/EONBka9YCixUJzbpg8+zMxI+lsHCXMka41eqP1WwIsmqx98//vRMukK7BNtjDJxj/wzdMjggsVNl3dtj7BctFm6YrEKWDVACwtm/fr2G1Aarl+rxgcZqEQsf/vQzp8zp1y4fDnMhkOrG5SwnibROwI/Dsz5cxeyppyAQ2cNlLAyzqSUHGzNKaY3OKgzZ9QVI21++ctfVsxhfX0Oap/efeOcSDHsIfBBP8gpAzp0hlCXPfFnDsZXnniinD+jA9uYnbF5b404mF2ARGOJhgklDqDPZRK01caSAX3YFgAaEG652Rw2zjD8SkhfgQxJBjBD30vvpYmFkzPdQDMS5gTo4+gI1jHwAmSAArZs+LCA7h07d2YtMmqsvTUjotggRg4bDKADpfac7AAYYQeCk6Dy4jdfjP7QewrUQI1gjO3iWAVU31+tf7d8TxKw+ktl5oyZmbtrjI+h3IIoJ6LMG4CodNbUEmYAKPEcEhBMhCSH5jaOu7mpTJg4KQ1oStns3x3i2FETCbAd7MczY/kA5bAbLljoZ7bm4ABOc0GvNzaWjRs2xokrWwPyrgWlExa4ACulWyVGkgJNG8dPniiDBw7M9bAYT++eCQbdugfY/Nvvfx9nJ4lwAYlzhZl0E5NgBtCREKxa9WA62+lE7Zey2/GTJ3PhhXUX0AFFXcQAgCAp6LIDGvJrDQ1FYw0ggo0C0CS9Aba3Oopb+khjsD1AiikiAAofwT7NQBa42B5NrOArSApiQJkAyqnwNdbFJAXaN0yJW+GsKwmApFSDiw8CtNyaprPfHgDamugEaEk43a8zq7EPkOUzJGnO8s2mxnyO/fZz9+zeE7vgW9nomNHmclesfYuxZLfaAvwA7Pb2jpwfZ1ZgxfjxyyoEmH1+2IQEPkmy88tf/lMAsO+l3Sb9Ip1wDaeu8YaGqmQsATPNBQNLbjB81MhigLoAjIl0Bv05PXTd7LrYqARHbwLwgmXF3rBLNx/SWN+4fi0SLCC0kvu0R7dOw2p28NNPP52blEwrES/ITkxbkQAfPXasPPnkE7noRbx479338vyaGIFLnyuu+KKLBUT4XMw1WZlgriE5M8R37sgZk+SYsoMNJ/+yJwL/9u2flZV331XWPLSqvPra6+X40aqxFJiVbJhmoylUWddZE9wPHSYPmJTGMTHL+y1etDgA2M2JJgDRXgIJt0pHGThoQPwkAPI3f/M3AXHYcBUZ2n9+pNKf9ix333NPbqHau29//KaE2j4AFsgiiQe/oZmPzTvnJpB8+9vfSjJjlrmEAakiAQVsJd+eGwPpK7Z4tRptpw+FUevSB9r4cgndEJcHpblqaDl2/GgSRCDdRTUYXfGdbfMfSZIkQ8Yq9u+X5zQFBNB0JgFxySn7rCoVXQJIVWTIZ5xNk4v4d5URMdN5l+DSkSK9KvA2ILZD1ua9VBH4E/vDdn7+85+H0KDx1py4efPmnMMA6OaqBE+GYB08E3u3GqRm3oMkSnLPD9pr8V1V0Px3ZJQ46Pzab5Wm8RPHJ2G9fMm84uuxKYBZpU7yTkrWcL1KjEgTMK/sij4cqaAXxzQbV93WImJa29IHYg3JJEjE2Je1k+x6JnIdsif+QKXQ53XGIkCfT+B7kBiSSjaCjRaDgX+EkUqb6oNmvImTJpa/+dn/Ed/rdjwXnJARwUsSYT7JOLMv4utLBbPvr12bsgMjThMDvdZtJg3QWbxoYZg4mb9SPMfCaRBjc4aaIzgPwdVYD0ykTBLlzRgdAsDMQnMuggTHK4uQdWDjpkydXGbNnJ1xMpgVB+3/LcvfSLmYYXJgANWuXXvKnr17cviNT0GZZ1RF9+4JZErTysGMBNPsBhuAzMBwWRbZAeNw8wuw7aajGEL37uXz02dzlebQwYPyPUqDOjf37t0Tw/D+YyeMj7NXouZcGaAgLLs1fovWFKADyAS/M+fOBIDRxGAWNBFxCoIk4ATM+/z2NmWqQeWuO5eXp55+Kr939NiJ6AH9fIfdaBwDm3Urmp6gzMA5MH4BnNN0LzYxPkcE2AnmQBIW1v74YsAuvHAoaJgEK4Bu1+5dCZRYHI5KNohJXDB/YQ6qYO/ZNXMBb3SnHAb9GodBfiKIAy2cKGDsMx1+eyiQYVuASIeWg8OQAZwr7lyRsUEcHMBsTYDKTw2ods/6hAlZY2Up6wb0ebfhQ4cXV5T6e/ZVyVLixQkAxvbI2guwmDVlRoB2774DCYIOPkbB+mLn7SNWWoLi99isn0Vegx31Z36e7F45DKjgJDlcAVZplR3bF07V2TEhI00OHe15yfcAACAASURBVAAG5luzXk30x0AZplqXOJDrmZX+OV+JJDaHjUk6sHYcGKAvqbRGBw4fjpTCuVFClCjIvjF1PXv3KRvWr8ueaDJS0nZbUn29m2TOh2EfNGRI9LuCrnfFHmD9sfXTJk/JRSDKU+xrxYq7oidjs8pgElMB6u6774n+U0c9gPD2229ncLmzc6X+ahJmUyP4AsAGuwF4YrrbW1rKpClTKpt0mUF9VTq1bi5hcMc9yY8zpfzp/AqEvo/ddVYBvDtwa48lFxI3QNVnsg8j4QBDg/eBRYmHqE/jKen1pQmUfTcam5PkaGA0khw/dgcoAJTsgWqJoN8vk0LawqoAIiNHjs4eO4sZQVZKmT5zZsAGm7KuWDz+MUxVr16paLA1rAq/JTj7XvYMnNMVSjiAWOyq6475GfpFwMWMV9MPrJNzMXH8xEx/kGybHzpl0qQyZtyE4nbC++67NxMFdMTbU9ItV54+9vjjSbAl4fwv8MAPSMTYFgBXMfcY9KraILjaI/Z74NDBJChDhw4PiHRGjBLkD/bv35dE1M9avGRJbpMzCaT+yuUkYdZ65d0uR+mafgyzMTtutSe5clMYFhkIte/ALsCi34NvEhOAayVwtgcIqiIBUtYG6Lhw/lzIGfZCJgCAAgPmpS6YO6ccPHw4dqAiadxWJ2vojGiM09SESVMhQvK46EaljDbVqLzhw0ZkD7CimnLp2jXjsT3Xp5Kz+Ugl8Z/97GdJXuypZE+sYivz5s2ND2YH3/n2S7kt0og1Vxj/1U9/msRMwjJzlrOvrFwbHTBQ5zzlkp7GhlQlxVp7yFf6lR/1fZp9ld/F4DTJdq9NEmvd2J3fr/xR1bDH3pxv8QLYY2OAl9iAMYx0p6012ly2qrqH2XWGyMDsD7/MfwN3SlGkefwfKYD3FvP41XyP8np6JRqTMAOXzggdtGdgzw888GA5c/Z0eeWVV/KsFtZzexbniqyDH7M3kmZnlTQQ0DRWj6bWWDrnePbs2akeXr92NT0o3kGCqRkufnDwkMRAWnf9PmIY/yXxEEOcUe+CILLXvjRa8zPY2ovnL+bPc4V7c2vwiPhkj30//4nsgL1gC2ShM9JZuWS7MJJ1EqvtI5t2bsUz9kYmcOb8+cRb8dnfhef0T9xovJHZ2XcsWZIZyh998EEmF6jsIsP4L/b8ve9+N8/+7/1/XyqY5Zy8NAOG6Bmhfxiaf7AkHIPSbWNjpUERPGwiRyfIc/QMUObCwRpELwNU4nATB2ArQ2ZoNqXzn0q6Vs0pnDxtSgIA43fANQNgCwwxp8/EWv74j36cjN0oJIaCOaBvwXhgYTgnGjSzcc1d85wyk1EjRsRoPSOQKMMGjExVUAY3bkqXMaAJeNEBYRAHDxka0EI3x9liEbFUM6fPKC2t7ri+Ug4dOpiDZtwIcLonkgYlRxlqSzIl4Eh51oEj3JepaaADdoBt5X4zA5/7+nOZ30j7yom88eZbccQYMAer0vB1jY5MIHSwsCanTpxI5r5g4aKASOxMvz7V6BNlMQy5gw4o+YpzamrKe9M0O1QNTTfLvt17EuQ0CgCADpVh+hwNh5DRLg03ApY4co4CIzCzbkZAm6YAP9vcXyy9w8epCPCyRwGCHfl3e0FOwIba21tzoDhIgch6OfCcEeYDsHtk9cPJmjk0d6Cbnafk4vOwcgAlOwZoXL8rsHE4hPlsSCBib7RuPXpUt994P0mVCR3AooCNuVPGZKNAYUtLc4IxpyIx8T0yaJ+VBORWe2wIsNH8cfjIsdgDJ6XhDLvRb0C/rJ2SOOfGGSrrCpwCvWfzubSJsm5A38MKnGwopcNevfLvPl8yZFKH84Sh96wAMjF1v34DAvS9D8fX6RRN2xDclyxZFEbNs/fr2zvX1R44eCjv6udwwthaLLtEKKxLly4B5yvvuiulRSw6llVDj4D2wz/8QXnr7bfLzp07wkwqP9JOm0QB8Eo82K9AcuVy1eFLE8oeAFy+h4Ycqwbg07JLHNasWZ0kR1DElAgyzr09xmZJYgEJHel8hiTJ+im7SuS8PxaPXpzd8AkSsJ611TQFrP6NxorxBZxzDhpu5Mxh3fkDs2g1Ss6ZOzc+RLJGBwecuaBDgtLR3p5kVnnSu7L5Cog2lrnzF+RGLVMSlPNJKpwHFS3MtP2lDcRAKa2qDlSVm0nRx2UskkksdHPduiVIVbdg1af8bqrAV7/6VM7n6oceKm+++VY0pRIi15zqVnY7lIRt39495Y233ioufmltbw07JZm3dpIXmm+Mzafbq2ksJm1YQ+eePYSJ/Px0fIhRZsAHrf78+XMDXOhbBVYNaUOGDStnz5wuA/sPCFMnhtx77z1p2vUu9gORQg4h8ZQQqx6YafzImtXxjea/Yo5MFsHU+kdc+O73vltqbnWUd957L+REv76SqbvjwzF6zq+SMXu2JxjkX738Slm7bn0qC5IdQAQoGDhgUJk7b07ihjPkumx+/VZ7ayQyiBqJo/momE8TC1Ktu34j0iBnShWoV68eIWf+y89+lobi1994M+zp3LmzM9aQhv+tt9/JbO/NH2/J3rMvxJGeFD6OVAgI4Wvtg/4NM7ef+Orj8YdYPr5C9QQDZ4ycc84f8L3e2/NI0tiQ+KiapM6qigg8A4f2jX0DiGyZ3Uv8SDdI3YBDOmKJiCqKSTmexfe6th5gdfufUrZ15K+dYTPC/f30SRiF161bfHRYxJouISpc1iDutbe1Vk1QQ4dmDeh36UE9i4TD3rFLPthoSr5XVcifOUcSb3hD0qffA1AeP3Z8MRrRO547c6aQ8GTK0JjRYfaT3F6/nnPjRk92QLqUSlD//mFiTdhxe6GRYOQt/IJ98jMx5MCviiJtOXvnp8TbPfv2pOKlcqGHAGBvbbuVhEyMDzlX2y3PTMsuptpr2AgTDqfsP3gwiYb19F5YbpiBv1OdhS9UuHwBuOwUVuPjldIvXSHtq9j09Hq00VvfiA97ePXDGQc6ecrUNKHqdeGnfBZS7tHHHs3P/ff+vy8VzOr6Gzt+fJk7Z1YZMXxknAxHy5hotepmzc4cTcwVhpMImSaMcF9QrsDLkGhIaLE0FgGEDNjPoF/iEIEbjIKNkbEzLF8OpQM5fkxVelPyVV6n7XO3sCAvsNt4TpIROWicJD2toExgrXzLIT/+2ONhWh0AhlJT05FOe3pBWTFHQXKgpERvsmzx4pR6jU3BELv61KHHvlmH0SNHhAkQFAUqGTCxuatyOZEEfwCNXvL69TS70f16DwCY08ZeCNDWge5s1UMPppyIkaRz5HiU3XKl4cWLt0tpVzMJAcDTgS8TE6gdepMeFiycH8Za4JZxY5xlxDR1nIDSifX35cD6d8BK9g0Iyzw5GwyWBMIsSKwvcOSKXqNvZsycFcBM+8XJeE5gSiaqlARMKnfRIQGOAB29mGCNbUhQuXA+gNteaILArAigMkLgDkjxM+mXJCwyVgdUMGJDDjn2nyMFQqypZAUI6AxKVZLRPe8iy9fZ7j05Wp8LRGGYJT2ANK0Qli/AMBd7XEpA8o72kU5Uw8/NppZys6EhP9eNLOzUOvoe9tarR4+Uv/1ZErmOjuivsJaez/sCogB7krwAgFthp50DQcFNS272wch5NmUozgmLzll6fgwKhlGSBVyTdrBHpbLqmtX+2Uu2TV+qC965cte7fRk6eGicsmAt2Zs2ZUouItn04UcZKC+x8HMkISoYAqxGB+eQXbomVlXEFaGSP+y6krcEzaUYnKHbqdySY28H9BsQ8CehVRHAuAOizs+leteGXiuNbkUaPCh2bR8YgzWhL25opEscWR555NGsf6RNpixcvxEmj73xR/RsfiaHbyqA80E+079P3ySy7F4ix29h40/nMo2zabDhVzDfJ48dzxnWxIFNE5TN1xWAJELe0+xnQAaABqgwe5MmTsoaG68DKGD2AA3BD/PFTpwbNiwQX7h8MQGNzZI76Gp3BrAjEh8NOvyc+bwuNdCnIBHw94F+t0ypZAnoroBVieIH//p//+sAJKQBfeuhw0fiZz2vd8HcALSSa0AQK/zxlq1hywAVdqXCAKST5Gza9EF54803MtvYvrhxiw2ZDmDqBxvld1VkRo0aUU6cOBbSw+UhSrFsBLtl2sULL75YDYrXc1AvqbkZ30HqZd+QJRIjII2N0yRjQbFLEpOf/+IXuY78/nvvLStW3lWmTJ0W2+NzgDaVNRKGS5cuZALPrFl1ZcPGjfFT/AD22HojWy7Xmw5zIYwq7a619uds+Yd/+Id5R3u+b191yyCw4TKVEAiupG5ri00AIqpMLS1N8ZXVTXpGKdWUUSNGpSmLhpN/oW+13ka+vfPOu2F+NdyaWOAczZ03LzOY+TTTdmbX1cWGlLf/77//+5AeTz/7VGluNl2nR3yJOOp8mj5hDU+dOpnqFvBDg40AMn0BePLe/KAS/83Y5K2cN6CI7/dzEAYIFr5YrR/wtxcakf198R25wa6RBmwcSURSdPrs6YwhkzhlP1ONqkkyzFfyb/5MvK2/Wl+6danJmROTqmpiVcUBWDWyOhPOG0lP+63bTcENDeWTT7bHHyAeNFYDYJ5XBSwXEi1dWkwywGyvuHN5Euc5c+aEfEJy8KmmSkgwnSexRFx2rqyDWC/hVZl0FmEHZ419+vdFCxdljYA/gNs5E8ude+BSLwxiRCLnZzlraXSur8/0ALIgZ0L12qU6EqJldyxLcn3+3NnEuMSnrl1i+2KG5wRIh5Mi+l8XU4n6pDonC8PKampUqSJNUQFftnRJOXbCXPwbiT2SY3b7l3/5P5fBrn4fYgJPdRMo9hqJdvHypZxJFyl9EV9fKpj91a9/VW423ChNza05bA68jbaQFlGjAmYT0NAIYq4o43QABWyGzVljaBgZytqNSO0tbblHXjBm6Lm6rak539ulW3W1J4CGAfX3ACHdocqjH3z4YRZdgxHQDPCZuyeQKIH5bIf0sx2fxRAAMzQ9ttBnyWr9bAeJkSaYXLpYZVi1Pcrnn59MmeaxRx9NxvXhhx8mS1TOE2A0vwDbe/fszm1QDPX6jcaMAcE+cS4AiuxSlgucA0jkFwTcvpRQZXMcmcHGWADBQrBXiqX52713X3RinKNRTfesvDtXo1aHZlDuKHfzTGuata4kKwZInnr66TJx3PhkqP6cIWN7MRjWHwNJ02ctlFCBNL9Z6W2qmYOckcOKuRU8HHCAG7ChW+YMHBhZo4e3nr36GKJdG+eAkVUidjh8psPoMFds/uXoCsOWFx3k7UkwqnVqL1ev1sdpYSWxk9ZQcJowYVL2wcH3eQKR0pbnl+3LyGXCslLrjQ2XzPgc70yaIAADcjp0ZfHYCQ151ghwZhOSLWOgvDPWqaHxZpImjs3fwQ4PGzYi30sbahaj0q2mAJkuQC45cl2tNYqDv1JfXAJCJ1cNPK8mWJAFcGJsCCgwW5JTEkg1OMyfOzvgxrr6uQK758ecWDeaTZpQQA6IBkAENs4SSyABw/bOqpuVsplgJ6lxJjRVuaVH8Hd1shIh9ot0hvwDYy1oA7KnT5/KWQYozc6lr/VZpjyQGlkn4BnDhxURfAf065sZjhocnFsJIQBuD6yPJjxBDXsqQZSI2jPvLhkC6jhjPkSgArzsl0kigrXAcfV6YzRyAisA6ufzFYCqgMg+ICy6TRpjgB5jKkkTvPgULI0LCbBLM6ZNy/tWwatfwAY7S6JCD9inTzrRnTNr6dncGPXuu+/nvNf26J7PpxdXmgUY2bwpD8rikgzr6SKBvfv3BTQyThKBzvm6zgHfaW90zbN/Z1VTHD0+QMGmsbTeW9e95PLzM6czCkvQfeCB+8uD995XJk+dViZPmVgOHdFhX1MefOiB8tqrvw3RYI6rc2qkk59FmyjZ1VfgvNLnd5T2NNNs27YtYF0SmjN2+3YqALbUdM1caY2oLlaRPLBLUwX4qicef7wahXXxUjScTz7xRMYlYafWvr82zJ4bwPzc3bt2B3RJeJWfxQr2OWDQgIwr1GirtK5iaOSgaRph+g8eLjs+3Z7K0bp168vGjZtS7gaYaO2dMbYkydi8ZXM5dw5wNRu0f+LW9m3bAgjsgQDPBkePGhMfrWkLsUES07tnVaWZPGlKki0VA/IpoMVYI2fRWbBfQBLfxB9BV55748YP03gIgGNwxVEkjnFaRn2xbeeWzn337l0pMTtzUydPDgB29apExf48/NBDeT6xTpMrssh6Iwn4Ce9HxmI6BnvdtmVLvp8/8uUc8gMIEPYtUUJ6NORGrMp2gTe25lx6FwBIWV+ySLJClgSQ07Tyj4n7txuIq6pSv/+RyCM7nA9xVELnPPDlCCBfcIV4b5+QBLX0pD1r8x6CDP8OzMIgAOHa9evTYIeBlByMGzM2sokB/RE8VzJRyN7Rvy9bujj+whkgcbM+1l98dNY8h+cn1xs6bHgSHjcMIuwktWKed7MWgKafLyHAzJOI8J1uB0S2wAZAftXAequyi7794g/4MXEGCYXR9e/GcloPCYzJOpqwVADEOLFIEoKQkvxL0DH17A0Q9+5+X5ULOSPJQ2DZW35FM9mZM1UVwkgwoz/MpieXEz9e/MY3isZ5+0ym9tFHH8eGVF6PHT0e6SWppoa2L+LrSwWzv3/jjWyaRgmZu2xNdyPdD4ftvnqZAgB38NDhABcCaQDGIQRyZW2yWtS8TE/AZ0CMVsYKyAkMDEFJV+Cr7Q70dZQBfY1SWpZxKrppt23bHsDH6QBKxtFwsICqRps333ozhqe5haFgxBgusEAfxPH5Xtm/RhjjOjBASs8YVY1eDh3HRF7g+8xK1KXIUQhEHNumjRtzFSB9zeQpU1IyA0YdKh3abteidZEhRpbgZg7Dkvv1q6YXtFazC+tmzCiHjx5LQ8Gpk5+ndKDLVKYclufY0dyWBYiZTYjZ1sF9q6ZEh+O2E+CFM2KAGOXly++odKfjRpcrl69W7PXtRhSOQ2ZPVsDZEZADfJg+Bw2yYOScv71m4PbBXEAsk88BRFwdyGkDdg6mvQDcBA7MIKcoCDtoM6bPSBMaAbxZsNFS3Z7WAGTS9SqZMARJgPIW4MthAKXWMOz14EEpZ95obAiw0zjAwWAtzcXDrLocwPpzjHSc9t/fByg4dMHNIVfW9v40p/7b3wWG2KV3BA6VB3v37Bl7w8L5M3bCTgEtwFf2bl9p1JT/6bExYvZJUub9m8wpvS2NMFXC5wk8SqhAqmQF2+Hn22d74fxwiOPHjAl7qfQKlHHm3sNiGStnXwR+LHiY9e7VjUHkJYCbCyAEoQo09y0HDx8Jm5Dn7tKltAF9t9qzh1gMTUzKxTOmzUgJT/IC2KV5YfSYvK9xeQL+hLFjA9yU8CQH9s4/Jpm8+MLz5bevvha5DCZ12R1Ly/wFC5Oo0dan+nL9WsqOAJ8JKJw35pcvwAaSnNgDAV8jFUbbmjmbmkvO5Tal1mj67J/kw5XX9p6dm++JiQKMV961IqVE3bs+G/Cnrzt88FAaOvx8iYnJKmwkyedoTRLjA1j5DnsvmQGQ7aeAEVu5cT3MKIYTY+M5+RZnS0KAbdNM5oYwyau/p6nrxvXG7EtkBcYcmjRyyS1qKihjE0iqQebkRpczS1dDiPVh125yGjQAW9Q9Po+dA/hYIfsA/Lp+mi3Pn7+g/O73r2fdJAVKloKhhNq0BPYnEWcr9957b3y6pAmLc/Om+aQXw7pKYBAQ9pgds93Zs+rKjl27MwsXMFr14P0hEyRF3lvZW6nVc7o6nO0ADxKP9Rs2VP6/pSWBmbxLRUtpFwPn74wYPTKSESy16Sv8lQbfZ7/2tTJqZDUNA3u3bsOGVKOMFfP3AHVnCotPA60atXDhgmheaf/tIR061m77Z7vKmc9PZmYyP8Z27OWPf/SjVLLog5P8XwJeR6bJGHGi6gdcYBbFOxUjpfTLl6+EPTOeyjqphmisUdVx06U1+PXLv87tj2wKiOfHTDEAjABEZ48t88d/8NJ38u8ffPBh/LK5nzNnzcq4LNKYX//6N+Xo8eNl6uQppUv3rrkmXnMZBk98JTuy3ipjQBMb8IWQopnu3atPMddYXHCWyTo8D7/pvADI4gGb4KMkPdYBCYDlR3qY6a6kr9yO0BIvEU5kQBJMIJrk40aDa1qrueJs2fr41ZlTeVFB8d5s3fxofpBvsF+IJvIJZM+WLdtyFjGffN09990bOR4WmkzgzuXLY29+nnhCCuIWLz6XnVtfFV4kgQof322ikSoReZB3c9317Dlz0szqNkuJPOzRLXF+WJp9rYdYhZkW3/lkPlFCLQHKHOL6K2Xc+LFpVlbqFycRDpJYUkR2TWoydnw1fhGIhowuXuBr9Ie0RxaBQeYv7APCic2JFRIafot22+f6/UyrSCWrGntpX1TuJAPi6U//6i/Lt196KfI10oiDBw6W13//etZewqGhU6KmIsePfRFfXzqYrbKuqgFGMKW5YXgMENsICllIwNS1f/R+wAJwtWL5ndFrKkd2rekaNi0BfNiQXBFpoWSwDrfyqQwhrMzgCizIUnT+yUQ5I78SWwPHMiDXQRL8r169OkBWWd9BZSSynehzbjPEypfHjhzNQYtDbdLdLvg0xTkx6lmzZycLdYgmmnM7fVquXGV4QKnPdSgFDe9Mz0Yo7vBrEvHzGIAMiqM1A5GzIqfAWnXqWJVNgHllXyDEQcUGACEuH/A5pBP+TKlL4rByxV2ld8/alB927dyVkVwCj73gEFKuuVQxvoY30zLJwpThMbAcZue4FIc3zMHtcrZgzWk6vDJzYA1gErwwBw5IVcZuiUhfcgBgAYQ0iRIEIA9y5DwwHtaYE7p6nYaaY715uwTdngAgc+0oLkjA0JWq0/U2q05uMdDQ6Fu34jQTsC9cCANa7x1THuxXZtdp/pkWTS+NlpIKJ648ys5k8w42W/Qrx8M+AB+2BhRwBH6ewId1wERz4BwKp+e92BKGTkMNoG9trBfNGbsX4L3DsHz+zVLrOsjL9XGCNIn2ZunSOzIYWyMMsMGBccICiM8BfDuZCiBJM46GMXNtBeZk6m2tYdkxij6f09fU5O9JPFQDJXFsGmBraWpKty+QSGZT2X0VoKyPIEf3HHa1e20AjkoF2+M0ld/JDjyPc8kJ+hkSDkGSU07wvVpNFTly8FBulqJ31tVvradPnV4WL11axtGD9+6ZAHrx/Plox8htBBqJoIs8hFfJsQoFPwLUek8fBvTSZpoIwL+wickTJ+fZgFH26Fz5ZvIF+41VUSatEoWueSeMrPdQJZEAA3LKwc6JfXFezSa2f774FwEUo60SRPoBBACd/I3nBGhaWlsyNN3fMQtXwmdkneSf38I0khhhdIBW00MkzsA6e7VfQNm8uXMzSxu7eavcynN63gS0/gPy58iD+++7Pz/XumDYJFMqGaZQ2Ft798knn2WWdLl9a9yGDRtir4C5NTeRRQlRgFNuVpp0NjCuY0e71/1Q/K39t57Y1gXz5icQY4uMjzJ+ynueOX02Y6rILvhC67V585ZMGaAvJC2gk/3wo82xIT4Ow256g+QXSAAiDx86GC2rveZb6WldROAc8vkaYQR4zwJQeSdAw2xj3fvY0gyqv1ldqqDS4QxJmPngCRMmxr8CqKRJGK3Sjow5VDRAYZbZ+Oo1q5OEvf/+2nLoyKEyc8b0+ECVQkDNeinJ878qLpI+/lIVzRcb9sXvqR5iDNkyv6I6+Kf/8Y9DULz66iuZ47pgwaIkf41umLx0qSIZOkqZMG58IdNYu3Zd2UeL3XGrPPTQqsilfB5mT8Oz5wSIAL2mhsYkIio43DJtsTjKT+lV8ZvW03t4fnIJ0zqcfQCWr+GPvJNJCZKphus3wt46n2IHDSxZEjYzZEQp+WxVKiVqN+UBV2YR059r6BXP/GyYQVKOuOL/TL+hLTe9x0gxhAfgPaBf/9i02+3SwHbjRs5zQ+PNXNQjrixdsizALD9PI/qIUWXRooVZd9N6zFJ31iXHl8zB3X+g8oM3b2aCRnxuqjjidHUxlOvkAXTkm1GefJ0/cwb5UTeU8rWHjhzOOaIfxjrv2bU7F6ewDetH0id+qgRJdDDcY8eNj5SKHwDUaZFhCjFCLKskRTWJ3yRTphGJUZJSSbyEXtx1Tvl5McweYsthHJ/RKZOU2PJPpHViANv17N///vfLgw8+GIJPMmDP33rrrRAds2fNStJN32sMmJjoPH0RX18qmH3vvXdzuDkzxs/pcAwocs03tIGcHMelzLRly5aUGAUbDg1g4bR2fPZZAl83TRht2Fricj+rbw7UzeabofCBO6CSI8CuMOqJ48dFp7n/4IFo9ASj3n36xjHQ6mnUcoA/+3RHWBs6q5V3311m1tWl0cTnOBjE5Vu3bQ0bAey58YUDUaIDqmWfDvySxUsy840hy1LNTQXmgIbGxhvVsHHP23Aj4IghyMw0JBiEveLOu8r9D9xbpk6fkZIrHRvNIJbIOmLJZEkcgFKigwcoKrPS4FQa2Jbo2xipg2+urOC0fsPG4go+jWbf+fY3y8dbtyY7FYhpdLA75oAaFk4SgRV3TWjV7V3NmIxswxrfBkPKK8onArY1wNYAVyYScBCcJ6Bg/zlmWSF2N0wmTavbyW477uhQk6lezb4DHsChJEiQcCitl2ABYFjfgJXSETsYP2ZcGBF/rslLJuyGEyVgtgdIshmf5/Aqj8uEO8GWcjVHmw7PNBK0pUkJY+EZCJLolkwRcGOVd8W6+lVyBnB0sg/GYWH8ODvPiIlua21PSQ0I8YxpiFBR6NU7+2q/gGnXbmLpfYbSGQZLA4fqRp9efXJmgF8goKZLdeUlkITF9f1+dhgRY8kuXYzz8v0V0+xK2mo8jNI+oC3IA47daruXAQP6JSnSINbRcauMGzumYnD2HciIIB357a3tuS7YOdW4BWxt3botAM6wdiOjdPfTg3HqwIO18Z6SACADM1zbvZu7YMuRY1U8/AAAIABJREFUo8dTtnfxApCJKbYWFWOtAWNg1p6DP3T4UPwCxpIUgD0COxJGz4bVFOTYu70A2L3XuXNnMz/ZTFxyALYI5C9ZuiyzTdmuBJPDV26bP39+EsvW5tYEChUjYI39cPISLu+ELXTJifUjG/BM5ARs5epV0w6MAHK3/cDsraSG/XUmHwIHO2GHbAw4pg317tgTTCP7AVgBXmVf3+dnuDkKE6iKcOHi+UgujAail3dWnBn+1ZkxZpCfYC8Ya1UJlSEsu5+viRYgM0qLXUoIT50+FX9q8LtnccHMP/7zv0aawf9g2ACWNJS0tif5kuhKoMkQfAFAWFHMltK+Spm1tnZYPfuJQZYQIzfMn31/7bqsKy0sOQl/d9/995VPtn9aDh85lFLzT/7sz/I95kGfOH6sXL56JZcd8Al8Dy21NTBO7/iJ41kLsYQ/keTYX3IDAX/UqDGlbtbMXDdMXlYxceaAD0+CdiDNM83VDN/RY9PYZ6Qfhnb33j1pzEQmAGKdQO4nP/lJGOn//t//MVeHAh1YMLIHQEYi51/MIsVOutwGkLC/WNgwez175YY4z6GiAHxpxlr14ANlrsk7O3eWKy7M6SaxvlaOHj0SPyuhsn8//elflfsfvD/VOCw20Gw9vva1Z7PvgKSmPcnO+QvnAmzJFJSpd+7cFR1kVQ1sSwIodvIt/Ig94eftpc91nvh7vgXYNU1C06Uva0KHARQhVsR/N10FC5w/H/CKiFENYP9A9tnTZzLrmowLLpAc89OAIWmR75F8gfykMwAfIgQx4uyLSaqjtM8kGMYPLl26LJVW36fx2yVFmE7Pw5bF+bHjxuQqc/7S2ZFMOneaDj/+eHOpq5sdlh2QV9mERXxZJ8AfrnFJhKbrrEO//uXulSsTrw7s3x+JDv+hQusMW28+z3upQtLni1UqxgCqCg0bMUMeG8wXWndkE4kQ2YO1U8m8cOlCOXn8ZHydniPnni1YD5/l+Zz3ijQblbMgjqoaOI98Fz+U5zt0pDQ2XI80RHwTE+Gbb3/rW0moxU+jExFT//jLX0YyOX3mjMxC1mjpzMERqjBwzRfx9aWC2ddffyOHi7PmWBm1w2ChjZtwEIy0oPUDdiwylksmKGvgbDkbO80x+ftYDYuO1ndAHHrgwM/y50AF52zjAQn6GHP6GDCDEQiA3rFjNH3NzOYPGtA/V9RhSoA/DB3HK2tnpIK1rFOXdOdAY58BBGIoZs+ak4xPkNZooPnFXcw0R9hd7BOADWgwRA5eMJOpNd1sDuNKa9O1azVPTwfua7997fbIrooJY3QCs0yN8zO6DNBUwvOe2GSlT4wDsK6RwucLvmbO0UvRoT7y8Op0Rn68dXuMltYpz0NDqeSPnWtpSdfxgQOHwixNnDD+duA5nE5lAcMXw6+GenfJszng1Vo15/CjGzEmRhd1AizAFmjFBFoLmbW9tz8uLIi84FY1osvf8UUPZ72V4wR3thOHdLvjlpPDzEuKBg5Wph8QQAM4cTZsJ4df2bi1JWOQMFH0QWxGsmFvTAzQgMau6I04REFq0KChRaWebWIIHWRfAhL2tpOZ9fuSH84J6PV+7FCwkGSxVQwl0OTd2Bt7psnGDnI+7IyYHvD2Tthw+/vBpg8C2Ok+O9mfzhIRxoKzkslfMfUD0HPVrfPRgyOqZi5aZ2vhvXy/5xAQVAh696k6j2XskkzgCdPo/Fkf4IVdDezfPxdDuM6RE1y+fHn2k+MFlswfnDZlWs4QXRuQQrelyad3X0lMdZkHoAywunXNzFWgEKDiVIF2Oi6XfZBdqDz4HOVh59w5sK/Vr5V21rsAyMCjkr+GTnbT1NgUhsCoOGdw9syZVTJwq+TdrB1NLIfP50g6+Af2BShZJ36Jvowsxv5K/LBBnoUfIk3xd4y/09Dme4A6vgaYx6LQokr42LvnsP/2BUDBoKuoOOOef/SYsUkyOptlBSvBzLto6GOz7IAPAID4NYnSlGlTw6yzOWcY42rw/cOrHiwNN5uSdAtUpBv2DsjE4qn48HXs1u1cP/j+f8gVmZJBYNUcWf7k5Oen04gFyNsrgcyX9zHCyp5hpQEptq4aRiYAwAEG5A9YXfa1Y9eelKLpTyW25isDKKYe7Nq9M2yTZ2Przz37bHSgnmHlXSvLSy99O++8c9fuMO2SD37Y+tl7o7UgRZWLl19+OaBAjLBuvoyVY/fOmL2yDxIoTT4ffbQ5ZxYThdDQXEkzTGvq+2lqN2xYn7jSXrpEyuZnAvtsiZ30GzAoc3i3bN2aqpobw/hpfhsgILvBvm3dtj066E5CwHnWwENukT3H1GoEunAhZ9vZefCBB8vzz3+9HPh/qLvPLz/P807s96DNAJiCPui9996JTgIkQUqiZNnyyl7asVcrHdsnjle7trPJ27WS7PrFJuskJ3oR727WPifJWVmiREok2EEARBn03nvvZWYATM7n+8xw/wGR52R8ZJLAzPye576v8r2+VztytBzorP1ta2st4yeMSxkd3ca+Ye7ZM8GB+Z98gfPB2L+2eXPZsf3zbArDZNMjjX90HNjxJahRNuPZyFhY0FLZcefItgG1GW1lmsEjEw2qwJgdZBfpkJ9FLDkbNbODBw6ugJWFIBoQrXbtBIQYRrL26KHZtc/TIT995vQM/lem4PMQOAJCrKTO/qq0oCIvBNeynnSWTW0e3JwGXdtC1W4KboF2Nd7s+sBB1WhJsmx0G3mxpIDfOnbsWAJ5z22aCp+iufGyrWdXr6aswhxaZ9pFiPhc/47Np++y0Owcf26VOVLlxPFjxcpn3ytr1TxsaEgkTeeIDD7FZwj+BAd8B2KGf+JLjXPjS9gUZU9sM7bWGDr9BlhXeIqv79u7LsGR82XX2tv1lNzN9/jdfCqf4P80oALwlS9+mppk+s4fKAsF+BctXBT/b7Z7a3trmnLp1ZO2qslQ07I78d5KMNT265tQavFlfH2lYPbd997NwTHcPXr0SqOG9BsGDKhgHKQcHQj2jzNH6VPagBtptEEDAyyS8u0ExS4sBw/odKuJQDHeLgLb4vdw7AyWJghpGRHpjBnTc4EYo7OnT5f3P/ww6QOOyOErnJd2QfkrAWVEGFTARD2WkVcccP/+TYnAwrroqjSDtq53Ip36xvqAN+Nlvv71r+fzDJJv6Nsn7CvAa+4q5s5syXlzZpcNG14sCxYuyD7jLVu2ZNyN0UDq0oAKnwMwYZ9szALopALVGXNEWNTz586GAV21alXWiTIsRnkZd6J+SDrPc4wZNaocOnKkrF29Jil+4J8CYi0AD2fncxheZ+8uTp88WRYsWpgosGWvtcHVTN+kQtra44RsUeJUgS+O62lb+xcsW1dhuT+XxpYSdV/i7AQnqbsteRcGlXH1XMC+QnqO9/7D+wF6jFoMrt3cbVLirXGczl/jkHPxzECbz9UIASAxFBTfM2DmDKT270AO+eN8yemDew/CvJJL5+95bQZT+oEpBaKwYYyFdK9wFwjAcmI1OUeAnJF2B1a7+m8pYKyBHeEclDPgKBg7QIxDJ39YG9G5CN98TlMyTp0+E3bCODfvhzHnwLqAOHYSMI8T6WTwpQgFZVLxQClGqlddbd65i+VnxNV5W4MZJqJzXbTmI6AeE2P+YaZnPHlS1TDevJlh4pgSoAWL9e6W9+JAf+d3vpuuYYEVFpbBpH8+Byvjv+l8zx46lKtd6tevXg2YwBTKOrh351Jb1zsMp5Q1ACb7AfB6d87R/WIEMdiMe0en7isJUaIAWGtwAhYxwwI2rI9yDe/PGCsr4EwEFQJubI1mLktH3Dt2AZhzbs5dHSSAqstbp73aZs9BrmxlqpamPAuo8/MaUQQJztb96vp1J1g2wAWbpEQBY8K+kTEAss2+99q60ruuV4CiRQXpHbijtrJHWDEyDRz7XTmLtgrgkx966F4EnY39+icrBHCqpcRWcXp379wLsBYAqzEFskYOG1p27tpTVq5cGd3T+Mdpsn2mV+xtaSlLFy8sl65cySYv7KtlBYAXW4BZler3bjYjYujVIV+7diXPaesRvZINM5Zs9549X6RBBQTqU3/5zi+jG+Ycy2QJfN29psI9LS3Rj/b2p6Xt2bNy4ujRLLkgn1LoxnONHDk6AYa0MvbQJkX+xqxcMzo13LhLGQknJTDR8IrBErywLzJcXQEtf/XGG9+IfURmGGXIsbM9K5YuydlYgsDpA+Zk0ufJVPRt6J/sA930xcn72W2fbS9ZavCsPYQIhp3tlRXyTGwDsMOmASzuGQEkC/LDH/5ZPlPpwLe+9RuZ61zXs0cB7AEVuse+KHUDxEztMBXk448/iW3/gzffLP0GDshCFiUY7P2Bg4fK+YsXIsOykrZGqc9VQsImei6gFZjkez0bmQNO+Q5naPmIhl6lJ57D2lW/m11lCwWWaRi2JCJrmXX51yfoYIeBNsFQrx49YwemTJ1aPv7o44xY03MDIN7unEVLhwDTJql7kw3iw2pTpymAZ59tMFTKMnjIoNhSdvv82bOdJMWj0l3Wokf3rHD+/g9+ELtlOdJn27blrruaFt2FaREfffRR/Lp39e58q2UUbL+GKhNC+B/9Maa1yAp7TzYPMJbN692nLiPJ+Frg2PmwHcqy3LsszYZ16xLoKIchi+PGjK3GKdYgT2oz5QKQt9VRcO3zYZ6wwPUNAe/e1d27N3Ld1L9fsJEyOd/HFrOxcI2SjpQemJTQWbKJ7WVP3ZfMCJ+m/NHXT37y0+ACZZ+Xr1yOL9b3c+zIkdIDdnvanvsnWydPn0o9/to1a/Kzv+7/95WCWWASKGPYOQvr4hweJ+zPCOXGjS8mDZgUSP/+SblPMkC8o6SeRo1JW7u1lFVkkk7iRw8DVPx+4IeiALKATZg+Xe5PnyaNv379ujJwQDUwnoBzVN1qOsrefftj0KS6GC9O0aWJmBlkgm5GoCUKKH8pECymBiZz+6R7dG8zRGkouaoRYkAiXI4JS/kPP/mHcvTI4aRVgTbpIz8rarRpS40SBpBzlQbat3dfGBAODvjxJWXJqAGzWAeO1wgzDRJZbzh+XAaT37h2tVy4dDkdjQAAQDp81MgvnDrhBcyHNDeXmTNnVFGe1ZGDqxosjo9ieDaAXerS56rNlcICKDlzhpKSGhkFgDh/zsH5S6UxvGrbBCNSZqYlVKC0KjfAGnLefh9lwpwD5MowGMm8c0oBOnKuPsNZkpXJk6tUqWHkGrgAKp/L4Go40EnNaTOK5AeAsPUIQ4j1BdB8X5rrmNFupUihMArAgwdTI+R9sTVY+XqduO6tqZolWz1/tzyzenDG2pkB/9igNLZ1Dg5njJyZ8/SczhejwbkB5M6GTGDgAPvbnYyalLWMhVWN1ij6GfdOFiZMnJDzB1zdKcANJPt9gEd1P9VYNw002A6NWkAzhhEr4e6chXNlmIUUQVyp0TPj+HaYACUu6ta70tJGEGHHnKs6Q2cs+OLo/IzaWedz9Ojx1KSdu3AhA/UZbksVsNJ0FmBNEGI95ZPWOE7y59/JkpIKeoph9CG//Z3vlHMXLpY7t2xnmhyja73s6JGj4kw9J/AqUMT80UcOhC3A9tXXNwbIuR/LVzgRqXhn49wBLBkFNgMw67ofz6n+29lq9hFgcBxGVZFvOilY5OCV7mCvlDOQ42dtrWXI0ObOjVFNAXjKZgRYnDf9ds/z580rAwbQq9YEmwC3Olgskzo3waFGKo4fAVCd3ZOcTWxea2tYwdGjRuceyAQGNOnIUpN6xbo+ddHBNNDevx/mW7aErLB59FTaHUAGQu2lVy/LzrBR6gbd386dO8vLr7xS3v3Vr/K9c2bPSqrYBjdzVtVGOtu9LXszxYPN9/PUWjC9ZOniyLHn01T10UcfZz2xYFJNbFtba1gq2S01rwJGwQlAsOX9DxLEIAtkBXy5F8GuGkWjFqU0hw9Xj9gt5VzAi8DbHcqQzZu3IA11WFKd5GYg3+mscX7y5FH0TdDjbi3jcL4Cmdlz5oRhWrxkcZqUBGSYLHrp7ukV+dO1DpzQNSBo2NDmgHbPQL7NEx4+bGhS+OTJ3QKdZP7+w0eRV2fgf0A8BlK6nowqc/nHv/u7Yb6Vi1nlC5CzrS379pef/exnqaOX4nUuMihr1q7LeRiJhoVn0+jqu++9F9/FtrJ5alcFu1VdZPd8z9LFS7KoBePK3gNF7JeSJ8Eku5mFRk2N5eb1mwmgMH3JlvbsmcDf/SuRMH+brLGrsZGaGLMMoRo7yF+yDWr0mSL/ro4UAeGZTHBhK9Xm8sP0gt+UdUI8KStxF7Wdjd+Z1NG3b2rU3TXf7gvuABjZdaAfFlEXa0qFc5EWRxRpHjSXmy0TRAB1msJOnToTmTA2kO9xHu6InFhck3r6mpo0dS9YMC8Lg4Bt05aAdS+nHMMcbaWKbD8iYtaM6ZmOkExP376p/RX0CCZnzpqZ2lvPR14EfOZzA5PegeyxKVhb+sumALv0xn0DoeyNIDfNYCmDqso9+WoZKQFJiBErw8mdWdm15uFXY1CvXruRgIHtYYesQ5YZYqcEocptlOwsmD8/mQYz0AFnesumbtiwIef/6/5/XymYtf1Jvcr+/fvjCEQA0jFSSbbIbH59c9m5c3fYk8HNQ1KXSogwOQqXOTMOXKokbCnA+vhJDooguwTNExweY6FeR3RB0BkTCodVwFQw2iOGDy0HDx4u1pUCQAT73NlzMfwUcerU6UlVEyTR3aoXVpXPtm4NU+ZisBgByd27pyAds0NgOCCOjtJrEpDu5AhWrlxRlq9YEeMolWhOG6DF8BsIbtMZBkuX5NZPP0ntH0NEOUT6DCMj6c8oAcbDe+kOxNaKSDVwSHUozZC6965ADYOsFm34iOEReBvKNm9+NSn6HTs+zygn40g+/3xHmTljZpRSgwoj7fx9OcupUycHEACgonvARHrI+Q0aNKB0PKsa+IAihlSqRnrRiuGGPn3zewAdETMHCmAwLkAlRtJ9UiSAlhGnTBXouh8FBBatz1XP5Lk0zpgQgbkBLJyz0gXGgmFgjJQUcNA+96l6p0GDcq/ujnGW9sbmAHPOFsPmfp0jkMFgOncG0mQIbIsGBO8g2CFLzsBZyyTEuLZZcWqFZVV64Z9Gw/gec0+rdFRtGAZAnhPCsjFgfldquKZPK1YpPnxwP6lRTljNlHtmoPwcdo1RbO2sEwfIjHGzf54xjVHKmuKeMVScQZcMAdepQS5Kbaq65/PnLuS5BVt0wPkz0uo/AVxlBuryNMYIFBIkDR9Rli9ZUhoa+yVYlWrXwQpY0EOgR8rbZhhj3Vr27gt4Biy70oKYByCc48B6eG/PSqcGDRkcQzlr1sywLYcOHA4TYbbqju3by9PngoAeySyQS41oZIlMkgVpbACBsz596mTeiWNkoI160iRlm57Vq4C6+lRp6inTpuaOnbE64iG2ufXqWU6fPJV0aWzEtKlxcthBDpb8YNw4N+8C3HTdgRnbnkWq3PmoST19+mQcPDtAz92p+dVAtPQ9+ZMpkm5+aIzboMEBzdgtv5dsC47oODCtEdCqYOl9NXlLlyxNUCCb4PsBRzaDLus6Nl9WXb3fK0DCRvau7RU74d6G2/7X2Bjbq3YVKPrko4/DOH306dby4M6dAOqr16uZtMC7zIO1wtbCCiiu3bgZYK/Bir3XcU0vAZoVy5YlDcpObNu+LXODx40fG9ttBjXZMw6J8+aAnYlg0bP+4Ps/iL1lJ8jh3LnzYivGjRtf5s2dG1bozr37KYkCBtmK6TNmJnhWh3j40KEEGmpbvb8Gsnd++W5q/2zmAhbZUAEXv3HgwIGABzW5MnZsrrNUapb+hHv3kjU51bkAgE0KoAOn1TVerYIsSxfYbmfPriNLABmg2B1iEIHNrmCevqtRJIN0lg28ce1mGTx4YMFyWeWLtdT/gHlWwmOaDplgn5VbmWyg6UxtKjYZu8nG+Z3uwnkoneBj2VXATXOZshgEz0svvpQyH5GIUhEATkMPn8Q+09c0+Zy/ENY9wL5P3+iwNLcAxXnxQ96d3fFeSvOAIpfiGfwZm4P1ZQct9JE1s+ERQDN3VYCKzNDQxTYKdNT7apZzH0p7ZIkEBgI+NosuuCONU0Ce91NbSwaxlvy70pLWJ20Z3aYBURbH74cDRpi1a811tgreji9h95UBuDPvS775FKCva0qPZzb54fnTjmSl2FAyQR69syBOHS47h13F0BuppqHQRBMz5tevXVumT50SsMrnCEI1Xhm36L7oMtvmjGULvQ+ZYv8GDxpSmk3N6dY9c/DZfrZSyd29ew9SPum8gV7vIEszbsL44CjBKP3zDt4TAcSnVDb2ekizMaNHJUD1fXPmzilXNOPW1BRTalatXFGuXr+R+c62CMomeaaXN73868ax+X1fKZj9N3/913Hau3btiVCjtzGr6t8mTpqU2hGpiSPHjkRwDPQ2G/DQgUNxAvMXzM9FugwCIUrKAdlbbIZp52pXzBnnAvABHhgeg5GBWelf6SfpQcO7GRgKpUaV4GtUwZ4tXLiwcJ7m0GrI0oCm1hV4qcBHVXNF4TScqFOZPn1GUlqUlZHC/GIz1fnNn78gUSrBVjOGtQyD+0XU8qjsadmTaFUklIL29rawXZihxsZ+SVeY70aRUyfa9jQpCfWJngkzLJ34G9/+jbJv376kJ6XosUyAnMht2bJlZfzYMVEerKEtPtICxo+dOXeuzJ49J/Vux44ei5EDlCwKuHz5SoyacSm2ogF8xn2YdenfRclAPKWq6ksfpR6Lw3RXuukBDMpI2RhMXaRJYSeNXJfvATqAc0DQ75KeMFlA9M+wUlyGxWe3tlfDxRld56re2LlrJPD3PouyA2pGIInAAy47Z9VSLOfsM0aOGJbn6+ioQDSmgDxwzKkP694td4shFZy0Pm4NqwLcYr45RMaAw/XcVWrHzMOaMAVAJqNPXmQhPBtno3Sjq9TG4gOsFTDFeWtewpL4J9lmyM0gnjh+bNK1voejBYK8B4MjDc6YGPXD8JJ7ZwzUGXuk7qmtDbtdm+fwvRwGmWVoq0DpSdhIKTQAqCvjATQBaYw1IAvc+Z4dO3aUn731iwR39Y2NMajOnN64F85jzqxZcS63799P8xMHK+0LPGIdsbtKaD7ftTPjjmwjWr50cRgFjgegpYsnjp0s23ZsD7g4d/5c+fSTraWxqV8yB54Joy8Nj1kjM81D7ROviXxykBwQYCLoC+sJHPbskeYJ4AYT5x4B2AQGz5+nuc0WoklTJqcGftz4cVWQ+vjJFwPwBa7sgKAES+4zBeDYk6oMp2fqJAVO2DUZjIDRq1diAys9akqTzKrVL0TWgXkNK5yUcgNOm9NVcmHChWwM5lVACOSoCQQeZbWwTJOnTC1jx1XzoNUDYtGx/m064jsnxJAhDpgt9fxWsapN/vCDD0ptbTXPWUAu+Dpz9nR551e/yiIHDaYP798re/buy0B5ICRLHR4+SuAD6ADygIeUqq1kap/ZQ2wtOTITW2ezKQdKFrA57s/EBw06yqXMbAWeZMYwSe740qUr5c3f+W46tZVTDRAIAf8NDUl1D02z56AMgQfc6Blni3k6eOhQWFZZM1lCdlHz4Nx5cxNAaqbat/9AmoMBEoG2iTeA8omTpwOUBHaeEUgQBDt7jBYQ4jyvXDUyEutYcraezX0LYkQl5qljz95971d5X5kA+qs7XpBO3rGYgBYASGbZEaDD7zeXumddXbFZyfxppUru7uLFyyF7ZKQ0cnWBYb9Dpykwb2GMZQ8+g89gn/kUwFowzV9gWPlkRAZGf+TwkWX8hPFhvLFsjJw7YVPHjBoT/8peCyqVkphUQI+UAfjvALz0H/SKT+Gb6+v7ZCoDW+0zvSM/4bnYZXZUXahSqjRET54cUHrzxq1MyDGDNwCus1/GnFf6ICgaN358sm3uBgB1NkogrCl2Ds5Qsy+giAAzhkyzM2bxtddeC2Dze9hmdaHPOp6lMdHs+4WLF2eToPvHLHu3efPmp55aY/DjticJtowsE8whTnw+HANjwBowh7tkf5RdTRg3PqUXSsHgFdiEnBqnyS6TYYE1hlrK/6MPP0zJ2vFjR7LIQSZNzbRelgQA9x9G3m3lw6DDQ8ZMsk0V4K2IGfrl+/lMOs/Xme9Oz2Alzwfc0ld+k59xRwIkCxDUrpuCwl4Oj/98XraklLRPav7vP3xY3n9vSzly7FjYbDaRLXjjm2/8/x/M/vCHP8xsUJElQfv9338zjRkOkXI4dBtLRgwbEYeTdYGdjtZICwfB+XLGBDfp7oePokyV4ncrz5+ab1oTIOJCMIQBGQqbO2rCqNm3vG379qynpTQMlnSaUVIiYDWs0o4MuLrYNFV0dGQ1I5bEZbtohldJAEM2esyoOE/v4Eu0xvlTTqNEgJvjx48G+GhkEzX6OU1WwChD6PPUnagbNN4GS8tQejeCwGBw4IyyEgMKJQKzb94YEs6bcO5raQkAwSpMmzolzwikALqvvbY5INoWId/PYFXPMrhseunFRFnSeqI/czGl081zZVREYafOnMnZqudjpAG+UqTZSyLZNFklTW4bWDVkXMpTHXFHh6UDOuV7F+kWzlxhPyOfmp4U6veuxgylWawuXaCMmbNJpDmkucycPi2G0+8SkVcG8HmaAaTugD53g51yHlhe50UhOQ0AADhMPfbzarRXfWNTjCcDiqlgsbvSKtiL6g5KjKV5nJghxgfjFfCambZVET15BujJgEDKM3hnP+N3AlUAiGAGiAOOAUbbwxgbX5qjAFNgHIMSGe5WIqNDhg2NXGC8lLwwMuTOPxlJQRxHxmH6ObWnAg6GSUDBkbsbzKkzxYww+p6X4eL4OToAhVcBvhlCwNXfGZFDrwRJHBMmRK2pNBiGnS6rGZ00cXKVDRg+PJ3/wDYQH1l+/LhcvngpNamAr+DB87kbumJQPycDNGEb9+87kKAKEwtcCWxtAdP9rgRFwrgBAAAgAElEQVRGgMMZKcl5+qyaIynodY50STMWne6oqcoI7J33NWhIc4Acp6HERb2olC+ZAkDcleDCBiV3KbOBEaL3giMrKT0vm2QRCJ1Xt5rzUxvZoaP5fNjFxn5N5cL5c7FPgnDBBhZbFzq74o7I2fSp0yLv6kIBb1t9sLx+p4CjOqvbuVeyZ34xBtX0Bg2Yj1ofl2VLlwWUmPfIZtAvqVHvo06WnKh7peecGXucZplOkCPF+srLL2fltU52uuPdZFPMDzYWjONjy83BXrJkcRo7lJsArdZy08F796ttapoFsTqcqxpSo43YDywrG3L46NFqgcSjR+kkl4GTpjSdRemF8hqAR0kY2WaLzpw1U/t0GTViREqKANPRY8b9F6BSVxfwT8YBNWl/shLm/Oat1Nxr8tKkBXwBzFnUc/lythp5fmAF26we0t+TUYt9dI47C5kUdlSDj2BLjfVTC1N6dA9AoWd0qKuZRjDiLNntK1evRHaSlWp/FpBW3W81uQOQFCjTP+VO6u3JJKA1f+6c6CIC47WvvV4+/uiT2Hp6qNHr408/SUMeYESWsasG2v8fP/5xwKGMFP+iK9+YRZks5yLwBL4Emi+++FKZOnlS50jK9rBuA/ubwqHOvzXBQ5Wiv5KmSbJOfvtmtXVdbA2walya86hKoXrmTvgm2UPyCMDLNAhmZZ+wiOyh+7QlzUIWJVfkhG0O+DWKso96XctH6gPKkWNsvTsmq/5ckKj7P82bT58ls2WBx9zZs1MaSC78jK+16zYUgZALAyCVgLCfn239tHzwwUfZMPfCCyvzezWfInlgAzO1BXIVOGxNrfvBAwcSIJj1KuhnE2CMvXv3xqcKSDWh0SOfAQyOGD4srKnn8fneVxM4FttMWI1i7BRMIsityuNqMutXjbUsjuxk/E3vusiuMzfHVgOwe2NnMPfYf2USZjojuPgOPgvQRt7QGePQTIvqwlBsNyALS/xXv/d7Ze3aNcmw8UHsIVnEbvMnK5Yvy/OyfYLaWTNmlJc2bcy0BmTel/H1lTKz/+v/9r9njAbB1UXpAIEa5QBjrWrE1PWsTWoCi0gAOFHGQLMHowGULF++LI4X+yhSZzCkokSGolDK60J9vwsiLA6YyM6ZOzdKBRzNnzc38/AwS76ACY1aItX33ns3QIsR4OQxyOfMf+vZKxfn+a1pM3dSipDAYTqHDx0WYOGCgS11TKlhqatNKobASacCKVg+AA/4ZuQ5YswWI2aDE6DDoFJe8+Kwxmq9GHOpap2W3s8wbZ+BjWGIdG6rO9LcID00b74FEbvyLOrCOBtpNOzMt3/jN9LsxsFIgZ49dyGfSwgB2C3vbUka5OrVy+WVV1+NQ/LuFE69LQZC1EvggVPGvwKmzxJJeq8pkyfl87Bd5s5KqQBGDFkXawEAdhWkQwCYO/c2aPDABDGcNtZW96maQcxi0laUJ7XSVd0pVsI5AoX+3BICLLB3zdpUaxc1XnVuqyFc5EYnuOCHwvuqAHIVSHAg7pfB9+fqS/1u7wbQ5j169owDIMvkQDmB73Gu/ok10lwGzBr03atHr6SsOdFJ460r7RHGAMDF5EnbAcqci/MaOXJ4Rj4JYM6ePhMgRQ7asvf8YeQWa+3MGHBfjD1WX72UZ9TU4Z/qq/wTgKUnwBpdJOdANvDMYPk9cSya756Z4VsN1NaROn2GEpx+pVbtru5vDK6NYFa1trYlUAU4Dh85VH7xi18QcSFPdEWJhnMBTjAiZAnrQD+XLVkSFhJTiF3WyKNxS9ZCeZK0GVD3i7ffSamRbAnDzzgDGhotbOUyaBzrq14S4yct6nzYBHeJifAeFy6eTzAJbIwaNSL/rt7Z+2KkBFKAmJowAIuxliFgDzR3ACXezegd984BY6TYESCf7noHQNvfz5gxM2UXVZNVVcOuJMk70cmG+r7pogf8r12/GaZGORamDrsOCLEdzk/6DyDxd6nP6949q1ylVOm/Lyt2rTx1n2an9uvXWG7fqkawkR31hOpjsUbXrl5OyQG5yHzqO7fLiuXLw1Abh8TGkBuAhb57Fu9rc5NaWPLhz+j/6rWrA7Y8w5Qpk9IJr4FOE6Ta+FdfeTmOmkM2N5yzHjXSzMw7CbqdtTNGbDg3DbnOkZz4/UeOHQ1TzSa+/tprYZxllXbv3hUGUYMv1haoAGz4iQp4V0QDm/nd3/5O5n73H9g/JQSCI+cG/JAHcq38wJpPHeT+kO4L4tw5IkBnuCUd1hhjej2b36FsgK3wfb3raoulJ4yC2lZkBBnjO4yj4/cw6mr1BdkAA6Ck1ERdtbtryrzVu5E/KeGWvS3F/GWlY5qljQsjiyYOmMUtg0augEJf7CUQtG79hpR/AS0TJk7MVkjA3BlrhE6NZb9+5euvv55yPUEPmyDQM5kEs44QYIvXbVhXjLYblBWntSktoQdKCWS7xo8dmzNUWgJo0gGlFAInPlCgFtBUW1fZF5m3Z1agXsgZq8U0+cFnswHsGDBrCoDzYleBQqBPaQ1yi7+UWfXv/QcMSD2p6T2yJJFfk0QaGoomKAsisJ+AGEbWVkv19hjsrds+S/ZLBmfbtm0JkI3pBPwE9O/88u2UoFimYO3tjZu3yzvvvJ3zplMIL5kUZQqzZs0OgF+2fHnKVIBJMonMymQQExk6G92VZMAFzgaGEIz07osEeZKMBxKPnfTe/gW+uJeZ0wOTedV85ss9yWzHr3ZXQ1uVK8oqmKfNtnt/YLmq/z0VHVP2xHY9fvwwGU0lGggGd+qZ3Q9Ar3ZXQEJ2jx47nmeuyI4e0VHrkv/2b/99dMGdW8zh3MmXpSdfxtdXCmaxq4yXg+WIK8ddV1a98EKcKlqaw6HIFEg0wXkYrbJp40vl7JlzSW1gQZYuXhxwoQ6GI/Y/igccB1B1DqLH+mE/hgxpDpCYv2BeUl+YkUmTJudCKTaGxoBuirR/376AAKklz6P+Y/asGWnKEuEx2Iya3wkAJBppay1DdR8PHFh6du+ZqGX06LFl8aLFaWZYuGhBMXOzefCgGDT1WfsOHEjnKOMIVEhrchSMJufsd2HHCICUBQdG+aUwMMiezfcDPGospXLHjB0XQIaNW7RwcaJz3ZHKN4ABz0oov/b6axGuQ0cO5fepVwKEGQXM8YJ589PkQejtRddspYGI8msAYUiq2pteSdUAUe6VkwOGNFAxeFLrDQ1NSTMEkNbWlSHNg8vsmTPTlOPPzNSVuvVz7hCoFVVznJyQP9P4R3uxy9gQ32Pm56MnjwLanBWlcR6Mk9pYP8eDYD4ppGdjFNVpAkuANLDBeYsefb7fba6mkWzOmJEhK7o41Xu6K+fk92IMDefP9praXnFE7kfNrHvjmNyNESVN/fuH9eQkOUhgReSvVtQzAU8YesBOwAY4X+8ckyRYA3bVNjKSZE/tps/BXDDmnIjnV/agM5czNyrJWTO+DI86Lc0HZIMRAuywzgIsjlsUn1KIVtMjnuYspGDV3wICNvCYTwqWtj1pjTGWpgOYHz54lKYewZkmAI1ojByD6TnVzL6/ZUuG/2MkPcuoEZx5rwBazIJyEcEBtrNlz56yes2aCjjW9i7jxo1JM6M7xCZ6XtuPsG1q17HBdNN5kkU66tk4FoaYkc/oqIx9a9cNmIHqVy9fjU3BSAMG3qV/U/8YbY02QBpnTPekHZWTAOvsjVT5EGBnyJB0SfsMWRUAn0MC3ATuxhwJAN2DdO3EiZMym9SIHqyfRRNKQLzboiVLy9y5cwPegSGA89TpU9ElzhagCEM8fHiYe8DJeT4wDunhg6T86ShwqzlDULhw/sJkK4Ab25kAQiBH0KweFliSptTA6L7YG88gNalG3r+bKgAsybwApWn8MbS+rb28sGpVNohxrhg77BA9MC2FvVeaxRm7J3KnQxvramwPvcWYGzUm5S2Ac7aYQcFl5L1nz7Jt2+cZNwS4YeqQE+ylhiJnTCfvP7iXM8T20iU64wyBIHXvgn0BF72VEhbgXrl6PWy8AEBqHrskFUyG2I+x48Zm4gvg4Z2tK2YrJk2amAUAAhu2O1usmpvDIDt3zbXOVTZGcKp8acnipWXwoP4p9cHqquvUTyAzyFZkMUB9nzC2V69cD9gkI/6e/uI9+IbUr3frXubOnVM2bdpYRo8dnQapAwf2hxjRt8DnOVf2012Y3HPwwKHSQxNkGPKbZeDAwZFtqW2+RGkdEAVsKG9SrqKPRKZOva0zsaXMXbJdygmUMbFVmHZBIpCpvE6miI2jk7Ev6kuVk4VY6BM7ylar3WXLgVu6BywJ9GSXNPV2TbVoNGO51WKi/llO4r7ZKoGQbAd/o5mafqqlf3BfgN8tddGmZGjMUrNvDTZM8OMf/zjBIJb7e//ke5ni8unWTwPsAEZZYXeoedkZms7Dzv/sZ28lI4Roe3Xz5violt17EqAKjqX2zZuFb7DRlc3V19Mj8oeAIUv8ApujDMvZn794MTbi3JkzKTWivz6PLg0aMCiyRNbIJNDIVvMVbL5ghA9ho/0930yH2Ehg2jmTeTaPHNGBe/fuZOJFrTnlmlB7dIttAZ7dBxmvJvhUm8iA4tb29rJp48aUBiF4yJm78r30VZmWZjRkhZ4DvUjIQDKliVfA7iyVsXwZX18pmP27v/u7OBgO/Td/89sBsSNHjSy797RklS3naumA6Eo3a8aVdHQUYzkYxNTknDwRJ8n4MVZSCgwWUOki63rZDV2xaP6ekg1rHlp+93d/t7Q9bQtzWjGEj6OMmjA4CQoBbFM8jUuA7to1qzNDThpOSloHr9QWYZCaMuMO++qCCK9UH7ZJ0xqHS7GScnz8KGv4KLMmCmkqDlEEhNlknAglgMW5VCnM+qQrEmnfvRvHSRE4ROkZjCNlxs4A1aJQzkGtGiBx9fKVsLjeVVoQs8eRcNAavAxn3r5jR0oDXnl5UxgW50WAn7S1BlBh7DwLgHv8+PHMpavqBYfFiEhLcqC+1LEBCww4obVViiOV/mXsRa8CFIykv5NqwGwpExDlCQQABs6Pg2QIgW7rC52tM8cEYvs4+K7SA78T6EyzRSeDiq3GjDLi0uCUXlTOMUqhSAtjkzUWAJ1+P4bLznZn6pzUOvoCgrHU7ocR4oAETKdOnsp7alQE/Dh5IAA7hWFRQ6kblwG2sc3nAliMDCaI8jMyDCZQbQoGUO2z6xsbEpBhef0u5yLgcvfqs86eOR2H++6v3s0K5mpzWDW+R2kCJnfChHEZBi/A0LClDlnDowBSh7Fz7dvAQCsXqVh1YAQAZJyAS8/u3DlQfyaQwBApfelTX6X2AFVMOTkZO3p0mIKPPvowOgnwYroNyZYZAJ6k5ejqCytfCCPMeblD9yMFC4z7XGedIFHNd9++AbqaXARXgOGbv/dmmCfTQXStY0HUbctKTJs2rZw/e64sXro07LnnxpgBfYCe309OBS4CM4baOZg1nPKLZ8/y3xcvXSp1lms0NQZQqFPHeHDYA/r1DyMKNNB56dZbN24ls9LQt290OrXW6iRLR1L5WDqyIFPgXI392bBufZpAACtrL9+0EvLixdRtkk26xCF885vfiszq3AdGfQEXft/Z82czhcQ5aAjzOWqF/VzzMAH2oDg4mQQlHgIYuou90hiJ0T52/GhKYapB+iZutEeWOdx9+/cVTaJnzpzKHWowxJaRZe9xzYQN8y8HD8lnYxQ12Al+pGA/3/l5fg6TKAiT7hawAQGYKXWzO3ftKsuXLkkKnX5Kh3LobAAmcJjRXbt2JyjH8ChnkEmyWVGgePHC+YoUefw4+gnsAgw2jKlhzZSJ+sYQJGoUa7qX0t72NI1WBveT0Qf37qd+l+/hl9hJQB5zvcfYsLNnyze/9c0APKCA3CqlAZYEPGzqgYMHw7D36tUjdyTFDrBjJWfNmZUZo1huesymnDpzOhkLAMQ78AXkU9kanZP6l83BnLLLbBp/ZEnPn/zJH+efbY+fZOSgmlmgZtr0GWXrJ58ka+d+2Bn9IeznZ9u3xU7TE3+uzGDq5MnxuS+sWpmSKQ2AgIvn8D1kKUy34OvK5ciMd1c6pXnJHalRjwxb7ML+Pu9IbTJCQtMZEoC91aB77vyFyINlB+yaoBDwotvIAwQHsmfK1GmpXWcTldZ4Fj6KHyXLgkgy4u/YeLXz7PPMmTNjb2UwBADPO57FnmD7yZrh/thawcC3v/3t+BTgkA0DvpWn8QOYc6Bt+bJlKS8CxJUEKbXj09jKXbt3p7GM75aVUkeskQ7YJoNY9paWPZEV/pnumvFOx5FysBAbKEA9duxIyqpsebx46WKYUQuSNr+yqax4YWWytcA7P+IHyY8gCGDGKLP1fCHZhWs8AxAPoLobX54v2YfOOcN379yKfrB7ZMfzCsx8hsww+alsZVV3vnbdupSSCWjYXKMu6QDSYPee3VkzrpBMtsx8YH1H5Nh5CtzYXMD2y/j6SsHsX/3oR6nXA8qgc12tLXv3hg0VfTLOJ0+dipLoaMW2iHZciuiBob108XIiB05ZwTwgS0gZVgaw+jI/rcThm3xgADJh71NbW27dkRLvXk6eOBVGyyV21e4ADRgLl6mWinCI8nX1YkxMMvCLGVHRBkcjzQYMYSFE8Z6HExbtcmb+HtP8NBEyB1ENPiZkfXvXJgqjdJQjUZVFD0okOkqcnp/XLCbSBZI5IwCBUAAcQ5qH5pV11IrCli5dWhbOX1C2vP9+DKjuwta2x2Vo87DSt6427zZx0sRMlXDejIhUL1BqPBnHy5hgMQyBBtrcjXck3ASb01qyeFE5dkLJwu28r4eIc7OFJQP7H0dRARfzUaXq1Af7vOFDmwM2MT2UjHMHyHpgd+t65xxEkoIbZwIwYNuxK1gO6UfRNUcLvKnHZVyBQdGwEpUA6tTkAhKVfFB+P+P7GODu/2UCVYwtJsj9p/5UzazygMbGMO0MHYbbswJdwIvvx8I4M0ZFfTFD4W4YdLWJ/lwQ5XnIk8aDgf0HxCkBRVgjZ+hn8swYs6bG1PiRJcYOY2YtIJkzEaQain2nHDp0OEadbNMBZ0OO1GYO7Nc/bAdWMgxBpxMAQhg/8idAc27SZ56VvGpQUjbjniET+uGf5BDTztjrrHU26rsBD2epWQmQ1yFsS4+g0NlhKI8ePZJnUWMp0AAegOCr168nuBIEAMRG6mCVG5qaouMcvLMgpz6XTgkyBTLmoDYPGpStddXaxd45S+9jjbT6tMb6aswRp0GGsD/enU5zsg7WFsGGJnve6wNsyLEAiKMCHDhLjtUcVPIHYHoeOkOXBcCe3QIDZUrSvVYkHzp0oAwbYZd8fUqCNGl4T3KtDlJwgVEEdNwZnbZ4wRpQgAigkk0ZM3psWTB/Qdmze1dq6qSyOWFOgk2sb+gbsKpLm/3yjoIGekaWe/boVfbu2xcbMVjWqFdVxuXZOSwLItw/PQUwMWEYMrKFFSSAW97/MJu2zKI1mtK5KHdSe+1OBDcCDGdKB8gzuy2VToaxk5/v+Dx6MHjgkLJ2zaqAabXPOz/fGUbNs7IfAmINqUcOHy1bt20rFy5ezsB+U2bolm1dWEN2mHyYEOJn1q5ZF8ZRyhQgQjJ4d0BWAKOe1R2aCIFB964YNMPlfR+9Rmq8+sorYcNsvFOqYukMgsW9+n7BmAyVznmNa36n0iZkCGBDLyyhSANmTbfUgPIHdIQf8/d0bP36tWlAwiACDOyCwfj8GsBm7avzQW74IsP8Fn38l3/xl1kUYVydkXM2loUQefCgGBdGZjXpOifgyf2QWXXmd27fyVZKAQASRjMxRpNNJ5v0w2dIZcuSYLjJoucYMmhgSsv8vbIPMisYB174ciwdNhFgPXz4SMpJMKbkDChc6PPv3otMCbjYWfZJXTddUJNJtgSVgKrGPeel7hpYYrvppWezYhqgsnxAyv2h8qn0QlTZSs+NMGCHjePCNo4aMybngDxArgjMldGwr59u3Zq6aIGCUgblIPweXwGrkGlNkep7gWcBm3I2/kkJBYAtgMOO8k3e15lhKfkrwcS40aPz80Cd32NihXdAhCC+2BArkJctWxq7+bXXX0+QqAcEeysr4+yrPolqgxpfK5Bkv8gR2fc9bDHdJU/sC130T0ShJjL34K6dz9Chw7N1UQ03f8SfIU7IG1tIrwOGa2oy+xxRpGlZM6Hn93Pbt21P453MjmxT1aj3MDLhc5SJAfAIwNe/9rXI9K/7/32lYPbf/+3fxgFw3LrlMV4Ymd/7vTeTnlPvhvanEChqrIE0xPFjR9OU4WApHDbTxYjUXBgWT0SRC8zKxO4ZWPzCqtUxNiJXUZ9RLzZ5XbpijMejpNfTRXrzRhQpHbaTJpV/+v3vRwilG1zonj0tWXMnTSftwokAmAbIMxSco8hTlOqZCBNBpnwUr+1pe2nZszuKL8IFWhYtXlQ+/vjTMmnCxDCNhIzhp+AaVqS6nZN0t7PSgABscFiMiLqe8RMmBdwaUC3ykbpjoOy5JlwHDh2Mgz2wb3+K9wn9tBnTyqULF6qSg/b2NBKolxMth1VkIBoaY2DU4yywG/3wkdTfmmnne4AU9acHWvaVG7duBNQBPECVdwdkRIPOQCoKu5ARUw8f5Mw9o3NiyKSwTp89k5EpBqpLtY0eNTKpFErFQAGOjJsO1tNnz0UhoOFBQwYFFGMvu5ym7+8Cre4Ee6DByO9ipIAvlwIcG8PC+JAfxkIEiU3mWDh3rLeI3ed7b7V+0ticjqibQnOoPpvDOnHyVICjM/DnSgewgRgI4LCxvjHrO6XQrly+GpaKQgNwvg84toIWIHHXHLwRQy+99FJYtPe2vF+OnzyVPff79++LLum09vs8G0PmcyzewL5qLJFSbG9/lkJ+AIasAlAMtXc8afGAVcMJkO4FUABdQApDx/DTNUaOjLkHDChH84XM1tREP4Ed9aWMGx1duGhhuXmrqoFkbA/u359onl4Yx6dcIsCiviHssPMMg/PocVgo5SDduvWIo3On3brbhjWinDx+IvWJwLiRL5wptk9a1RmYmwzMYkyNyyKbUnO7du7KpA5AJzL67Fl541tvBIjRSYAAY+k8ZTg4eM7C7wTWBU4GswPxDPyFC5fCiHDAdF+aVb2l3wXI6uBvauoflgJb4hmUKvgSTLywckXOSabCZ7J9bMrDR4+zUQgI9N4/f/vnaSJ1/kqMgE3NIzY+abQTxNtGJBDkfMmdzAcwzLGQX7OV6STmRtYIU832UQa174C6emxOGGD/4MMPAviAIZkeQEVgFf1vUjoklX4jTWueyztbdWzyCFuMHTcmynsbnI9RMhFl2rSpmXahA3/58hXlk62fFl3i5gSTKVNtlDyxD3v37sscYKUu7obdBSbZUMBB9uTJk7byjTfeyH9jb9lJYA74US4FgAJJMlJk3lk5w3/4yU8i++4TkGUbdbc7N9k3G7IAQDKwa/eesmfXrtw7G3jz1u0yfsLE8u67v4p+yFJo3hPss9XAE4At+HNGskBYcAFGdOvJ49gl9+EuEQeZEnPPVrkneUaBgtIxTUWYO74AiCJniAQA6edvv13Gjx2XpiYyhUHUnKpGGiEhaPKlz+CHP/znkTUgXo3x/oMHyuJFi8rsmbNy3phYwQ4frCmKDxF4spv0yZgooFczMBuKMOjoeB47KLVsSga91h9hba3adnZX8yFbAoiRa0wePRGAOne6iS20oABLfPnCxbDQdNc9YmCRGt7ffQCKyr4QFDIMZBtTL4tCpv2MbK1mMsGzQG3osObUv5NR5ST8D9bV7GC2SumPjAc5ly204cos7l27d3V+bvc8I1aa30+G03IbU3YyheVB7Cp7JmuIRcdGCcAx+5aHAM9KVATjS5YsDY5ZvXpNgjP9MVu3fpbgcPGSJSn3ENBZYGOxAht05Oix+CmyjGzANlfnUY3zA4j5Lb7Ie7KjgghA+/f/4A+yKArZAYSTVefj3fVV8J9P2tpLY33flPr4HllMdoQf83kyV/2b+qWfSADKnh8+ciR2VkaIvsnYpOm2dzWxhO9tbW0v54xwe/q8aIbj4zZu3Bi5/HX/v68UzP7N3/xNIlQgBrrnLCmzbWCYL0CBYb1x/VqEigEirIRX5ON7RQxSCQ6NkhAojoAQiX59fe2112PgMLmnTp5MWoAhoJQaoAABRkZ6jUJafmAPsggNdX7jxq1EcpyJZ6Ys4yZMyOo5AoJJ1UHMYPh+LITnMqfS7wuIygaYqlkJMFVjBCwRQB2eBG7KpInl008/yTtzEhhrzwJkfPCRFYnVjFwgW2ROUDGzZtNZXXvr+vU4rDnz5uS8ACybSCg8mh+4nDZ5ct4fu+xn1fEBMBpRjPvRYCclwVkTXIbacG9F+lJRDKmZitIYmEln+tOf/rTs3rk7Y0U4CE0m2CDA2zM6I/XO6isBWQBTICCVwkhRDo4J0GeQGD5jzUTdgoxHj7EVxrNUtXMcAEPJCPl3jsLZOCfLMyIXUi82bdXVxhljeUXmPo+sqDdieAge4OpzsQOcCLAGNPDW3gEwVX+ra1+tk8/CxgOD1TuqFWxLcxRH7u+VwWAMGR4GQiCAaapAcV2YLL/fBigsgWDEf/udWBTRtneR6sGEdAEbc0E5EpmEs+fPxdAC4n4OWwpU+R4O2tkrl/CMZNDdMSJkPzrXoc53QGqIMYYPHpmj+LBy9OZ5ykoYJ1fbq4wYOTzbZnTCuk9Ono4KUGzlwaJiAqTgOS3v7fOwQc7DVAkOiryHdTGHcfjw3MecObMTKABSzp7sY7/on/Qt3egy1GrHlVVwVNh7gRQAb/rHBTvK790t8+bMKdOnzyyXLl6KI+H8MAAyO84Tg4IFUedosgamklOQbbGVC3Nd6V1d6VvfJyU8DDcmTfAsSwNMHT58OGwcx4rte/BArVpD5I0cCZi7C6wb+yUY9jvJhzQtXVT6AzQ6R0Gyxi7gwepZd+S5OUpgiv5NGDchTpo8arKSyuRssZTuaqdids8AACAASURBVOvWraVJ82dNt6ydFZSxqxwPuccYY4ScnTXBAmXnRQnYS78Po+t7BcL0YsG8uZkQ0bOnoetVVgkLRh8AuXHjJ5S+fXunlIWtVYrkDjkpIFNwyFZx0Gw2cO+fgLd3/O//u38ZIK+x64XVq8o7b7+TMhGyJDiSCkdwIBAAHnIl0FP2IAjjnP1P0Kl+lo45T/Zu+/ZtZdu2HQHAQO/TtrakldX7swvSm5739dc2x6bZfKgEraZ7t9hEcnj44IHOtbJ3Sq8ePSL3ap7XbVifla8mRixetKSMHjkyDVOfbv0stk4QaYQe2+b9LdJg74BCIwMBV8GA4JAt0idgGQWyRslZW+fSDSDN4H5zyMleln1gIq9ejb1it/bu35/3kI1buXJ5+WzbjgQCM2fOCmNJD4ySpF/8kXXSABod+MXbb6cuOmUPM2bmbq5cvRbAza5ipGX8BJb8KbtnkoKgHsBB8AiIBbep862tjd4DbOyEee/8ocY2Omwutrp4fQsnT55I3Tu/SYcw7YCnex8/cWLkX2AHF1Tyo2ywNssrzLUWRLMNsjqCHUHTgX37UlbC3plTbKsemWkkR6Vbei2U2SjpE6T5/XCF3yMYUm4liKML/gzonj1rdnnnF2+HxaYrMkv6M/g6wYZgWGAqOFEzjyTxrvSArMICAK1em/Xr18fXUEyBKlKHX2SD3LN3Xbd2bWa2O1PNggsXL4o+nTpxIrqNRe/ZTQ+F3oDrsTN01Rd7KbCjD+7aCMxBzUNCapgwhNlWewwnqflGMrA5/pze8/twDpuvNEQAJhtG38kkfRfUsGN6INhprLxss+APcSPw4je8t3prARM/wcbxc6NHjs58araRj9q0aVOe/df9/75SMPujH/0PqV2SGtA5rOFq3vwFSdkAjEZYqXMCYqTvRDYuz8ECQ+prKBrnLaWHJeI4fTFq/ifaAyQYD8ALUECFA1UUKk1o9x+G5pcakSribF1EGLsAol5hEThmM+k0bmEUpJEmTpgUx4TJYpQYaoOK1fgZGgyo+H7NapQ0KYT6+tTfqiGj3DqKASyGTD2rkWMXL19K+nXAQF245yNwmApAkECoCQXeAVX/rVN6yrRpZcLESRkyzzhYmcioi9AA1kULF5SZs2eXVzZuDHC3/tGfYw8mTZpU5s2fG+PqzAkoxkYnqA0eoqo1a9emGY5QMoRmDGJfAEvA0LsxGG3trQG6nKZnxCyq89I4pJELoFMi4Y6vXLtejhw9nPMGNrtSpWasAmIMimYipYYVE6MEoT0sl7SX+2cAOPiwu0/bc0YCHgrLOXP0DJ85kIIWzgXAdC9dsuKfFJEBZoh87oxZs+IAOGbGkeKpJxUsYed8j/vWwdzNutO+gHI11J7i+1xKn7SQoeD+98x4tudhNYAiTht76XNjGB8/jpH1WQ1NDQHxztd96sKX3nL+auQwwmrAnTFwJXWL9p0zZ25mZQJ6wEgYcatzewLxD2PAAH2MC4dEXhlvn09nlD/4DGDDfWHHnTkZ9wW4pxTnwYMya9aMsNp3O5vcNLP5PmcIZIv4natObxkWeoVBdW5dZyq1aTmDAKmqTdbI8CBO0++Q6vPs6qnVnDsP23yyUenp0xhPz2xMFmf0m9/5raQCjZqixDrLgXZpWkbbM3hPnx9W4/nznCfgkGZTFgfYvHqlajyUJdGoMGF8WBWBDmAbB5Ld5R2ZLtIFvAWX2Iyr16pRS9576rSpkfmwTx3VWD31t+qtBVEYT4wWBhALxEGb9DFyxKj8vS5xJQRbt36armTgA5BV4yvFTc457UOHj6TGT/ock+duMch0DrAwWQHAleoTuGLQBEDuwPkC1zqyBQcAmfINQYC1tN4LUAQA6SanrzbUNBTAzD8xxMBn7961uXub2QSpHCIAyaZ88unWMnToyPLzt/4h59vS0hKbbCTUJ59tK9a/0nWgDuCU3v+//5//N7JXpchryry585K+BoQ0+HgWI6AwcZynaQjqc9esW1NsBASu2GSd6DNmzihbP92aNKdV0FLgurQBNOTGjs93pPQHky37AZRivG1lMu9TY/KBfXuzOlRATy4MhPb5d+7cKp98sjUNNcAVEG0qAlBz5869BA1spXXeSmBknRwQn2O6wJPHbWXl8mUBhpqP2UQgEvASZNHZBMp8QfdusatAE6YOsz5typTYw1kzZia4CkPfq1dqrpWEeCaMvXKAs2fOJGgfMWpk+eM/+uOw7QE8Pqu76RnXc9fAsGCajSJTdAjRcP36zTBy/K8MAxvPP5ErgLWrMdkdmRDEhmErERB8LaaPLwdipd+RQgmqbt/O4gkyRm759JT41dbme2Wr6pUbmRt+Q4byQUZhKYORUWR/yAm98/Pso8yH7yVTQCdSDAAVJJoqQ8m+9vrXMs6Ov+JPTBKhLHw+eyhQp0uasOgBvXUmbC9bItjAnMtSsBFKDth3oJD9MD3GciI9J4I8PlRd6X/8j/9X5M4KbPZdP4HJA0oij504XpYsXhz7xY//p//0d8E7ygSU0PzsrbdiG8mZZ0BSsEPeEfZg6/g+oJYMysgIUPh7587/I4XYEyVWgL0SNVNB6B2f5W6t+V6ydEnu4fTZ0/GFPscIPUFMsNKzpwnKFi1enGeZOmVabDO7xM5h/TWkT5w4oWiAp1/ewaSUL+PrKwWz//bf/s9RPAyC7nxpCwBBFxzgRkmMXyGIBBbTQVD6d25EIVSK9jlMna/qPiZNnJT5e48fWgs3LIOY/az5k9IGnPmFc+dD0Q8YMCj1uYCpyyOs9+5owLrzRZ1oe2trmTK5StEBJ2rYOPOf//wXoeM9C8WgoGpkRdq69X02h+19CBRFBboIFOOu+N3vY3R1nktFAZGehfO9fOliOlJt7OGE5s6bVy6eP5+mN0wux83hdqWwzeMDoES7PgOwV4SfxrLuPcqSxUvy98NHjCyjxo4uI4YNT+kGgyX6/PO/+IuwuM79nbffzlDnRKqNjel89c4TJ4wrBw8eSkQqQOCY1ZXt3L0rSg30AZRSDkmjm9XaLr1edd+LAhWyjxszphqTVFMFKZwoJeSQKrDZHlbHvEiKJGWOVZLypDjSjgwksIJZ4owZFufsf1LygAajGsfxzAgmc2R7BcgZdyLw6Gk+sPWL6mUTvFTrBDGZ1twGbEnFNki9tAac+X0MtS/Po2xCI6LxVt5Z1yanKWBimJ2HaRZqoMwyZeSAsVEjR0UOsKE9u3ePcT595nS5eOFiwC/H4BsYAYGK4MbPYj0t+bCRRgoVwwe4LF2yKB3kWJPUkaUWtHcGst++ey/BGCAt7ejsOBV6h1UVFAABWEuAj3FmrJNWslayQxlGe+5GEEWmyS4DyGB3TZrQKKEmTg0Yhpc8MGQyDJ7VuZlz/PDRk4AgTVmMJzl2Jgw/ZqBXr7qAZfrImefvWtsDcNTPMswMsAfTLV/dc0fSourKqpFrfbOZS3MNI635SV0nxx/m/NLFyA32XEqSTuqcF+BiuAVwbI36yRs3r1eAJZ+ohrwtwaUz43AZfc7W/V+5dCnAH3uBoZHC09REJ8gu7cdsOnvMJlZL8+gVTaKXLsVutD5+nEYzAU1tbTW6D5gRvNfV9Snz589N8MHuCcwAKlvOgC5ngcFkezg0tgUwFayU58/K5CmTAyjdIabQ2acusLVimCZNmpJzkCokb7Iysk0tLftivzA+1hYL3Ixgcp6ei056HiRBF3tnTa6mNp9Pr69fq1LSQM2f/dd/XCZPm1o++OCD8s4vfxnA4Znee/e9YmOXyRWNDX0jt0pA9irtEmjV9coweHbBPQIrgCpHT/edJTJgxYoVsZnV/E31oifTsIXR1GEuNSowAmCr2eF1sd102fpb45PoMfvijNasXp0zJN9S096ZjmjINVnFOC5zko10UgsIFAMtZAhgZr8Ese4H8MeKk/PZGmL69E0go+zCuZIj4BFho1dCRkgJHubLEgv27ll7lfIdMmRQ2D338P3vfa+8+OKLAaHS+QcPH8779bOMpL+lNjUB8sCNRkm6i91esGBh/A4/S1/ZLOQBUNeVXZo+fVp0jswrk1BrDSyxGQCsjA876d3YWfdCnn2/UheyLCDjA5JdOXs2gfj6dWvjR+QYZd/0E5Ajs53dJ+DsfQHSMNNHj8Wms69s6Oc7dwUgAsfXb9wMOz/KZr3mIcnM8I/eX2mKTNGggYO/qF8VQHguz09XXlixIvaLbaRD8AYiSRZAbTp54x/NEFZyRtZklfhwMuI8lT2REQ3Y69avz12y/cArX4whV5aBwIBF2Eqf/c/+2Z8lG+KdZCGw4nTw3NnzX/R0eFb1xEYb+h5+jHwLEgFmPpkOeRZYg6/iX6S4nKH3UsIGMAvGyZvnMkmDAWR/YR+BteAWU6t57g//8A/LyBHDIxtKVgR0bMeIEcMiU0qOlDvKxKxcsTIyoOkXScdfKSnin529AAE24YcQHuQEgfdlfH2lYPbf/bv/JYDBgGFUu5cUjaq9eOWVV8JaAl9HDx9KZMpJO2BRDhAp0iKILiSr5h6q06n2iduZzUFwAgAVBaGoHDMHOnK4wdpVpE1IFPFz1IsXLQwowPpwmubQ1vauTToeC6GxK1/qIrHA0jaTJsVwuRiRr4sS8WHvpKqwI9goBodQSTNKw3PylM1n6VbFHt24eSsjcCi2yM3+9pnTp6fWCLuhYB8D0lUHhJWlQNIYUsUUuam+MZ3mIjtpPVt3Xt60MYokjUZh1Asq4uaEXnrxxRgeJQmElLEz7oazNbjZ5h81MAA3pkaZhO1gol+zCVe/sCpdpgApxemqGaZc3ttoI3/m7oBuaQznsGv3rhhT7+7ssJgMpNTq+DFjOtnKR2GtOeeaGnMzb+XngR4BBCVmWNwhhQLkOWFRN0fAIBqjIlDCRj1ufZzO87CvRsGI1jvZOoDduTOUnI4pAByV58GCAFacYc/aXolqY/gz5qtavcsAkUUGXac7ho1z8sWA2e7iL6XdzMtV4uGMlJtgPx5rGurXL8ad85OFYJy8i/OXRl2zZnXkw1xN8uP3cvoma6jJtNWGPDhHcgmoAMT+1zx4cAABI2eEmHpJNaSMMADgfbCxnktKNs/buepZvZnnYdCdMQNNLqVmgXrPaTsTGVCyQh4xHn43lrKmRv139xhKKVlaaAIH+Vf3xyCrzVYuwTgyuKJ2dwao0Re/iw2QxfB5wDG58kyMt+DK9I2r16+UMWPGlrd++tPIKUOKdfaZGF/nxOD3Hzggv5d8qJfmeG0W65fteoOSGTp69HDORkNTxZw/CSghj5yrMwLsMTf+W8Mq52BqSJX+HhB5BBrIl8+18Yu8d727n+NMPBtWRGD+xhvfSLqbzmCPOU7vqVwDezt12rTU1xnXpuxEDSaQSK6NQsLK+36/12cB6+wVQK1GXorU5wBKWHfyJwhQl3f58qWcMTssvYu1BGqAG87o4uUrCVA5KvdE39wNwCOgxwoCTxjA1S+sLDdu3kmpBHZdCtIA9e9+93fKJx9/mlIAtgDDNX7c2GR7VqxcEUA0d868gGA1+l0d5ZysYExGCuBjU/3PHbS07M0cWQyydO6+fS15LwP2gWn1jezd4cOHMt6MQ8feCgiVagBpgkGByZRpU5LS91xsC4DuzwUoagr9uSCOnsmAsUOCX5kszNSRw4dCfGAHOXOfQe98kUeZQlMD3CuAjrWFKWQ43Iv0vWUfDQ39sx0L0aHGVGaI/rF1fpHfKPVuVOWf/jd/mkBUQI0gQKB4bmPW1KuzxbI5xvEdPXosdke2U622Rj+NqAAoxkw5iqwIu8HWOm+ZQzKL0XNnalvZDTLd2KjBsJpYA5gCxkAtmyI4lJXELPMXgoE7t+5kjKKUP/vKrgOKGlo9ExvpPWXe6AAbD2wJkGQJnbFAQ9bA33tXGajK71rk0id/P2DQoASSfKCZ7zIP7KPAAJPNnghoqh6DXin1Md3AXGANz+yPBk4AlpwpI4IbZHmVJXo3+oulFLACpmw8PdT8ara1LOOsmbOzSMa83fUbNpRhQ4cEhGuakt1kf4zjkjnIpKan7blD53z0mB6Za/k79cdKPthAd0OuZCIw6QGzD801rzJfsht8oICYP5N5EvB6Z3YG6yo7yM/J6Lhbv9c/MdNm6A4bOTLyYI69rLbJCzANeyI4cPcmzjh7d+tZjA4cM2pUGTxkaLl46UL8Id8lsyH46acUqoesqACgR4LxKMav+f99pWD2448/CuCbNXtWpgpwSOrQ3vj6N0I9W7Onvo0BFK2jxEW3jA7WlkFwsMCpf7oEAoaVxWZxzGH0nj2NY8GWYHZssnr11VeSapHmED2LUqQIOAFRsBo4kZtnMbtWHSllA2gU+0+aPDlRkYYDYETKhoEj7GrjdJAPGTQgDvzcmXOp//N95sgxgthc23mwZWrlGCBAyCYtsw2t46PIr7/2elicC+cvpkmFIRcxpl4z4KMq/MbgKmtwDhwLVnXLli1ROiUYi5csChtRbda5mi0vnO6bb76ZETKffba9DB85ImB9xYrlETCOWactdpzxPLj/YDH5gEEFau0mB6w1Dryy+dXy9ju/DLh/2BkdEtaa7lUdJCM6edLElIMMHjigvP3Ld2KENYgYH6QuiWN4YnpAt5o4KgAOg+pn1Q819avGGFEA58Y4u1OF5NhqUawSAAEFYIPh4KgpHI3yf+7I+YhAnZWB+gIgwDgg+8H9bBgCwJW+MKIAE+NaNch4xY6KsdDQlQL7x1Vt942bMapAQVJmNn1hka04vn49YAZws7zCdAHOQVBlwPb9exUQAWYFaxwV5wWQMJZqVF9++eVy+uSJsv3znQEjs6ZPC9AQDEmFcTKapDh8mQHG1btiNeiKEVFVA09bDCb2F/hMk+H1GzkbRk8XrczBF1ti+vROOpAzcU5kUEcvhosMq/XDIpBtYGnlsmUJyhh0BtdzkH2Aw72YJKCRg14ziJovgCu1XrYVYbwwqY1968OUdqWA6QmAGOd142aMsk0y2Co6yyFjIuiu3/+rd9/NmXSlBjkBdweUASizZ81J97JSHwBO45AAlmNTxmD8HCfTb4Bd84PyeZj41Jrdvxf7gL0GGNwTAI9FVD4kdWaEIKAPTGI01fS6J59NrjlA5y/gEvj6WUyNhQy65gEtXdhhUDMYvS46Arh4l5Y9Lfk9GB/d1tKHAIgSEPfgngBNMu+zAIpbt28moM95P6waF42zEuC6H7bJnQF8HKln9xx1ffuEsZWeVu9/8fLlMm7s6MgR0CJAkRljG7wjfcyUEUHVxAkJvuklAApsarw9ffpUHLX7lpmzhVFgSdd8z9hx41Lva3kE8NBQ3yfsoEAB0KH7WDMjukxecXb9+g8qY8eMSl2jDmrD8fkL744hNxWAbnUFZuqmnTHAQf815HDMtpwBKmw5AOvzMJbKaMgyUMAuzJs7P5mDCxcvlO07Pi8ffPhhsakNSFNPC7jRm6dtFTB0tuyRbM3lq1cyqtCKV/IKIdA58o6cERxroBI48XsALV313rGtHdaBPspCg3/1o3+VJlJBhLFpZN7oNI13fKpNj8op2Dp3o9ES+PaM3/1H340ekj86LFOhYVLZCxsp2wg4kiEyInND3vlrDctY8sdP2sqzZ+3ZSMie9+7TN8+mzlow7vcgeRAldEitqiAD+L93905Avd/tf+6/o9NmKyVQjoEgkOGT6egarSeQ81nAKJ+B4PLzgPczGbRePaMHsp3IKoEum2sij0A+itBhPJ6Z2r3SiNYVkAtuzGCmm9nyZ6KMNcTqbNvbkrnkV9k44JuMsU/km32DBy5d0WzZWE6fOl2WLl2WZSHKLWQSlIUAyX4OQ6u80Wcrw8ndClTi3636rc97GWuJvEIKrF69OjW2qe19WGXVlLORB2CWnHo+ZIcgUgaJ7WN3NK1X+OFZRiLyhWSLjrmLYc3DYkdf3PBigiD69uDR45TL8NEyGp4xTLpsmsVOTY0pCRKo88HW2gqunQefh6wcNmJ4zpTsWPrEdvp364a/jK+vFMz+/d//fYbjMyw69hndlza8GDbl0KGDqVmTajG0+pNPPs37imQpNmPC2KnfUm7A4Yt8KRhQy8BSCKleIAYA4uBHDB1WxowdnVW2BBvQ6BpBJeUj1UhQKLCufop0+NDhgBqMEWDLcB09dDj1ZpivR48eRGiACE6CIVbHpcCZogFBnkPU799FiOqJAGcRzuJFCwKSTVdgMFcsWx7jghnFVm95f0tKAKzylCbAElJMQMWyCB2/jDoDaAsa8OAL0LTyzllgaSkSIy0tItLzjnZpY1eahwwuU6ZOjjM7fOhI0chg64cvxvza5SsVGzR4cLbNfPLxJ5k8wElTgo8++DCGYsy4cRWg7ZzDyjFQXo6EApjd2Kbrs3NWbFtba+YgZl7pc6UANnl1S+odEK3YpIoNJPgG9FMWaSDgDXtNqThRZyAiJ0ccky+OA0ADWAQQZANY4NCAeYZCulzgM3jw0DJ18pQ0BpEZd5HueSza82f5HAENkCyq5XgxhMAG1q3DjD+TEMxR7KxL8wzkjpOQLk+tltm9req2NUD1zvcD50ojfI5Ut9ISMq1ERoOBnxPkXLh0ucybOzsp3pa9+8Nsc+KapYA8ciZFuGLZsqShnAXWjfz7nzuoOtE1aOmat5HOQPOeOS+NDflzm+pquiV1b/oGB65phFMwZxPI51yMbArgelTVn8mEmB169MiRgD1AzxmTIYEgNi+pRzOOrXa2+KGHbXXVPeqiNjMUyGV4AZ0q6LAso1vOSHCDiTRHUoBkVqaGTc2iYQofPQrIwlj5b+OhdExLPfYbUGUJBI/q18w0VrttA5DmPo6FTfE/Z96rrlee2YQQuiRQwYYA/AKU6ry7fTH/F2vX1q5BoqmyQZrwjOI5dTqBRGurwfAYnVuxGXSTzaIH7oGzWLRoSdmwYUPuSV06HZLNoUeaMKUx2TrBvbs/cfxYAhh2R0MJ8ORMZRiAcIyyO6E3mgrphLrq5cuXBlicPH26NDcPDWN1+PDBpA4FHeakauBwT2ryAN28+5MnAbsPHjxK6UaPnjaRVfMr1cORY0BI0xLZE1w0Dx0Se65OXe0+/Vcq4t5XrlieOscuBhO4AMo4RoEHmbJggazKXJmv6r7VqSv/kS1hSMm3VDH2+JtvfDPrdMncFBMRGhqofILzqnaykkcpTmVJVe15axp45s6fF7kDsDHN/n7D+g0hLzQQA01qaAEG9+Iz2NW9e1sC+CqwLSAfmhF6/EUWnihaTcUyq1/C+tFxsgx88h09etXm54zdc4/KNgSOAj/+AzhIpgizVVPKxpdeLP/6r/9Nut8PHT6UumzBBP/SPLg52Rwsa9WDci+jlDD7ft+o0aOKaR3AK4aO/O3evacgkZAHAiFAhT3gt/yPnfNsVrKSESP8yEUyOg8fhQlk28x2l+lUfuGOjXrknwAnkyoAWTIAhAr8P9+5s5gxoVlSwy+goxdB+ZfncGIZSZkUejW6rvVxa+RrxKgRpV//AeXOrVtV+VSP7gF/WFABlYYneg0Qp5TiWdW7QL7YFzbSBzQ1NFXZI42lmp6aGnN+2FPZESUHiJpMPmpoiGy6i+hbFn4MCPNrAxd5UzbHdsnm8rXtz6oyE0EEBpN/ISP379wp/+d/+A9pkuM3gGF/z+YiN4BRUwDYEHcrk3rk6NFkCiqdH5jgF/FEJ5R1DBg0IO/O1tIbttP5Y65lAtgA4NbmO/qZaSD6SLpV5XICqMWLF8WOCWrPXbiQci33T9/ofPxzu7Gj1SpjwYPfu337jlKj/KxP3/h9fppN93nuWnmEn0WQkRVrz7+Mr68UzP7kP//nCpT16BaFxSYYncIZoL4pisjXYXRgXW/fiqOnTEblSAXMmjMnAI5TVBNEACiWKMqlMpiiK6CBwdUxu3fv/lD4DD8wImoRoY8aUbELn237LGB53ry5Zd++/WFkNU2IMo2OAqKNuWIcsVM6zwEc82hdLAcqqsaCATpofZe7dNmSCJNOZOUJQOCFSxfjcNT2ceAEnOBwIC6cIu/buy8RNaOu7MB7HD9+rPyj3/7tsmH9+vyctL+fVVIBgGOsDuw/kHTVpk0vl9mzZgVoKSXwu7FPvjAFS5cuCcDAwngmQ79NZwCKsT4AOSD15pv/uHhO0S9HijmmBNLIWCHgmtEx95RS6M40VxSQpFR+zpd0iG5JjlZNDgYEq6qOiFMnB4AiZhKocIcAqXpDzJu7djYYqFFjRicy5rgpLSDJuA4Y2C+OVmqDo1IighEWyVIohpZRUfYg0p87e1buTP2wFb4YMzLkcykoGQRkzYsM21bXu/Tq2T21c6ykGinpQWDW9hROChMlaFAnxjiQQ8EYMFPVXdXFIWC7gCMgxbxS4KapsT4/c+nihTyjcWUc+8qVK9Jx/+HHH8epqgUfN6YK6py5M5DmZ3TtlTdlgHNV6hJWx/ar69dj6IBrZRDeS0pKaskMR/ekw1VgQZ80fWBlGFnvxDnqqjbY3rk4e+AJm+c9OX7KMWLYsC+CCjLnzHU1y4JgGAShGpfU1voczs1ncXic7fWr1xOsMKbYEPItTYg1mjN7Vpk4flwmOgBPhp9ztoJicoyR8HvpphFu2CFyzHkAjORUgx9QTq+8K4elfAebog7cN/l+72QkE5kUKADGQKtUHVmQmk0w3rNi/YEDLA3g9yzvfTcBOnZdShFoUIYie5Txc7W15e79ewGdUqBKDI4dPVL2HzxUJk+cGMBd17NnOX7iVOlrY1J937BL2GQsmVIYGaG9LXvC6svcrFq1OmOPdLirJzQZhp5JP0+fOSOru9WyYmjU3dH16JqmnGxtGp5gggwJQDBXaofVB3cv3crxkyfLnVu3y6JFC6qs1f2H2crGtpEFukNHsa/O1bbBO/ful/Vr15XXNr9adrXsLR99+EEC+7Vr15Xbd+8GmKuply1TLuWwV69ZHYA1deq03tjnVgAAIABJREFUZKvcFZsk6JESVZqhZIaObli/LvXE5MSKTb/HM5hFu+2zzyJ3SqPcDf/Rr8mii255N+U2zgGIwBYqcRHwuPOXN20KuHtvy5bYOmUQZskiLI4dO5qgx7QP5MP+gwczsosjR7pgy+i8ZkJ6hZEViJhiIuDGzM2YPiOZCCTKyxs3lkMHDgQgs0WnzpwN68XeArxslaZe7CYBnThhYpHhZJdNmVm/fl1ZuHhhni+ZTAY3K+IfhxBhUxELCxYsKJPGjy8/e+tn2WSoJwPYk3lxruwCRo3NYQs9O9ZfeQugy5+axwwIAtHOAlDCGt64di06I2OEEQfuzH4F2pUX1MuGAslt7Uk3028/a/a4mdP8NoBoPq8v98m+std0p3fvvmFI2WbnagoPRpEdI6t0WS2zzCoSIf5JwNDQmODfOwFk+l/u370fvADUK6Vie1NeN3JUMePV79u+/bOctXPI3w8blufzbs4hhgIYbmoK2G8eNiy2ATOpdpufE5SYYazcjR8wBUBpiSycOm1j44Dv/gP6RR4xm3AGcobd9t6yrQJ0LC97Y5QWUkWwjFRiP61hp+fsN3zCHzg/hI9RhrJxYbtrSuyKM2Hn2Ga4CfEgwPjN3/pOxhvyx0rY2Hikitm869auKcOHjyxnTp/q1MGHCQr0eyCVxGuahmVwkHGwnDOnu1WhDYb4Yc7e88ybPy/3/Ov+f18pmFWbcvzE8aD/mzdu5vCVDzBMLgAQYggBOgXtLkSkQsk5PZcsfWN2m7Ep0tIVi6D7uZqH6YKBO5Gey9Vd26u7zsSmHDQA7PQHDRiYn5Gy1qxCyDhVKR2G9P33t2Q14bwF88uwIc0VSDFjtaEhDpECST/qQpw3d04Z2L9/oinChIK/fPFyfoaidEWDgIhoinOV+mB01SGpi/3617+W7xfVUwogDRDj9Bkc58DgbNuxI0zIrJkz0+QmTXvrxs3yyubNaZBSZqFsANNx+eq1KA2jSMF+8P1/Gqaa0dmzt6UMVbN84VJYIxGTOkHRt656z2yvOecINKm9BeA5Bl9+J4CiJuZa5yxLf662kzIwop6NsjAyzkEjzaeffloupNnkfuqv1DEKYtSncdzOh3OlzO7Y7FLMDEDqbs1qFWQ4Z//N6DKE5rF6fjXVQAVAIn0nXchq+2/nSGbIBlAMDJE7d89wiaoZXYwW8IKJ5IgePXiUJkN/x7gE8NVX63aBBf8tQGKIgChD9oEORtVdCiR619alsQYbE8P98GFmCAJgbTaF2TnvAC0ouHWzrFn1Qspj9u3bW06cOh0WMSmnmm6Z7UtPgGYOx3QQRoXsembOA8DzORh9Rl9A6EwZbA7Iv1ep74pp4MjcJTbE7/D8mAFMsSAGw0EmnLl3kO7jlKxilUIeN2Z0gIH6LzWvvlcQo1Fk1JhRebfIgp3iHSXbYbwvcOwLsMY2W6QAPAIGxhuFLeqcrwpoMMICB4O//R56Ehbp7t2UZjD6bAGwTl7V+roXoMWZYEI4BCwBwMzGqLcfM2Zc0p3qBTl/QJ48YWK9E7OhCUZK033TB86WQyBjwLU0tDNxh2HfGhrKmJEjs+bXZ2nOIpvSkdhTwGDRooWZLUwn2LfrN29FDumxgNLKayUG2Zku29TcnFr7wUOUQdSWzz7bFh3oClCwhjJGwOqw4cNjq5QwkHuB6/59e8M2K+OS1fFnnCOALig8efJ4SAPO//SpM8m+ZOyeWZ8P7oexxVSxrYLOPXv2BjhL15sdu2//gQRpavKGDx9V/vRP/0TLX9n5+eeZzHD/waOwgoJNKXnNWACCbVvGg6lbPHfmbJino8ePh9AAKJwXeaKX2domDd3xPPXwwATZkGLXTOcsAUYO+eChwwFegrONG18qNd26BxAqv1D7CrjSUYGWeslXXn05dn9vy94wmFapqw3GtHlfgYt5o7E13bqFRLh29Ubkg3zTQfaVDgjSyQ0ygsw5MzJNpsjwN994IzbWSnE/R57pBPZ9wdx5ZfKUSZEnyzQEwHwd8O+ufus3f6v8k+/9YYCdBme1rO9/8H4aPAFQy4gE2raWjRg5KuTNvXsP0nxmiRBARZc1Oo0cPkyHWoAPOcF4k0U6zzbSRUCOXrEbNR01CcIFt9g3vycZDJv8rI/v2yeBpEwKcONc2CfkjayrsisNdVhgNcbJrmX6hkDzadhDvm5g/4H5HAGk88G6IqScA/uvhMEYOsBOaUDL3paAZ/IuuGf32XTlhDJ6hw4fDjkl4GADER/sxaVLlyNb3pdNlWFFCLgMvgtQI3dsii//5Hfc59QpU0OQITF8jkwgucPy+/swzggr5S93734xo9q0o7v37kTuTfBYsGB+al2BaXIscFDTPGPWzOioM2SX2R5YgN0BDG/cuhWmk44gA2RIAHr1soAuEMn2CB4QeWr9lSthbvlHpShm2v7g+98LjtC0Rx/Hjx2TcaS2mfm9CSIfVeMgkQTr162L3ecLZLSWLV2SRm8zl81Vdz58GkBMZuAl2TqB7xd9SDnNX9//+0rB7L/4F/88Na6ig0mTJ2UNq8jZ/EjjTNTiVB2hDeXM6bNpRpq/YEEMstQtg61QvqZ0lLETJkRwMG0cL8aBkDpoAowxVTfI8DJ0hDNR4KMq7SfyUxdE2NTKUdRvfOMb5cihQ+X40eOJdACTFUuXpX5XJMzoMxAuioFC40uzqcdhQDlj7JRu1XETx5W5c+YGJCk+zxiivn3Lzp2fJ5Uu2macOQpObvny5eXsufNh1ySnMMK2hOgqlyYGNAAYjhXracTHw/sPy8OH98P87dmzu1hnqHGDgkofzZo9J9G5n5Wu/B//p39dfvnuu3EYYYnPS4fdCPjF7OrqxypgPhhBLDBWaMLYsWXlCy/EyKv1EXwAh8CSBhXPqVSCcgFm2JFB/at7AWq8H+OpYQDbDrhOnjQltYl+j2Y9As+AYZUYyKFDBgU03bf7PLVbtq70iHHz91hhEynUREsLUlbPk7Sk2aXmoD59WiaY7Td4UFgoZ635UECFKTNPGBAx/9PPinABRr+7SgP2TG2bEgT/DXyQKwqJpVOv7f41+xgr5368m5o4hhhQ83sBNexP9sqPGpnvVW9GPhm/Hj2rcTTSpZwS+ZJCv3zlWurOFihL6YchPRNQjwVSC8egywpInUpfu2fAAWsBBLY9aQ2zhkXhjIEvAZL0ddJvaaJ7HGcCFHLWHDorrBGoXafxA+znzRjoyjH3ik4pB0o2pa01NVBAIrkwP1HzjeYWTsfP0JtRw4eHXQMw29pbo8sCLLW3DDh2RvetQILjw7JxfrIl0t/eB/vKMPfvN6D0b2pM85Dnc14CYecrgFCPKP3GAfsMNYN+n3W7fidDjoXzOZyqLBDwir0DBDOfVuPQkWpzmc8gL+yUNcHqTaXxscnYeelFZyfgwpqaubh3/778jLIBAUlHR00Azr4D++MwnZXPxWDY+OVLv5C5t1hV2Q11+2ydVLfnnD17ToIvbP2vfvmrMNY+U+rR6KrNr72aO1i1ZnXKjMixs3cOVUnS3ug3IMUh7t69O7LO4cgSmHHJ7kgfZt62jU7N1SYmetzL5sRTp8Iq0gXzNy9eulxGjhoRHWXjZCHIALnGKmJuTW/et3d/bKSff/udd7JueNuO7bHbFmgYFm9z1F/+5X8b8COtr3OdnFX6XpWc0Gl2OTaoM1MHfGkkmjt3dliu4ydOJlUrsNCD4V03vfxydEXaHvgBbpQfkR1p3b71jSkpI6+2GL3187fKb3/nO9FhSzI0LCo7Ae7MC/VMQNbU6VPDjr7//vvJerEVvkdJG0ZZh7cAW7AsSLNEwiYsvkjj4YED+6Nf7hBbnxKYfv2yXEWPgokcUr1mDwukBN8vrn+p/NEf/SD2DaAke/TvxMmTISMon+UEmzZuLJs2boo+YAHv3L1dVq9ZVZSZmI5ibNPulpb0g1BVYOvi5YsJAjHzyriw92ouAVAkAnmlw+wkcoBeyNYBm4gmd47kwRpj/Npa26t5qm1tlVwPGJAAWyBy5MjhALThI0dGF5wnIMdXsVVKoRKs3qV7bfl33+MLqJPl06xMfuk433j37u2QJuZEuwOBroVFx4+fTElZy949Zeb0mZk5z5cbN0aeJkyYGHJJ0KOmnK8p3btV9vz4idie+vo+8UlQrjNg25E7N2/diJ25mfnp3WIbyJ6pFoCdulhYg8yetDXzxo2ATEQe0mzz5s2xSyYWwEBKtpQkWqzk95hJzDfJ7r340ov5HgFER01HsniXrlyqMk7PnhWli09aH+e5zU9WR8tPCEgw2xoB+YChQ4aGRHMP06dOLatWrcqmQnYAcSjD7H7ZfnrC/kyePDVBDpuD9IB3kCB8FfA+YOCg2HvPBtfxe0rW6AHs5v39T7DxZXx9pWD2r/7qR3G8mze/GjZJ6kTa3vgKBhRI0HFvp6+aKZGE+hcdeoxJGj4eYizOlfa2J4mwOUwAlrCLKp8+rZYWEHbCJjpTB6aLFwO6ZMniGHQAUfTGOKjxwZaq28VI+G9KJGIEpg/s31eOHDsWJhOw4hhFTjrNRdq6++7evhsWU+TDiWBLKwDbp3z08Ufl2dOOdEUaKSNywzaPHl2lrqT9gSB1MRoCfPZf/PmfJ+1g1i0HLyWv+YhgercArKamGH5pF38OtDEqnLUFDmYaGv8klW1No5qvDz/8sJw9fz7vu2zJkrJy5coYlNt376cOTGpDDRvGauWqleXE8ZNl3AQrInuFSTl46GCAfyLQ1tbc0dx5c2NQduz8PN+H8QUSgXVAZMTQoeXq9RuJ4AUfUnYNSatXkb5gwDYWJRBqhBh0kT5DhMGn0NIf7gobBZhJmVMMQFb6zvMwAP6bUWZsqroxnbj3YmAEMAykNDSH5jMYZWdnMDUnD1i7Y6Ui/l3E6zMxJuqr/TsQKqAYOGhA3lPwg311977f/fgeLEqMTnmesg93boNZe3trGGC1u8pTdMFismUUnA+593POwrxSLA/DCBz7e+NsgF4gFXDk8MaOGR1QaKB9fUNT6du3Ls8scJTixMIywn6OXtAnzsfzkjd/hjFyZ87TGWEvjLkS6IWV7uxY5mQ934J588vm1zaX5iFDMn/QTFR5JfcGVJJRTI3mQe+GdRG0cCx0uk+famVuY1N9Ri0BtAAdsC0bQI+ATDru+fzPli8ZjSFDmqMvWVsJnBgGft+caoskHmSiByCLHSErmBMyGcamBpg9ld8nGBCMkCWgyEQGzs2ZYDmcmSYUAFOwhYF3LuRMKYeJH+rqpRyx9Fi1HsoPMne3PWVUc+fNT9AJ1ACnHC95BabTBCeQunM7gGf50mXl9t07CWrZCe/uuaXsjIByXz7HM5rgINh9dfNrZfo0iwHqEmSpicNEsxfNw4ZmExSgTj8wTOqgKzsixdgtrL33BWAJDftH1wLWZWRq68LQS51KOdo6pZ5T6hqIMrqHDVYK5ZzZb4Ud6hqXLlmcoNOkDawmO28zFQePOVKj/q1vvpE718DnzOmkYFRZRUN9Y8UKZhlDW36vxjsMK9aUfzBe7sX1G0pt794BzGqmfQa5tdN+9KgxCWC9lyBdd7ogyjIEZR6CQd3myqSAOkBGYETfzHq2WYscP3veUUaPGZ1O8IkTx+f9P/7o44xUBBAAEd830RasR49zT863ycg3dscq7+HDczeAgaBXLbWgXH8EwoXtJguWfsiqCNL9PaBKdgFa2ca33367zJo5K5kZ68HJ+f4Dh0rPHiaPNKZPYuKkyaW+jwD2dnyjmcxmf7/1s7fyLMoF6MyKFStTEymA3bFtW8bESWh5dnLhc6+Yg54yIjoLoF2NfZLxscQkQNs87travAO51VQl6PP85FXA7Xeyb4JTrKysKB2mD8qJzC1Wm57GJmVfz54lQKf7AB35d0dsp+AX2FbiorxIwOCOfQ/SCLnC0ABciC738/Irr6QEjc7DA/QxZM+0KQlQ6DH7BYB51gnjxmeBDMCMXe/bu2+Ao3IkNhfQgwdsL5s3b37s+cABg5LlBSD5zaYGDYZVgCfzydfQF4EdEs55wB7OTIDjMuEgjbI1pVuynXSTXNIvgSlZwvayX/xEc3OVndAXcvXq9SKggV+6Fvjw59haNsVdYVOVPG586aWU2LDR7L5MnIYv9pDthT0EYc7EHbDNbNyePXtKQ59qSoHmRzLB3vCZsn8IRD5Gv4NzpEs+2+9gN76Mr/+Ptzvx8vq8zgT/FmuxFPu+r2IVOxIgQAgJoX2xVssdyY6djtM5sd1zzkyfzJyejDuOHac76TNxnKVP0kkn40knkWxHtha0sUnIkkBiR+z7DgUUFEsVUHM+z7fK8w9YqgQjoOr3+/7e9773Pve5z73v5wpm/+Iv/jIGZ+FlohgPrASxeKWHQmPXZ8MsPmPA/iilDhsxIqUgjWCyAOUjDMr15uomG40dVy9r4GmXbFt2h62wqL7o5ZQiZF7AlkYVpZv+/fuWrVu3lcOHDsYBOgy+HAisho0yO1F2n4xCdtGuXXnqiSdS5jKqp65bXcqZnMa+vS57OJuShjvU9+07kOHB3ovRMUaOj8P2+WWTujmVSMzbxSp97WtfSwavRENS8Y//+E/RPQpMABkHBwBGa+QqTKOcGhqiKXXggLJly+4pZ+rP5mBs3bIlAMsIDc1jHMWXvvhc+Tcv/FoOmbUCzoBvcybNBVTeXLjgjqKzePXKVdFOuYXK4RXofMlsp06akvIPACEZMR7NGA6MjANprxy8OpqyUvJZPaOpBgAWBwT4iKJAtMOnVAEsATMyRWtHa8axAUECIgYSyxtZQWsjDSaBY6Nt9Tx+YTXYAMbNKDPgQaAR2O1DnkXXfi7buJYgz0kK1hh+a6F06yB674DTNPm4Krc2h9SVgxgebD3QJqCxAfvNHgX8cWPGhE2VyV9qqC7bCJBtvNzKYgD/1fWR585fiN0D45rMMCPkJ0ZokaV4PWtd6bI48/ZhKZXOOWGgW3Do1rV7uVluxsFg8UsGuZ9PAKsYlcuxceuK8ZAIcbacqyYUw7sxMq4jFTxIRcy4lYDSGEoSGy41BLCpNJCYzJk7N2WvtkCD0R4yZFBsxhrTZO7bvzfdrhqKnAPlRufLfhtf1NKucqScO5CK4eG0nX3rrISs/OfGH80tElM2yeGyY99vv60T2wE2BUICI7YgsRX8JI8SQEDL67EVyQ5HDlwArsp0fIK9sD8Jqq0lX4FP1cVtcwCm12A3nsE5lniMHTM2tov9M/sZiGQDmmyUxzFgyqWArWBjuoemSXYk+O/etSvVI2cCAPAcEkT2gAHG7ixYMD/XHNe2ngtgwPspl6547bWydu3agDcgUIXLHgMx9lmg8t98rWTm+vWmJGbY7wxm7+o66K4BwDSOEmJAmTyCtEJZlo7Rc2HYyYQ0nZV2yWvKE088FjsFvJRT//wv/6pcSRVtQOxEQ58xXBDKyy//LCV0zDf/IRl33pw/INSa8CmC7oJ5t5cedd0D6F33bA0lS3wK8O18O+dGPwKGQIOzKImRyKo4WSNB3etYezbo51SbTNeYNHlyKhU0qrt27i5maQrmmFozy4ENjbamB2CuAL/4xpst5YnHv1BIKlSByJQYX89efdLICbCaxsGnqDa4DINfZQOqO3weG5FYkpU5nzrofT7nGqNqHNvFc+fKk089kUtmyMSAU7poFSMVNFUWDDA7vOWW8eXAwWp4vxFpGDtXQPtd4xUGTjwFpNhyF2RQU3N8vDgIvPHPZ8+dz5xuayrhPHjoYM4kX8nmxRZnVTySBPboSY7WN/8mwXPeunSuhv2bE0tmRdKgIfmxxx5LfOMTvJ/XUOmwL17b3HUNhfSn9qvNNoYMHZwpNYgoyRCQKpmRzI4eO6aMGjM6SYTzwx+xFXHYM6c3o1379GWE4Go0P7VX7AYQkxwj2/ghmAUwF/+RF3yKX4sWLc4kHEkEmRIpBbYck2q/SJ18+Tz+rA8DmHWGEUqutX3qySfLrVOnZL+MxzR1wkjBa01XAzCdc8nWrt274s8RP2xP5QH77epyf3ZGJLXIDzIaOIrPFGPJXm5o1COvu3ql3H3XXWmahClUBVU1SS7EYhgCa6uSxe+ZjY4UYItwC/8IQ2GcT504mfUVd/h9evj0v5jcQC514EAupzl+4mT8MQD9WXx9rmD2O3/wnTQEKPVs2PBRNdPw4KGADuyewGDhOR1ZlAzCwgFN/kx3oSxinJVsjiPl2GyOg+uub1ooDBmdH6c0afKkCvzV1WX+qRK879d9bDN87dzxaVhBDs+X1/cl45oyZVKumhvYf0BK+LKiKVMmJ2i9/PLLYYtdJ0urRSPC0B0SQ7cxJBgIRm4ou+xcGb9nz7pcG0tPCAT4zGQM5A66DSdPnJSMds2qNeXv/u7voleZM/f2MEGfbt8RbSCgxnFjLLE2AsumzZsSVAB768IZcQxADp2KEoMMe/6828rzX34hwdp707mRHciSdSTTtrpWcvy4W1KKVCal2xs7TmBuCAPtYCq10Yc5JFhHBxArat1ogPr1rkT8xvyYddhkLBFm5mR1e5HGIAcPkxlNdE27zLZTZsHuAD+Aui83bXEEbMMVgpquZMs00PZakHOlqHFUmHvBShKUDDEzb6v5moINkAT4yiIBRUHInwE8wUwCJRBytNFLXb0c7a5mGAAWCwIImCtbT6rg/9z81nrpgQNMHgHs0JMS9itRY5Q1udA7+XVKBl1TWjuJL6f8xEkDF7v27ErJVzBScchUCFf80rzW1GS/2wJez+6aWMxFbEpApJkFJTRfAF8cu+fpbE5rty7lFJDdKhXxOQA4gRWYrO3aLeyCUTt13bqG7TL6zmemXVZCxY4CZQKNixBoQCVEWH5dzezcnFkB3p4ItMrDrjAVcMlvJC00ps6tSQ40iz67wOaMeSYACxj1/OzNe9FTAxQAqrPFB3gtdoiVsI+YaYPwlRmNYgO0MEZYKYkjZsHFEiQtNOH8CmDjLGAjsXbWnO6cvbAJAdr32EPzIYHRXnUaYmiJq6tuNSqqKFWTKXqFQXIrmODgchdNdEAM4KDhSekXS2pNJEDsnU/CwBjyf/DwweyJeY4a1xbfuSSB1mewb2kQqa1NMgGYkxN4Vonua6+vyBi1Dz78IL6KfWCS2Y9AJQht+PjjPJvgDYCPGzc+CY+JBM6lM8SW7adn0pzIx0lq7IeKgJ812xrDinUku1HGZh8+tz8Lslg6/ufNt98plxov5opLjKo1B3LICUgUaPOMrpMIigdeR2C82HgxkhuAGagAcNnHvcvvzW1F9oosxJmn+wN0XCd6jIToenPO8y8+eD+juO69d1nAIJCmVP3Rh+uTtEm6VV6s0fChQ5IsI0C85z3L7i4zZsxMYuOsAxES/5p2HYpRkyvfWRm/gn12q5zy6qAB/VPu5/ccdLFs9myvUZXusYMulpAQ8plbt2zLrFkJI58tWe/SuXMai+kr+S2+6vb5C8vKlW+VZffemxjjMpnDh48mgW4jDzQyP/LoI0kK7DsZ3IaPN6QJzMQAn1EzFH/u81h3r22vR44YmYka7BEA5J/vu+/e+HuJAqmVxMd6ScZUYCT6jQ0NmcNsyoDEGLCSmAC45GzOhWkUqSxcvZo4bfD+yOEjMmoOk6jq4Yzxj2Rg2FuN1cC+fwP0sXwYQ4DOmvAVzgPNN5AqAb912rRy09jC/v0rouzy5arS1KFD9g5IgwOwtl4DKy1us2H+6dSZsxWxZuZ1z14Z3zhv/vz4RjZi/NeFC9W8ZEkaGZm1DDHg8pNO5mh3DwlFzmPNgOgjhw+VmbNmxR9PmzK1DB81qgwbNiTkgc8n3vUfNLicOHqs/Oh//mPpUef6a7c1XkmiQR4FVO7Yvi3JB//DOdM+I6PozvsNGJCGUg1apAAkWAgJ1Ua+0LO1VZidP6P0aOz5GImCqTtIkeMnT4bhZxNdNIy6rjs3nur/OBLWVcIPO7BlN+MhBHwB0SESW9z61jM+B0Ot8W7OnDn5nl/1/3yuYPav//q/J9t1axVNhqxu7OhRKRfJ7h0oDoaxyBIFMpnr8GEjknE1yP7OnC37DlS3c+jWU0KXIQuGMrFKY1ubJiyZDKE+R8iBYBSAifr6MzFaYKAaQO62lpY0ndFtORBdu3cNyHBIMKCAiQPgdxu3edOmAAXO0EmWiWnOcNAEbq93+Nix/KxD4hk5YKANq3jy+PE0nnAUGLcAANzlzZs59ETm//TP/xRA6spagFgGbVC48pugpyQTVsXd3SeOp6SBZbC2GGWd2jJHxvPG6yty0ACLb33rf0kQcY+5Ac2CibIp5qZL1+7F4PiHHnwoOmbd50o5OillvNbA2A23EGl0O3DgUIAqkOrzkUMIYFgxNeOAkhs34wgxTcCL7FoZ3nQKmmUAUUnDIbXeu3bvzvO4vchYFwCKY/VZjS3inAVczhegBQSUuj0/0AHwcurem5PxLEaBeW3Zp5/D4jvcQBvAbx8EZ8+IieOgOWOH/GLDpTgFWTxAo9wI7AI69pY+0zoDb5IVB5oTvnvZPQnASkTAhJLTjZvXA6hUB1LOjt5zSF6HfRvFRvPKnjxDOucxJgpO7WvCYi5etCjBSIPQojsW5WxYA88uiNNN0/ACNuwqDqhjp+gwBSOf3/dxXsbZAQDYTMHA79Y6TknpvaXEqfXv0zcNDtgKnxvgx+pwoCePn8xNdKYmsDtrY11dtUl3m/Jc1665gc3PS8CUTZX0OXD72tR8LcHROh47ejwgBhAXSPJ3rRMEAC5gzm1Hjgtg01aKZXt+xjq7Qc1cR+dVg5fEJKzzlctZU+CMPQwaMiRnQVBQluRvAAnA+LQmnps3Aw779+2X65ElcIK4NaK7rKaN0BFWyZLqzC1jx5ZBAwen1AgUeh3VBBpBz2x2Mx+H7ZZcu4REEOL7BC3B20xSzDvpA1aNJn3w0EGFFnArXf+ePSmx09k7r9u3bc++CyyqOarOCyXIAAAgAElEQVRNngWTD9yyD1Ug72uWKtYFQwnk+wU4GkkEPKlGYCyBMBIYZwhDHaa2tjZMLyaNNtJ7qUII2J5bQy17cC6cU2ABU6yE/MqrryaRUH4EggVOCcmsmbOqpJyeuZ0bi87GRiUAJ0+fin+QGUh+2LQ1NSKJFMbr8IPYIxU+WnZJPh84evTI2AkionOX2rJh/froSCVYQKczj2mj5/ezxkRJUnTiS8zDiJ6pTzPV9q3bswbAHcaMrwPAvc62LVsrm9y+PeCl8crlPB/AGHBZ1yPg3Dljr1hGYAJT5VnZnsRm4qQJ8V/OSHPzjVQQaVSx6fyWyoKzBEB2UH3o3zflXt3h7737bkAj//yFxx+Pn1TlMG7S3gCQuz7dlWqKGGcaBtaUf+AvfQaxgQTDGwGr9pW90PhKaiQWEl7AjP37b3pJgOaGRNt1rteaUuUZSUrWrXsZO35cEiBEAT/uPPI93nfs6LG/lHQkidUv0NycGKqClvevNamkMWvWJmFQxXVWVPWAMVI8BIk/+/vVq9eWm83Xy6gxY5KUsuXEuEtmPbt6u32Sed/rSyKMKfVl/reEFhjzM75n8pRJmQC0YsWK8sqrryWZtofsxtoBixJcQBPzfPLEqV8mw6psWdcxY6Kv995iFDxg5OGUSZNC1GlOwxqLMZ26dC4bzFLeuCmJBn/q8+3ZtSuXvJw7cyaxEkFiQgM/hETy+e2RPgPk0fGTZwJiTVRxfnrW9Yw/y9ns3CmTF+5cvDByIH5GYyUCzOtpZiNryjQC4y5v3AjI5Q+dufnzF4Q44YdIcszZdi7ZK4kQf+e/4R3vz2daV6Qkcuez+Ppcwex/+6u/jPFhcDgCAHPJXXdFk9q+fcXE9OjVq9KP7vg0xsKAe/WG7PsUdzELNhg6gdvvXWp1TlajNxwW5S/ledmHYCAb3vjJ5owgOnP6VJpAZFW6aB0Et80wNuwHQOegpAOwyTzDUxF8P/jQg+kun3rrtABZkxGMnpH1ofcxgcClbAZA4awFShmpG0F0BE6ZNDnMH0fA4WCn0604dWpKGQAyI8EKuaITG62sCli7i92oIICofcf2MTS3MQECADlA4ffRo0anTMVxGftC1+JqP7eBmQqgw1VH6OJFC1Ni1ZEuOAATRrUoN/g7h2HSpMk5UEohxglhlTAFSkautH3//XXRBirH2cvpt04PYABo3D4DzOu0BJ6AsujcNL0YvXL1aqnt1CnZN5ABHALKNGIYDU5Et7NnxVyTktgXrydj93mxYByqgMlGvA6ASkaCXQZoAGe6WLo65TEsXhsrrHSqHIKh5LAAGWCHMwXy/Blo89ocDAAo+JkJy4E51PleQLy2Ns7Q97Apycztc+dkrSQZGCcjqqyDYIuFoSUz3iys5NWrGUBOwwpISYh8eR+/MCeAhaY6jSzde3RPqaq+vrodjo1rbjML0DPTgFkPYMEzYzz8PKCXMV0+J6fl4oaaqpxtrclDAATOTklTs1y0gH36BuRisTFSZA1GzthjQBMzQHuoOvDu2rWZoOE1JCjGegnCbGvP3n2xhzfeXJGyF705dpE9KCufPHUmDlJCwFAwJ8CdRinvYzSbxAAYZAPsnx1IOABr++jZOFURWeLRra4C9JIn55xDr/b0ZhJALCM5xeCBA3JmPbNLEASl+nPnE7DTTHKumhUrYQb2MIG06kAUOxMwBTUa5dzK16tnzhUQ0HyzKtVh+TUVCZQSRMy2Lv8nnngyryOxpG0F8pUmq/65lrJ44R2lb78BGY1j3vPGjZ/Ex2FjyAQ8D42jgGThgCTnBKBjy4AfNlTnt+QTkPWZsDbsAJADWiSE7AbrqulMQqOiA4QDgEcOHYqsgT0CvnNnzykvvvgvqTqwL8kcyYgOZxNNJFH6ASQZEjTB/pSGm0a9CpeTyKqQsQ+TV7DakgwjwIzyI6e46667yqpVK9NE6n1Vc4wMAxR1zS9atCgzbX0OTNTKNWty8QCQPO6WcWl2VRLHEjmnkyZPiZ1KdvgtF1tIXidNnBgbVVLmB4CQgf0lMOblnizvrFqZMi/bcqUpQMYHKA8DZmzqqaeeLD/915cDBPkcel89Eqort4wbX/bs358ZuM4UFh1rL65JIjOXO7eM1kQydMu4sfEFpAZIHw019tOX0Ven6y+Uxx9/JBUK+7Zx48bYjgRSd7p44Brls6fPlqVLloSdfuWVV8u5C+fK4MFDy6CB/SMZAkgRAsDLbXPm5oyRKfCtAMy99y6PjxDPJKpVo3bVVDll6pQkUHwUcC55sveqZBqfMJYD+vWN5IdtikfkTMrv9kIMtI++h73obejTq2pY8vd8gFi5e9fOAEBJFbDFt9gjzwiIAsKSBvvhNc+fry8/e+XVVJuwhQgvduXn+EYJu6+xYysy6OiRw/GbRumxIxNV+EVxHkCcMnFScRMXwMkfkRHc/+ADwS0qb6QkqpMa7Eg6EHP213uK6WRI9tgXuwGEMcBkRvwawk1yZIYxfONgarw8eORw9Nr8Nj8pprFlDe/2zWfxu6q2eKby4flgIOASM+wsi+8aUdkuiQtNrcqH+LDwzjsDgFU3vRbpx+YtmzPpwF5KeFV+4RCxSeUTZgBMJUSa2cRBcU7s4T/hsopdvx6fax0QNfCZGEnq+Fl8fa5g9scv/bgcUqJrbsrtKUoFPLbgHmbu8pV04NO9aGzR/Y4doxvEvtAUMShBqmKRDNS/GiNNtiiI1bRL5oQ1ZJgCvY2iwdFARo+y49OdcWA2V/eurIFDUI4CBG0GBpBDnTx5Sg7KtVbticzdeCDjKxxiWbSAYYN9ATLOiuY2B5jBCF6ybwbBQBxIP0t3ctvsWXFSRjcBWkrZxn0prbaVfjkbh8Kg7r1792VNdAALIBjKzMK8cT2fSbn3sccfTcPKqjVrUoZiQEATI3/k4YdLw/mGDJ5XSqUXBEpoanTMMn7NNW2zGoGhhQvmh+V03R1graybuXP79iUwCQZAJaN1OHX9cmgpJeee8SMBBw6aQ44RxTAoEyn1asQIKHDzzY3qIgzfK4PllAVsNsEpYaw5dQfP4RFwjfzAmClbYuMBGSy85iXOAzi09qmVt5SwIdYEKywQ2Tt7HpaXVrFjNSeY7pL9VBnzzbyX7+MMgSbJi/eKIz9XnwSKvSrjjp8wPp+1kq5UM4Q1DwBeGj/2H6Bf65A9to/Kt84FkMORAwJm/3p+LKG/M1ifc6W5dY3tmtWrwwBbD89knTg8P4Nh49itM8elBAboAy3W2i82KCDQegLv1lDQ97m8TwcjuE6dToWEXXBakIfEgoyFc+JQlf11txpPJyh6P1UKmTnwKXTQ/Ln8wfxcSakh+LrgSYkAQ8DeWeYkVSH8t/25cPFCGTBwUKoAnDqH6qpKPgMQYCeeuWqmuhxmW8LEkdM1SiwlUsa+WQsx0lppttHY0qm2NlIQwBG4syZYmg4dOqWB79KFhtyOpkFD6VRZ1FgwAFFjnkDKFgCjCjB1KadOnUiCa5Y1u5UAYQCNj3vv/XUJZoINOY0FNbt1z74D5fjRoyk3KstjdyQ+Y8aNzZzJhgbypB5l/8HDZdk9d+diFWcJOwogWG965QceeDBJuQTKXrPNPv36Zl2wk4KohFVwBC4x6M4t/wpkSbiwcuxD1cl4NufHdaIkEhZQYuvvX3nttZRnPSe/J5Gzb2F3Gi7kTH2y4eNf+jKJPsLAa/PNgvLx4yfL4SOHksQLtCQYbB2Dxfew5Q0mtzQ2hs3HUkliJLvVNbnPhwXat2dvALLZs1h/36N51Z7wFSoziBIgat277yZZs/ckJ26Uu+2223MfPb8FMFgPGntVtMwQb9abcDVB21qIXYAdgKZJ9a0330qDLIkWosW+Y80xqm5/Onz4YG6XkzidOnMqdptmwnY12RN+6OCBgzmnfBUGkx8BpLGePo+mOiy7WKfc/vRTT5S333475wRpcuLYiZAS27ZtLxs/+STJgMsRnHFNRyveeCOjmMjvgGP6SAmRtSUxkww6r+Q+4ohbLdm8GOcCAWSGNXTWVB6sHY0u32E9VGvEUmQCPbeYwB4aMt5PdVKS2D+TJ3Jz57Vr2bt2ZsSn2dsUlwGxCTGblI4vxhh6D3ptjB+UK8ZYE42ZYrW442wjsSQ9fBFmH7CXqPNBOYtXKrzgL1RTnBFsuTUCYCWrWGGJr38TE1Q59PbcvH494+7YiASb1lsM896XLjVkbKP3ZrOqfWKZdeHLgU3rdeJURajpO6DFZqtihGRasgFIvv7a62k0hBtUYY1amz1rduYusxFyr8ZLl3NFumYqU1qMxnNjmFv1kANuMhTfgWJNi5ILMc+aavCyZhW72i7aXT5fHJIQwip8oERCvApr7nIZrzd4UJr32Q9/BJCfMK7u9KmQc+KAc8yvsRPVIGSQ94UxvKak4bP4+lzB7F/81V+GEaDfuXipIRkJrSXtCcecjsO+/TJfUfYCJHK0DpnyBwaCtstmOXD+jQPVHWxz0ONTJk8OIAReramga+PbyoMye2yMmZE2geFlqPfHH2eeWrI+Myb7ypb6xjnosMbqMkzBrn1N1eEN2AjsgqeDwUkDUZ5XR/OkiROikzGbVLYGjJntmDmFRgCdPZvDM3/BgjR6YJkAZcPoyRB0OwJssjXg3oGmseOQ6QI3bdwYIGuCA22ShhwsqnXcs2dvtGy0xZwuluuOBQtys5rA8z/+/u/jsEaPHBUmevSokQG25uZxCkar/P0//EOCmO5q+zRv3rw4UjOA6RFpRjkrnwOo4IAxtYIWgAjMAkOY1kGDh5QrboW5fCUghPPiwN1OZg+tmZ8HrAFIfwbu/Vmw5sAzp7N1xq3Rbg6K4MsRCYyuJHXQq+kYnTJLltbX39E0Y52spUzVPnp/++yQAYFnT1dietmIawxzk9RNCUpT3sNzcqB0XxYJE9xW3jEGBUAQcNgc2wWagG0VCD87YACNtut0r6ZxifxBNzxnd+HcuQSy7j10b1dzhiUJGDbPtvSuu/IMBrkLmPYVy7p7756ABpm9z8eBSJI4IwHPbXWa7QS7EcOG5r0xshyO92f/DLip6Vps7DJtc5PPV10n6bkEOyDTntR2qprLNBgokxtNBdwZHWYiBjsSLAERgMUaC+7DRgwLoFXOxvq7yQ6Alcx4M5/TensmpVf7xNH7eXfH02ViV9k5sAzY2ndgxXxT9pFSGU1zMceWpvlGWHEldkAWaN+/d18AMcAAoPfv2zdBa/CQQWmcwYQZbm5KgOYrINe5B15TTXF7XHNzrnzmwL2XkjBALjlWGmUbgoKmJzr4G01NCaRtMxxpMA2a5+MABN8HOJnjqioieGgEAgoEI8klW1e1+fjjDeXNN9+KXnTubbenka3p6rXyxJNPlEH9lcZv5sadZ595JsktBrtZ8uLGuhbzlJtTtj6wf380s65XZpvuiKdFpx103SSRy8qVq8rHH68vY8aMLQvmzyvnzjekVO+Z/Yz9AiYESdUnQEK/Qmbjnq1PBxgfyT8keTJH+MTJgIYuXaqud5NNvIZEW8ne96qs0fbxERs2rI/NSsD79esT3yGIus73//7TH5R/efFf4tOsjxuMOnfpmqTWa7JNyRU5E6bVvHEsGj/prPh3jTCzZ8/JqCYa9n59e5f1H34UWcSdS+9Kgvnpzt2RWZEziDntSrto7TGBQM9tt9+WCt9b77wVW5Iw7N29L0FcPOEb/T55yq1l5PChmd9rH4AD+kTA3Ixz7KQxZvxdn569Aha8Fv8rwbCWSfICoOrTWLP8vvuSAAAygDVws3btu2FJ+XASM3HD+frbv/27AH5rS3rgTEhQ+QKsp2RGVXLU6JFZF7HIWeRP+DnnGenkwpttO7anOgTI+aWy6Mw7k84d3b733L1rd+nWnXzGyMamAEKEkKuQxZBD+w/mXJts4lkAX8m+c8WnSzitFcDH34iH9NekKyQOfCwwan35Mv9+cP/BzPAGyMUjV3CTA/EJwKdStxnH/K5ETM8DJtFe+oxkWs47iQ6ioPGieeSX41t9NnZppBoiTNIjweWrDx4+lLI/wkqMoaVGyKRJq6kpdrxl8+aAWg2N5rObOME/vr1qZW6Uc07o3yXf991vb+vL4jsXlatXGsvqNWtTreXnfG5rTZ7Cb4jP9Kga6JuaXJF8MDIGEhVr//AjD2fP9+7dnwsmnn/h+Zw5yeN769blpk1ySrgFvkAy0ItbU8kazAAXIGQ6ug0sI+06peIovk4Yf0skpKrkQLsEkt+smOFLSS7GjBkZn8HmP4uvzxXMfvOb38osvc6d3YjRv1TXyeqavJaDq/RqITV3CKrKo2KtDAlAcKCUyhxqh9uCC7IaRlDXrt+ke9S4JBtQluZknQxdiYCwjIgxAkGckaC2Zeu2sm/f3nwvQKVM6Hv27NpTiZv79UvAT4m8sZrv6YBhpmRiAIRNV+ocMWx4NVbsUmMMed26dXkWpQRjsjgNh4jTpzczpxEzoExhXp1AbaQNvWuY2p49crDcVoYhIGmwHhq5ZDtANOCIqTUaZ/acOeWDX/wijhEDcL35RprdHDbskkzvnXdWhiGZPm1amT5zRspuv/jFB9GvKd84gIKa0VLzAdgrho9vD4PgYGJHzLEFsjBDac7r2LlMnXprQJpsjTMCFGT/1go4MEMcsJWlAkgY1Y4dO5fJkyaWjh3cplR19MuQlWv92fPYQI6J9sbnBUpodGnQwjZ26lSGDh6S5iDBplOn2miFHHo2gznjhOwThizOPd3+XQNqMWwcSo9evcNYeEbskJKLMoovzDaQiXXq3HrlKaBN8wgo+AJylBtl7mZ2+hlONsxr67XLl69eC7hNGftsfSsYu5K7ywUEwENgk3yxKTMGv/jss8m033xzRXV39vnz5ba5cxL4zZO0/n16902ZKsHWFcgdqnmxHTuZBXk+M4kBPiBe0LIe2APBUTBqvFqNBjOgHYAEcLHzmFfrLxBYPyVjZWodxKQNggd74SRJUjgzjpRtcrZ++fnoiZ1BVy/27hPA5u9053ZqTSa2bd2WYIZFOHHiWOxaEAEGsLWCy6QJE6N5pUkWMNi1z+e8+mz20TOxD78L2CocWCJ/5xYidjduzNjy9FNP5frSixcrZgqAZE/s3utKPAVDe6hZsJqBOSkJCACHCXcWgX/NkcqyAiNfUt1E1yfJhsRaEFVRUoYE+vg47BOJjWrDsKFDcsWnCSIYGb6FNlgSqn/ARAJj9QRfnxOr4nIOz/bIww9lBjHwMXTE8DwXRpofcEb5GyAeQ50RPhlvVAV1a69xiqSEzQMzEj8MnaT67NlzZcyoUQF8S5feVd56++2wcaQgmvyAQqP+5s6enbWQkAOo5nYeO6mh92qSfxIYjV18gU5wfmX+7fMiBcNw6cjm0yWf/Jlzz+c7B1g8SSRgZ8KBAO7rpRd/XF597dVy5PCRXNoBPAi6aTbbtSvyB59dRmJiAN0/P+vmRvInjDN/iPVyrt2mCPTyT8OHjyx1rWPhVq1enbNtFJrJBXo+gGl66x3btpWuXbtH12wONJu0Zm6zsue++AlnZumSxeXNt95OYqMyQNMPdANtQNPxk8cTo5ThZ7XekuT8jBg+IokMoON1Ij9phyHfXa5dvV7GjhkVW3f7lI5yN4Hx0XyzhNDteRjm11e8nnMiKSMJaLpKIzuqDB86PBphU3k0N1sLlRTghQ907gFQtutqVBI4JI4zwD6BN8mcZNP5dg74cH+n2okxdn7FbUk4Hbxz6nOJg2K0GOPzkeapGLBbtsifsQU/wy8hOsRxcdJYML6LxMdZP65K2b6aLIJdVbkBkGmwAXv+xUQK77P07mWlO9KpQ8eiYsF/SGyqDZOHtRSXUcAbYjZ9qs+lx2DsqEpXrHoFg6gCiTP2lKbf1b2SNkC3qjpVc3idWzPZMbxYKEkrn8If7t29J/I9ExW8Jr9C4rHuvfdShXKeSbiqnhPxqSSuXGpoCOlFKvHGm2+Vbdt2lPHjx2Y9ScEw5XpQnDfadMy+RjaTVZw3cqb6s5VUMT4eButczdCVmMNWqmFinDMjYfE5XIghSPCviEQ+Xhw6cvhopigBvW2+nhac1AaxI9l2icdn8fW5gtnvf//7cdIM1iZaGKyDJheBigN39WzHTh1anY1mEaN0qsYITgHg5exoVTlyTIrA7EaK22+bGyM5cuxIMi2HJBrBXNVaF32NQ8VwbTL9x6mzZ8rRQ0fCSmpcUtIwLiMz4C5iiBqjPxFQva9Dp5QskND8KdNgxfwb6l1mw6FiJzkU18qaP8fYDUVWwrrRUsI+kA3Iwl979fXy3HNfzNw4rOKcObNzkQHg6nVloK7GZURE2TJ4Opk+vXrHmARpQUWGaC11fese1WSkTI+Vq24nqsanYAQEku9+93tl06ZNEYsrPQCqjJbxeg7GR5PWqX3HcvT48YxTsj8AOt2swENSAeTJAB00JREsk3INMAbIAfkcsEwdu6f8orteGV0mniCfznEMeknw9X2cMcaeXUhanGDAgU0AyxpSBCTMxm1zZoetV372fcCk73F4MGbWEbj1PIK68TBKVpwHhk0mibEIa3bmdIIuRh0TIehcvnQxnd6AiKs1NYH48poAlw8oUHO+3t/vQKmEScYrICjJYdE0lwiYzgEGF2DkKCUrJgMIEl6Xk3js0UdL49XLcXabtm5NyTGjgXr3SWBQ+lUqlgRiINkTsG4/nS/vDeyxjzh8N5Zhss+fT3BQyvTvnJI1N2mDtGbo0CFx4r161kUS0LNXjwQwQQIIteeCBR2l/8aocmYAYe+evRNgBCpOW1WBTAbDxw4FNWUtCaVgRCoj6LgwRWVD0xA2iJ1iC30B1hJNX54zgNttXJoW0phZjVozeF6CaYweNmfvnt3xD5h2LDyAdL2pKd3R5pQ6U9Ukj1NJUtipzmk39Pk8dH/WUaBzvgQ/FREd4bfPuz12z85MBIlu/uq17HnVtHM2o+rMBc5Vnu3al0MHD2S0E78C+HrNi42NKb8GHDRcyDgvzylokzpt3rw1Qfz+++8PMNEUCQBLRsEl+n09AHctWZJ1IUWS3ANw2E5MJ4YMuDIz1QUrZA4YLQHL+VQhcCseX+tCFgFVFasiDTqUmbNmlLfeertcvHghEgg+jl4QEG1uulH+3W//u2iN77n3njDas2bPCkD/ZNOm6txexcqZGVqyZ/wivaPyLR+qisMGAHy24jxdOH8uFR16O0kXpprNsXEA12i28bdMKN/9zn8KASHgO6uCMZ/x7rvvxgcAPSQvxhthhbB69gE7vXDh4lQW2BPNrn3G/rfJprrV1cXfb9m8NVIpF1bQ4xoQ74xLeNwi5hnpXlXBDh46kPOEUPF5nUvne/7t88uWbVvDqkl6gYHmJs3Crhe9kNdlj0AQfychlGDwTWHccytVBZCdA+fnq19+IfPAp8+YmQs9fvLyywGj99xzd25lAkrJr0jsNOApm7uQAnMvbh7ThNbqQ910xudbHwA1TV2lJU24qpmqgvbIswDZABdQylcgBHyQkEaXL0fPXPW4XIrf9LrHjh0NOwm8ieVAJV/A50usNa2Ky8Csf6OR5+vtKb/teZW9/c5v8mkqF3v27Y10iYxANYrvMMuatISW01hC0hhjNEnpvvzClxMfVEozqirXbiNHqqvM9W1kokq7drnMQ/IjsfTzbE9C6X2cEQ3S2Os2AMpunLMJE27JxVBioeelDbdu5F7AM7Ar+ZGY8Z/rfvGLEEh8icqDfp13165JIyhfpD9n29btAcD23uQa9kW3igHNmNLrpCPHcjOoauBbb79ZJk2cFCnazJnTQ0iQcfCP9MmehS8F2OEE1++yNX9v/dv+3ZmQbCIQSARhNbEdqcQG+DE6Bt9z8vTJ9L+wTTIaFQPJkwSZ7yQfcjPhZ/H1uYLZv/6bvwn4pMnQnCWQ0ktpTpJdofYxMhbYZuiEGzq0uhe5rbRoPiRHJmujC6QpowMlQThwqJrdp3wnQwaaps+YlteTsXkPs+rodgBZYAETJWMHTjV+aEShP+OksAFu5xCYlEM9FyfOUXJ+BncrNWseEPhkj7J5BsG4ZJc0uspuvhzOvgMGlCEDB5X6M6cTnGXBsqNPNm4M8GY4ylmcRxWke2YoNWcPNE+bMaNcudIYbd3ESZMDbmmCBIfJUyaXHdt3ZEIBp4L1AbCAF8ENoLMuRqF845u/EwbDXEgZqgACeNEC0wjR+bkJbOEdCxJ0GLsOTA4Kw+f1ARGgFZOg1DyODpJmpl1NGA4Ox0Hh8My8VdLgBM/UV2ViThRTAthwng674Mnhcpptzg54dGA4eskCB4dpUBriXIwB6969R0aYAGmHDx0JqMKyXWu+ln10+OgONfUAJ+3b10S/ROcFMMmSid0BSs8TwAt45+YUbEhLAKMGvKr7v11YIwyo8hTghHECppV6lDB9Vg1AEhm2QGrBURk6L6FiS8A0kMYpAEPWVOJE7/WlL30xicWZk6fLxxs/yZ3qGECAccPHHyeYcpwajzDWbQ0YXsOfYwPXq2uaPQu2G8sBJLJRf4cVAjaBI44X8wpMslu6dI4YwPC8AgKmB2NHO6f81qtP32jzsLTAhO/HTGMJPQNmBgMkBGNIXZ+IVfA9bM4zmZuJ4Zk2dVqaLkgM2OGQQUMimTGOC4NvpiwmvHu3ujJgYP/YBIDuxhufBRjEMnle9ur+8yNHjmVfJRMaq/gBQFEiCMQC/fbW/mNgrL09sqZK8LVdu8ZPKWNjXNkkv6EcaRavciOQRXYhWQPqx44fX3728k/TkEnu4bOrMthre+O/BXFrhj25d+nd8T9GItGTATD2afO2rWmoemfV6uJ2od59VQ5awnKYAkOyY81TRTl6JDrQt95+J2NzetbVBawKWioNKhsScYC+bYanQKrhTHMe5sYZwmTqQnc2gRPNnHctWVy2bdlS1n+8IUkZ4sBEk6GkR7fPy3mV5PDp2zZvSQLKRlFJce0AACAASURBVL2GYO+M86XKzQKpxlc+xJW3gMCtU6aW5hvNSc6UlV0cA+xfar3gw5o7PwARVtB50h1P7//vv/XNMnj40CSmnTp2zvd9tGFD+XTH9nIea7V3T848m+P7JOo0w0gQUrVOnTuGeHCvfP358zlTfAr/DSixRTIF8cXnxT5OGD++/OtPf1reeOONABdAW/c40GXfkA9syx4DJ+zLbU6jx4xOxUijJCDss9prfl11wxraA770wMEjma7DX7GZaNg7dqjYw5ZS+g4YWH7///yP5cFHHsrnMm1k9dp3y5aNm8rtt8+LTYYIaW2GdibIEKw7+50+Y0b1fDUl3eikPPyvqg3fK9bxLf6b35e4qBiIFc6456bv9B7AOqZWHG28cjkgSAVMQ+OAfgNi714HSAZUnW17aF0kNF5LbFbetwbOoJgKJPOfxn75/EgLc5ir81c12mrghglIFb0eu5EIID2Mc+Szli+/LzGInlQcmTd/XuKbhitYwjMhqGq7dAuwZK/8Mf+kguZ5SXzIyNguf+0sI2GMkGRLgLC4JHl3G51EtK5Hr+rWvy1boklmE5qQrbOE+cP168vad98rA1VgGhrKAw/cH7DPp/FL5Gi5AbT+XPngFx8WN5Cxv8RBtyT2qIsv5/cwyfwALMDXSXg1hNGkA6BTTF1Kon4m79fo2ucjR4NjAEx2LskQU/kAFQPVc1/2BjjlvxE0qm+wGx+PXMsc3ZYSgkpcIQcB7p01fhKeIosIs93SUoYMHZbX/VX/z+cKZn//97+Tw61kJ3jJjP3e1VWY7dsF7BmkDkDQoTEwGyerodNiZNhA0dBhAb5ki3PnzA5DV907D7T2yJBtmRohtEB15vTZML4zpk3LInOuDMotGJybbl1MH8eptMKY71p6V2m+1hyDJnfgoAEhTCc2y8FhSJp3OIE4sMy+q8nB9uwYDxoSAVTG7WdkUhhFAF3G6WAYyST7M8ga87lm7do4CaPGlBg5RtMISKvbd+oUnfCSOxdHZ/P2O2/n8JBrvLNyZWzEGnNgMnNlL4avDI4F+tpXfz3DxmVpgh2wKPvjsD/84MMyeODAMCGHjx4uP335ZymLAe8tNe3K9m1by+ChQ8P2kEHIMGl0aaRumzOnAjTKCS03U7bzMJhCe8CggU1AgxMBUqw5o3B4OHjNbA62ACEzTAZ5/kI5ltmRN3IgrbnPovTF8WFrdJLKxq0lJyXo1XbpnOYtQKfSTNclm6QxbisRAa2AlcAmeHOcHHkuGaippixwIAABh5wb2lqduQBLk+hZJDLuDdfFDCACcpyvQDhm9KhotJVcJU3WAYvPsRn7hRkW0PycZ+BU3LQEDLz689eiIeMUMAKag5Q6ObwE58ZLpa571/L4F57IaDvVAHbndThXQBWYsrfYD+Vjz83xsylgk8SDXTeZBTt0SPaKLrxBGVyZvlX3q9qghIk1di4uXLwYkOQucA1BAK9gIYkBpOnqNM8J8PZTU5JzRq9HUmFigmwfKBw5Ynguy7CWHhhopp/M4HHP0LquAgnWY/euPXlm4FYSHBaspZR9wAud9NUrYf2APeVpFRnNZBJp62I8jG5z5xzg1AAqCAGYtNnOBl/g7EY20XCxLLxjYblz8eIwC86zoPreuveyH9g8ThzLKXG6c/GdmVdtvjS78VrOp3/DxmJ7/HnRooUJKBI8a68UCgxhtY8dOxEAYAyg8+QMKmmuXvNu6d6jrmzftiNX6a5ctTJ+xl5jm/gmN1NZJzpdTaUTJ06In3xjxRu/BFL6FuhjrQkWEIjDWLoiunefvmX4iOFh9e5fvjyVNOPDTBdwPjGymnzs3ejRYwpf9NOf/LSs++CDJEpum+LjANxDuSa4V2vlo+p1IMGx5kCQcz92zJiKDT52LL7fZA9MLh9gb/kI59g5cc4FUxWphQsWxCdu2bY9Z2vr1u3xMQAOO3UWPDeCQxWD3fCzS+++J2sveSCH0uSkB0DFL80zFxoCJoBvtiCJ50MkeuxbjLGXe/YakdaUGyHrT9eXe5bdk2Tes/vczpmHF6fmzZtfnBXPZF+QNT6f44q8IHn7Jai7VI2LnDJ5Uuz5fMOF0qlDh5wjIPM/f/975YGHHiorXn89YBPAfO2111Kyt9ds5XzDxZSW9WvoUzFP/dixI0my9FZYU30U4pIYAzyddylCJjXcSIzp3bNn4p9mOiz+5i1bwpj7WBh/n88aYFSdf8kSWYG4jkXl39muzyaJU4n1czTwJCls3hQea2rtxX7n2RQNCVgSz9aLgnxG/g1QVTk8fOhQJktgKVVuSDXYB7JhyZK7yos//mm5du1KbND+06KSx6zf8HGRvCAcPBdbQkLwWfwBP8jXGvZPWuH5VeScEz0eLg/RYIbwIXuRDAJxmGLzehAuqpwkVAC+WCd2i4MkTipRqpiYTZIY82dVBYFLvoudb9m6NYk47ANsGs/HbszNFj9U9nyvOK/Sh0mWrPK3gCqQbx+X37usfP3rv5nP1XiRTV9LRRT+EQsA0Z27dubfNU+TA0ka+Xq/xCCvI1bxm4MHDs5aWDcXcwCzKqjwmPPM16h4snoVEmvH9yPWYB2xhM/4LL4+VzD7ne9+J8bvwwrytKHLly8LSJTJYEQ4KA1dGL822l+AoOdhGECjco6Spfu8HTBzAdHYWECO0ULKfmxEMoiGhjhzjSk6WHVIArqMTiCrP282aU2uDnXRgfvROTnG4RkxmzJJTJpZuJy80piADGTLWA4eOpRn81w20NgPN4BhbLFsGkJoWQBL9zPrFBbcORSf84vPPFPuve++aGKBdBmZ0qV/ZwzKcQzKqKNnn30q76+xh0zAIQBMdu7a/Us2TRaNMaKDOXvubA4nJ/Jnf/ZnYR2VQ7Clr/z81TgVjDgWl+H2HzggQdzzOYhPP/10Ardh2B98+GGyXAA4pRu3qPUbUB595MFkdA4bvbPsUJlSOcYBFhSMFnOIODxlP12Y1h/LjjlRdgckDWtvp7W8lHwu+mBOTHe9AyUhAMgcEGVra3Rg/8Hso4HU5tNiELwWpwuw2Vffj9G5etXYNFcEV9MFAB6OWFYKrNJH5ZlKTdgkgckLYRDYAcAlW+dcBTVZqGf3WewdNkXtDJsxdPjw3KqElTh7pj73z9efv5AgRlivfO+SDmCS3bJZpZkwbocOxWFhbYAhtuyzmP5A/mBvddGzuTmzZ2c8lpIzZ29RSEGsYsXq944N+JyAXZKTXB5B0lDde8+RT5s6NZ/R854+ebJ06NCustOWilkVFPw8SU5bOVaTH0YSSL3zzoVl9569cewcfJCpsti1q9Fmnzl9MuwrMKmMyRkL4M4WsG8GMadP58Y5Yow0a3LqElnst0CAJYxm+uqVzJ7G6kAFOz/dlSYauiyBxf5gP9m2M0XSYXaq4It1kaSwA3avVAwwkKXwQ37u8MGD5RcffFhmTp8WEGt0GXYLKyFg2wvzSTlxfz916pSUq+PMa2vj7wTK6zeao1PXjIqN9Bk6CVqbN5dXX3s9DIaLQKyjcUJkQkb6uD6ahtdthvcuuyfMD+af9m7QEAPlr4WBwRrZZw2Iabps3z7VHiVM5163uqB74NChAAVBT+AXpDVJVVNfLsUO+RljidicJlhMpHP70o9fKmaa+mz8jWoKWcK5+rPlD7//Rwno2HBrbKwWX2ldyQUARWy3Z9Awdbv+hv4DMsMTC6fsPmLEsHLwwP6sI3/BjzpzEj92bLydpiFgh/06g7/1278d2QZfDExI3l2h6+edJZ9d8/CCOxaUd95+O/6D7+VH9BPYh1zH64KUTq7JrSbkYP7tp/cAkiTNEt1hQwdHAtd843omCbQxUNYDqBg1elSSUUTC3v0HAgz4MXr/e5ctKy7ImDBhYvyrmdNtrKGzwufoMVAhYptim9fVAMaWNQM5q5Lrn7/6annpxX/JpRDPP/98bmoEjGgiJcN8j6Y+lZyf/exnITMk/UgFUjBresfCO7JngBPWzBxeY+/oWtmFi1qAcL6W/M6kHzFBhcT+YmaRNcZOstfGxit5HSwhLacmJywfv+81Ja933LEgiZMKJALLDObGK42J94gWMQU4kkxZB77G2XVl7gEN0ZevZJ1pU81WxqY/9OCDrU2n1dXKQDJNeiSAvfvEdx8+eiQJMnzAx7jB03+bl+53zy/Jcf6U29m+oMTv8Pl0p7s+/TT4wff5d/Oa2ZHkDpHhemY9O5oZz9aTAtUk4atpqSnHTxxLvLBuqqRIIHvLn6eC1dQcMs9lOZ5HtRoLas3sAUIAgQHQ2kPnQlObSqjzlyuk+XEY5VJj9mnZsrvLk08+GV9BbmYuLoLAhA36VyyuimIFVJvTRHb4yLGAW5jHZxs2fFh8GDmgixf4cbbpDJnWYq404M9/Oz/Wru3CI5UY558/8HrWDC7z+T+Lr88VzP7whz+MbkJJgNZj4R3zE8yqjKp3NggYEtwwUUrB2FgLoKMco7Fn374YnO45YIKmjCMTeJTWlCFcqepWFcHfFbC3jB0TNpFmxwF1AxLAioUBBhiwkqayD09NP2gEGHCC2ue8ZRVKbQm+3XvkYMugZCgCgb+3qTIoGq2b16tbZ/Yd2J/ATGeFucESaZShHwFIBM+lS+8pY8aNCXjAzslaMQvkADI2To1jlb16T4HUv3MIQKPAPHTo0Pwd48HQuG607eIAc/GUsB+4//7M0zX2B4PVtbZrWCcBCIsRdrKmpRw/diLBhY6LjkpHLKmFLlPaPKwRZ6gUApAlU+zeI1m20V2+sBUcmGvylKslJ8r3AJgM18HX0YpdBEqwHlgnh5Tz4tgddgDLZ5KoZGzadUG0GnAtwGg04GABftm5NWYv9lIAsG/kBv379YljZUeAtLFb1k3AlEwAsZygAy7ZooMFxDkTAND6ew5BFJsydOjwMAkCutFUnH/P3tVAcMAcGPSZ29GFnm8ol680JnAoXWEdJW9slY3SUXftRiNZXbnpOlDJkZu2sHq+PK8KhEkGAjvG0jrdNnduGGoSGefFnM+Tp8+GMcB2OyNHjhwKw2GdVR2AfCVRQZEEBNuEMc/nvHItbJyg7hnZhEBrL/w7xsTNR127dCudajulscJZMjDd6CllrTapBIDidWiPMwmgT59ogo314fywrS40wCYqc0kejW7iXEeOGp3JHICfxgoOXH4jkGAEPvrwgyQG589dyPkyHF5ApufynsCypIM90TtzzGxc4DEJhM0C/BIYAYu9YGbdq24iA0mMz8zx+1yAAHkGW3EnumHl9s0ZwNQ4qy46YCOaIw1y99z8geBk0obXE5wlv4Dn1MlTUspku6pUSxbdWWbNnZX3ljjS/q1etSZ7x6YwyW7lIXkw11di9v777+fzWl+aT8HMOnpPfoMGHHhS7hfIwpIb7aQZ7vqN+IVjR46kCQwjjanzs5J09mMgugTNKKQPP/woLJ4E8YNffBD/IrnBgr++4o0kQioA/ISzr7tagnP6bH1mc6pERZvdpTaSKvIT1bFTJ0yKqaabjBvtwgnNfQ3xdwA3gMDXXWrQNOra6E6RGDz+2GPR/mLrzb2VcLavKblW+f1178c3cegANH2+WKKE76ZISbBn4WecU8muJJuf9Gd+Gelx8PCRAFkkCFkNTbc1BmydewGavXpvMjKjk4A9I4rsP305mwBi+L8tW7aFIaQxffaZpxMD7CdWVJlYUuLz8ZueT4IV4N4KZlQBARpf9vl73/1Onn3bdjdMdghxYr2M7lu1alXp2qV7pHPbtm6NnxRzzIdlxxqSDebPeb1K4neiDBsxMnHIuTcqsHOXLkmqgFZf/CGgz3fq6Rg/dmyqEZIjU25IdVzv7TlVXZxzfloiw/cBUWQJ/r6fZErDbNduiYl8LiZU85uqrETNmgGT/CuQLEFHZvkcwK7zbD+OHzsazS17RERpamRb4o3XQjaQLNDDil/ORprsamoiywEU2SOZBObU/Hr7ikjg9/g4vjTyv+bmsKmegR6ZJFJslvCxHxesIMtUqdqa4OwH2aMqA7+KkOF/lfIlVErxcIHXgn1UHT07SYQYiVGWYPIhzkS7mooJvnr5cpJqpAj/JhmybiZ2/PCHfxbfxs+SCUjuEAKIE5/f5/KLvYvn1Vq1SxyHM9yOSLKBWPEM/DnMJAmFjdgnZt5rqMKoXHt9+5FfGvVbr5JXAbX39ptW/7P4+lzB7O/9X9/ObE1NG8oLmns0KNDrySYxeBwptkS5QcDFxCpFjRwxIrT8qVNnolOzIIwVwLWYvXr2TjORDk+H1AEBWjCjDrfNNExcaZwjQcUbJ2QQPKcdUOPu65s3Amowl1gN7w0A6HpFuyvDCPyABGYGiHVo77777qJBQ+bo4GFSO3TuFEcT0NC5c5g5ZWmBQgmGk6ppuVnWr1+f8ouM9KOP1ocpAgaHDB+Wkmdb5mnCgXKaEp9n6di+Y4I8A+EIzDPUPOfPDNZaejaZ+NNPPlFmzpmT4L5m7Zp8Jp9D4iAIex4sCw2tgwNQOcyTp0zJzMI0lh06FPCFgTDrE1MC6X/1q19NEwRgz9FGfnHjZg4+Z0SGoOyvCecMiUF9fUAQg9a8JFCH6bpQzaCUPAAhvmStnh/jpTTHMfp32ipl/Eqv2yu6Wdf4Wn+OVoOZrFPQGUo20WS0jUayvnFu/lvmaw88s+YszgdoHdCvX9X9nizeTSZVuZIzBryUQNmHQHbh3Pniul4sC/3z9dYbuAQIe6QcTMbC0Vgf9vr2m28mw6cVVdIExnXbuhFGYOZAAtxv3swemtKxePHiOBTlNeOK2D77nDl7dphdoN4QfyymACq4ei12rmzE7i1c5zRTmIUsUbyR13funAO3OgG6XsPPAB+Cq89onQzAN46JZGfv/r3RxGExAU77R0IhIAIyGB7aKhUCTD+GRpLmrA4bPjzTOJQ3nc/mpusBeM4o54iZ17zICbty0+flB1x2Iggq4UmGld+OHa/mYvoMpB5KdoKDc0xywklXiVGlda8S4EoGoZHOWWkmaWopmXQya/bMBHdMhOQUqPJMHD4blpQCd5z19u3bAzyUgiWw1otNWAMJohKpnwWSsP0giCoQzf2ixYtjL5cuNyaJwXAYxWOep0T1X3/281RdJk+eGObd+j/62GPZa0mfRJVMx/n1bEqGAofSI/BEPgDA+RyuIm3foVPrkPcJSdjss+9j+4I7aZPxb7T3QJrzsf/g/gR1mkIjxrCK02+dlsrUSy++VMydljC8tuLNzMp96+23Ij9RBve6Egqzb7FCmzZvjj7SdAhJx4mTp8Pc0qaq4AjQYW5KS/nyl18oU6dMKa+9/no+m4Td+gIPiAe/fu1Lz5Wv/PpXUsXjI44eMq7pVFg/0g8g3vmQhLBR7wuIuEgg1zAfORJgSg8K2Jd27UunjtXlF+KPc6MhSVnZngnmCJOGixci32LzwIGAzyf07t033fkYOF/6KXgwjCAAA+g5f1u37yj79u8t48dPLLNmzij/+I//FD8B4LFldjKgf98kMtg+8UEsRHKwUUmdc2vKyR/90ffK9BnTy5/+4AeRuki+Z8+ZXfbsMRbsZvTlEli2obeEDfnFZpxDnfLYS/6aTZKXbN+6JT5KTASqe/fuGS29KQ8qJkaHDRo0JOdQbwNJjORNrOGTSW+cD589soX6+rDpEgpNqvwA3+j6djGLrxk3ZkzOq2d2tjGn9gzLbi+QFx99+GFkSHwbckZCKPEFqIE3r6MxU0XO/q54fUXOHoDJrhAbWHY445lnnikPPvhAwBd/z/eJ55JHRIv1Bb4wmcb+iQsm3SAeMKEqrvBCQFxDQ84xKQq/J7bxuzTtY8eMjY0Z4eWiC6/rc0m2xShECyLMOiGjfH62beqAM4jIQs7wNZJt+0ReACd4DSSDGCYJVXkB+vkAU5G+8NijSfSAXpigpqYalcUXqnjpx/G93rOq1HXIM/j8Pq+pFm12Qfu3fsOG/IyzbK2w7XypGIzQ6d+3T0EspAqrgqmJ7OqV+A8kAOJAPPRLsvFZfH2uYPZP/ut/LVMmTi7Tpk3PgmAWgBYaVItg8QBb2SjA59o9BmJszYRJE6O/cS0iQ6JN9LNhj7p3T7agHCMAcVAMD0sgMDhYwCH9m82rmhKuh8nrXkcvCcSdDPNiY5A2Mk3gA8NCEuHnGKLMHMjWJSlD8f2CgXKmW1hkeIwJe+E5gQ/sjYyJkbsu70ZLSxhlZRKMgnIM8LBq5eo8L/ZEcHM70KOPPpyGEk1ObkKhWfS658/VRxsqg3Kwhwwbmvm86CvrqDTBwDnEu5csKWPHji/791eMIMDqQBrjsm//wTTDYFEceoCorq5bgqLmKUETkFVOBWLz7927l+EjzIzrmSx/ydIlYVrob4xDo5VRjjCOA3tQYzFqasqhI0crp9eqw9E8BQByKDI9IAbLY905Codt8GD3n9eEDdOYopTIuQNBgDBwo7QnMw6bZnrAlSs5kEpyWLcbLYJ2+9gExrSrKxIvX259lsYEJe/H0WMqZZkOra+wjjXtsveSIKCw0gS57KMudgV0ucjAc9pH7AV7USIXAAQitk6nS1scIXxpCcC15mxZGZbMhkMGbGF5CYkGNTM+BWaAe+XKd8KKKqvTo9njDPSn26ULbbiQBMvnVXYnb+HAADwOFMOr9Irx5USVgPxu/QcOGpKz4LN7f0CUw1TWxYzTtJm2wGk6Hxh3ARSIU2aX4ABa7M/nVDbn+CSXkkL7YjSefzfIWzIo+SAjqetZl2AX3WdG5pgKUV2dad2wMNizoUOHBTzT2CqPqx4I1i4ZcfbJjQQ4czrpr90LjoVQCQEqBAdB1OemW3V+nTd25Uw3nL+YgOtMObOAks9mD1OW71xbBaKmawGryrk+K9DAV2EQldcFTVIjDS4mZ7BDdiHwAoqaV4/n5r6z0W4+99xzAQHYPWfILV8CizKokUpfeOzxVHVIDOiOBXjrqxw5Y8a0gH66yuxFj7qwIFhM/mfBHXdkxJzpBsZJ+WwSJn5PsiIYAjXYXUFcGVHDi+YpoJTfU5FRFdiybVvZ9enO2CIgO/+O+UmMMI/8Spv+zjnx2Wn4jR9s36FjuX3u3PLkFx4rGzdvTmBftHBhufXWqSnh0uutX78hdsiu13+0vhw4fCjA0Zo584ySndqPb33zG1l/TBYfgAH2DDt27oz/vmP+HUl6kQ/AgMoPts5ncpMVwoFtO6eAGPkIG5KshAV0Y1xugTyRM00DrKqGdRUDADPnCDMoQXU+2L6KHjvkM7GzErg8Y7NLIi7mEgLBYfmyu3PD4tUmOtVK5sZ3+CzWe8SIUTnPmDCyO98Tzf7NlrLkzrvKj/6f/xFmTzXn0JEjpVtt1/LCrz2fhqy33nyzuCzBOVZ5FJfeXfteeeD++8Kojx2nwXhgGnH4FTrY8WRDw0fEj5vgYUa6BjjJGICd2GUyyoULKVurUrpB0bqKecALuZTkjG1L5Hbv3BV708NgYpB4LRS4Tp7eGgsrnpgw4fVVE7u3NhMjbLC8QB4pB8bPObc2tZ27xCfxdRjjPpJ4UoHTpwOUVq9ek16GygePLOPHTSjPPvlE+Y2v/2b6F1atfq9cOF8feyN7Ukrn98VwccB7q5Tw02wHgMUim5BinqtkwaQMmEF8dWYkPZJpPpbP0+SNSUbmsBvNUFhue1LXo2d8uwQCeAXO2aDkgYzKGUJw6NPxucRVoznvXrYsawEk8qFhhge5vMINpP1zRpxpvh+5Nv6WW5IkwEBIIHpZbLvzbk/glOs3KqkeNtlz++JrEVriu6SNv6K7ts8SOHjKXtK99+heXR8thrTv6DN0TqwRXwFYvp/N8I/wF//mdtLP4utzBbPf/va3k8npuucsLzScz3gr4JM2k7EqO2pGksWkm7KpKVo7mhn3Pht7ImvkIGQnwNwd8+fHeXDSmAWAhXH4N6/DqevsIzOgX2OkyrI2ROMD9keWZAM4b3/PqGmOsCzG2GA/XANn5JPSAEDMMMeOHhPQ7NDr7KWV+uCDj8IScI667g2exzQIaByoA0Kvq7sUcySbEyw06EQvd/pUyrk7d+zMtXkMmhfQMPDeuveTkdLFcWJDBw+OngkLZQwZoMXp+wz0oxowOEhjWThyA+H3HdgXJg2rsGHDhjJr1ozo64zTUYohKaBdsh+YK4DL/FozCc2jlEA4bNgajs/VlzJ04ItuSyLSrl2H0rdP77BR2FHlGuVU++aQSAD8fRt4YdzAK7CFwhAk2IX9A3h8PgDW68gslckEtu5duwUobv90R4CH8rHPLmv0/ZoCOVAOB1OLufLvDpjD3bbfKYnn5qGalMGwLfVnqjmwWJm2g06TRrpi0gPNMrYHwy2R6mj2Ih1Uc9XVSifHGWMEfI99oeXydxyf/Rb0PJfnsD6cgVKYUhP2VFKwlwa1c+fy8SefZC99LkyonxEEctlDc3OY02PHT0aTbZ+AFyDMAmCVlcRci8zhCo7ezyZgVAA1DLQE40pj1aBo7f08IOwsAq+SBvoxAFEAkwBoxLBvnDYtmLVU9aAHcxOezNx5kjBxhkC3jJ6N+XIeTDmonqFT9lbJy2B9gMh5ZQ/YOXIEEhkJB8cIsTjfAIQvDpe2XjB1tjUB+pzGxKg+uAmpqelaufXWafl7dmsf+IAtWzYHkPbsXpdEQLOOBMVNcoBJfMnVqwEuGlVdEStp9pmsj4fB8gA5zp0gLDBgUCUqgDemrvGS2ZydI1Xw2e9eendAiOe3R852vz794h+8nsD161/9atm/f19r81nn+AsAxWdTHXLt8+UrVzOxAws2ffqMAC/Ngt4DePeEEnOyG9/DFk11SAJy+XLGAUlAzZ41LYN/ADgk1f2wOU3X0uRq3/QN3Ld8eWZla2J8Z+U7ZfWaNbktjVxHkprkMlroa7F5pITSOvDEDy66c3GA9fbtO/IZ/cza997LCDCVLaycihs7qqvrmXMLJD/yyMPl8ce/UD786KPScv1G6zjccwAAIABJREFUpsVIgFVwPsEgtTYW8huYL3ZX+dh9kUuokrS03IiEQllYFc+/07qfPXM6cUDyyV9LJk340LchMe03oF/OFcDLjsQa34fNEj+w/SRCbJIdiB0ffvRhKiLiE2bV1AtziDUAqfpJTF2r63ntzc2b1yumuulq7Mf7qugp3fNdtKXIDCO2VDY11GBkda0DvD/+yU9il+xRnDXVwfnhq9kXOyZ9euThR6KnZVcmR8yZPavcNm9eGT50aECQmygxcsr6zpTXQDzwcSpftKCSDJ8dGQW4i5POLH+nPM33iQl8AL/nKmJ+E8M4auToML98sxjjZ4cOGhgQaKyWEZRslw6cz3PzGgyAuZUYY3ldk8xegcxHHnooOuZ1695Pmf7ffOm58nu/9x+j+/9g/Ue5bETlU6VHpcA+/dbXfyuSH3GIj68ur7mQJMC8ciBXlUOi1zatYuOmjXkGDCOyY1vrGfOM/DkfSQ/vchNxxkUnGmZVBSUn9lByj7gxcksyb9Sbao7YgRTg2z7d+WmSBT7GOpKhqA5IbuwhWQTfg7QTDwDZXIU7aGD50pe+lFjR2NAQqYwEg93YJwD8pik3SfTIdlz/3ZLxmz3quie2p+rZq2cSBDGbnJADadcescTfuzDHJUA18cUIBCA6Fb+WSr4m7jhTcIHzbm34sgceeCC++lf9P58rmP0vf/zH5dYpUwLGGI4SuICMXZK5AFIOwZVrV3KIBWodjUqKxtZ0rNUAVInBOQljQWhmjZ3AigCvyUxyu1FtNhi4E2iUZQEghw+QIF5es3Zt2bFte+nSrUsCvMzIosu8bQAQqCNYByYncWD/vowsAqIFRhoWzMn8BfPK5s3Gb5zKqBuGRwc2cGD/sD4dzTXt0jVGQOvWJjCXbXmu+vrzZdr0aWXp3UtjrHRB0e106/LLMU4MSan1lVdfCdNGg0QW4HkBYvNfOXEOsipN3IieSTBat+69AG+yCyw457LsnnvKSy/9uCxetCg3mXD6a1atLkePH42sQImH9boOEHPFuAVEJSL6Iw7agfrwo/Xl5Zd/lswVUOTQOD30CBBiD70vTSpHDWwCrRwi5rRzZ9cCl0g7ZG/AlLJj396Y165hRdiEQ+v97DmmEcumXMbZARzKSbSZggjg6/vcqy67VSYU9LFW7AVl531luBguDrrpanVxh2wXS3f5UqW1ktXKnq2zlNT7SGI8i//G+Ps8bILOCWBwoK2ZO9zJCIBYAW/EsGGxq8kTJ2TSgwSIfCbasjCrush7573csU52QEslyaCzZV+CbdsQfmVrzAvnCawa24RRBbgFaCDHujkTAKy1BSoTjC5W/3au4XwArSCrbMdxWSv2r/QJrDoX7FySYu0jC2huShnbmC5AUaC0DtgI9mFfrl3T3NC5TJhYdWSzBa+pfNemVTeuDBthPI2fp2GlHXO+bvJ2rU1qqgicOIZBALf+GvNunT49CafkFVNofwVFgZ9+1vdZX2cFM4JNnzL11vxd9MI9ewSAq3ZgHwRVQdJaODuaKDlpawKQAvfOAjuxLj4TEHauQVPfhSTaAlafXlV5GzOhogDYOL9YeCVtvkrVR3INLNBbs1+ASLI+dNiQyI/cwvOfvv3tNK3t2bc/rEptbddUaQRFHdpAuNfG7GFNlIsFe0wwYGGUlveh88U004ta67HjxpVDBw5Eu26dAF3rn7vmXYxhJKFb0DSduFCh9WpwJfT/43//3VSc+HF9BZpQP921t5SWG2GYbZ1nsde+OnauLfffuyxnD4ju2rk2+sfXX389QRygqweCrzalbO+ngTNJCoaNr8UiS2bHjx4bJoxP/Zu/+evIH9qaceyf9QcMSNFULfiEI2F5G8utU6dEcsS+Jede27/TYbftPXkVRgoQcZYkI8Ar/wFkiAvOErbfeZCw+HM0lvVnQ2R4br/MU1dt/HTXroAYyaMJNfYOC2xNVTfIIIyFtP/OoHjIngAYIFhiJo55Xj/73LNPpwHavqhyrHznnbJn7/4kGyOHDwvY8rqerf/A/uW+5feWAX37lRdfeilgiQ8jnRvgaugePYprgBcuXJhLWwAOiYEJB5Iedml+M8BiDbrV1uZSDDZtrenY2YE1MDVHEgSwix2pVGkC6tYtP8sXAd/ODt/C93q/0SNHRqdcf766NltCbCoHEsrceMnppzt25DX12GA1+V/fw496Hc2Ua959P+f3icceLVu27Sx/+mc/KBs+/iSkz4GDh8qsmSQCNfGlD9z3UDlzRlf+rlRE4/9MsbhyJf6OrMkFQBJ3foe/8TvQ6jPQw/rMrs1WwUQm8eeYXkk9kkelhvTJ5xabI5vo0DF+2tr47NhbMVN8tP9GRfo8I4cPL9OmTc2+I274eODZ6/D5KlvisaDj2fkp8ipxwjQDldzhI0elMav5hgueShoD+S4xl4/AupOOSWg1l8NI7Awby1ez782bN0U2I16TkADUbPDaFYnN9VT2VCqcDWBZJc86wXZwCszl51SDJIUL5i+IT/hV/8/nCmaN5pKdCIoYLXPoLDzmS5ARMIAGwVGmKXNAlWNNOV+7Nn7suHLy9OncT/7ggw/m4At4WBvOmm7Unx1CWfXgQQPCWGB6OIJjJ44HnNBDCXq0O1gUpbuRo0bEacgUgRP3Ugu0NGPee+uWrcmkOBDlToHcJtHn0M/RRo4aNaZMvGV8Dq8Az9Fgi5XoMHcy3MMHj8QJAFI67AVbWbaAPGTQ4PLKK6+0Dt92teTYsnb16rAPMskPPviwnDp9Jswm46Z3yV31PeqKG3r+w//6vwVIMHKjtQQJRmUqg8+KBfnWN38nI4WcKE7DYT125FgOlWfhxAGKubffHmZQFqk8LJsWoIwPsm8MeuXKlWFXlSWAN47R4cTe+DnyEAwNoO1WHKJxGZr30GVsLdtYSDrUc+cuFCU97DBAJJBwlBgUg+qVgOifdHcLtgCtQwL0XTFo+9SpIru0loAGu9Hx6lkxZZIS740ZpvnVyZ6stlvXSkt0/UYcBLZRcHOwlcB9H/KtDagJ+sA3Z+S1sZc+t/XhuMyS1DxES9vLWLQb1TWVOj11znKY2Ca2jcHFEgOaHZXoOnUqdy+7J6U1dojBP370eJ5BUMdGYIYHDhlcLl64kOkRzgnnaK85RkFfMMToAktNzTfC1GE22wKiz+c5PLuz50xgza01u6pYZsPxx0faoqR3/VpzkagIhvTU2Fp25DY/9qkBzfnxecgvXD6CWVDR8B4SRecAyBPg3CIl8HHMgBe2k2NW/sRYC1T2GfuTKRft22f2sTVmu2wFa2Wf/TxtIOacnIdWvVu3LrElDEhmVw4bGj24hCX2drY+7JrNNS2DFtEcaiDAa3LMSsd8kuBl3jRWh7ZPwoA9MdlBgqH5h/1jPiZNvCW2I0EfMWpkgpS14CckWwFv9eYBdy6zZs5OQ5Ok12UcwKRmWQBUOVgi4tlIGoB8LBcAXTGyB6OhU+rGjLtUxt7wfdeaq2t0TT6wN9arAhVnEwxJGdiAv7f+w0eOzOUOytLK6c7WytWrAxwx50YwGWF17kx9eWf1qvL8879Wpt96ayYZaKqSsJJMOQ9tSUuHGgH2Zvntr/9mNMGSFtWqZcvuCag009oUFvaK6WTvSXJrqyklklaJBptnt3TYH328IezuihWvpcRv2goNJFuW2O7auSvNPb4fKMYIYtWU5Jfff3/GYzm/ejbECecEK7pp08Ykt+weUAXwnRfkhLMp+cDEIiGwxXwRUKZC8dOf/KTs3rMnSf7+/QczmcPnFD+61XaJ7wW++BPzrkmG7L33MdWFr/J+7NDEBvvrczddqS6x8Uy+AOPFi+8qX//6b+TGOCSKG9Boo3v26Bn76JNbMMeVTz/dEbbN5+a7sN3A5i3jJ5SPPvow/mnZ3UtzbanLcSQHSCF+F3iUEGzZuiXxxRnnX9iP5iJjrQb065sSuHNkHdiSiiNtr/ebO3tWNTLudKWPRkA5K/y52OUcqH6wTVUZa8N/A/h0+apS4ggyybN4TUm1UjmcUFUKDiYZYB+bNm2ORPH73/tO+Yu/+uty8OD+rKnLRSRwKooAnPFTtLD/9jd/o/zn//LHkQQZXQab0PNPmCjWdc8aOEcAqEqQZ+G3JBguhhF3zLyW8NgD+9mO3OHUqcQfciF+yB5LzDS33zptWs4vMIopJU9Iz8TxY3k/8YR2GliXjAKOkjIYSTxls84X3NCWrLN7ft+6qpBt3b69rFq9Jo2YJvs4376cPY2MYh9kK+55XbbtkgZxI0lY9+75LIgRdqBqbm/FJvIpI8xMoRBXXVpirKiz5rVIeOAm8ZetSKj4AnspzvDjtPafxdfnCma/+93vpqNWqVMWEqDVvn0cRDKX2s7RyWCTbA5NnEwQaAAUdcM99PBD5Y4F80vfvtWgYYYCQdhgAG7K5Kll/rzb0kXMQRBeAzAWEdPneywwwwCkMGYYLQvNYSit2wggwcB0DsYIIkZpaLbMBTOD7Xv3vXU54DYcCykI0oGNHDUyTS9A4sABg8qbb72ZAE0jJ0BynOYy+iL25gg58stXlZR356YwzQw0UPfdd1/WR3bEYQDtW7Zuz2USHIBSPs2REvELLzwf4LN+/Ucpm8lgZVw+Kz2Ru6OfffrpsnjRnZkK4e8D3EspGzdvDGsKbJgzax2NPgO0lDqtC30UYbhGGDepzJw+M/Mh71m6NEykofIal8z+BEB0zTJowMtX5t2mLH462ioMnxmsmDblV1qoXunKbB+GHjDIDVAAmmsTO3SIE/P3ZinKUDFdYpbZgLJBel3lD8C1I+a0uanUdpIRg8AtsSVML6ehIiA4ej2MKtmDA8zeHHbAFGPNXgVZ9mSQPicDmJmK0XxNB2w185UeMaC98VIO8OjRI/PabM5zAPyqAFjhlJ97dI+dC+Rer0O7DtHisX2MG+BjjJug6P/nzZ2b16e55sAAMjbAnjEDxsFIurA6pkpw+AI5XajPxSE7Tz4TFilg0K12rZMyknX37BU2krNOqV8XeAvHeiPOitMCqAQ89o1FrEY7SVSux6Fy9hgGwKZn7155HYDKzS8CivPte/0COJ0xFQtnXFXC54pDbN8he0EKYE1EM07V3mGEUh3p0SNBRlWAblHJkUwCA4kRwDiTCZhlOXzEsAR8Ni8wYnIBErIH7Jyk1rXQbAWYwAjRgmkCi6Sle10atMiVlNIFVsBS4HHrliBhdJU9oR91Xtn/qRMnEzg0zFh/mt1Zs2aHGfScGhfdrgV0uDxl5Tsrs1f33HNP6WoWbm3nMmXy5DBZSuSYJCV9TBQALBkMIDJ7tfWOeaVl7K9EiKREkGtpHafls6iW8Hf0scAyELN/7948y5bNm8quPXvL8vvujZ2SBQBf9O/WQ3DyWWbNmBl/CCSZsS0gAhpXr1Q3OzmDAJwvs1z5bXIF36uJ5bVXXy0G2bN9a0h60a9v79gz1s7+KUkDURcbGgMa2TbQDODYq0dJDr7whSRO3kcCZDQS3SRf5vIPiRlAoiJlqoh914CMwNBUaoweIMoGJC3kOWwzdnH1SpIWjBK781w5QxerObAqM//y4ovxyXTHkh+x6FLj5fhC0wt27NqZz5h1GDgwsYDen//FXPGn4hP/ZE+8Dz00wOMcOfzOndf1O39T16W2bNm0Oezuhg0binmwfjlHE8aNi31YZ/4Ro8rmHnrggZwvQNKzAj9Gr82fPy8xZvfOnYnPO3d+muupd+7ZVS5duJhpHvSODo3kmFxEEksjCbjyeWyt7UxL2tia29P2HTiQ3pQxY3XG940ulcYcS2gtvZ7fwy42NpbTp0/mwh0zgQcPGhISwExXt2YaWYj0UiEEfMWNZlW1pmtpFlNunzB+XPnzv/xv5dy5s7E7IHL2zJll/IQJYS2t6S8vIJo2rfz8lZ+nD8LlG86qpEdTlUYylRmXeWBZadWdGdgAVgBE6Xix3vy6+AsIYmc9a6qgPXuGjGNvAKM4o1rojNJ3A6OdO7jdrDlrwLb5DCX9Tp06BJhbd+eVX+T7yN+QfBaM329bQ35O5QoglXSJN0DyseOnUhHMmM6rV7N+9t1ZJq3h82EvMVqFlz9QxULMAP7wA/YVboGX2FHVnHwjlS7XgvPbKrqSKfvJV/tepJEqBvv1nvm39u0zli+b8yv+n88VzP7hH34/JX7lOnS0g1npW9uHqQVmBG36Uc4Vqwn4AQNYI4wbthPwkM1hRtH4FhEbIatyiwZAI5iYbyhTcm2srIF4HICeNHlSAleYCrMZawCVHlXW065dXhOrhjrX6KLTF+siq2QodFEbP9kYY2CggKxSwle/+uthGPbt2x/H6T05UEPFlS4FwYu5u3x0nDk9EmCx+M5F5b77licoGZWCjfreH/xBMkTGg/UBPhwQ/1bpQtulVKvMqgTrnmsNJwcPyHLdwNESVszh4+Bpzf7t175WFi5amK5Nh8DnM8PSYTp48EA0YYZAjxw9JgZ9y7gxYVVXrFgRNnXhHXeECQekJk+anED15ltv5bY0wCnzTufOiZ4GWwz0O8gCmjujjc5y2Bg2ZtuBdJBS9qhpF10x+wYWPZ/MWzBzmGWkDgnGzs0uOu+V34CS6sC0JBgp01sjIBUbTpfEbhpMNjCXtrZL2F4jmJRHAUu2pWSPBfK+9kqWLTDZf69Jq+XfjD/iVDDMytQYMYHOPmHuhg4eFGaOA64yeBMzjmbcmWcnH6BRxa57eAkap2IdOI36jDpzX/mhMI0CHZBurNruvXvSka7xkF4Lq2Fve/foUWabbXj2bNa37e55hwnQAcywllhXwIyTURq0Z5gejV25JODqtbJ+w0cVuKihM8bau4q2d7SvnkUCwSnRjHt262/Qvr9XmrVX1s/nAQyAdg0U7Je2V1JlPBqtIJbbewDDtJ0kQWwSQ+SFBT/vZdSPAKzE73usv0SDX7jrziVl4+ZN+Sy+l01hAfLvF87HKQsQNK9AJpBsvyUsPht7BBIAero4QVKwkKBimTA62AgNllhW1R+3fakqAMWYVPbmmSU9SrKAgmfjk1ypTU8tm5gwfkJ8C0DqLAhGhvG/+tpr8UvLl92boM5Ofv3LXy4zZs4qU6ZMSsIgAQCi+DCJpf9Wiblt9uyAeXpCa+uZVD6Uxdko2wK6leh9dmVv4AMIxzjS9Tujgr5zyhcITgCmM/Tuu+vSYCL4RTKQi0WqZqxVq1anuibR3rZ9R2uZUQWN5ZH+aB7rnPMs2P30X/+1dO5YmwtBXOU5afLEcuzoqWj52RbfAxCzCYw0v5y7TlNRacpzAzPOoRFbTz35ZHnmi89lDxM8lWrdotWte9m1q2pYJX+wh/oc6i+cCwBZsGBBgrQ4wl6twbjx5FRVAyo7Eg+cE7YBDAMwqir8vnPtGQAfDO2JE623NUkWALPWObzSYUBLjMJeGS3n/EsE7l9+byu40zB0PfZIu8gHiVvsyWclOcDQWov8atcuo+ZWrl5VNm3eUrZu216QCVOnTcv5xgRL/nbv2lV2fLozgNjn/+Y3vhFGVVPq3/z3v835MlHD58Kuvffe2vLP//zP5djR4yF93DLpDKheDR46JPt4tv7/Pxd8H2O1PtXnrRpYJ02YmOSrW9fu1WQdcoL2HVJ5ELfaKltiJH/RBtLI7egwzbwF5vnbvv37paqlEjtl0qQkZW45BPgRGzToqge+xCRnThIGUIrJnAA/ZxKM9yYT8Jmsqaapf/jRj0J6fOMbv5OkH+ZwHmEEP6wCowQvEfRzKkx8j+RbpTJjIEmmDh+Jn8LEAn1iunGAzhPdsbMjURKvNOTya2vffTf9G0abRbef6uKggGIAk3wBQ++9LjdeCz4CdtkirAEL+D7zfPlixBW/INk0Gk+ih/hS5SIfmjNnbhJG/s7eAdeSDzbMHv2ZzwZiz5yqbjBLXK1plwoQH2fdxRtxlC/kV/kl+7hm9ZoqYabLj4yCjropTXLijARCrGHDt902N3v2q/6fzxXM/uCHf16eeerJMCUzZ87IJQVYMl2LRiwBHRaTllHQSpZbyi9Rvdt3MFZod0BY2VyG6+c5jCVL7kww1HFteLzMnEPCIpqxKLjItmVwGFaBXanDncuMkOPvk2s5a+PMORGbjL0x1ssgZ89mc+L4m8y+7ZXRO5iarVu2BFgJ7AK5EoFyDOCl9AXEzZs/LxmTZxmVyx/GBJTSprjjWznb9/bq0zsG6oCue29d7kt3oDCUgitGkyGRBcgQFy66I84LOHWQsWDkEYC7BhcNDQTjTz39TDJCoK7R2JEWTXAXMxKM3uehhx8OGygL5pgFQZojmryvfOUrAUz79u9Lc5xM1gECAgRJgEsHLABjfTw77ajXwSDV1naq9rpXz9Knd68wcFgjThtYBWoFEYACy3Wu/nz2QQDv07d3mDiMPvkEzZJSi313QNoCEw2QIAz4GInSmDl6/Vuveu0YhgajJwHwpfyvIUdBUmbtAAJU9Ee4koaGSjvXt58rEqtRJn73C2Nq8gUHIYDetXRpnl9gPer+9j59y74DleYNuKjr2SMsv/m6BPm6YVOq6l4XtkPjDxDhte2tdeN4XR06e/bs8uKLL0ZLPXvubWXL1s0pgQKSX3ruiwFjysBHWsvJ1pSz0flNm+ezcXrWCZvaxmwISHRhZBrAHvZdl+pRTHkuK+gV+yD6V8UAjJQqJVgYXzbNLrF09MHAUPTVXbqWK6Y0XKeVVtqrdKiYI8+GRQXmlHmBA0kH6dGo0WOiD3UW6dV1GKuoOO/+nYONwwWMz5wpW7dvjYMlo1Eav3H9ZoKhs6+MpstXsMDCXW68FJ9i3TFJFqP/gH6xPc9o7dmzoKOhxGQEI62GDB0coEorV9ula9jlZ599tmzbtj2glu9i5yZv8AfWGNM4fsItAdXGbZnC4qxi97OGPat5w8Z2SZTZqbFRxp9JTEeMHJVALYgIDpJm3xOQ2aFjVa5suBiWBHNqpihdaEtLpR/3HAK4Jk3NNOzJswPWyriA7fRp09O8Z8+W3LkkQc1+kvYsXLgoQJ3Egg45Va2z9SnjS2AEJgkHUC2o+u/qc1cAB7MYJrFI2IDD3pHeqHDMnDG9AGM/+tH/Wz755OOcQ/4irKMxUX7G3OZWX8wmnWfAC3SSNOj2/5M/+ZOUPP3dijffjO/WXCxxckGOMWJuwfJ6QNyrr7yaz82Gatp3SBlePKhpX5OxQmxAnPC8QIsmYf5z5dtvR0qlQgFoAjrs2nlhn5I6PQ8kF8BtEvaM6buRWEdHrrFz8OBh5SsvvJA4tHTp3bHXY8dPxH/xA0rYqgpYPmuHgWyTc/kMgY3AY5pa/bkm10n/7u/+h5APxvRt3LgpTV70ry+//HLlPwYPLvcuXx4ywDXt5BSAsCkpwJqh+3/6pz/IDWWuL/bZlIKNNZsza2ZiszmpGHFsLzZZ8uP8Sgo9q9sAgS22xB9X0oPa2AVSQYIFZJqAIKmWdAG2GpjFqTfefCuMnfgKkLH5Pq3MJkmPcrnk00ULfo6/JWUiXTM1wZ5ijE0ccLEFkE9ywtcNHjQ47Or6DevTVAYkSubsN1/93rvvlWlTpqTp07mVgPl5Z4Yvc0GGmGtvATqJLBBekQcXQ2B5/zCWzU1lxLAROa98W88e3bMHKgIS5tjYmTP53MifUWNGZ0qLRsf+/fqm+mD9J0+clIoJlvToscORRJrxHR915HDWQNKF/VZFox229oDlE194In92Ba74uvz+5dkzchqYSoUuZEznTq3ShYas67mz5IDVxTLOIt/D3EgK2K8KotgO/4gHQHXMsZRIscTb+QvmBw+xTeunckHHqzKiyY7vWbp06a8ax+b1Plcwu+mTj5Oh6tgDEmlLsG3mU1oI80ijlzl7LoD19ttuz98RI1s0bG4nd5+PHl1orQTRjK6oq0vJjuHRL3GwOv3jVIwguoKd6xEdjA1yqFzVabFlI8o9gi2gZKNsqMH7ghogRUOYGXs3WwLaMDaCP0BI7K3bFdMyZfKUYiZo293bGDE6U+UQoARYHEcUH7F8NW9PtylwoMEH4Dx+9FhkBoahe9ZNGzcX3ZOMEEhVsqQnxRADmGYVKiUbJQLI7tm1u9y5ZEk5cexoWI6Z02f8f9zdd5jf91Un+o96773XGfVmdas7rrLc4thxnGYSIEDYC3dZysKysIEkwLPhbu7dB5a7G0gCIXGIS+Iax5Jlq1q999416n00Gmnu83r/Rvx3/8P+Y4fHwZZmfvP9fso57/M+73NOmTxpcoqIFIIocsEKeib9UgHTVKF261a+/vVvlP0H9iWqk+KuFmW3bBnmLMFB2zapYgY0rKF3V3hhzVQ2MxJ0qwcOHMreiioBj5Ona8rgAQMSZSrMEWl3ITpv3z7pIYwkHRqAo40XY+bnGHWXjlOmXbJfDGM0hM2bRY+FecQe+Blrab+kqY2/BdKtodSMFk0AHUflPGHvfAF8nKOgyvd6Js4ZWylVyFgznDSLAhAg0PNUigkrQxkYc8wmSC3V77M9P8MDOPl77ItzC6iKhDG4GNtoGVu0KDt37Iwzl1KV3oEMgFnP9+jChYmgT588VQ4ePhxph44OH374YdiMSZPuyc9cPH8hZ8IzYnbsS1huqTEtjTp2yv5hGhhe7Yiw+YJDaTUtlLxvpc1Oz6Tl7SGD725NnDQxa0p2YpqWMbg7dmzLOqrOZkxVWbdq2bpoE8X5cPyAHqPGiAJkgBEjnUEJtTfTRk66XQBmbRlM2Q/7fOzo8Thxd5g+jfbW/mClMYruAEDineyPMygrAPhgudxp+8+umCIoU+HzBY8YQE5ozZoPyx19YJs3j+1gN1R4C1AFABy4puQAlzM0bdq0/C6gVADGFmBMAGQMPfAlGPKle4JgW5DG7nkudmznjh0B2c405gxQf+GFX4pUyahNmj3vwz4m8L5s8IPhHz0SJGOPaI3dNetqrKTAuaFpkzJ29Niw+e6EdRE8ARCcpM9OV5cPsfc6AAAgAElEQVSOHQOql69ckbZ7AKB9GTlqZGyfIIC+3yhfgE3hlHcizcG0AXZAre4zwK67Y1+AFP8t0Jk4cVL5f//mb8tDjzxcPv/88+WFF14oEyZNKBs3byk//tGPUyzLrtpgPx8bK6vSslUYNWfPOQeS6PQACV1SOnZsnzNLDgWgn62pCWjCZK9fvyHp0j379qWNoUEH1l6BlyEXdMRAIpvvntJIA4kYJ3ZN2yKZBMGywFaApLuIYFTaed++/elQ4D6RzGAHrYGsA5nZlCmTY4d0wcH6Au9sEhs1duz48uynnipYacycYMwzHTtxMveqU4dO5eCRI7FRbEaesa42/qJpaRofJciv+MOmAbVsiToS/WZvXLtaDh44lMyP0cKCKCB50aLHoqdG3mh/pm+0zJjgil956513CmmBqWzsDW25fuDDhg4OhMb4O80HDx/J+WE3fJ81w9b7e8EGGw2YkifxezX0t7fro7WOjKJJKdVVw/J73RUBA19obWUJBGA+68Y1/WdbpguDYkH3Q6EooMZWC86BUfYdKWE9SCzIvAYPHJT11iaMLfYzQB+7wGZ4Tn6WXbA/zhQ2Wy96AbmiN4Ek+YQAZdu2bZG0+HxZZPffu7tv7KTn9S6ALZvGhvlyZ32fOyWFn59RHK2AtEuX4Bq/X/ZCQaXzD0ibZooE4zt8nt63TZvKAjRPxiQFpA1NYtud48ghkWdt2wbwyk6z++QJfH3/AQPL7NmzykBtCE2orL+VwtLde/ckGHIGBB5sg98ZX8fv3qrPmgWXXL4SHTvSyjvbN9lmRBJGGJbbt/9AGTNqZO4OGwsMw2G6hvBpag1kpPg/pN1H8fWxgtnvfe97WQjO2sIlClDl17qC+vft3RfmFTibPn1ape/ojes5KA63TXKYOESXnRHimEShUsHAp+iBmNth4oQ5IiwNprdX7x6hyOlRGUpfHDnH5rOlNzgjzgyQ8o90BLbvuU9/OpGZzgkAEXa3Ty8HoXWZNmVKEWnrDetz6HR/8KMf5RJhF23+h2s+jMQCeKAls9Fhhhudv8k1CoM4fqkWMgl6FWweppATITTHMmFaGF69BM37dmix0b44/c88/3wMMU0dpzRz5vRINqRNRM20NCJ0msbO3brGqX/lK78aIIIt0fuW7kl6hhZQStsY242btpT58+enEEVvV02haTXXfPhh2kZVcQxNSuZQi1zpdBh8vQRv1tVmprrfLY3ZrkP70q1L57CrjBWn7dC7CPYN4FYEAJCI0q1LLqifVWnf2PvXZ+njC0Bt3LSxaMXlSwEb9oDDdWEBPGfGNCIGVqrZftsL/w1UADZ+wO8DFARbPK0gC6t343pthYmIKKEhqSBGipHAzqUVm2KVy1fioPVF1UYmBiz9XbuH+WG4ABBGFpCS2tLEWvoJ45U57C1bhvGWJqXvw4pK77z//vt5P5pB94Q2CjDV+gWrZ1wpIAxcCfSkOrH8jBXjyUFzNgCehzThzf07VXMm6fFIdm5cz5pxDBghDgCD7fOwJNaK8fLZ7jD9l2JKo5UZLCwYAy8g9G7OIGae8/Ec7oi/k4Vo09ihBFipHl6Vu0U77u89Hxbe+zkX7i3truwEfSk5gz3mmBhxd9LnMKSACrDq72gvMR1jx41J0Qsw7kxwoHe7KgCdNLPsARbpukC3fbt0UdEuT3cN388pavTPRtyVI2CKpLe168IGM9iVnostc45kh86cO1ceXfhIfr8UIZslVeeOAECPPf5YzhMn7PM8u2BFa7ONmzeneAdb6n6bdkQ2odKbBMN+A6jz5i8IWOaABAIY8Dbt2iXQblB9XFsb5ts6cW7IgLVr1uaOAnDO8iOPPBxpxD9+//uxAYCGKucwhE2bhIXE7jqn1tXPsMlYK+dasSP7gYVyJ6qqq8KwYjg5dtPGpjVKYqTBOUL2DUgT6PrCyA4fOiTnxeezwVK1AF3Xrp2Suv3qb3y10g5P/+juXSNxksLF8ru/mN8J48aW95ctyz0+sP9g2GwjgmfMnJl+zkaimva2Zev20kDic/FiAiu2SKZAAC+r50xbd+eVDcFeytqwFwqw+AxnQSBMy+//b96yOY7eWQdmERF67NbW1oV0MLnP0BSg2Vk+duJ41sLn0u7fvKnzS9MEEOyUPW6qcEf/8sahHf7evz/1yafKkKFDEujKUADv3/n7v09QQFIxcfz4dINwlqSgAc33li4Ne+j+7ti+vUydPCVdL/QSx6JpvbZ3z96QGTTd23fuSlpcN6IUzymmqr0epvtMzdlImUy78+xaWpIHsjvAoDsPdI0aNTpBm/3WS77hNttyMWddTQpMIBDU35dtlCJH2ujL6k55eZmT82fO5YxqM/bQQw9lAIc15kcSaN++E4JI4CuoN0r1+MkT2SMBtKCUPeGsKprfCulE3uMdmqldaNM6dTJIKIE8e4ZUor+nQQbO2ABngpTBPspOuicnT58MvhDQ0I9jk70nwAnHKOI1YS7BtOFLjf2hFaZ5JqAW8JYJliGTDdCd4PjJU5Hd6Cxh7wHbwYOHlH59+oYZ1zt2zqxZGVbSq0fPrIX6HRMMsdbuHzvevm372ALvpNgSKSfY4pvhKF0J4CMEoEBS8G0NfRbZHUkI/6i3Ogxjf33fxAnjy7Cq6gRR7rO7zS/YVylM+mZkyaJFi3LP/63/52MFs9/8i79IZRzwgP43ttAi2GDQVFpfxGhCGPZRVE2fBhxwxFJImJJOXbqG9uc0TZnRIkRUj43VL5IhNekI6KFnBI5cWo5m+fJlZcyYsUn3Mb4AgqjKpvicQwcOxVlrK4KRkMxxuX1+l27dKvrLi5fiaPUclFrCUGqdorJfL1gjEPXK9Z5+1hjSufPnx9GsX7c+GkSMAuCE5ZCGOnL0WA4oZyolKfIHGlRiAjqAHoNKT8y4ebe0prpVn6IRqUbATmqfkJ98gkN74rFFSYkQsWNj/b2D6iLqz6G5vJnv2idt2bYtILnm9KkYwjARe/cmer19q77Mmzcn/W9pcDgHF0qxxPiJ40vvHj1K9UiawNow0EAuJ67hM2OfYqLGbgguMzZNIUCHdm2jixVB08uBMCJnjl7EKDVi3zBwIkEg1CUEcDBzGHbrATCJpIFT7JC1qbR96hAQZjwhhwvqArgd27dPwOCiGXGMRXfROE9MuYto/V327L9OBQowGipjAf2cCNtFBtidpQq4UlzYpJw/d6ECBC9czDtgyBhWwRYHV1dbF9ZgZPXIROIeCiPFcDC0UnjOLIP1wEMPZcSktbhEEnHndgytM6S9kFQSYMKQY/T8HJDn9wCvDDID6fnsHSfsmTnYyoSiO2EBaFcZc7puVa/WnFNVXIUBZ+iS/bhyJf0Yaen8ucBMsAUMcnT+3V7Zg7sA8C74UahnPTkfa4zZkJVx5hl/emJGFxALK5ZChMrYU2C4UpBXaePVuWOnMAHW1vrbP+dP71H3GUhwBwFjKT9Ml2fVbYDmUsBkXKu1Bsyw66qLgUlyoLmzZgUYcNAGiXjWc2fPZxiIgFpKGnDBmrA7hiW0ba9pedP8TufXO9I8O6PutPUibXBfMDJvvP5aCjc4+tMnT0QLZ32worTRikSAuwUL5mWKDy18j569A2o4jPeXLi01Z8/l8zMg4d57s7fWD4tvj4fqhd2la5gvmQ+SBQ5p924O+VKCBGuuFRyGfvXqVakzYEfZCrp/74S1IbXARruTgJW7loBCAFJfadvj8011+p9/9z/So3Pl8uXJsHy4Zm0CUvperJ92gtaHncLICwqBDbbNnjrvGDC2358L5L/wuc+Wf/ebX83kO2lZjL7fJwDxc/panjlbk44Vut3IhOkAo+BM0IugaNu2fdoPklmx8V26do7M4MrVSq9OdksHFhk2vcPZgz59+mWCoY4RnD9524erV8cOCUjYH8DXnWTDhw0bHv0mOQebNm/O3PKpT34y53zXrj0VDWOTkjNuD2Qd+DY2QpbI3WUHgAZ7gCmLdCN6XJ9o7VuX/+fbf51WXzJp7o8uBYJiPan9nP3ko9q2b19279yZgjt2HQg3mU8w+/iji8q4CePTb1RgK/j2u3WwoGXH5u3bu7/cM2lSGTi4MuwEqHQf+RNsXV3dzbDaMlHYTi3R2E8+URU9treiPW4e+6NCXm9dvtfADDbG/fDMbBnwykaxr/iJ3KVrN1I4rHWju8fWKDTDhtLb+lk1HJ6fnEeGRnbDfsrw0bRicaW9K5RHRQeKPZdhdEeRQ716G0/eMs/hzK9ctSryrs1bt1QGO7TvkCCiZasWYfbhBkSTvWJfFGS789pr8hFkKOyScxIZV4uKPj2Yp3HMLLYZQA57Kit882b56U9fzR1zvt11xIUsDz9kbZEM7Ja7ef8DD5SJ48bmjrRu2SLrqYuNkc8GzPhi79j+5s1NkasMgdIjWtCJnXaXBOqewdoi04BlxCDSTvAhs8H/+hyEgcyAO4XQ0Ekletzcq4q23e+tr6tLAaugqKqqKuO180D/xv/zsYLZtevWpvULR8awAGcisEp7nZowgN27dY2hlO5yuVOZV3czFfIMzISJk+JQMQYq/mwUR8Y4Xzh3Pgt6u64+KU8OhwNyIBMdJrWIybmRqueK87uRA6BAKnqpRpbQIXRgTp04EceuXY2IxSafqqmJSNxmu8j7DxwMI6RAQFrO7wNaqqtHlkWLHg3wkPLQPNlISEZI43ffJ/Uokq20JKn0EtQWSsrcoaUVUvGoDQ/BOYAhGpcW2rR5SyJtBSeASCKghjtlz9790Yi+8MUvlNFjx5Y3Xn8z+rB+/QeUwYMHJvX14arVAdcjRo6MTlYRx4oVKzMZTCGeKuPRo8eUVatWBqB/5vnn4nQ4RxdBegmLcP7s2cxkHzxsaAIPadDqEVUBxVivu6wGsNinT8+8O220C6NyUtpQsQLjqYCKmF7qSxpJWhP4wVKfPHEsHQYYW1E8J4jhp3GWYgOc/BlD7vMBFNGki2b6kGcVNDEqxtXSKh4xOpQOSCr24qVMOHNOfL/KTs6BgxSlM7bSqM4uxjDRLOb3TkPADPZfWuiu02d47KmBFFKZYaWOH8/v7dalayqSpZ+AeD9r+hRwFtDT3DM3TaHbtRtaYI0uHyxbHtYJWAUypNtkCZwfeqmlSz+IgTYC2XOb5hPQe/VqWAB2QwBD7sBReH4aTZW4HJB1EJRZs8NHj0Z+wmHpN8xwmR4kKHT2ZAVMmMFyuccYFEFopTK7WSNoaBHm1hmPbEKbl1atU9177er10qlTh5zfw4cO5R0Yf8EHxprW2H5i3wF8gAnrsWvnjjJr1qw4evcgwSLg37JlUpqRDyXt2yZaZs+KjQTC3R97L8hLYcS1axXNZIeORRcOQFbARSohTY7Rku2wLp4ByBb0+OJo7Je98JwYfLp6jc8VXtDXc2qyRlKtmFAAVUtCurEp90wOC6nriJZhn3v++QAh95MTFtRjFwEkQWq/vrS2nTPlyl3Xe5s+FTPvv51VYBhge+utt6KDfP5zny3//M8/zOhunUXIfwQ+HBrnAvhif9hCYPKpp57K7/rhj14s69ZvKHPnzE6aFujp2KmSCeKwScI4MwV8yaTQd0Z2w+Yq3Kz00AXQ6HUVnOqDC3AM6Nc3kgeZHoDSlKnXXnst9sT7ulcCCdIC9y133Kjyzl2i/X71lZej+Qds2OHt27YlEMzz1NQEOCsKXvzuuyEhdF5ZtWp1zqN9B4o6tGsXkI8xmjNnbtgyRbMyP2yoM8xuWW9kCZvq3JBhsPVYdfZJHYIuNxUtdK/4EKPUneOxY8fm3OkJyn/Nm3df+dEPf1B+8MN/Lv369i+PLnq0LFmyOPZWpiEAI5nAFgEN7IjMy92AD5lTf4fcyZ1oFh/KFimkNELd/ZWOlmnTSUb6WfU9/zVg0MDyxJOPh3RgX0lO0ue3rU4Xm8vYMWMzehr7iTlUCNxEh6GaM2Xo4EFlzbr1yQB85rPPlTv1t2KrZDt0ybBeaf917Hh+p7tAA0z3KkNiD5988sncXay3Z5QtFGB36dY1fw+4a/kHYMoaOjeAu+De/rPHiCT9lgU2CQgb6woEyjdv1Qf8Y5vHjR2brM0awUs3rfVuxa7X1JzKfTqRyYpaNFZGebMPfAyJ1Jd/+cspTGL7z56pyR13yRAF3rP+9q0QHQb5uANTp04N0086JgtT8RstYwsFPzrdeE92BduNJUbS8HPuLq2vfwdoEXoyK/7i0KEjsV3wTfzeqVOle9duZe/+/SFj4BR2NCy0iVo1ZyM1NFWrZZvWYYKBXDb39JnTmdbGB96orfSyhS0AVj7HfgsiySiRDwIomInd4ccwsTCHIIRtdea8pwDN3vgeNTVqdgRvlQxjRa7AR8uQG0OMMMHQI1M8//8WE8A+MCFG65IwnQpdboah47Q4aIdTSs1hcSFtyB4s44ULZXhVVVqkYPS0+aHHM/5OVIGBcHE5QYttkTk6n689EmNUc7aSpgcgBg4YFJ2TSUaYOOkpBsxpcrgAigqjWBFLM/jSTlr2uHwdO3eK1knEogGz3Iq0rZQDJ2ejpR3Q7hzlxk2b048SC8zpeDZOXIGMgxfH17VLDm/dzRupemWgHEKAyyW83UB/ejOpZAYIQ3nfgvkFGJ0+bWom8WC0ATOR3KJHFpa58+ZH7P/B8uVl3PhxRTNt7CzpBUeGZaRfod+TvhYUYEQ4AKzIU088EbZ03bp1FTCxe0/6MPIKol/shF65jLE1b9u6TZw71hRTbT+xAHcBWps27eLsVNt37d6tXLt0OewqAAGEXrlyLexWmm936pT2Z6paGapbt4Do22EupG3CeESj1yopdoChreixsWAQmyOaTDFHY9oKMHFOpMAAAMYOMGcYADyG1AVnXNq37xggw6hYT3smwqe99LtE2TS1+hv6wgJi5jCgGDdAEiNoZLE0LakCAy+Kxy4CN74Atd49e8XAYIEFUZ4TqHN+vcfkeyanahxwsW8LH1mYFmmidEyqYg4T8ky10tpMlGzYg88QfADxvrCsdbU3k05Sle8e2jfn3u8xnMT62A/re1enbHqd4MD3OT+YX2dH2x0BnsIVxrG27lbSyJwdgJHuBG3bxBhac4yLz3eu6e0w5e6fe+x39+/bt+zZvSuT3wYPGRTjDoRg8t2x0WPHZE1p1zBxvgHY4EQ5qLvpXu/leTGxgOG16zcCeIH5yCSuXKm0PGu4E3ZK0KGgzV3t1aNXY+rsTmP1c6sY6duNoEOQwsawV4AyhtIzAKECq8NHjpZWbVrnXNOAS6dGO9+2bTJM9uTdX/wiQZ2MjfTntOnTAo48Lwbm5IlTsQFs3Us/+UmkV9LXugEobpQ2fOnll3KXpDzZLPbS76OTdKZkTEiE2CXPqkE+m0H7t3zFiuyN8wzwsWmmaWnv9cjChQmOBD3urWAJu0nLR9tJSnP6TE3OR4qS9KrWLzujP29XWDQFVPTiNTVlw/oN6bYg5a9l0f/4u78rhoZIc8sWYcgEVYKrMD3Xrudc1NXXZV85fOCVllVFvmp2+3n86NGwSd75gw+WBXBIY6o1ULjFBmHTZbI+sWBBpAmcNdC0etXqMm/B/JzRbZs3x87Yf47bhElOG5iVlmebE8xcvRJbLYWviIm9EmgsX7E8AW0kNO6Fz1+9OufT2RbA/PEf/sessUBDAKrojYZXZkmwL/ikaU7g3Lp1ka1h13VzISnhfxg2/qNZk4YEpCm2a2jIsIpxY8aWWffemzZRUsOIAsWg+psDu9r7kQ8JYgzJWbFyReyzsbK//mtfib0iY+JftBID3IcNHVrOnj9XPvxwddGDFuB0X2XMsL6bN23MOcF48hVsIr/tv69ev5bUu/d5//0V5Y03X8+9Y/PozNktAPXKlUt5Ds39tXS7afS5NHtpiN/IRLeNGxs7brh3t1IVr+uA9fc7a68rLm2R7INggz1s3dYQpA4pyGbzSIqQICNHjGzsWFIJ7AHZIUOGla997U9KsybNomEW8LB/ZDhsjICe/ZYpAQLdC2sJBA4kw2oc9+uc8v3OYGX4QH2CTcDe2fbumGGEgOwb30Nv6rwIJt1R/y27xWYDpsC9s1jRqp+OtEchsHeHifhYz2TNvJt7T/uPIOHP+CH3S+Dmv2XuEBaCGX5GQCg48nMCJvZApomvc4YwzN4PnkEeeHe2n30H4Ddv3BjCRpDLRwLK8Jrnh4UQHPx3fEbdrRSte57/LcDsn/35nyetwFFWUvilcqhNdzJd42ZtHDnnzgirrnNRIH8XwIUDTDFBRt1JF9N5hOZv1z792URb0Zu2b59Iiw6Xxs4mado8cmR12jQZWyfyxZoxFlIjjMvKVavDis2cPiPPCByi0lXvKbTBiI4cMSpyiVWrV6WnKakDQ4CJAI6mTJ5cdGugLwGAjx0/GQDuYHDcKoQ5xLtgS7GLg+XZAQ+gkFdgGDSLdhgZs2FVVdGo3nff/ES5GCfV9Cp3fTZmFVB06Z977tnyv/7h78t7770fA/TvfvM3yo9e/JeyZdPmXP4F8xfE8enJSGMnoPAZIqlPP/ds1lj7FKCHkeCsgL1ZM+/N2q9auSJpjzGjRgdwM3SVCudSViuoqa9M7aHvFaGKaM9fIJKvMJ2cLePMKDD6QNWaNWtyqRlBDIcLCBAySC62rgMunmIiAAbQZLwUpzhTgDXnocr1rhZIn1ORvtQLI8hoeM/aurpcXsCRQxGs2BNGCYPhYtdev570NAYeYKkU0nSORlCULXMAYF6PEP5GPl+6RkBwTRr67Jkwmy41hpYBaa8B+43anHW6QM7HZ0sJySIAO4yHQM47mpTkixbQmWDAx48dk+AOiPX8Wrxhx8ynBy4ZJmeJ1Mb/B4Do85zjtevWxUF7V5kJVfua/wP9wCDDKEVP/ymgk65mYN07mlkaXm1n3nr7rQRjY8eOSQsrjsy9tCcAg24YDBdD7D2sIQcMUHom2RhFF2G2mzfLtBwjWKWg7RmAiR3SaQSTbgrV5YuX4mA4Bp+JCQBAgC5BhLQp/bbz5FmBZ6AGmBQYeD73S/Nz++fvSQ4AL3fVu9u39Jls3z5r7eze7TEq3Q9IY0Y4PQYfQLp05VIMeN++vaPLs8/YDFkKTkAq1VoAmt4dKzp58j1h/jTcJHtiA9wHBaBADMdOnys1X3u90hPSZ2GoMT2qrUke6ORMGgRmnAXtnbCFGsg70/Zw2PBhyXjobU17p5+rvZ48eUqyXD956SfRnBvb+eIPf1R27t6ZjA+nRZ7gfJBl6Nnq7nHy7iFWkb27G9BydPZbZkQga5GOHz+Ze4KVM+1rz949qZJ/6eWXI/G4/4H7y7Lly7KWpAQyMs6iO+Tuswv2TJpatxBZrf1795Wdu/ek4h4Yfe2NN8rke+6Js+VI58yeVbDcskvY3vkLSLwqfThlFbS4k9Fj0/7hu99NAMEXkLYJDDhzWT7A2Z2sqh4erat7yg8hDeyFwEz6nZbb0Jsx48YnJS+V+s677yaA8DvWbdxQXnzxR+WB+x/IfWf/rSF/Bsi48wqIfZ77SG5FziHjJxi7eP5inouN1qrQGfLnnMJ//IM/KDOmTS09evXK3XNerfFnnvtMJry5byQfai/UYvCxq1auDpCfN29+xqVjHU8eO561xygqUlRTYaxt7959Ay4FcQCofccAe1Z+j79xBhVikQu4VwJpQdniJe8VHQS6kXFculQWLXw0pAv7ILii+3bPrauASDBHSkIWo6MPuw/oO1PW3XtjaLH9jz26MPpkQBGQom9nz7CKgrOXXvpJ6di+YzJMqu7ZfSSYwT4AHRkE//oHv/s7kRV07tIpIJFPhU34ZtkWwczRo4cDYBWETpkypUwYPy4dEtiDygjkszlLprDdrDdxsGfOLa092YmgCCvp7NHOq6VQVKjjEfLE/jsHMAQdLXsE9GKvhwwanOCfHa6uHt5YR3E09oetcjfIMZzBNavXZNgU/6ajkhqTquFD0+IMmcDuuB8yHQCmtbaPAjFSRgy1YtbTp2piB9lde8MXpVf2tSuxsz7fz7GxsAlbh7xQFErugeRiI/nxAwf35728/yMLHwlWY8M+iq+PVWagAIwmiNET4WIORB4E4RYDgFDMhMUSGWvUzbE6WNgcTspFa1BJe0exQccyfcaMpPNEOCaKSbkqSJg1+97ovkTPJueMHjUyDOf5i5W5y9K+wG3V8KqwtA5SwEPb1mHuXL79+/eVZk1LGV5VHVDpgEnLeh4FHxipVBcbM6dhf+s26WZAbysSlLo3J5pR5IiBgrffeiuibpFZh/aV1lYYMAa0rq4+APsuyAXkfa5IdejgwTEcUpsiq/Xr16cK2brRA2IvpbSkzxkBbYM0Vgdw5s6dHceyvHE8oVQbwITR1Vw9QKOhxHC7ZLNnzU5a9vs/+EHWkhE09UuQAQBgibDOujiEVa+tpL1FhPZTeg7IYEA4WNEfhg3jSlNsDy9euhL9DZBKcwcEpegjbOKdjE/UUUCE5yL6PIBN9CoVKf3DKPr3W7cqkaA9ZEz9LoyZ6nQXXYEfCUkFODVvFLnXJBByGWmfpMNdXN8LiNs/hobx9nOADicLJAugMFYCIO9LYwpMY2ZV5ALEAFd93a2kQUXiDAYdMU0v428NDLGwtgwDnR3wrrgG+MQ2PP30U5mOtGL58qTLOAsyDDPtnXM9if0ujpXzB6QxxEAr48gwivgAV9PTpHiGDB4cFhXgYti8J6mP1Lgsh+9XgKGQLs6he4+cd6MZgVFAz/nSFg0TSdeJ1fK7w9A3a5bzWTK5SUAmyGmau2ptunbpFqfkOc+fOxvAZW2mTJ2e1m0HDxzMmgKXnBJDmoKHJqaUXc/zc16MOCf3ifsWFGMqFSySxSiYCLhtaEjw457ZK2wGrScni+nz+1V/AIocoa4S0rvv/PznYY8ULinsqL1J73o9oFWqjUSB4xNIWwNtuzhvjhFLSo6EJSWdYR9kPbQFA5akWJ1ZAFgQnbOGhapmkA8AACAASURBVCGXGjQo58/dt5dNWzQrS5e8H3mD9z1+6mSK2Iw2fuP1N+KYVBcLMI23xfYDQu4jMHv6NE15fc6Ac+cOAdDrN2xI0SE7InhgY7DkWt/t2rU7xUkjqkfGVunjOmfOrKR3EQLpSVt/K4wQ8sFdwOizy0CuA0JTykmyDZ9+5pnywhe+WObOn1t27tiVv1egtGD+/HKr9mYCK7pC98nPk3KQeggU+Al3j02VBv3rb30rwWElwDV6t3nasklrDx02JAV1nCqdq4r63CUFLZ07R6+nQNAZwZ4BqORg7pJz9MjDj+QOOBeq/8nZgD77HQ3sgP6pLwACfP/VK5cToJCX0FzLnB1RfHboUBw3/8YOKWC1Bz4PQz992rTMtsdkkSRUJmBWeqKyU8CdDKQ95QeROAAkNhPbyf45K+QcvtgSAcq06TNSrIZQEAAI8mhFgachAwdGmwrI1JyuyQAfkryq4cPKb/32b4Vx3LB+Y+4kBhP4xRr379c/PuJq+o9WtJSApVZ/Fy5eCuixx+wCQOou6Mxw8dKFrD8ml13S25Vt+7WvfCVBqrsJIAYQXblSrl67Eb0q3+9u2L/FixcHKHXr3i0EATJFEOke6BjBV/BbOktgdK/d0M7MuNdOkboBfrKLfkZhI+kiWZbpOmwtn8rXI8ROnT5T7lswrxw6eDh9cYF4Ugu4AznlufgB9pIsznSwe+6ZlCDOu9hnd5PNVhDNprIx/A2Zxa7tO4rOATKj/IgRufy1f2df2Wb2yc+xT2wxPwm4uzD8tCyi52VD/E5BKtvHh7gr7qZiODjKqGQ+1pqpoREgC0adBZjBuvtvxJ2iPIDYnymEs76wBqxlTyMLOHWq7N+3P2ys33ezcYLm3e4nCAkElWAEU23IkfPtv1etXJWMifHG1VXDw5a75xMnTvgosGz5WMHs//Xfvp0IAjAANk6ePB6d3ID+/cPyAK8ieugeIGEYtTiyUcCGaIPzvnfmzESeM2fNLBs2bIwOTf9ZGj4G3oU4cuRY0jkOmDQl4KzdDsCF/aA3A4w06pYWEtHRgBn1J7qlCeKx2rbvkKgQg+jQAFUAls3E6HHQEZAPGZzGzn369Ut/Pxdoz959mSxjAx1wB5GA2shWl2RfprDUJwJzWaZMnlIeevDBvIO0caeOnTO5yEEmSRAF3759q+zetSvgCAhVoMDhO6iMKINCn7Jz156wca1atSjPfeb5cuTQ4Rhwon6fZxZ33e36tGbCDtJY6QiA+QM+Zs2ele4GmBdFeBzXc89/JoV7GRJQWxtHIyVjlKILBthZHzotl5IO1fhLrA6nyekZ4SpFzaAoLNEXHQjF7hzV9Pn6jdJvQL8w1dppie44TsxgItEWCk4qzfwFJIQhl69ejs7O/nAeWDqpJr/Dmru4LhyDBrgyINLatE0cpovs4nIa5B20Qj27dUs6iNaSk/BZfi8jJSL1GdgRoMvfe3dGSVEbIb8KYQV20kzWXpW6ljaYJi15VMW+/fbPA8AmjZ9QTtbUJC3rXGqxxAg7z9iAsxfOxVh7Bu88fMjg9BfcvWt33o+RsW+cISetqwTw5jyEMW/ePODfPbOGmH+BlUDDBjj7mFuGMYGUHsRXr2Zfzl88n7VzF50zzexVnctS0GJK82LCT504GQMFRF04dyEABSsYMUXTZtkfBk5rNXdw3bo1uTcCOWNUDx00aOBiAh/OKI78Zm3urmfF/Lhv9XfuJEW3cdOG3Bf6Vp1CZEyw9PZj//79OXvpuNBEZuR4UtPRYl+6HKcgYHYnG8qdZAHcZ2AcCEqVscDi4qUwVMAIZlVKHjgHIpo204T9TgCowBtAHTRwUAJf2QwtkAAuY145OvdIak7wJQAdXjW8TJ8xvYwdMzq9bAEM2RmOwKAF7N2AAf3iUI1+9RmGl3CAUtucFIbZMBKL/OYbb0TrLVNiX7SmUlSqOM1Z4sS16XnxxR8XGRcgDPAfPHhwqrT37tkXh80GCIS+/Mu/nOfUC9P7qtB2N0ggvCtgJe1IUtG+bbtKYFl7My0Af/iDHxQ9wadMnZqG/Bs3bIwDM6L8V3/lyxWdXs+eZdCgwYV9MgKT9lKQxF5gEQVZbOLv/e5/KL/yq7+Su+dMWP93F79bzl24kOdatGhhJkWR8AisnLGf/ey1AGfgSycEa6lGQHU+O+pOsykVX3JvmDrQgc7PuwoUdSHx9/4R5AGIN29cL/pNc/RsTVqhFWRHVQIxfg0LTz5B1qZolo3gH9x3BbbOKyAjhS/IEbDVnK0p7dp1CEiSDdp/6FAKrwALPYfdF+CzAk7u5Nl97h//p/9UvvCFL4Rd3rR5c7IyfA3wtX7D+oATdlANBKCKnLEWgOef/Ml/SftGUxlpqSvnbUCYe10cgC9Anr2S6cRCnjt7pix5b2lsmd+PUCCvkbUk+9u+c2fp1rlLad+xY2y+4qOHHn4o67N/z95oyzt27pJgVwYJQUKrjFAIkXD1Slo+AfpaOgl8+G5Az+jsBDL1t5Ox8N/uK1aTlI38StE1cC0by0eRo40dPTrnHtA1PEmQgkgTAFcyZ+fKz3/xTrr07Ny1KzZOMC+owp6zobKzOsoY2GTilYJVQRzfB9xrdwdomsxo7Z0zd8SasS8PPvRw7iRA6X3dfzJEGSNZNID1ov7GaTXaIpITBAhJFJzAhiscN5L83ntnhqTC6vKn7Ipz94UvfDGDHAYPHpR18mdt2rVN5pCv27d3T7KRZEbsEMBeKXJrnc+RVSUlEszwZQr/7C+mmlSH/h+QJfdiS2Al0jItN3W14Gdle9S47Nq5s6xavSbf52zpbkL2oUCSDdGB4qP4+ljB7H//m/9eOrbrEODCUTiMoghAUWGEg4vhcEEYERGJg+zA6nzw8EMPl8cfW1SmTJsWdnbpe+8nZUR75uC4YJy9Q+By0nw4uMCr1I1Uns3nrDT4X7dhXRb30JHDcVZSQnReqvlVnGp3gtHdvn1bWfjoo4lotOewMRexc6QCjdO3UPramSiYwLgYj2gkn/R6oq1mzaNzYVTunTEjTAwGQ1ueLZu3BEyOGTcmbAljIorm8KREpEppehVSAIgstYugL6DG14wTPbIDLs0uPQU4cbIchBY+jL3AgGH9D//+36fH6X0LFuTvGLkzZ84FsIrgGQ0AQjujC5cuBMxwDJox2wtFQgCpA71j56704GQspCWxI1gBzt9lofvz1bx5ywCzOw2V/cSqb9q8Me26GHcgDrh1QUwgYURFipyxC425ZgywIpytC4UpkTq2p4yENZGeI7oH2LGFQDiA7d/rbtXFEbjMmoU7awCcgiS/xz4BExp5Y1Jcap/tPRkH7Jfz6B39Ix0EeHCwQJl3wBpwoJ06d80+qdq1LkOGDU2KxaWnZQKKBW2Ka1Tn0qIxnoClTggKr7B1q9esjn4LkOzUoWPWU3N0ldR6LmPjVNtbF8yTFBbGvfLst8Mei/KtYRi0uroYcaw5QAP4M76CDYyP8wGs+92kMkYrKmpSOe5nnH13ytALBlzwQGpRMVqVKXqe5/ad+lTHC7wqrEqHfLbnUjyjgMj7aMPl7HCY0nIcAwZQkIh9od0zDABwEnxqpn/1mqCye9Lx167fSAaEzRB8YpgNB7HXmNZrN65XHI0epY1SGoGRVk/0Z6NGjkoRg/3E4tof/aC1MBIgAlXjx41P4BZGpFmzcuzI0fSCBkhoQmkTZSs8c5s2rYqWTwIjmnZBEjtx4vixrLvevPTi99/3idwxQRHAzwk61wC3NnjLPvgg459b6zP86MKkBbF1WLOhw6rCAmJUnAvOHAvE8b744osJbLDKWGHvgxnTGk1fVtp4DKTvpfsWXAgUOHnBAuA+ftzYOFw1BW+++WZZs25t9G6A74lTpytDRtJvuWlsDuYUuyoo/IfvfKcyprNxitbhgwfDZi1fvqJMnz41rcKcLwy/c2OtaLz1zQVkBXo0iTqs/NVf/lWeRVcLz2VPAJ9ly1ek6EXKV2N/Wr1IpZrov9k82S/3V2DPj2CxgEZ3jo3AyPmcQYMHB+QJujCaWOBduyv9ngEM5w7L7v7n7t+5XWFJG/XxzTOWdHTWmzzB+rDBl69civN3F9U62CcFs343koWfwsryb+6qv+/fX4HTifgfgFYQrJenO+ZznN3oha8hDW4ne/Z//vZvh3Agm5BpmDptaggg9kjBqL7iziZjzFa9v+yDEBPW/7HHFpX2HTuVc2fOlHcXLwl42b5jR7J7bC/JhU4qbOLRI4ejheQ/SKsE++wqIOYcqcEA7gVR3k1fcwNDfv7ztyMvEGy//c7Pcw51NpCGZk/6DxwYe+cceqZJ99wTu082KAAzxU2qH9libWW0dBYQ9LE3zovnqNQgNIt0wXmQQXUvZHmQWzdv3kixnoDROXVPN25YX65fR8gYv9okMjb33Fr17tUnrST5TuwyPbPv0UdeezS2ik8RbCiA8iWAR0DJ0vCNsisC5m7de8a+8SP8wNFjR/NOZHayANaXr0KQ8TF84c5dO2NXnc9kvOrqEpjqJe/LefTe1prshi3u1aN7eeLJJ6NRBYRlqtlGGV17xgbTnbtzzhLfh7AwQTQFjd27BYAbkCDLqP886QKfRnrIZhtIY/iD+3Snvj42C2ki08FvuDNII3f7rr95+OFHyoDGAUwIHZls2aWP4utjBbN/8Pu/H70Xhgkbx7FZmOvXrwY0SD+IdBhgTpJh2713b1idp595ugwa2D8p5Y0bN5XFSxYH7D3x2GPR3vHoFpWTEslgcn0WR+7ya0dBUM5ouVxSh0CniLtThw65EHouOrTb9B0sDdlcESNa3nMCZtgM0beqVroTQwk2bNqYSwlQDx44oFy5ej3AoprTOXIkkakiCs2YGX6A0MH0ngwG4KDB+JzZs5MqkArEfnnOMHk1NWWHA15v+sjgRJpSs37GxRw6dHAY6jAG0ut6x6Wn3K1KBa5U9IUKmOXknnrqyaR/VEI2NNSXTZu25PcA4C4jHS29oqrpt95+O1Gp6k3Si4kTx6eCUqUiVpPgW7WlC8nYYtddMOya9xS9egeGwUXFxIqgK/rJSzkHRpJiSjhkQKlDmC7sl06mTROcqFpt2bxZwAEAQBuoCA0YY6hJEoZVDQ+rzCkBIZgzYNX3Yw/9UvsKzPhvTKoAhvETxQIeSc9FwlDpXEDvJGDxvFg1rDXAbdCEd9V/1ln1DATMolNrQVrh7GA6AWTjf8kUSBMAfc7ZM9pTv19qqa4OQ90yRk5LJneEMxNgTZwwsTy6aGFGKjMEUsN+J21SuoTQxF65Gt2bCTWYBQYNQMPmMZpYGw6Uxfbnp06fTGpIX1vpwJ69elf0qQ2lnD51MsbQ2gGYBw4fKT3N7U4xXn2cD2OovQ4nB0xKbe3eszvBkOdSoIB9whZIGUoF0kJjgwz4IKWovXE93yNow8oz9jdvVFpCcfKMpLOegkMFZNeuxi7IgGBgBV40oICCO62oBJCx784GYDSyujpBJSae7WF3gJwHH3ogmllOhGO2D1impPbMLG/TtvTt1z9pc+2bMBf2jgMHTlpgM9pIg/dIcKVwUCbBXfPuqsIxHRyX9xCcuZcC6erqEfl9NKJ3bYp9ArS05HnyyaeS1jT60bOtWrmybN+xPaDl3PmzCcJPnDqZYSNYKP8A/JwsJgXrhFGqOXMu6dUxo0eXbVu2liVLl2YP3GWFKj5bgOa8OLtAA8ZYH2myCEGw5zedLkx2Q0M5XXO6UpyS8a2V7JS7764LnBcvXpKffeeddyrgVbX37Tvl9ddfjy33juRXNPJa/1hP2TTkhIDVdC8aU2lTWTL3gC0wWAJLejfIYq85+01bt8YObd2yNaCW/ZfZAxCsv30kfSKr8H7Wjx/giNlgNh+RYi8O7j9Y9u7bG8CuQpt+U9ZKoY33o6fUkQb7d/WqqYVtE8ACkJhTHSXYMv240tO6vj62w/+4O/aJjdEGSTcH958NcmYAINkWNlLgmDT0bRP0KsXS1uJWbV0kY1279YiWd8XKlWF5R40cnSCif9/+sWNqLUzbo4eVCl7y3nvFQB0BM6Zu4oQJ2Yvjx46Wn/7sZwEffJVsnzsvLex+0uuSbWzYtKm0atm8jBw1OsCVXdJdQIHY5q1b0wZr4sSJsV1spaBpyZKl5T//4R8GRE+dOi2Mrs90h9g599f6u+fW0ohxXQh0VvAZ/Ecr6fthQ5NtHDRgYICz88Kvb9q4MT4Z22dvEBvkAYqjdMwIydFWtrF79ukMUHeqJul8Gm4ZO4TQQw8+EM0xEIq0sXZInU2bt6ZYUZDJf8sYwCien/7W/dqxbVv+zAQ+2Rh+DimDVAJ+WzY33rviC9ybKzLDx45Ho0oyASwLijHvsiLutCKuvfv25134Evc6NQlXr8fOWHv2O4RfvXoA2a5rIUv4NPbIAsoCMITuAJCJLcYUs82ArUJJNTckTYIJbdxkjsmjnDV2W4CiA0olG9M0n8PvC9Bl6WQy6Jn5LneKfxOY0/Vj1nt06x4yDl5SP8MHjBs//qPAsqX5R/Kp/z8fSrxuiACGATsweNCQOFyOW1oHsHOopfxExDahhZ6cFpa4/NKVgE+N1DXsnTd3TmnVqk1SYKIIjJBoxcYrVCGqJy/gRCw4dk96zEU5n7GEJcbXaNCeqWK+ku/neNvcnTGcZv638kwOj00ZOKhndD77DuyP8yPs5wDHjRtTrly8kguNQdp/cH955umnc3m00bpb1CFyEckDRPtvXC+DBgwqjz/+WNgQ7HH6FTZW9+rHCwxywhOmTwi7ef7c5hSpibjoW1wWTgz7geXQ700VJq0ww8kZMGDA09y5c2IoTZrRvDyA7MaNMnzY8FS9aq4s4uXUtR1RvEQf7P+/+uqr6Y4wc8bMPBOGlm7MeMRnn/10dFRHbx0vrVSrC0jS7eF2jCBnyThb/IaGOwkEsELW0+XYtXtPilUYCMHHxYu3knbGbOt5KtJm5Pq171COnjhWWt7RNgWb3Dws6YCBg0t9vX6pbRJt054qtMLS99F54ApZSLMybPCQco4W8/qNrHdAIVB7taF06WKE8vWcXgWIdJGqWAUMomzrzVG1vk5zhXE+EYPC2Dhb5B32HVhmoKUf6RUVStApG/l48vjxgBRAsKGhfZpgc2YCADITYKDLoM6lZfWIsuS9JZGZ6AWZgGUjh9KiDB0+vKxa/WGKTQBraVHvZzKdNJQgSx9dDhGr4llMlWF4gFqgDgAnD/F+tUDg1aul49Ur5dTJE0ktYceBaDpGfTrvnTm9TL1nclgnhsw7YlelbBXW+T7vZD+bNFG5OjTyGTrCsKaN8+qB++aNvUW1rVK44r6+9fY7uTcyDwrwGHktmnw5OwopBw4aWKSsOa3ScCfARJZFaksKGiDGxmG1GWEASICpyAtI8tn2rXtLurSmSeELsOjggHx3BrAhd+G86BW106N9f/KJJ+Pk6WU5UiNopc88K5bYPdQYwr0G7tu2axObYX9kC3zp32p9sCTDam/kjki1Kk4aPqK6tG7RKgwWx7NgwYK02XJn/uzPv560OmZdOrBlCxOyeuY8CyDYM1/GkircU5Sn76ge1YeP6F9dGXF7/NSJnIOB/ftnCEOzZk3KmTOnS19jeAHitLmbGLuxYuWqMnnKlNL9cPecSbIG64FRw4wBjAJD4MTaybScvXm+HDq4v3Tu0i3aVPZSTYP2Y2QwSxa/W9566+2AQ0U53ueVV16OZGzq1MlxnoDkqBHVYakVCZn06DxrDcfhAi1bVm1NmtegAVIKQZbgGWM1adKk6J7dSTUENOK//3u/FyApWNZ2ibZdoAlwCGTIAmT+2LzNWzeXls1blvs+cV9Go65ctbJcuXg5g1/obUnV1ny4NtlFdhUjOnH8hPLGm28mgOprSIvhG4MGBaTIEDZv0qzcaXonXUlkEf/he9+NL1PbMWz40DDGTg79PDvjfAEGQL/hMoymMwHsYs1uaMTfpJR/+fGPM1IUgGPbaTp37NpVqocNDRGh5+wzg58NsLd22l2yi1LyBw/sL5MmTShvvv12gqp6NSg6cnTvEYAmQBQQ8L0OtmfatmNHwFH3nj0D3KE6/mbqlKnxS+vWrg1j+NhjT8QO/tb/8ZulVZtWYfYmTZiU8+Ke8lcCFawf0OTLYJ2WrVvGh1uXrZs3F63N6Nlhg/ETJua8jxozumzauCl75VyQlfDt2Ej7K8Pl3gsWSOUSrN25HRDPH7mPR44eiRzJ3WIPp8+cmYyqe8MmCYzZvrT3qr9Vpim6jA68XTl54mQIBrpm9pQPE8Am5Z9Mnu4EbWOrBOHAW9PmTYNX9GlFtLDT9Kqyi2oTFFnyR3BHx9MdM70SYNapQQGoceakUtOnTwlJJ4Am+fC+zjEZIIwzbMjgyMj4/Eib7tzOIBB2DdsNS8h+8dnkZvxD6zatMnHNfvBP/CfShR/Wpk7g4LOBcFlHJIcvPkW7tZbXriVI8T0yjfq+y2D5e4WtvnQrAXB95kf59bEys9/5zncS/bqJXh5zik3EojJ8LkzTJs3ieBgjzCRHSDulByVBvghWVIKixxZWDExlSosKVMYGg7J+3Tp677AeigkYXtS36RfRV3XvHpAX3RMGqFSKFzg9hl3aEBPH+bVp1yaRDNYSaFbooU+mgy0SsXHPPPuppGS3bt9eujVOI1OJDRABr3Gi3SutwzgkER6mQZS0acuWAMlsdpNSduzYGWPhOXX+0lBZkdScWbPDkrpoUmaixw+WVYq8sFIAMbahEqFejdb4/PlK6yiTbv7im98MOCKJULnIEAOqWKL3lr6XsYfVVVVxoqaGkR4A0ozaE088GWNmnWgzpTAYc0ANg1tJw1+Nc685fSb7DGRZS2tg/UWNCr6klxgsxnnShAlpByPVLGDBCkgZcpwuHJDgUmONgASfZM1oeIj2/TdmidHo07d3DJ6I1H9LP2m7Zne1fQKIyRHaZjJM66RFnScAlcP3+4AbYBt75/9zmAIqZ9PvBXYT6bdpnQCDsaTpBhYx+KJZwJTIX/DCeZgd3q5DpVeftJezjyGR3qQRB7Iw0hp+cx4fLFuW6vToUTXfPnGibNm2NXsnBf6Ln/8i7waUJvI9dSqAvmvnTqVP3/5Fyx0AQ+swobfJSc6y38F4A1wKY4A8n4FF5uBoudw37DOw4t+tPaejX6TAQKDjs0xYk14EZDkTTCAJjee5e7c3bNxQunbuGnDsrABy0Ry3aBGD6TzQwaePaKeOyX4cP3m8tDHEAFBKsSeJilZ7pk21TlcHYGzunHkBnwKBIYOHlkOHD2aPMHz0l0AzZoBMwt25eO5CtInOGaBA/vH++x+EQXBWZBiwxjTKHKxzjzUSEGNmZH3IQcgRtKbiGMh0gHbfa+2cHU6VxAHId885LCljhZkcz73TZ5RHHllY9u3ZU8xO930CCefdWadpZ9OMNzb29KVXXv3XAilgjaP2OTT5WEmSDM7TXVMIhlkjU+C8RowYWeyB/ZbRwTp5F+3k2K3Pf+7zsbu0xjTR3v+Rhx4q3/3e9wL4zFnHsAF7imz0vpb2teZsHoDkmbWuEtxg1AWmzo8vTBeA6Hw4e8B17769yzNPP5PfCwi3bd02DpW9djfXbdhQnn/22TJ1+vTcb7Kthx54MMU5QEBd7c0Aj3ETxpWqoUPLwMGDEjx7RkAFg4/pOnXiVJzxJz/5VJys8yDwcWbZEc4esWFojVQxn8JxyxTozS0L57979u6dew6AAT/OO7sifR8W7siRsORdO3cJA2VdgEr2zfcDRiQ8Tz7xePnqV38jbCI9swwiQOr3ArwC9YsXpcArBbzAkQCRHzTogrwHQCP/snfOHInaoAEDyqCBgwMUFB06a0CnwFILJHeF3EvVfavWLcvUKVNiE/Vr1k/6nbffKcNHjEjQ63mGDRmas4gUOrDvQIgARVbqPNxrKXZ6UUy24Id+lN0qTZuVhzGcPXvmfGKqFWT+zu/8bjpR8BNaQ5F7YASBJ/I5PjABYY/uOTdAuXS088tvNjQ0id+WNWFr2cz0nucfIqEZEH9kT3UBceb0m3UHZQytPUYQuaIjjPsts0oSSOMO4PMRnumN117L4CV36GZtXc60SVp6JAOsCn0RbFevX4v0Y9vWrQkmtm3bGjJG1lWRH4mRvcJ6Ig2aNW9Z1q9bm8BPMAK06lltwIpCO0WmzpWz06d3n5AA7jlbra0aTblaCJ2W+CtnHFuv1Z62iTJ/AhF1DA4Vu81W8GcCIjZ3xIjq+ETrIJDHjLOFQDT/aZ3gMGsjQDR1jF1STIwgiO1p2ix7wY6z2Xyw/++s++rSjeyvEigiB51/dh/2EcDLQMEe9913X77/3/p/PlYw+62//usYGMYNOEn7loaSvp4KNxhElcuMNQeU1HILYz17579pZhTWSK9q2q6/rOphLK9NATRIELBhHTt1TlUoI9ShnehWv7VuYW6BQ4cY2wnIcaqrV60Kw+GS0ocAWmQOwIWUO0Ds0Li8dHGMjMgI5e9n5s9bUJYsWZLL1r9P32hcGQfOjSbW+zqAo0eNiDCd5uXTn3kuoJYBAhAUZhCGr1ixIj+vsThDIsUFmLhU5A4AnIuNkZGGkMJhuAjIAR9aSI5LSpZB1pbs+ec/U+bMnZs/27h+QyF297v0p+P8FI5Yf/oYOtBPPvXJOHKAGuhRvAFc0GFxCJg/zkjhFkMrZeQyAobG8mJyBgzsH4AhVSSFd/N6pT8drZnIkjGV0jBKz4XIJLQjR3Kp7hQj/c7EKGvobOgEZpU8AMvJmNN4ipA1P583b240kyQj9IHeBTAGaNKW6sb1cvXKtfy5dXJWOGjGj15WQaLzyBkrROKkpTT1yXMeRbECHWvPqJM1KJBwTpJSbtI01e9SsQxr/779il6ZA/oPTEGYS41dtOY+Q1TPKKj+5OgZPwEO5C+Asa4YP06BDGTKlHv8WKqg6aetn+BMMMgAYSCdcwD45CmzTYPWHQAAIABJREFU6q1mSVsYTL314nysJbDmvTWYVwggWATQnW+pXwAEsBg/bkL0x6NGj46R0ovUfRKQ6JbBCQ0fOjyGUCpXOlDPXu8lque8FLAwqtbQ72SMsUK6GthP7AXG1fng+O2bdZaWd7bdE/1saS8vcsitWqVi173EZNE+YgvXpghsb6QFWC7rBqgAHoACNkLApcoaUOZcZYCAeY4KEAiDe+F8GGH39onHn0g7NoZcMDN//oIUmdGGShFijKVagUEZJWeEVMUGugscy+LFv4gd6dGtR96Frk0nAc8FBGDGtXL6xS/eLStWLM+9l+J3phVSYHIE7eary0KQkABS2lRhvRUb2lfFKfbbu7VpVRlBy/Ebm8neYfy0VOLQOSgTj3Q3oE3s2bN3siq8L1ujUGbU6JFl57YdSTHSLALD7gSArtWXc+T9w7Q319oOY3i93MrAGhrzSkcCZ03m5stf+uWcJV1dVFyvXLkyn4Npvcsy//DFF1Ow882/+mbY9X/+p3/KxEHTCU/XnEpWQkcOrY+AoO27dmevMrnwwsX0USXH4ktkvTD1AKz1cW4Ep1gr99U5B9hU5Dsv9NUCdWBLwap9VDhFz6m4+Ma168l4uZ8CDrZf9o+dU0xEu25YAqYdyNIqTbsjd6l6xJjyF3/5jfTAfe/9D1IQKlgEaAE6oFrbQXaD1jw1CTq1aEnYON6XTxo1YkR5/LHHw4LT2ssxuv8XL1/M5DpBFnuIiQOOHn10UVn94epI83r17pk7tGnT5gRWximTDAicnQngnn6dLXKOrJ/3cW74kxHVIyKH85cCNJIKd56PlJafde+MjBRGpgBeI6uqc5b4XRMiZQ5pgNkFRX9ssK4Wfre75L5Ushq1ycoK7sjonHG2S+qc5pU/02WAbZg4aWIYUdk738NXjR0/rly6oMNH6/wOPl6wDqjx/9OmTy8jR1QX45U9C7vElvBDbAYZHjvBd1gL70pmRrLgz0i3yJfWrl0bRlS7SaQPIoaPxV4K9vwDOMIXzpa1ZSusLX2xqWrsjiJRGS6djdwpumXM5vx588PGCs5psPkPwSSba419hvMDeKorYAdlJQQ+Onzw4TlbpUmCD53cyCGdX3ZEFxfr3TEkArLjRoJTtUt3ZXPutruiZkJbSsCazSYnsabArKDPetkXd409F+wIxNhMX8nwKRCLlOlGMZnvo/j6WMGscbaieelDzooj79DRWNHT0WDYYIsCNDm8pmeJ5vUlu3fmvRWG4Pq1Mm7ixDhORoQBEg1aUBuOrZB24RCwZRyLBuycsCpuImYGXFNp1clp3TJqVHn7nXcTSYh6T5/WuuVEonSpKBGMthmq+8aMG5dpIgyWjWckXYZ9+ypTrLSnoB/DVujbCPTOnD69zJo1M3/GsHZq377Mmz+/7N+7NwdWFC46pw9W5anliANNl4MtwSj26d0zOiDRkksLyNBhPvPMp8qsmTPKgIEDo20CKgEC0SWnhCE0/ODJp56Ks8FIaSXyuc99rrz08ivRvbzyyqtZQ2wRgbxiDKkPEbK0AeNIxyvd7UJxUNZQat1eYUU8KwaAw5RuAOpU8GIefB+H6D04QKBRqhp7wED4XOlADoIz8WUvSUEASheewfdzgBtDBvCIbrU6oY/C8IkwaX5cKFErQKbA0H+LZoENn+/ZCNM4dUbWmbMuqjUBFWcTUHfx7TOW02fLHpjCc9fx2JukbG7cKJcb+4liLqyRtL/AA7ugtyHdoVSL6lB6Ywy4v/denJjnkja7/777ioIe/z2iuir74DxhSH3R5AFv0ILOG23atg4rYJrUY489nuIKBQSMm+dlkJ0vv4v2z3syqu6c38HYP/jgQ+XiufPl3MULAbYzcl7vDZDxswAvthBbjXl15xguvZqdDyl9vZUFAaJ+bCEnZV3vspqMoLtiXKwqdncUu6tFFQfiDvks5xrodX4xpvYMS4OdUFgnGNCBRJpfoEdWga0CRFeuXBFDipmgX+UgARvPbk0BFM6LbREA792zP83pD+zbF2AjFY4lt04CFufACE/yD83usT3aV0l9jhg+POvKickkCBil+4ALsilrTJfnXt+34L4EzIeOHKmczUuXAp4Fa0ACYEbbyKEA79h390iQUWGuG9u9NWueyYHSvkCOgBWYSuFMs+Zp2K7oS4rb2dVSB1ukIJLjUigk80VzOm/OnGS7sO6eVSrXhDWOjn7PPgBc7tzESZMCboYMHpIiWkEHfR8nm3vevEVaFAGFHFgAfeQWtXk+gTIH+MorryS75hx7d0GxrjHOKvZGwd1//uM/Lh3adShf+9rXUoh5/4MPZO22btmWQjxgWxpf1boiqiWLF8exm5jlvLM93snZxubZQ+vbvkO7ABLM0MXLVwLysGLgvwCH7QI0BGNSxx3bd4i8xN+ROwCHzhv2V/DiTJKzuJtYJ4BXB5kWLYHgVnk/3QwU8R46dCD2jZ7cnnDubKNeuIb4+LI/+b8mpWiHxe+wie4Axh9w+LP/8rUyrGpY+uxu27E950/wcujgoexX7759CybROiA+9IJGHFknkrPLV69FKuX8y0gqFnTO6KdpwqWF3VHgCNDSFSXPFPtbYnNNquJvPdOpmlOxRQ/cf3/WUBZEwOBMYjABuoGDBqQWBNiUbRCw0Tbbv9ffeCPEBLBk2p76Ff5Cxwx+zrNZGX2L+SisJs2zLISMieJB+zxk2LAAXPbc97uDuev6x9fXp9MKCRiih93dtXtX/p19Mg6Xtj36ej2EO3RI0CJQUNQFe9CSGqgiKK8aNjxBHR8sm8F2sW0khs2aNA34ZXfYTcWoALIAj8+yzux4MpTkQq1a5rw6V+6ys52WnwcPpbCbDzFaV2DBnsp8kT+xYXDK3eIw/ahJtdwLdp6d8nmwBtDp/MME7LYAt76uviI1OXywMsTp1q10ozhw6GDqKoBY56BP336RcTj7zpTsJRLAc7DrzpjaH+QGO+tn2BE+WpBKGoM0gh+OHj6SIlPBwac//emc+X/r//lYwew3vvH1MJUiikzMUm3c2HcOswrRW3GpvBnTpyUNJt2vOMdGiMilA3r37BkWk9SAVEE0gkoXtZARjBhZnejMoWJcsIUONYOgKIAQH4AAHDEwhPL6S9LycoIu8LkLlXnzlPyiMgCCAFwjekwsyYNncrAYQMZfX0EHFZMLwGAvAQPOGagWtUsNidhs9BGVjceOp6r2nXfeLTRsfXr3Td/C0aNHRlRPCuDiOJj6tSkQwChMmzalPPzIwxUtSrduYQm8j/fDOjg8ly5fTHT+2c99JmPuFNcAypgmER9HheWzFoymRtLSanrnkSVgg0XGgIbIjJ7GYQUAMS/WV8qHgXd4AVUXVPRv1KO2MKI8ILWurlLwB1gwbH4GyJx178xUj9LV9O3dqzQ0YYzO5O+S+m8s0tOxQSB0/OixOC/nZfjwYZl6pa8mZ+hSYb+lg4FPF1iEfvNWRU/lGQBKxtAzOXsc6c262hhB0S7nhn3yzi6nyyfSxRtIDzkvxmhKTRH0Yx9Fr9I0mGZGkUHR8BroxbZiBRQbWDNris0dOnxY2HFRu96+pp9JvWFB6JhpCg1jYJScR+9Cqzh//rwYyo0bNsXQSEUz+p07dSmqz8lNDh8+GMYdwKJ1Avzti3fy7xw30JSCj/btkxY7cORQ6dVdceBTAejbd+5oBBrdogUGVLW569Wnb9m0aUOyB4IFDIfCMqwe/aam25hHv8c+C1oYQ/vs7HlfQFiKFuh3iRhhzGil6K0uz+NeccxALfmNdVSQwwFhnzFw1cOrwhxhFukmf/baa0mfqcwfXjUihpazN5Wr/8ABSZf5PIEm/Zr7EKaxaniCMbIBNgTLCdhiQWWDADxnhg3hlMhK9h04GIetg4QgVzGVoIfRd2669+wRUEwjqHIcg+Iu7N61M2dPQY7WRZOnTo5dsr4kKd6xU6cucZ66bggW3S3pdYV6ijRpPp1LAZ8AY+zYcWnjZsKQc0/SIIhyLn0PSUQLIGXY0Ez8a2jSkDtsX2hN9X1ctXp1ij+nT52ell8PPfJwwKQswYTxEzKxSzbBncfoT7pnUoaVkN7Q+EeekwEdzQNI7jROEXImgPI33norzCTQJ4CrHjEigFBXDudXtmvdhvVJlf63//vbsRd/8Vd/VV772WuRcOitDUTt3rkzExj/4XvfL0vfey+SLMMYTG7r0atHBVw0bxZmyplnlxEdI0eOytkR+JA0GKgAeClAIxFhP2QHrKt7qEc1EEh3SlpjShUwj8lN9X2LFvEJAI6CH59l/9mg8ePHlhvXazPMhObayG5suiDF/mEB3Y0WLZtFt25N+ST6T2OU6SPdZ7YKwMbYuftVI4ansOxfXn4pmTyBHvvg7x9+6KHy/HPPBWAAfcCgMegPPPhAZDX8gkE348dPyNlwR/k8dgUwwbLOnjWrLPtgWYieF774QggVQAww1fGCnp6/sF4AFDb38SeeiO2TWXrzzTdKh/Ydy6lTJyJVWLhwYQGM2Odt27enOwQmVwGoLNDu3XvLk08+ERutu4xMC/bfXiModAOytpjbD7NfDQkoaMaHV1flbshQkrnJbOpMIlixj+4vuUsIh7Nns6/OL5mXwTGG1PAH2ohpyWZffa8g9vrVqyGWEAHAsuwJ4g1AZnu696hIj3SlcacEz4Ja9pXeHr4BYgFXd9f+WF/BVfOWldaSsoFsIbJG4KK2xxoKhJyjkEa36tO1Bsnh2flLv0ugESmYQtR6k0Hrgjtk8kz59Bxsrbvtfe9mbAFzNhUTrIMR24DsQcohYay7s424oyHHQiOtBOWCh0GDh2SIA98hmCU7015U8KPLA2Ikw19u307QIcPAfrJD/Cq2WW2OLiQfxdfHCma//o1v5sImIrrTUK5craQWUdIW1iWhx9S+wSGdPn1aUpbYryvXrpVz5y+GReAAgSGggKOikdPrkMPRs2//vgMZNaiSGXh06QEJbBsAymFJK3fuqnPCjTCaoqv58+bF8AMADnElvXg7WkkA9PzZ8zHifheNHkfVo0elIIIT46Q5QiwE4MWIej6XeciwwbkQt40Obdmq7N27J0wWQEU2IQXtOTluIJNcAljDarqg2utgabBTole92qwRJoSTlVJw6QYMGJjfLdKdPGlS+eRTT8V4LF78blhakgLTb+hqMYSMrPXVV+7ZZ57NunpubBLGieNmGBlr7JdLKtpysUXgJANYXBWvATRhPpsnxWdCEWcilYsp3b9vbxw9gwascLxSZ4CyIIKEQ/pDClbUp8Le+9NAd9douokq+5qkUhkMFw9Lh1F1cRj/awlGnA/FVRUNo++1HzQ8AgFSBbpB6Rq/l7MRQGHuGR2gihFSiQqYMi5ADxDIMPg+/U4FLhg/1ccMPhBxV08IhADjHCPQy2gqRMMamCAj3e6zVd56LsYCg2WPOUhpPIUKpiwBZNgUBoMuuElDk7A9HPLMe2UsKilYTlERpdgJa8ABem/v4s5d5ZTatk0aj9MVwNCoCVDsK4e3ccOGpK7p8GQuBA0pyFS13bpVzrRgTvGgvp5vvPFGnLPvsz7OIwZe+sk5qYD5tkklYwms7a6dAE3FOLuYgiOMjzGh5BnWBujYtGljAKk9ApidQQ4oBrz2Zpy+6XcH9+8vpgsKrCoO/nRZsGBenPKpk6fzDu4/XZnnFOA42wz9009/stwzcWLkIII/QXbA7p07Sfn16mlOOSa/SYA3wCHAFNCwEZhygaZOJc45ZyQgA1xp6ubOmxe2d8XyFWXgwP6xQQ237xS9Y6NxK6Vs27otXSTq6m+XSRO1yrlWvvJrXynjx0+sAInWbdP/02hkIIAN48DsB7vpHJr6BGxx1NOmTqt0NDh3rmzZvDnv6c4vXfp+QJM7qS3gxQv6XrbLeFNrUz1iZIIP75HPOHQo2R8BIlCH/SEJqBRWnimXL10pvfv2iYO7cbMy5tfDkTaQtrjfzpk9V2jJftPI/+Ef/VGeQ3vGRx9+OPu4dt36TEd66aWXY8sUwCEpXnrl5WSe/vmHL5b/+l//OoM2rIMe5UMHD8l6Pbrw0UIDCmisWbsuI5Wxz/bEWcGeuQ++TEAjg1Lv4C4AgWQYgk0MGXBhfdlzoCEFh9evp8hJoSCbo0CVLErAFhbKu2PK2rUNsUEawo7rAqLf5pde+HwYMkCW7VNzYVoSvTRQm6/0NG8bQKAXKEbd35HWSPVrOYXFfvihB8vqD9ck4+KeOM90wf7xLCa/8QPu7NRp08s//tM/5nebkgjA/vydd5LtrBRTbkgHASSSd1dIyS8tmH9ftOSkXf4b8aLoiI8RwDr/2Gj3h4THvadXBbgEEALy2XPnpPfx62++mQDQerif+uG6SNo1TZg4IUEG++SOuXsyp96D3ddNAxG0eMmS/A629eTJ0yGKZGrcPWwnORFg5XMEI/yIAM5G+j5SD0GVewLoAZ7+UnZIX/DK3ssg3s6+8RdG9sogA2JApJ/D7JJ/qZ1RoO6MOFs9e/dMwHD0+LHYPyAX4EM+GTEOHPPz1pGOli1WSIV8unL9et4N6Lffd+WI8IbnJauRsebryQZlS51bBB0ZCvLE8/nMZ559Jn6M/9Bai/wPrvH35AT2jr8SMPh874IwwZIjzCo9eQdkHXJ3mzWLhARBYR0EdDAA3+95tu/cniAbGObPSXjYe35I5kLQey6ZjZNlytQpWVv+jXzlo/j6WMHst7/97bB3mA4tIqRsie8VFfgaNWp0mB1R1tWrxl7eDq0NTEiLbly/PqwNMbPNEMkNGTQomjsO1IEDxIA7wGH2vTPDnGEp2xOO792bKumGJk3L2nVrSq+evUvbdq2jc6Fbw7JhXjj24cOGVlIA9bej8QHaGDKf//Krr+TgccCKfThjES9DI3WUFkc9e5St23fkIrpgdLOZj37pclm1amVhkOl/yQI4JoA+OpgwvZVpaMTqWDpibZENSQTqn4bOiEKsFxZTbrz25q0YSc+dVhpNS5k5Y0aaTf/87beTigZstfoBFN5b+n5AKKG5tLBBFDNmzoguSaS19L2lAbIqmjdv3JSLAABLJyT9I4XnYtZXhjgIKFzuAf0GJMJPei4tU+qSTnxs0cKk/1w0DLV1lq6gW7UvggqNt5s1b5Go0yXkFMge6D+1wAEoMaNSlPRPVdXV6Z15uuZswN3FC5XexWbMR6h/FSspDViTYEe0jt1BdygA4Gw8R7cuXXPpO3Vqn+cRpQJbjAZNlGcGojwvRwdcM2L+HgBk/IBk2mD635yhW/Wls4pQkXL6M9akiBATYt9u3gQuK507RLRSj94NO0CfiI31OcYfd+rcMfsMDHZs2y5gv3XbttF5Y9ExjNpRifQ1uQfWgBMvysj5XHsDfAJemEPrA5gB5hlrSJrRCKz79OkXpySY86zYChkRk+2wOJy8z+X8nG1MITDOubrDDLf0qd/rS7/EVq0MPWiaQGLZsmV5Hk5UahOoIl1hD6yp1LXf+eabb5Wz586XcePGllMnToTlwYhri+Tvaen1BPZ7li0zJQ2zOSwBilSlc6IdD3DfqUPHsLPYJeygwJlMyaQyUhw2Qzsc72aP7ZM9tUeCFN/PvmD9gUGOU8pTKhgT7F3sD5sFDAIuk+6ZXNavXVvWr18X5oXznDplWvmN3/j10q9P34BIhTU08jt27y4P339/zhnZgP3hqKx52PVz5xL8e2/2wu9wrgAqch1rYQ0r/94zxSKGRmD4sWqculoCX+wrNtyEHlpP9QCcqJT04SOH0ipNmlTRpHURTAPLMhR0on369AojHIY9o5gHBWCwT9Khgg73t5Jpa5o1kjEgX9KOikN0B6uqhuX+VFom1pfNKthNcxIwXLuaUdwYwPUbNpVVq1ZkWqN0rob59IlAiSmOmDJaUYG6PQJ6kAGyZ6CiYTMCToUszpPgnSwLaSA41Y8c4AberANQBlAp5NWLWK9xd4rdJEGRJRJcyurQSmOf6AExiLSewIP9E6jSeQKivrTAUh9hD4F7nTHYDnpJAaI0vb/Tc9Z/k1cJVv7yG18vTzz5RM6p3ucyiPPn01Qei1YZwy94evVnPwugBgpV6L/37rvJkglogaq9u3eHof+lL/1SademXVLz7y9bFgaPPbO3gtB+/fqUV3760+yF/sjXb9aW5k2axvdNnTo9zLr3PnHiZAJtwfRnn38+NsJ6kwsJ3ryDNDRQCMR4xnXr1iWbet/8+SGmxowdnbvhTOsW48uZx8gC0M6M9Ds760wKJKqqhgcnkCXwxxWSoiFgWzANOPsz918tgQwZeRW7BMw5+/4dqEsx1pWrOQf8w90xxnCJ3+eMYBtrb9xsJJaOBUQjlxAW7gCfqDjR4BbEjo4BzgZb5vc4A43J2dxR4B+xZhSyM+p+CY70qb108XKCQOATTvIOt2/drrRrq63NmVBXhMmXDSEpuHxZe6/zCcIBUpM/2XWSiTdeez24gNTRusBJukqFxGjaLIEAEnDEyJHlnslT4tMRPX6hrLfME/JPz173lI11nthZd6Br9+4JcO0PXwBwyxb5TGBaVxXnAbh11n3PjBkzss//1v/zsYLZP/3TP82mYk8cEg2LMVUOnkPgIjGsZ8+dScTJ6WpL4c8AnaoRIwIOpFZS+NWqVbR6ogQHnsMmPn9s4cIwvACvKugL5iGfPRftF2kCSyqK4AiMkBX5ODRr1q4JM0nfyNioSmQYgUnaTEyXC+wQc3rayDCGzzzzTFKJ0mkcMYcCyIpk/C4RuMNJQ6PBN60Y8GJiiihGxEenS8rgz+n2jhw9HEPGSNOpfOpTn0qaCuU/d87spJPpgkVCKgiBlw3r15cxY8dkTKPnPnzoSIAcJ8V4A1q/+3u/X+6dMTN9BAEB+jAdBxQEHDRB5SBn1juO5L2lS8uSxUvKxEn3xClqXi56xWps2Lg+TdnN+eZwSDGAmQ6dOkS3KR3oMmPPCfbp9rCrOxtHZrrMgLkKRwAzbcuiVewQwOSzaLJo4DgXLKpz42IAG9oiYYmkcAAZewVoScNcUwyoFdidO+kpyUHYQwBL4RTnRXIi6vc+ADOwgkXS3o2TkKqzZ/6OQ3EWraOiQz1GnRd7jT3nxGiCyd2BUIGXQARg9iXo6dWnTzIOu3bsyHo4I3TcgPLRQ4fTbotxJv+QQgJWBg8dkqKWpOpPnCxVw4Zl3vre/QfSYQLY1TqIgWFUdZ3w/tJJwBbDfq32Rp6JcaEbxphZT8yF/cRsqIznoOm0GSjOF9D1ztgC6bFBgwfGcXluoMB7aj915FBlDCxQARhpyu0eYD4xD862lKH+y4Isz0DXLGCwdv6RcgNknUPrqu+wIDGgtkOHUjWsKuwdfSlwRTNqAACZhOe7QALTvm0cFn2Yu0sTT9/atWu3MFucoBQpfaE10neUDpz+MewFLTq9rgr0+ttpTySgwY6QGwiyOE4g3v0HuNq0aRdWGItGhmIKmjZyAA29OunA5z77fIJmzOgnn346507m4eVXXkmLIfuHqTO4QsqVU+LgaNukuaWmFcOq0Ma6CnjZIQwiYOWZ2CQV/GQllTTq+uhPe/bsnu+RJgcQrDOtsc/YunlL9tP6WdP16zcEPAt4sMvtOrRLCh8rK1gYP3582mgdPXIsgDWgrzQJOHLeSa3cA32ZBfPPPvtMeeAT95ennnqifOVXfzVShi9+4fNx5rJnnJtgVZDKTgja16xdH5uM2eIoLlw8H5vCAerk8rPXflpmzpyVymyDbLCtb775dopxrAWmV3qULaAdnjx1aogOgYkA/NSpmrDZpoc5o+4V/zBmZHXGmnpXYNj3jx41qjItCvPYqlV8i3c2zEbqXxAfidCt+oAEwEJgyY+RhwAOgAzW1x5t3Lg+hUJIExkL7++O6TftrtKaK/Jy/9gi//g5/2iL+D+/87/SU5h8a8mS95Ka1rYMU/f4Y4+VH/3oR7lrQImhPO/84t30fHbWtNn6whc+n+DQ1LgRVcPTmN+kNHdCkE73nloNNvby5fgXDKS7wnbwlYbwGPfqjvpc9pfNwOLzx9//x++X4ydO5jzzS+6VQqRkz27qQ9qQINmwB0ysNZJalyHyOxXWSf9HtqMrUctW0cgDVH4PX+lcwAuyEu6YDJwMLODrXiIDnEfBB/mgqny/w9o6ZzIbwJhnE+B5v3Qb6gh4H4i9txYCM0SPQlVDjGSRdQ548IEH8ufsn3vTr3+/2HjDMWSUHQ5A2N+HWT11OtlLtsQXW+pu8xT19XVpewdgCjDda2cCSXQ384IUkqkRKCviArD16MYM6/NKj6rjg/NIusUP0HILerThVA/Aj48aMyZ+nV+l8067wMYuGWoABCcmr9GKC6L4VWfamfdcSK2cTfe1TZuKbre+PkGFIRh8L1nIww8+mPMBL926VR+/63yxieyOu0xj/VF8faxg9htf/0ajAa0MIACkbBTWUxTvrLrEGAZggmER9dK5iYQYIO2opAUYBGwmwwMQiKx9j2k5NlPaSpWjy5QLTcDcpEmKLAAUEZtIEesrIpS6B7h+8c67xQhPRQ4OswhLyqu2ri56VeNQXUqRLHA1qnpE+dKXvhSjtWbN2hwETI5oDnhi8KAvLTfuAqMwPv6unZYw1kDPt4q+xkUDRGnROCwaKhdIinLL1m3loQfuj6bu2IljlX6QK1YkFWiy1ukzZ8qkiZMiIQAgHUZs0P2f+ET57ne/H2d24tiJ8txnPh0W2hpgH6SqsClvvvV2BOYuEy0QDZ9Ujt6MY0ePCRtupObqNWuSWtanVKDBqQAzFdlFj39NXfft1zc9I1U6Awpu6c7duwJsjOajq5NeAcak0gBAf8bICVgYuUpv3vNhdV0WEbagxf9Pmsas6hs3wt5Jf9xlRhRf3JWuACPALA2Ui1pbd7PS3FvngIaSCP3cmXP/2kmDZIHDYzj8LowifRjtK9kFZg4wCCN7504MC2BpXKx35KCBUT/P6JKn3Lp1M+ePTlEsje+LAAAgAElEQVQg161bj7B40l9SRnNmz8q59/sYCwEawwMASulJm56/eCltd4BQYIHzSd/GZs1S2MBoAM6MOG2UuwR8OV8cknuGXWc4peW69eieQhTAESvbb8CAYh3kwrxL9GSXLsXw375T8pzYQGd27/79Af/uA80X46eNkj3ypahI8csn7v9EWJn9Bw5ln44D0BcuhK3R1kqRZqvWbaNbvnL5aiY7bd22vXTtrBH3rUoAo49mq9ZZW0Gbs8QZYQxcrjA6DTBupYsAzZzgyjNZTwyen5GCNfXosUWLysZNm2J0FZjOnj2nIpu5fTtriu3Qaoyj5wTt57FjJyrTfdxNYydbtErBFCaRVKdbl87R2d0zYUKCYj2GadY4F45g2fvvl1df/VnYLqMpFWkB7wIkYBWj6/dhUrEbtGr0+W/9/J2ye+eusm79umRQnGlA4G47HM7GGtprhZhbtm7JupEE2HeMLeDUtVPn0rRF87B6HCTQgEH0/uySDA9HKjUqADEJyEjW3OsLF8ojjzySu4N5bdmyeYJJ6WSAzV4AI/PmzM33LVr4SFkwf0GAZNXw6rBQACbb5h2BCuBeapIsxl65y3peCjDct7Y6xghc7jQkGPrWt74Ve6BAZvOWLbEV5FzS47pCCEr0e9Uab9eOnQlyMG3srvS/bApb3LtXzwS5bAs2FTt69NjxsmP7tgQoAmVBt+BHalXQ4+7To7NTgD2GCnPLTgM0d4FS+hv3M4L9ZvSSgKjUvmDn9JmzAVJ0qaY20tTLHmAHBdtjRo0JaHZ3nPHIx26belcbfePRYydSjGjMrM8X5MtQOPvvf7AspIWhAoq2FM7KLrIhANb0qTSKTcry5cuTtXBOtH80hMPZFjBVhgjUZ93ia7t2TsAJwAB8Bw8cKo8uerRMmjA+vWU3btwQP2wamAIlmmhBcl2tKYEmNOqxany5KYwtcq67dOlU5s2dl+f3+9QZODvAp7Zknbp0DjBl72RWTUQzEEbm052AC6zHjbqbYdy12HPH2UBF2ieOnwyZhQkljZNxw/Bj7gFLxIU9lUJHpghK2FjMaEWLXpH8se9qAwBihIYuOLI5NKnsOokiosKZBpRJIsjT3B+DMpwTey/AhTn0zOZo/Bm23ve5e+6B93eH3FGEk+fRKzpyNnca2XfndkC5fRVYAfnO++Yt23KmZFJlG/hxBadna87kfitAN+wEYaiIjgRRL1lrGTue4UMt8z6RMly5kmcn60Iw8XXsB1uBqRUsyE4jgawhf4sAIlG4duVKSBr2UD0A28aHC/6wyM6bc+Kef/azn/0osGz5WMHsP/3TP2ZjtDtivOkoGQPgCd3P8bo4QADAh6H0dwTDoniLDNDZYJF4bW1dxN6iNgfIGEbazQoTpwE+FulYgHJVtUihLhNpTp88EQ0NwEyP6PdgI6QLx48dW55++umy9P334xT0qsPAcsAiohFV1XkHB9HM8F/79V9PpAPgAVAOkA3jMOiWAG2Oi4H4yU9eimRh+oyZ0ZtKDzsUDCtBKFYJu8Ugc2YzZkzPoaC9c/OkZCdMHB+D34VzatIszwnkz5o9O4U6q1asKBMmTcoB9nvnzJlTln+wLBPTMF4A45x5c8uLP/5xnDtAIQ3ZtXvPMmzYkBx4oxCNsGRgAW6XUQpq6dL38j40U0CuiNglHV49PC1PoudLD+FOAb5an1hXE4lElp07a2nVIlE0hyjStv+Mrip102SALo7Hz+nZJ3hh5BT2AVFSWgCK8+HnrB3ArgUXtk4hIEdAaD9h3LhcSOfBfmjRxREoZNPWi0MSlfvikIAEmi8sHGOD5cIsYy2l3M2g9vMcAEkBR4VVESUz2gpbMMhS+c5HRQtel6yC9Jb0HwPvszp37ZK1xcKpQp49Z3YB/gFSBY8xsseOVdbo9u3Su0fP/DsjJuMgVSMtK5WHkXXuPAMHixkArhl/e2ccJj0Xw8rwtmnXLlE8lk7AZoyjfoTWkbPWJ1P/QJ8XicTZMzG6JifZM/fUFDfgAxCqGl6VoSOMFwbH55hqRxslSOV0OReG23orUnjhy19KetFn0X5hewEHayu1COR///vfD2Pkfeizjx05Uj7xiQX5Hbt37YnTp5PkDPr06pPAiAZShTLpEudhX2UrnCOFHu67Iqy6m4rurpRnn/1U+gOvXLEizJMZ7MAENss4TmcHUHPOUsTRtMm/Ti5iP0ggMA40/aqZNX4XICWTVFUVkCBgB36d7/37D5Ynnni8Ut2+a1eYbGyFc2Xt6Ag5LOvm3KnC5jzYSvITYBPAwO4A3FL/ZEcbNmzImF+BEYAjy2X/AQPfH21fr17JaijMGTykcl60ZFN85x2AU/d01YcfRp9pgpFiJXpZ040EK1pkDR02PHcQewVUsxEmKX31q18tt2/dKjVnz6bgR+svKVFZMIDFnthn2mi2DSj8xeLFGQ4iW6XYd9u2LbnXAD7SwoCWv/2bvy3de+iQ0iIkwWuvvR5wKcuFpQTgZVoEAhz7iFEjwpB7565dOmVwBBZLNwngFli1EEeOVMbdArm0g8CLe+udgJ1KkVOrxlRy+/gAgEhWA2ADbrwTcOJsa0UocwHwsHn20PlRQc+OIA9e+OIXM0ji5ZdfLqNHjqywsk2xhF1DIHRsb6zyXa2k4SQ3AhKBsj/6o/9Yrl+7kWCCjtT9JBHTCUOXlMefeLxUDRsaAseeqNVwv6SPly37IDYF++zdPKfAGgv5/3F3n1Fe39e56L8wwzDUoQ699967hAqogGRZBclNsmM7cXLTV5xy1knOzT2OfZKzjnNznORkJTfJTW7WSXwly5bVQMUSKiAkBBJFIJoQTXQGBpiBKcBdn+cPfnVfRnpxZi1ZssT8/7/ft+z97Gc/e2+SBbbO+7ovGHY1FDs+2J69zb3VM7xXr8gXMKWmryEyBLKPP/Fk6VXXI/vDLvOTCxcuSg1GdU11agZ0+RkyeGh5fvVzYT1JyxTduUPOnpZtslsCeb/v71985OEwjJs3bw6gbGtvTeHRPStWpMCLLAO4ZdektGljMZXsOMBXWbsOCaL5BecQweMHCJs9Z1b60qs9MMlz5JhRGWACcAJt/JksbWtbSwIspJD0eoeqjiHW2Ho+BQvLrggekUgCZwGxYIkdxlIDMogWpBHJjTPkmWCGZF6mTQsRsWnze+k0gUjSIi6FoWcbyqkTpwPGZRvHjh6T8+s7ydD4Q4GU94UTZAduv/22aHEx8XqEs2d+SZE3zbu+4ggCpB2JGGLAZyDo2BiSJAGyOxh/ynYD4p0qU8V8J1KFbXQGjnxyOL6Z1AfjDdfQ05OFwVXupuCEhv1rX/ta9uDf+38+UzD7gx/8ZaLzy61atlSE0JyjqEEKw08i5uuV21gHY10toihbeoPRFs0zbBgEUa+DEj2YqtUJE8oHO3bGsVxovpSDZFN8j4Ng3jNjgaEUFUv7YLGwgdiJzZvfy5QmM7OPHT9VRo0akXQGnRKmQGsMDJDP6NWzrmx8552MktVSaeLkSZERENk7FDeiaGxZUppjx5Zvfv2buXAOPWAWJ19dHefPKLqICsKk0Rlo/107pCjHE+mV8u67m9K27LU33kjlMf2Yli8cxDPPPJMuCIDx4MEDk/p84aWXkvrDQHH+gKlDLEignanr3TspRuMOscvPr34+Tg/jg9EEKlUMi7K8t4hNlCYdzqn6XAAAMMJeGjJR1bECOP17k9uwMnr/CloEKC6xNeKohw2pFMYAFwMHDopjYKBE7/bY99H/pEWVXsSN52NoOGLPb410gfDQghr/X0AEfND9SP9h65ouXU5xCrAs3d+vvl9pazNtR0ChyrQ2jgmjrkLbD5adMeLkXewbP/5ZGpyu6eL5c3nOFLIpHmxsTERsrSZPnJQgDOAdPmxEDAQjooDRGo4ZPTYdLzDUjCLjDsRIhzNM0sD+nOcH1gEdDkzVMT2obhiMPIbAAjDWnDFHw4j4fWA36apLzVkvaX+6RRIWDgWzXtu1NoYYeF1x94oAPM8h48EIH9i/P8V1Im+s+OChQ64XZFXGKY4YNSLBIm3d8rvuTKDAeWiZBHxLHQMNQBvwKlXIsAneADCFnwIr5xKA0gfV2QME/B5N1uzZcyLFqYxrPROtr/sCBCYoamyMxkvBnQDPswJ0si8mq/nsTp2MlmzJ2bCmnJ4zA2y5d+cuGGDRq7yQSVVn47yO6bpwrURP6sxz6uyAAkuZG8yDbgbYFf2r2QXpT2uuTZSelJwt7aXCL6NEV69ZnVZJ0ZqpUu7ZM4DQfeEkbzw7R+IOYKcGDx1a5s+Zk0DSKAzFQQoMVT7TpvkuDlU2YNqUKZFWaZYP4E2fPi1ADutJsqClm321lqQt0vaAMTvn2Z0BtnjPrl3l44OVvsPOMxuYNKMBE+caC2Zu1syZ5du/+7vl3Xc2lrHjxsSGsm/sH0AkcPR7e/fuS/bosoKqefMC9A4dPFCRbnXqlAAGCNNGyn2bO2t2+cFf/iB/zj0TFNDAm6RGzkKXySZI9Tr3tJTDRgwrp0i26Jxra4tJZoaoqFHgK+iTsWd6RKvBIKsQQAkeZfCAkICU6/2nsVjuOjuCbYyNGjAg91fWDyOGrXZW3VMFTEAxwAho6P0J3GIPp06ZlLZu9IdS5DrdvL91a4WRH0CP3yGgSQAKmAAOihEH1deXx7761UgffvTkj1N4Z+KYs2GPnEHDDm6/9bZyDrg401AGDBp4fVR7zxRBz541J/bXvdMBRY9XaXO+zJrTtbIT7K7zOWzIkCKLwo4ALkCY/+Yu6CurCwQwVXmGmhQ+KxQ6evR4QJpnMn2QRlZvXEECkKrQ2fomU3a9R6kAHDBHDgDlyCkdD9avWxc/rqfyzUtvykQw2VMBCUC4bfv2kArLly/P2bdHCAODInRZ8cPvYyyBQkEmltO/s9d8pN7uiAaBOT/AXo4aM7oMHzosEgM+Wh0AgCc4d4bYD5lXoLLp+sTIPXv3pQ8rUEhbrUdxn76989/ZH/fS3SODUcjM5tinn736ynUt+tHKn+lYVUaPHhVygYTk0JFDsaUygdZ69MiRyXS5TwIRNtQ7aFPGjlrLjlUd0qXAMwiqdaFhP+AnNk/7ST6iZ6+62FdTJd3R1rQtrI+PIUOQGaMjP3H0aFFnJBOZaWYXDFMguaFx1jv8XIImAZ5e9khDNhRIx8b69/T/g4YMCnBmWz6Nn890nK0XSLqpU6dCe4UlqqnqlOEIFofGonNtU6ItWjeFGaQClWEBHcOIMCY9e6rUrs7CcGZ3LluWlJhNkyLANCjOoM+Lca+picE1wlXltvGRNlIxB6kDrYnm7phEaSbRpYrklSvuLI8//kTmJdfWdCpDhw0vPUxIqqounxw7Gr2i3/n1X/+N0nSpKW1jgCgGSPqQsff/RbbA8v333Vf6D6jojABphpQzx2KpyHz5lZ8lmjKRZbx037Gj0aI98vDD5W/+9m/jbLFUIiEp03/4h78vUyZOKv/9L/8ylZLE+taD5lg3gh8/+WRYFowHhkDLlK1btmYii8sJJO4yNaa1NQViJAeicyAX2MKS08IZY9u1a22AJ2OBPZK6oAVmGLRVaVWYdfJUQAUQjAlbefddkWdYVNF3RPydO8eY9ezZq2x6950iYsccYSb2f1QX44yBB6TIQOg/MW8t3S9lOg42VpDDqQ3u0jWGirPBBg4eMiiGhJaS5eKIjm45GgfkYqokZeQPHzqcohqOp2cPLGVLCr4Yc7IVrXX0ccQOOz/+u3OFaQc6ASWsi3XDUgN8DDC2S6TKqO85fTIXGpBjuIcOGxYdImdJP0Ur7JxwDAzEgl7zEywwWIriOEoVyAwF9M/g7tqzN2yOKXeqsjE95y/qBHEpmY4Ljc3RJNFSO3OeXXDgBwiuqqnJ+bavcbajx8TYAPKMIoPnfMsMAMxdRfx60zaI+i+X1sbzYW2BVEzO8YYzcaTYH5pH7W0W37wkRtA5ZCCxHJ6lrgtW2rSomuw/zawzBrzt33+g1HTSvqVD2b59W9mxfXuajeshS9tJbyx4JaU5fvJkGF0Gm2bPfbLfjDiG01lhYDEonPa1puaCxQWm2zLOurr06VkZouI8Dh40OLILunTpbizV/o/2BaCuWHF3skDATtp4VWlNVVLs5BzQ7mLGpR1VagsunCEBEKfHOWImOI4pk8aXjZs2Rw+rAG7p0lvKm+vW5b9xqqseXpV94vh69ahLWvMIvfGECdlHXVnctd6KVBobo68VTGltpV+T++yMCojZiM3vvV8OHj6UgBgwtj4mQG3/YHvOxNbt28vVq+2RwDiDsgpS/7I5WCN/HvO/ddv2rL3A03o7z4AmrXOn6pp0fPjKl76UPZPaxuDKZP32b/9WHPnBg0dSae9+uuPbtm4vW7ZvLYrT2HZnT7YGU+Q8C/QGDRlcjAg3VIasica/Z6+ekXlJ98sKaF9lX2Se2AtaP+yPYAwYlx6V0cJKvfjiS+V0Aw3+iTD8HH/3bl1SsyA1Xt25U4p4AFp+hwzHwAPBMKav9LuWINR/c9cAM4wXYCdVrkOB9Ze2B9KxpyZtySa6u860vdDuTFCDeLDP9l/wKuBjmwCX6VOnl8a9eyrZhoGDUufx9a9/PTIc4I18ZMK4cQHFa1avThCmPsCPIJF9wYgBqZj8UaPHlK3bt5UlixYn2B8/cULsoo4INJUCHcMT1EmYZCVLuXD+/DJj9uyye++eaHqBmK9+9atlwcIFYaOxocgZ+2D4hbMD6DszMqaCZJ0P+AT+VsBE/iYA8fnkAeyxswSQActAoWd2d50HAZPhKpvf35IgZtHCBbH1wCAbKw2fYQkdOpaHVj2YNLYgiPwCRgAosaI+1zhqz6aAWMAhAAC0Pjn8SX5PG00ECfwhM6XrgHXOWbikc8PpBI7Wt2913wQm2oC1tF4KIQOkKpqSpYNBJk2dXHZ/uDujaJEtffv0iy/zPLLKn1yXYgkUyLkEQ60t7mhryIWKDGtA6gAUf7F9YZWjOe4cMkoRPHut5ZnuFYgkunl3kG0UOD74wP0ZIOT5aGp17FEvUuk2UlN66NzSGdNaKvvV3paMhgyb9/d7Mi38Ub1hMF0EwIq4mjN1EIHwyitvlSGDBxX9oHUvct7hKT6TL0MQ2gM9tFeu/HRAbA5/KZ+tzOA//fEfp6dZ7959S9uVtjJ08LDSt3+l8hBrKhowEpSBkfIy1YqOBBC0cMAn4zJy1Jj8OxWEg64fbgclkfPFi6V3Xe8YOFXsiiKWL7s9F4VeS6qRtgZI0yxZD0VpR62WbOqSxTfFmTOyQAdWZN++/dkYjCIW9+Zbbo7DE3H80i99K8+ydu3abLoIVi9RQNTvAp4cODZMIYbG0ZhQTl6RgabxgItI3Htq7QU0EdRzGvR42DOaFAbk9MlKa6rVz6+OiP9z936uYFQZGA2WAeMZM2cGaAkGpAKxp6JeAGzGrJlxIDSY+sqJyn2fNB9H450wsAyNKFARigrwyVOnlWFDB0daQJuFaZCGwdZYT5HYzg93JlrDfqiENvEFOyJlnOj++qhY6SFr6f1cGulAKXkMU6otGTqVkUbFDh6c1luSQxhu++d8aF9D9O/fu+gALW1vnG362PZM6urU9WITqTjpDxpGfxYjjO13yYzfvdh0IQ5LH1zMATaWZrl/375hqwjyMeUcvehdilPUC6hCOCpkFdjZa+8AiNsTa6Trgmp87Cl97zvvvpvRiNUdOxYToRhTLdd8fhjbjh0rn9PcHGOLoa4wk7PKmLG0mD2TcqJPJath2EkndDjAGDC0ZCDYbw3CpegBb2ByxNBhcXYxVJlNXmmnpQWPIkpMKADMGelrShIhJQngKhRwnqL76lxb+iqiK9eiTRPc0LmSK3DUGM9Id/TrranJ4AJAheHt16eSTVEksOm998uVKxWpRuPZhrBaCuPogXXIAE4xXe73yBE0XzT2VZGC0Jlv27IlTB52mRNzHqQbZUcEW35X7UUkH5dbw0BpI5QA4MqVMG6Y/FYpunKtbN2yJQBUQRknpr+kYjYsG1+L2VE0JHiRchY4YkSBXIUi1h8DYlqOrJJ9pcljExh3Z6pL90qfyDmzZiagJPMQWPnvWEtsnWwKhsz902AfcwXYYnkFAqry7SEwhIne/9HHcb46BABRAkr9d51/zpuTE1wA2O4p1suZxjJ7j+FDhpVly5enUMz5XrRoYVrrqLBmE8hfBIKAsaSq32Gv3CPATgeRYSOHl3/9138rX1i1qmzctCn3csaMGXl2DtudMJ0PZMGEz5+/INIlZ0/goRWXSYNHDh0uffv3T8GjqYrsmfZrb761vqxb92YkFwLg3//2t3OetIcC2rDbgKWUvgzRm+vfKsNHDE2woVURvbh3u23p0vLGG2/mXUaPGVUmjB2fbg3WwvNq19S/vm/YTlkWNgJolZp2D629dQRQ3QdEARbV+GB6e+sNYJMuJDBvb08aF0ATGPJDOuf4POfagrDDgkyOHxgUDAIfA/r1S8s1gFEwm6b7V66UOXNmRZ/qzGNjp02blvQ0m9qtS20CH8Ey+6xmALnge4E4wZXADiinbf/qY4+Wt956OyQBjXS37j0yBhnxEQnPoIEVLeuJk+kl+/TTzwag20/AknZSK0j2Q1eVG8VhfBpQg+W1X9h/4E6gwVeTzZEb8AcCHYye98akkiOZ5qi4kaZXnQGQCWxaMEB52pSp5aP9H5ddO3ckmL7cakBBa8CrYkB2CIMLvPk9GdqKjKR7zj1Ci5/x56w9hpOdXLRoUXypzhOCUZIOpJMWfumT3MGgpn7lyCfHwla72yQsbJC70r++fzJrMqN7936UYJPvdXbsF5ILkYdsoCc+dqKSSYIdFHmdPnsm7+2+p0Be39ZRozKSmCQQWWEUr+JCtoIz1b1AZhG7b0KfNZs7d17WW0G0iZXt7Sbedcm7Ixg8tzsBG5BJkWcJ6BGF7Cgsxl9eaGwsBw4dyP0izzqqHqipOcX4pFzOHOJQMMT3C+z4OX5LhpMULVm4EcOSLfxfYpztv/zLP6cy0/xrTXe1IOE8RUUcPcdDoyLCWrx4SRk5enSagbssjCFDLjXiYmj1Ec1He1u5acniREV79+yrfMbxY2GSpEWkGxTEKPxhyOySSmQXrfVSS1JAUnQAjMIumjkbiOWgDSJpAKKwRJgIl2rJ4iUxDoycqToibNGfilmVnQwf/QlwlervI59kitJLL72Unm7Sb7wfhydV40K7QJgXDJpLoWUXoKIf4fQpk9Mz8Mknf5TDBiSaysSYAIqYZBGQ4gLvjJlwSIcNGZwDx7gCjA4n1tCEH4auYlBN7bkStkDRCu2bMZrYVu2Y0hvx1Ok4XQ6C4dZXToo/qSLtVw4eyPN6BpGnFl8iQG2pMuby8uWwFoApTSzH2qdfpQ2KddaBgqG5UU1MW+vwAw4uPOcHmGAH6a0ZIEbT73LoY8eNT2WnZyWJ4hwZlQtNlSIEABH74eJxCpydNcbQ+/8iYUbbpcNYSmvbW45HgLVr956kkLvW1qZjAQZHpC9V5BkFZ+QrtGaAJRaqot2uC+MhbU7fiN2SLpKd8D2rVj0UA4fd9f7OHVZIw/2aKmOLK72HfZ+gDFttOAAH9MyzzwTwcrbOkglVtTXaw+yJPlu7H8BBKhkA0e+PszimB+WFi3GYDL50oP6ZYasvVBwM4yg9ZDCB4GDlipVUZml1B6xa/+kzpsVYjRk5Out64MDHAbJYSeftRuqfoXN3sVj2v58xtvr11tbEEWJ3BAjOsk4AejhzkEDSDXDHOAoEsW7a2ymg4fAEPxgYulVMIcBTYdeNP25I82/sI1tjDTkqBUAN587FqGKHsIHujNQ8G/ROmuTT8l8Ja244gO+x7nr+sh30yUlN1ipYej+szeyZM9KeZ/6C+WEQn3vu+RTccJ6CVc9p3z76aG8CBVkZ4Gv4yBHXg7qhCTbcSSnLhx58IDIeZ3bSxPEBxqRHnPzdd9+VaV80pyRD7p0CUXIHbdC6dK4t7rIMgxZ8FbamOg4NIHXHdSHBkP3qr/1amTtndogDgZj05bVrV8qGDW+nuwAHfEx6uKo6a6gnJSmCNni0qs7rnNmzyohRo8p3vvPd3IGJ4yfknWlupYWPHjmS+2r92Th3R9cIsgHpf+8g8OOcBQmyEUCPCXjPPv9cmTZ5Snn+hTUZFy4DgMEj6fj6N36hnDh1priXH+4iI+ifwMGgF/5hy/vvhz0EvHOXBbM1NQnGdIao1ECMS4cS4FpGqjLZsFK7gTxxFtmdkyeO5+wB9WQDN2yRf87dq60Ncw08Ys49IxYSMAeW3AmfZT2BXBrRFMhOnJgqfmAOwPGdtPwCBWnj1954vay4+668m/oPg3vcTeD1+TWrcw/c/7kLFuReA8zGWQPZ/KYAC5h98403UkyszkHLwEceXpXCSFICY2GBXUCefzBtS+bHJEGfQVOpqb/gWd90wBtRIuj88pe/nCxNh+taWSSAPsrIKv7C+XWXdHhASE2bOi2+SXGkNTQ+HWPqfdM27fjx9NO2hzKHsgECs359+6czzeQpUyMjsxY+76abSdx6pQBOkP/EE0+kXzLQ5/v5R0VcbIkzZV1kL9ha5xhpBcDJtrH1nldmw1liNzGfcMMf//H/nmwVe4mB1dEH8HaWN23aGH3r4IEVn6eewnk2ROnEqRM/Z+grwLFbMgrWCaHm73wP/AEzID/wajIVbE8Y7pbWcvjIoQQbpGOGKLjrsmcAN+227/Pv+BY9lwFj6wtf8J3IJpkjZ8zYc2eSbyC9Etjo+KQFoHvuGfhZgTgCgQNWJImA4vvZzYbTZ0JUCQJkparSs9wQnclpx4Z1hgWQQ3yv1p+wAxyGpPw0fj5Tzezv/+4fXEfp7RljKzpgULE4tCZS9rQ8d919V5guUZYF1fibA1Vhr1oTWys9waCpYjx05GgM4dFjn0SHwnCI/hgejbX37N5TtmzbllQUtic92U4KsiMAACAASURBVDp1CosJ4Lnw2pD4XCMdhw0fkQvr8AG6+hSOGDUyjB6DFEB3+lRAJLAqvc5wYVEZtiGDBia9giUAbmh56Oc8l5YZc2bPzjvr3Th1yrQYfE3ot+/4oIwZOzqDBLB+DpH0NE2anptal0jvAgdADMOMEZDSNMudcfF9mDggWAWiiLD1cmsAj5RofaZ3dQiTY/1EuIwBICaIWP/W+jjnRx97LGMVAQ0pcc5AdSbDiJnLzOzqqtJyqSV7JTUBuCq00HwdkGf0rIvLL53LmNC2YcJ8p6hZ+kPqzZ/V0UAwI73j5mCAFHYB69ZYtMcBivalABkbvwsozV+4IEYDk+SySXV0725udEmrsD69e6WfozY3giaXnEFLJkD7Ka1PFDe1av5+pdQPYMwuJ2By9jhtF9kzAXguPcfkfaS/Ff8A0iePHQu7yji50ECoH2t37JNPEkRI1UhjMtIY+KpOVSmqeeP1N6LrBt6ee251qantXEYMG1Fqzfu+erWoIPbu2FbrOm3ajHR/APhF197LnfLSjJFzyrgx+kA7Bh4bB7xJu3tPjpOxJgPx70X1GnpbH+lYaTl3jZF/5ZVX0kycIeSMMZBAOIMbLZnhFDU1Ya0ZRzpn5wQT5C6S8gDzWGQDO6ydQBG7a/9P6GN69EiCBP+fYaRLk2LWNgfQAjqw4NbI3faOiglV9vpvGFd3Q7EB52aNsZcXm5vyvljLdA4xtcxYXqzlFZNuhmQ/582dE0fmjI8fN7boq7l7167cM5rMaVOn5505PmCUdhAD47J6ZmDEzxe+8EhZsnhx2t3Q2mGGnF2AgT7xpsVLMk72hHZ3ZsLXD4jhx1DetGRRHKrzlYbvjefTGYHWjfZs7atrE6xJLTo/o8eOLr2TXj1f5s6Zl2CKgxEY2G9DOjgwEgXt30xTopsdN2F8cS/ONV6Ibo/+c8PbG8qrr6wtG995O2yLpu0NDY0JWA8dOBgWmhSFw7ef7iYW/dlnnsvwh+9+5z/HTrGnpnyxSZEEDR5cduzYGdmR85xWQq2tYThnz5mT9xJkKbzRso8t6dW7bzl88GD56dNPlyd/8pMAKnbEGbc/zq/WjUaN8iPsNnCh/7FADEABTjlsE8BMWAQ2daapgOnm0rlT5zBVN84ym4I9azhzNs+GOd2+bWtYL0QDQC6ANeHr8uXmn2szAQeZDz/uuQ4d7bElbRlMwQZis9gSTL1CzptvujmFuX5XsCODsX7DhgSYgKzeuMDW3XfcUcaMG5dWcydPnYg+m89yjubNn5cestLr9ODa0tkbQMJYXIyd9DjAZIiEojz3QcofGEMEGQAClNd26ZY7bUIaSYO1JK+ROSB1+/KXvxISYP68eQnqAFLvgrl79bXXYz9TaNXMLmM/65KRUzTobsq29u1veuf+9HxmU7WElC0U9CFcSPm0dZQ90+JN0G9U+NrX1wbYmnq5fevWsnDRovJL3/zFUj+wf9hAfWnptwUx9h2LS/7ER9pT2TyMKTAKiLPPI0eOTlCt5R8CAvCtFBVXl/59++f8y3QqqNSuT0EWkOy7SFjYFPbD3aXBJkadOH58eW/L1gTVO3buTBGYPt669CgsFqwJ1BEW1l/2UVYHNgBK+aDgoqtXy9Kbl+a7+BvPeOrMmQDhPr20NKP1Pxu/4tzkXF+6nKDAWtt/a0Fuea7hXM6EwAQxVBFzYF7JYLTavpL98d3eB+D0jGysDOillpaQXWw9r4wUCfFy6XICBf6l/XJLMp0yvD5PkRzAryaFz0Tg2Q9/dtmyZbkn/97/85mC2f/259/P4fZCQwYPqTjd1rYcMpcdy/bFL30xfUJ1ZTNc4PXrDl7UDOQwYgAdhyh1yGnZBOybaA1gY8SlWmkomy42p+iAo+7bv2+MGxG8Qi9pD9M5tJHQP0/bKKJr7V8YNA7YIQaAVSHbDGwc1kuzYFXaIiKXBVyRphDt20QpKKMp5Q3ofMyuv+OOOxL9qRRnFEVLAAbGSiEaZ22QQ3oFLl4SAPXcs8+nGbbpL56HMfSX1A1JwtJbliZNgwlg0ACNRFaXW9OWBHsJ7HDyDrGUlFQWtglL5YCKzMIub91azCu/73P3lg9378lgBhH9zg93xdjR1+ilKT2PeVRMJkXESTOs0r8iZU6YhmjihInlw927I+NQ4EP7YwY4Y2tfVIKKmP17fweatu/YEQBFk9izR13Am1QLmYI/I+L0zKJuraVUxmMHgAtOWIrL+tLTcT7akWB4GK98T9qyYKnoQVVndgp493dRMmPneyZNnJj+vYCeoAZAAnwZNuANKLghtXD5R40ZFYcBbCQ139QU4Cb6HjhocMYLywbYM+8yYsTIsBIM/oxpM2K8ZSiwU9b85ZdfzrMAkYIe+7ho0eLoqDjS2bNnpd8mdvettzbEqXDconPPh8UlX3DXDumKoDCsR48YTX/npAFV55/ODZvPebW1XM7sdLpk/ZM9L+YMAMIsp2L46LGkK/1/TmDCuAnljjuWBYBYH3dEASDGhdETYCkywkR5Lqk7EgRdEzgxmlPBkql6mDppKGdd2pcEQVssBlL1ta4grP8ra1/NuwFLH+39KNOC3AspbwEeBkM7OVIjQAU7AXhZH4y8tnJ9+/Uv9967ssyZObNU13Quc2fPLtOnzcjZ0TmBI6TpxUx5Huk9DLGKfGdr/PixSSsDXjIFZAltOqRcq8yxt86z58wOqCYv0EvW2b1n5YpIT7AvwIqzgEVku0REghLvvOndzRnZKw05fMjg8vIrr5a1a18t72/dEpsHZJMcIAPotrFbe3bvDgMotbjqoYfKUz/9adL87BonZ0z47/7ut5NZWThvbtbB2nKy9On0fEawsrN6X3OS7a1tCY4FKs6rM663tXHcWFS2mCSFrdNtBpslRS7w/4u/+O/5LCl1aW6MNnab81Zt7975Z+ssQ+RHYRv71HC68v0yLuy8/+688MCtba2lT6/eZc2aF8q//M9/LQcOHUwATbM6asSwMnHc+Nx5wY6CG+yw4BJDX2HrKmNB2QmFLLrBTJs+PS3WdPlov9qe++EZu3XvmT6w2FPnlkO3R2RLCpL5B1Ina6Y7CZbfvQ3r1W6c6eUAAOuM1BAks8UIAFkf7Jq0MNDvDpoCR7+JRaMFdp4HDh6Ysyuz6Aw564I/0gYMXtX17ALbRQoniKdtBAYFFrJVAZ7nL0Su8s//9M8ZjAD0aYXHJgE/P/nxjxOsez77wof94X/8j/FterbysVqBORd/+3d/l64HT/306QQWzsGp0w2xn4CaO8L3uA/YUIVaG9a/FTtkv7GfJlO+8vIrkb6Y/ugZmg0Out5Vgq/f8M7G7Bv7NmHCpEwopKOm/8ZEu8sysAgJAJtthw34a77Z9/CP0vtwhjOgvsT6szHAJqBnjCs2WDExKSAQ+ezTz6TTjnPE3vPb2hKymfzf4EFDsnZsnu8xWW3KpMkhLfwOFtwgI+OsgTo20znWDtGzylywi4AsP+qZDYOSJQLOBbeyhIrCrHn3rl3LkkWLyr333VfeeOONZAxgFd8lI6zgUABLniQgQPQoTB9Y3z/4wj3C7MI19gfZ4q7t27e39O+nY87VPPvo0SPjR3R6QNzANzTphp5069YjvYMFZJ4XtkKGyCbbb5kfdxRhNWrkiARqzqwCX/ffIJJP4+czBbPf+ZM/iQNyupPuyZhDbWlac+hElYq3pLfpQ43WtOBTp06JTsoB6nJ9ehHQWF3VKVpXh0okyFjmcNYPyNhP0Td9h+8bM3pUDDCGxOYM6N8/kc/2HdtjkFXFmvksRS46o4l8++23k3LHAorCpTA5Tz8iJe1J9CzFbvleBoy2hsHXggVry0k45PPnzw9bKNK7dqW9vL/l/Xw+HZuoJe2Ejh7LBRNZSmvNW7AgUTN2GMMmYhORCQQcjtmzKulBjpsRBIg5CkYUo4lBwOBhDAAXawmQadKOkXF5AUXpBpH7nXfeESOiWwIwSr+GjTMZiXEDOgBZbVukzTHWHLuKR8y6dcJM21uAzDhUz4JVZPzTkq1ci7Zq2LAhcd4A/QStQIYPD2sPtPmz/mIAXQoFCKJQBimfd+VqOhEISoaN0OfwWIyRaBlb06mGpKSqDKyvTwqUNsjFNnDBOeFUgGU6H5cRU+/v/huDwTAAYRhFE2w4TkDdwAVMX6W/bGVuNWesapWTq0TwmuobISuYaIrWjKQBwwUgCspee/21MDKzZk4vv/8H/yHFgwwlg0LrypljAQU2imnIKAB9+yf4wTAAhAwc46EnoO/DnNGhAbjGMTp/gLgm6u6GMyOK93dOgHES2NCAjhszNpWuzoYzwwkqrrlarqY4kVHFtqsyFjz6iyHUHm/ylEllxoyZ5a31b4W9BvrsK+0f54uN9Z2cg0KHsMt7d8eBO1cKjWjjyIFkX2675ZbSnib0Z+MoFLLoLaptEKbBh1pPsh6jiSuOpiHMI00g8G3vrJf9pNPlFDkzayco5tD0H6VTNnJW8AB8AtgmBgJQx0+czHM7m2+/83aKRd0jhlvA4E7u3LkrbewE0Bgod9Rz0tnSj1l3rDj78NxzzwUwKuBRGIMN8/0yDn/3f/19nIGsjZHFitqwPD956iflg23bwrI5Y86lZ2Nr1r31VoJphY7SwAJrbEqjDgZjx+RsmHLmmebOmx/23J1xHwRuuhdgeb0fDaNn+WDnzhT9AMdsCecmCLCPGGR3WYAm+6F+gb5SAEg6NmPGrPL7f/B75b57P5c+nKbcCQpvWbo06V3nzT3DpmKxPW+/+vqASY3UyY0InN1DfSkVoyr488xAu7XH4l+9UtG8c94kIwIWHSRW3rOyaG01d87caGfrByqs6hhGGJsM1Dn/ZEb6d9MkC/yl0+fOmxttsoyW9XVXFcPJ/PANfEyHqup0sZBBAialYBXPGc6BWRX4CsownxbMcBD7hGWV6VDIKCsDcHpm4NLzADj19f0DiJEOkaQcOxZQZg+69+hW7rn33uzrpdbW6GXVXpDaOHO0x+4jQI0QkZViN32nYJWt/tkrryRQkTUznMdEyvfefy8AHBEg0GbrPT/77Y7aI/+shyzG3n6r36Cnll62T+QOgDOgKRgPY35d+8pmOjPALJ9LBqWDDD/irpEGZbgIfWydTgTdYv+srfvrrrMbHcu1yBsEYs4PVnrd+nVhZzGu7Ly18O8VRQHhvreSQavKkBvDkbT8E3wLRvj4pOZTaV+xJ+RI7IffFxSzHZ7FCN3HvvKlyA4ND2E7kATII90XECXWhi0WhLD3GG2ZBr5b5se9lGHlpz0zey5jC4/w92ykDA6A7e7JmuoRTA9/8cL53Hv2XFccEyHtD0bdXe5Y3SkgU3Cl8FVPc+uGAUWgKez2Y7gC21QhTY7m/dhInXNMHoNdBKHuM19r/eAXk0RpaJkBMkyf7XkFq1UdqpLFdH4V06vDUSvkLjjrArKamtqsjSCPhlxG4tP4+UzB7H/7/vezmVbGYQZYGCyNr4mXvayIjZEHbB16qaobQE51o6gISMUgaubLQZm0RUuG6ZManTJ5cqUKr7k5QFV7DUbStBX6xNfXri0f7tqVdBNji0mjBxId0fE2N18ujecaypbrU3JEbS6xyFkaRWQDOLr4DifNTYpSqqry7/X74wBM1DCy9pZblobNEIWj9jk689gBAC1zAAi6pfr+A3JYXHAgeeyYsekcsP7N9dGzME/YRWuiLyswIzW4b//+RHLRt6jqq+5Url1tD5AaOmTQz/VNHJBZ8wFJhPcNDUkn0CFK7WlCvvr556P5Ahqxn4CqlPGQoYPjGBxkjhD4EhAcyKjLvXGECmvoMD/atzdFVS4Gg6BBP7aU08XWMRAkBowCjaWUO8aPkeUYGCx/+RFlu+xS7gyIy8UA0N5Kd3BQNGpaAWG2sAcYJIbdRTXG2DmiH+0p5Z9byczH32RABl0bJyCaV7CnNycQScdMxA4oYnWaLjQlFWwNMG2MXliXVhN8qqMHVzziXDM6jJa0lMprRXT2G2tlco+Uo/HCjGYcz9VKv2FnCcDrW1+fdxs0ZEj5+te+FnaW5Lu6uiYN9PV8bWtpi26Jw6mqrsnZmTljekCKf6dTxD33rsw608RZO+cVkyiNZA0VbTBWig3oODHDWrwBNgwqACFwBGJOHDtRGZ17vjEgUxA6bvy4BIs/+9nP0ivXOgGOpttMmjQlRXFYbWAJe8Rxc8TaKXlGukvAdAFGbcyYFHTSbrGckSDV0jiei64ZWCbTwZDt//hAQIG2S0CCz5KSNuhB6yP30zsDncZNWlQ6Tw3UFSUysh07VkfyAtiQpwjIrAnmSYcBTLAx1du2bSm7du3JiO3x4ycEDHlHe8/BYCIYfyMvMaPA68aN78SJO7POofe76867EiAaNwkcCXL9AKUAtwBGQap59k/+6MmwiTIV2CCOTa9R54PtVNSCdXJPA2QuXUqQhoEXcLMz7tfoUSPjpDhuQZ8A1t5zmCQRvm/mjGkJUi2SDBTWCnMkQyXoAeL8vu/BXHkGgIk9mTl9ern91lvKn//5/5nOASaAkWsJzsdPGB/tPOaI8xP4ABP+2d3A2gjKFM0hCrSZM8wCOWB//LhXAALmC4jGTPl3gJZ9BBTJudju3/6N3yjzF8xL+pfsRKW+vdDw33cobATs2ArByw/++q/TWhFTKoMjW2FqYufOnZIdO3FcL06dPtoTwNBCNjUZVXshdk0fURIJaWu2GhiT3vXj7DI2bAQHjlFWyMfXGOWu16eJkJFBXR+VC/jSTRoXzM8I0tKarlu3Qovt7CpEJMVSiKT4EPDQ+rDxfGUEKYaV7wQ0fThbwu8olDaw4Oabb0qQJoOlkBebv2D+gtxPDK13BbSW3XZ7bKRq+1/8xtfLr/3ar+e7Fy1eVEaPHJ1MpnON8Tdtb9Wqh9MZZtOm93Mv2RktN9lKa8APAD/03d7Z79LACyQ8L3kaMGW/MLwYYXp2Up7uPeoiOfIydKJs01cffbQsXbo0dpgf0pf1nQ0bKqTM8mXlfFNT7iYGEi4QCNq3k8ePx7fI0Hg2dpq/4JN0/RG4ICOQHfoR6/9d27lT6amPcX19/IQAmlQOQYLcqCYTGzmq3HvPPcmCCFzZVYBO8EmHTG4lqOTHYB2El+/PKNzq6nLqxIkEN4wGQsfnex6Ei+9z1wz9sa6zZ86KbQtorMKA1uV8kQQKlMhJ4IPZs2Zl/XwmckLAouMBDEAWIZByTtke50EhK/uHFUdMWaMLjedDivmz2GKFqOyRO+lZ7Cs7KFj5YLse0Xpy1yRwwII70+ReQ4YNrYDbtvYMocol+Xf+n88UzP7Jd7+XxZbSdHi1j1BUIc3OeDGY5xsvpCG2iNJEq/vuuScRuwKT6OHOnkvrFvpUYEzlvc4BdT3rysLFi1NhjcFl8LAKoiKXxuLbaBcCcHEQfKaUJuP+5ro3Q/9Lq/bo2jUV56fOnE37CpvDSPjJtIuLFxPV+zyOesqUSTmIqoFXPfRgCsmIyw8dPpQ0/OTJkwOGRK2Y2Tdef73Mmze/fP0b34hmVQSFUfyHf/zHMAWagks9cMiAEX3bj596KoDC3HYOKT1b+/YpDecqnQIcelYCI9mrZ8+i9Fohk8gNWHCxPC95AEO6YMG8sAGMCsCKJZBepMt1QemCsIjvbHwnaTFSCSweI6oYxnoqHgAYWltbMrnJxcQQWVs/mDt/bUrasiE6y05ST9enBrnMvv9sw5k4ftEmZxCJQE1NmEOXh3NTKITB8l3+MBZdFB3n3akqla/01jYYgPFztuFcIl2XauTwEWEqpBiBbIbl7Y3vxiBFQ6dKvd2EmAvpWay5NH2wIkDaQBcX4+v3nQWfAYxoS2LEpAAHQy4gwVK4wCJ3DsmPz8IkYf1ceIaJjnbt2tfKrbfcXIlyDYDAGLTQMdfF6KZv4cCBZf1bb5fxY8eEKXbuw3R0qY0xYviABJE6MCD95nuBH0bIs9G1OQOGgHC6ImwGkrtzHwzjoDl03twnqesbLb4wkc7U+1veS0CH7RLo+Pn6L/zCz40vRslEpddfez0BTDofnDsbUEz+AsACyNK4NLuKnRpOny6LF98UB9qjZ/do3gExDkHA6Uwo0BMsApf+v16umBifhRmz3lhwd/vi+fPpsSj9y0ADFFhiTI11VwzC0fv9L3/hkfLXf/1XuaOKJqzTgf0f5w4IoKTdsYLaU3FydMmLFi8OozJz5oyw4FL3gCnZEhkOfeLMmbPKo489Gp2mO89xKbhcfscdWXOT0UaNHJ1gzH9f/dyz5Z133i2/9Vu/HVAt1et+CaTcOeNAs5e1XcoDn/98OqNYC5/D6WJbgBbN0oeNGF6mTpsWXaJz73PsizNz6tSJ6LoBUSyL80CnCBh++OHuFDFad2ltBEB6UnboENmXdaiw8d1yL/UTNV75ySceL4uWLIpO1FoAnAASzSp7YIwuG0FCJoQkMZJelfvv3r1rinq1Q2OjO3etTabIP7Pf7og+zBj0SAOuEyBS43pjVlLoZxOsrrj77vKNX/xmzrPK7YMfH0zbOlkO7+SFnfVXXn0lqWyabRpI6wcwGpV+8OP9AV51vfskA+K8WENBYGWSUbd0bqFHdj4UYumkIM2KWfQjc+L32AgZMdXfuslYO3Iumm1sq3fUqxjQcxf0EheE6KBjP7B6pAe33nZb0SLu/S3bEmwJotYn+DkR24dllrZmB5EiiAm1J74bQCMHUUSl/+fCJYK2w5FIzZw5O+y97gX2UZGiNkz3P/BAguyDRw6X7l27lD/9r/81mR/n8MCBg5XR0Ffa05KNjdGqcfWaNaXp4oVy801L8zvYfdrnkSNGxc4CktGFkpdUV1hT7y1rJBh57LHHsl5kOHytIi/22TtgU+nqFSULGuwD9nHy5Illy/YPyuhRI1KJ/9prr+de8ifYfqygIja2TfAl8Dl5stLCqiL/K/F/lar9rtkXAQRCzV3F8OrFDYzpJKDYHJnl7wo52UQ/2GOZOnZJu0ykl8BF8ORZvCMMIvi0hs4NppQUBBDkb5BDbBI/ZJT6yOEjM/Vt0pTJed8BA+sTVLJngjbt1WQuGhpOBxgj1djECeMn5t7w1TJciCPBWPdedekh25RxzKdS8Mj3yioCpvbV+3oePY7JB9gG4J8E07kCeoFbHWtImBTGs4eIIsEgrEVC4/08j7odE998j3oc9QOCWP9dm7ZP4+czBbN/9Vd/mQUT0WDegFdpP0ysdBhmD0BR2EA/N2zo8IxTJEZnYGlIOKWa6k45oN26VKoOpZr1XbtxYKRNMbZSVHqfMTA2g3bKBVfVJ4oRaYiUgUOsrUKne+65N5G+NB/9m2hFpbc0go0YOnhoOX+hMekzLBbDpa3OHcuXZUwbTYpeiEAhMGDggLYX0o1a9XDALsKSJYsyZYcjdnG13DIVxiV3EPoTlXfuHPCJDTpnZvuZM9EGiZZcekwm5sSFcOGtEaYz8oKz53LI0iKopSWMm2fFPoiMMW7+oflSSzRb/j8D2qWmpmx8990wr9bdugByelRKlTioDDPQvOPDD9PIWpqSRllaD1Pqz7sM0sO6Hog0gSNGhoNT2KBgxd4DbzFsFy/mYvpnzirsTHt79EKCGN+JdeXAXJowHZ2qY5Ae+8qjZdacWaXlcmvp17tPwJw1dZYwV4IVFejGpdJvkjuQn3Cy1hF44nw4LQ7vhiyCQaCNdXk5GHO6XXoOELuJNb7Y5L91jcPk1GQRAC/vj+WQOvUd0rDHj1WYGPIJ+9axuipG1mhE7yM95d/TSGqLJiARIasmZ/BOnzmbOyMoATo/2rs3BYKcNUMh0PLnaDFHj2bwJ0c3y3FiAwGC1ujwuueZaM0aG8+WpTfdlL3FLmKKAYAHH3wgwNlYaFOobhT4eX/MjSbjiqWMnZy/YEG6X7hj1l2Bx5ixY6N9AxQALftnfQU3DD9toybdzq7zCkBzFNaLXIMDEpQwuIwsxlOlvnsgSNj/8UelR4oGZR56B5CePsm4uzMHIncAAOt69gp4yXSby5fz/e48kKfLhMzG/PnzogncvWdvvotGDSuULgzHjpcDB/ZnX7UnW3rT0jiKOCzg9+ChGH9nlv0A1O+773NJT2N3nQVgwntMnjIlDLJAQKs96Vs2UIAJ7OnHSV4kMxCZzICBScmNGz8hbDcnk0LSzjXpF02Dhn2UpQIgFV1wQCRC9Gtjxo1NAYrgSBCI2cMSySqwgzctWpxgHNvXqXOnyKakUaVIb7/ttrJt2wexEdhnxWeyTaQCAJSz/aMnHo+jwoy+sW592jY9+uhjAXlYYGl2tp7GVnGkIMjvQTaCA7bHvRIUylZxjAJoQaMM2pBBg39eKAOMOgfWxQhlAQo749wr+Lp3xd1l+IhhZcPb7xQ9VIED371927Z0frGGzhVJy57de2MHFEcBq9ocAfg6WUi5Y5VlwDBOuadVJnT1jUbWc19quhhSorW9LTpkvoYtoJvGxMlESZMD5Gyf56Tv10vcGFvBDRAMCAJzAj1kjLSuNcIMs/2603z+85/P7wP+7oOMmMEdfBF74e+AGntgb8lXZCnslXXnx9xdz8S28U2CG+ADWBSI6SLg3iM0+vXtE3DDTrpHlQmSr0dL+9aG9UVHntfWvhb7JmOlPdZ2k+Ho0i9cSJ9qfsk0P3eMjMM7dajqEB/MRvIXfDwCK3756tVIQfjxBEO9+iSQEoiTDHkuQBbwtl4CUuCYb+Pz2XJn0tnUdi6dhE6eSsDqPdwtLbDYZPcES13TpTbAGitr7wQj7veAAf3LwAGDQpyQtLBb1lg2EGhVta/Pt64ebJ1sm0B61IgRZfyEcTnXgoKWtrbsoUE6ziEbJajxw47LmrDHiB+AWzChFoe/4h8xyiYrqlGBMwSu7jlbVa5eyejs1Ge0tZYBAwYl4NWp5Nalt6YnvOwsn4aYksFBYAlOSSG0/+NXBFVs78mTp0NQ+XPOlGJeIJy9RpoYC+yObyRyWgAAIABJREFU6V9bCba6Jih3HxE45HdsrezW3n3747t9PkLGfeDL+FIgnK8DyD+Nn88UzH7nu9/7+SWw4dHqjR2bNEXr5crsZG2OXEyI3iWtdBMYWr761ccCdiqgywzhxkSy/Qf0C0BzwV0aBUkuphnF/tmFob2V4lbVZ1To9KnTyoRJE3NAaUhtsOiB3kOam/F3wAmyu3SpaOGkQqSSXAyTNRiON9evC+NBtyQVmvZchw9f7wFZFTCHAXN59R/s16d3JAJz580LS8chuigiweqaTol2MSKcmQp5wISQ2wW8++67U1Wt1QW2w7/DCnMG9L0acdMZanFkzJyLlq4H50VzfXMwaZQ4apIM8+oZCkBJIZT1m641y6CBYZGxVIwJI87wAcJAsApzbcFWrlhRNqe6/nL0t9gof54elfEW0QI5nANnBdg6xMA0YOviYLL8Wf+cgrJBg8K+22NjMF0W3R0UVXC+6bd78UKYZKCFI5szZ24YnxdfeDGGYdPmzXHcZAxAE0cB/GF1BST2lbGTGlMIFM1iS2t0SIA1SwIE+z7MOGcEoNI3ffjhzkqPS4FGbaXdE+MLqNB72hPfKSXqR2GBlBUwBzhWdEdXE7Vbe4bL+Vy54u5IAwC9rR98UDZverc8+OBDeU/nQTucrP3EidkLjANWxPPu3bcnIJsxBsZ8X/qj9u9XvvilL2WE6tZtW2NgevbqVWEuu3ePgeTABQ/Ajyk3ghm6M0GYHzPvFY7c/8D9MYz0wzoUYNZ/5Vd+JbpD7wrIOSPAsHOi2wDWN87ok08CikX32ONlt9+eghOAGLAQnAJeUrrLbgegtqWRv+wKfbYMgRZvnLLvFdhwzFLGhjQAv4Cvc4f5SsAaQ3w595AkQeAq+ADS9ZZ039kK/X/9hS00jUcKWzspDKIzi92RKaBFw8BYH+cS+52szNnGtEry5wDHbrVdUoTyoyeeSEAc3WRLS1LR1repqeLYpJlfePGlnG8T4hSLYiuw+WbRjx83IalPaUup1x8/+eMw3rfddlsKRj7Y9kFaBdpzmnfnClAhZ3HvnSsg2TmhNSU3IcmR6qSPlyUIg9W/MkGP1Ip0i/71+eefi13YtHlT9HrA5+XmloARn40ZtD7TJk8tX/7Kl8t7mzeXZ59/vqx+bnXOmGmEJAMdq6tjr+wXUIiNAtAAHCyvABDL5jMBA99Dr4rkwCJjoZwhaW76UtkaGmaZGsCPHbEHsiLzFswrxhi7D2y4zyKBkT7lwI1RRY6QxCgw1MZLOzLkAFbTeWBrfTc2fsuW93MvgVrrBJCwAaQ9Ke4qHRJ8AhzWzrAEgENwjiBxTvmQAMwEfl3KwHrrVgKO2VRTDzGMAIznll2JTvFihUl95AuPpHiQ7X799dfD9r/00stl6rQpZfLkKXmuSD3aWpIyFpADsYpudIrAlrGt7NG6devCJsqITp02NQU/T//0pwnK/RmgmmRCxx+afR0ykC9sp9HG7AB/QFIxa8as1AjowrNwwbzy3Jo1sXsVRvpCipbtLW293ydLkZGRskdkLLn5pjwng0YiQV+seFCRLB8mq2AdPQ+mmu0j1RKw+8vzKohFDJDv0X37ab7YXIZdly6x6aQu7q41Baw8i/WBKxQh3fhne1TXo2c003oOk4Kw/8ZPA7I5Z9fPAanicSyxqXgH9F/ulgBRZkEwKEgUKOj3DoQe+PhgZC0C0Jpq0rfm+AaZJj98pGAqPmbIkEyoNBaWPXOGTcs8cVz3iv2RLfBHJEamdDrXrW1XApC/9MUvROJjiIT3ESjw5/4/Zl6QhOgAxtlUoN3n2HfBBZBvkqlz6Xd8p/Mj2GFjkC9siucnnhGoyaqRjAiSDx4+nPoF3UrIBU1vZHeRODeymPyqfviC/f8lCsC++yffLRqli1SIhb0oYMXAYTBsLtAH/XOEfgC9VatW5YLqFsCoKIhRbVc/YFBFB3PdKLq4img4SZukMEbjZcUrjLqxn6OGDy8b392YAhl6H8AJuJk/d170u5jcXXt2Rxs5bdr0GDvAWVQ0d/7cSk+1jh3KgIEDkrLBWrhgGAMRmndiuE8ePxENqq4MWEbGTnsVh0g0KlUhcscgAKgiP2mlz33uvgB47Zdoa6SlRG5hDIWj10ocrYgJgOBIMZ4cIfYU62Qd/MWBMXI+A2gCdF1wTJGoE3AHhKVMgT8HUJcBKaIdH+wIUPaVWlJJazL4gCdns//jg2FJ6XgZJd9PWtH/+qhH7KdWX1hNI3ZVaLoMAJ6OBiqI7VFARqMOEZXCLODaJeFYgESjZxW0AJciQOtLm8gYMULOg8CC0+P8MCmqkhkvaU8BAyCCaQO0tCfiQF3cK1fMvK+0ONMTEADo1q1LziF2dtzY0eWMCVzX9P3z7pU1ErVGy9W9e9LtjI+2cNqp+Q4OErzA4kj5aUHjs118f5YzJuIXlGjrIn2FbeDQRNvAoai95dLlSEWkfr72ta/GwVgXfSRNqWptayl6j5KR+GxabzpE7dz8ONfYHLowBonWzkhUwE+AwFnQuJKZdO5SW841nM1Zw+RYI1IKmkoadOlJgHLEsGFZ5xdffDlyDKMlvZ+Z4owiB+BHFkK1PUftzNkL6SypWRW+Bz/+OA4Bs+s9FV7t2bW76P8pcGMsfT99MYbAmmKQBEV+GNmLF8+Xs2cawgowlpgAxQy6F3AQkaicbUjAaH1OnjldRo0cmbPDSQGw2gVhSZz5pqZLaRno82VkzJwngRGMuNsySAAIhoiDdDCw4+4TVsqb08l7p8MHZXOOxrjfdtutCYLpRN1pIKxb1+5lz769ZdCA+jJkyLBUpFsfOm13/c4774zG+NW1a8udd9yRaXA9e/VOapwz8cz0phy4e4wlBCgAQmsuo+I+2I8+/aSir0UXiakRkAOUC+bNT0Ho//y3f0tm5fEf/rAc/kQWoNIvuns3WZwO0dpZk2tXrsXBcmwmRumw8vLPXk4RKFmOjEJtp5oybYaWcRxtzzD2nL4A62Jz03U5SIcEExhNtQoa7rP31lDAgNlnK9iaSoeYo8lwOQPunQJYtp0NwCI5L2wSgCRNmzOpIr5L17SmOnGKzesfMO/P2AMMlP3E6A0ZOqwoIPPZgkR6Qwy3/cxpvnY15997aNlEn6mIhgTI3QKYgD3v7vfZKtQhFpHkAcBM5uTs2WRNKiTLlRT2kVEc/uRw/jxiAvv+S9/6Vpk9Z255+qmnC4DlDr+76b2spbsmYBVcv/e+FlANCci7mYZ46XLkF2y5PW5vbY9/BWIxpdpesa3eb8a06WXd+jeTKQRagBTModZnGRaAMWxrK+PHjIk8ZuXdK1JwhZhhg1XHC2wVX2E3kyY3KfGcoTbG8lZl/+whm8Ym6YvM7rBzGYV6tcR3sm+Cdiyh4jJ9g9035wEJZT8xgIJRgYfg6OjRI2XhvPllxOiR8VkCEHpen+PvugQIhPl3ttzzsKtqQ8jkSJoEV7on+O+m3/HH9o6N5jutu8yNDKVs19AhgxPMkZn4C7M5ZtSYoi86e+9e8tVsPcKH3yf1c4ZOnDyV+gFrZU2ATr5JRkowh5kVUNIEA9yegU0is2BfEAQIDay+53zk4S8ESzkvCuZ9tzNsD9170gbF8rTxsJa13L17V0A1X6Pw3FnymQLc1S+8cN3Gkac1pU6EJIRMBtlAMukzrBXb6v1IpOyH8+MuIptknYBp52H6tKll5OhRpa5HXfbd4CjSM37v0/ipCEE/jU/+//lMC7Fj+45S21XU4/p0jKMAKk+dOR3j7aAyQqNGjkr/uaGDh4T5I6JXMYypEO2bxnOm4VwclwXSZgsAoF0DbqRZzFeWVmFotJDRYufU9TT58tuXl/0H9scxtV+9khQVLY00zs1Lby5rX301gEFhgBY30mabN23OpgGMQJ+q6CbGpboqm+fUisweWbWqdFPE1nghulJtQ2iWTMgY0GFguXS5uXxy9FiZOgVIOBSgizFlmGqqqqO9kQI9drRSha31i/G25q1z2A4RgAAAinz9qF5m0JsvVtgr4BjAVvSC4ezRvWd0WkAfQyhyFLFhlDg6QOSdjRvT1JpGy4XTPPtiU0NAJd2udKIUiyKn3bt3pvVWt64j4jwVsUycMD4R49W29jArjJQIE7hwiaX7AVRGUpTue4FxulMBDZCvUMzvMTT0PFu3bolmLumNrt0rDrmuZ0DcLbcuLZ///APl2PFPytsb3gmTxMkTm5t+gpkWHTLenIsJQ9yTs2BiUMD55YqEgGHSw5FDKeVKjGjfvvXl2pUdSbs6l1LD9ijDEWprA9CcRXvuM7GMGOD+uhDs3ZfAhfHmJLFAKd44cSLscI+WHinqsa5Lb7k1YHjduvVZCymppGlbWpOdGD5sWJgmqTIZghk0kT26ldMnTZ8aHND08ccHA6b79DZF6FLpUtu5LF92WzSg9YMHlx/84AcBQKLxq+1XKvt07VraLtFn96nrlSyAMZxa2pEXMHrSeD996qfXjWNtAKXUUZcuBga8l7nvJvGdOXe2nDp5OmdL0aMg1ZlqvtSUv9sDBg67Akg89ZOfpHAKGEhEf+RwZDIPPfRQNLBSwt6bvtyfEQSuWLGyvPDCmrQrAngUlXEI2FZ/F8gq3APk6CzpxRWHhBHUikb/6fr6AC1tfEw+MpyFc92ydWvO9kf7P8r+JH3bpbZcbL6YlDYgJegAvDG9gkln5dZbbykNDefCzrEd5CzuqULV4UOHVFLHHTvGQaiMDzi8dLkMHDQgVf6axpsFT+PLsWBGsGIcxE9fejEFaNgsDKxzJKDCrnD87NqllrZINvRabarrmX9HCoSF5MDZUj+KOPXEdVbdQfImGlWFQ5yvNQRO3EX2FEsrIBRsem9p/q513fJc0vI+V6GezNa5c+cDStpar5QXXn45E7swmvX9+6YBvO93/7FFAn8yK+ytdzDFj/SKP6AV3Lf/o0y58tkc44WL57PW7g9WkQ4TAMFucapf+MIXEkSTOekS4tnIFC4ePl+AWEEDVnf3rt35DqDAs5GAIAyGjxwZAgB7faW1NbIGZw1o4PDthXXUsk6hKIlb6+WW9IYm8dj47qZkvkhkmi415ywBe86jd1PQhEWbO3d21g6YVJ3Ohstc6d5DmgYQu1eqyqX6acErjeh13OgTycHjj/+ovLfl/QCjz913Xzl3tiFyCZppQcuFY40BQgig841nk5pfv35dnkMALcuZve7RI3tx1913J/Nof4BSQFCQ0nCm0sj/u3/yvdKla20CxI8+3h+b29x0Me+jNSBApnUT38XO33Lz0vLh7g9/roXFjrqjtKfOvsI7vXd1lhAMOAuCbL5adgQgVBgtCPLZzimg5Yd/UCCokFdHH2ssM3n0xMmy88Md0apjLGWKvL+hLMCYdfZZAgodftIRwaAA49czhrwlmlC6+InjxkULevJ0QzTgCexOGbvdM8WL/BGbFl92tVL4PXrM6ExG5Foy9e5iUxk3fmzWA3iGW8aOGRt2lTRGf1nAFYvr+QFZawFzPPXUU9HSuvt8dhjkTp3DWPusXlMn53z37t0n5wmesmc3CtLIegBf5+WDnR+EqEIe6Vykny3pIuILTojEsr0t/oy9YJtJw8j4ZNCQYPyxswtzAK0YdB2BBNvWH4CWGaEP9veu3Y4mGHC/6XUzwr1795yP6pqa8sratdlLtQOfxs9nKjP4L9/7L0lXOfiMRSIUGsb21jgJG2FRpXIYiqSUetXlYIhYpE+wHaI/BlCayg8K3WGq69kj0TJjNGXy1Mwt37jx7RzWK1fbw6ZIzUyaMCEXXOQlWgRCsVM0OECiFhrYRkyptMs7G9/NHHNsUQTsVypz7DGMnCrGRQSosGba1Cll4cKFMeLdenQPIMDscFp9+/WJQcAmvfPOxgCsgPRu3bMWjPHLr7wSJrSqI86zErm6kByz1JtOBw4X5sOhFQ3Qd2FeDx08XBovNIZ1wQgDcxgvhU0KU7Axom4pVPo8bbQcWMaEkcG06CmJDWEcgWWMmouFZaA/MsmDEzeDWqRG0kASwRl5/+5duqaDAEAKCDFM0kccdWQIpSTaVYCRNE2/fqWttb00nD0TdsBaajCdUKeD9DwNoElfVfkLGGOwAEdroGocE4+NYjyx8MDcrp07w9RwEi6efXN+sEuATL9+ffJeYUk1ge/WPf+dEwI4MAd33Hln0u5S7bTAfp92y+dJYXomFfHSYAovRLoic+lJ6663LoYn7P/p09HZWVeV6RgcoPGOO+7K7woufC+mWe9IB5qWG/hT8KHAwvQf+2Z2urUGbNwLGl5V1iLgSzpKNDSUKVOmJIqW7nRGsKQAEQfhHXR+kFJdtHBBAi2RvEAH2JGilaIG0DGg0noamHM+SX/17ZPitfp+/cIePP/86lRb08Du/GBHwJa1cb9kBTAUCumcG+8k3eVc2RMM0qWmSzGCc+fOKd/4xjej/wYk3L1LTU2FZhwDJ10K4HTp1i2Fhno3c1LkD1rE7fhwV3RbnJdY2frQZltDQzeqqjsmUNqz76MUwmGggRpBjbuifR5mX7rePpCleFaOljzF+2shpmWTgjEgwuIafECvLhhUGAHojhoxvFy61BLdGxbYvssyYJnffPPNrLN7iLXSEkmDdfsuOJ42bUpZ/9aGnJvPfe5zCcDYN2DHXccGY6wwIf7OTrCV9tW8+ejS2Q7N/ZuaytmzWFryl7MJCuyhLMqLq19IFxUTAZ3d97dsLf/pj/4oI33prLG91kO/WcBWILVowcLcM5kf68MWY804PfKDSp/PiiPT2WT3rj2RP7kD7r+/O5P+ct5lVwQbwLPAj+5OcMEP9OnTK9KkBfPnxeZ16VoZA4zdV5mtmwspGu2w52OLjBWV+XO+MJiYsWSrWlvC1gGj1kkXHWfC+fZ7SAWabECIvXthzQvRHrJ5ACAAA4SaSomMuNB4oQxW+Hn4UMGeA1jOincSbPhc320vrJWMjTvBF/gs+6mLj3MhAL/jjjtztvUzNsFNzcXKFXdFLyow9tmfHDsaiQjS4OWXf5bMl3dx3505AASo9v6IA+x2w7mz8TmCg/Fjx6c3sib4GEgtv/SNJYug6bVesjme4aEHV+Vcv/bGGwFZztgnhw8HvPKNJFp0lD/81x+mY4/sUGQfw4YlyDBam2O19oAsXyHboZhW4MXO0pC7qwm4JB0NE+jfr1L5T4Pc2Hi9af/lACfgL3sZ+diVMnHCpGJMuRQ+thLgBThJTdzV2BiFgtXVSZ1rCyidvuaFNSFmpMMFVdbf2SNZIgfjE2UjafONm09Ws7092k/P7V21b1s0f355aNWq2DH+zl2QGTPhTX2JwU20pOcRTM3NIQvcs159eqdIFSjE+sIxa158IYAQiQc0kn8Bl6dOHI/eXBaND6a5ZptkE7yjwJ3vhSPU0iS72tyU7B18hcBT6Oi9xpAX1dQkYNLyy7N4LjYUgEaMyLD6vWRGO3cOW8wHO8MYXxJNhZl8sEze0OHDAvDdK39ONwQ2XdcZYNZ9IikTJBl5rdjQPfs0fj5bMPunf1qpPq/qmMvukDNKLgokz2nQ2/zqr/5qLi1jbYwaQICFYAlEFA6niEbaitby7bffif5jytRp0ccCrIsWL0l1PuaMM6GFsyG0Svfff3+iqAc+f18KmuhD3tu0KZX7+tFJMfgOjJD06sZN75aDBw8HUBg6wEhJD2MpT6jgC9s0tPzTP/1jGEGsmkNK70QQjWXSxaCurndpU/Ry8XyYu5defDGtiQALBwF1D6wD5bW1QNvZABUtt5bdvqxsevfdaGAYMBfNeimaYLxEx6JgTpdhph3kyEVP/jvGB0ugDylwDGS+/trapE2wic0tLdHWSVVufv/9rKsLJWrDrIrmOCoi+8azZ8ve/R+lWT4NIamFCkrrrOWHUbiAAq2UAjjRowicMSejkAph1DEr3lHwYI85AFw9w5c2a2PGJWUrNQRoAYB1Itpz51KwAaTfdutt5dbbb82lMVY3hWbR+VbGZprsJC3Mgftv9pQDxFpL9ZMbCA6sv4vujHjvrNXUKdFmcW7OA8PrHRknlx0LLoVH90VnhN2VPWDIsDL2TfRMEjN67NgwFAynwgmCfgEbsICdpgtkzH0+bSOHA6iq6AfaMflkEfmuU6fCEAHOGzZsCPC291qUcTKM3iOPPFywKBqnYwK0fZLSNSiA4bJus2bNTMrHOtL+0nLaE6DXe5Ci+F0O2r87eODjBH6a/GM4jZY+f17V9bBK0eahQ+mf7M717tkz7+QdGHoTqBhBjgKI8x4AtI4O9tr+37ZsWVmzZk0CSQyI37PX7IN9EbQMHDw4ThMIxJIqVho8dEjOjDUAwuypgEEK2foKjslEyBTsrcyNftLLlt+e1CEJinY1pED0cnSQmBDspoIoz6p6/ve+/XvlppsWpzE5yYaiNFpgujddBLBpUuaALSDX0taSc0fmIgvBEe/dtats2b69rF+3LgBHKzjs/L333hPmtWvX2rD7QNn8uXPiEIByZ6MidegZNo/MyWe6m1rhuTvnz53PGTTBzdkATgAv58EeCiw4LNIi+/2tX/5WuqIo5jt48EhYb87XOglwFaBgQSuFkpUkHlAGcCcT0dYWwMtmc4xAn8Dh1ttur8ieTK5L4N87wEdPWKAX8GILBDfAgRZeNtneRMvbr19SqDqQ0DQDwKYfAUvkHfsPfJysm4CCHYmWvvlSAhpFgYIxn0vf61k9s0BAKlSvTWDY+nCqbD37xa6xM1MnTyyNFy5UGM5OnQMOZRlkVRSzsiM3Lbkp4AEgIBFrPF9pWi+oFWzQzssokhYACsAGUOxMIwi0IvTciAFnWwpbFx/tGGVbDhw+VJYvWxYQKlMAOOnzutwwkfr6BHmyG+oXZGCM+BWMIXjcbczayROnwpgJkqWhk925XAlA3Av2puVyW3qGA4AkK7oqeC7+c8KkCeXv//4f0sqJHExATWI0b8H8MnrkiHSCUfg8a9aMgC3Btf0UVPJLwHp8aLdupV5XgKqOYQEFX9aCL2Fv7bd9cd46VXUKKOVL+B2dTtQinDp9Kp02ZAFkrWjj775rRVlyk84iJGsn4xsWLpwfedztt98W7SubgoDi3wRc7uxiRXX33x/bJ4gF8tgrNl72j212JgwGYGMQGEC1s01i9O7mTeWTw0fiL/gNnYjcD7Zq+bLlkakBaorGtXocNGBAemQD4jeKvwU+snuCqLc2vJ139fn+u7vk/ApEnSP2k29hm62V+3C1/WrIIX6MTWBHBTs6BfXq2SPr6Z55H6SYYBTAVAxr0Envvr3D1pKCsauwgAAF0eDzPAuf6b4duV47I4vrzsJrAjTnZ+qUqQkK4TjfQ7LHTsnkkDS6g8glfjOtCOsHZL9kvT6Nn89UZiByd6hdHsxJv/7mT7fFGVxspsU8U0ThnJRpIAqEgAbOXHrXQl/o3lROnzpRccrV1Sn24oDpxhwmqX+b4QdwOHL4UEbgqlyV5qL93Lp9e3rsSS0888yz5ctf+lLkCy/9DNvRPQfKYAB9bMkX6D/dcofHwXfIHUiHhXPm3L/5i99MRa4emkAXbbDU9+Chg0t9v8poXekAxn71Cy8m/Sh1zSGtWb06k5akxj85UmlrxdkwQi2tl6N1YqDoHfXadfG0zLCeJBKXGvVWrbQUsbAia4aEboj+Rusz/R+lJ7w/oyp6NRrYQfvZunVlwsQJ5dT5C9HwrX39jQAAANYBFvV2CuvSM2zA8aNHU5nrotP2YZYYeewPxyMixgIT0zNqnP2ePfvKpEkTwqJNnjQx+kmRNF2QAGHM2FGlqflyng2jCWzqESsdpNpS4ACMusVXr16J4fzKo48GbHBW0oHS23Hc48dHRtDw3qbIDExtoksBPmNMa2vjhAF8FxDj5Nm9L+d78vSpnB+BUhNd5tmGXEJBj0td16N7dHMXmy6Uy0cu53wS62N8BQOAK70ScDl86NCwqFI9fr++vl+6KtB/KcTx7jTcqoZF6iYw6f9Z26Umk4Wkh6RodNbA6unasWb1mrJoyZK0q2E4zpw5Ve66664YTWecU8Gw96rrXRrPX0zwITXqLgFymAV7hFH63W//TtKK3h3b88u/8q2yc8eHZeasGWXQsCFl7c9eLXNmzS5PPvlkmCPrRz/1xUceKQrKMORZ1+vBgA4K7imHZb+wbM689LuJXKbwnTl1pty9ckUCN3dKtTJntnXLlnL/5z8fPVq0lEePJvAyPQwrhnlyt6wR4wwsrly5MlOg9u3bn33itAAIekbfb3/93b46N/S/Wsbo+2voCPDhLktDK5YI2OrYMT0sabvWrl0bw2205PCRIxI8GrEt/e7+Augq5fft2RMGatqUvunZ+9zq58uI4RV9rj0BOKVXDx/9JF0PTPB78MEH46A4NRo8WjN6RwAewAEQ3AMyJqDM2WIPNEJXdOTdVAobLSxVLdDDImGAnee63r3SxpDNkK7t2b9XGTVqdLTPCxYsDKBTqNXWdiWT9FasWJH+qw4/20u2Yf/q6noU+lmgTMW+H+/E9nB4iAhACCj/zn/+P5IKxrbpLkHSBDiqERAgskfR1nXvVvbu2Rf9PCDMljo3JGekAjIwHLpWaZzumFGjU1fgWaZMnJx+qZhC3ys1imDw7tYYiwXcu0fWzh6lCMi0QYyiwrLhwyradN0G2rUdkuYuCSIBAxk6gZDzxKfwQSY5kbEBV5kadepU0sVTJk3MOVJczO6q02AbgC97KsjFQAu2AhYu0bRWJ1vGvmpFBbxVpGEdU4jo+WTa1q1fH3DjDgG5jz/+eAC2YFWGwBoJ1ARiCA7ZAmwdecCATvXpVTx02OBI+ugzsW4AhgzdhQtNZeaMmbFlGDo1CQEr3bqXxoazCeZI42TL/uiP/rAsvfnmBLv+TOU+tZcxYyr3ffPmzSFM2BhAjnxD5xF3BlnD5/OtgmRgnp+QrXM26jr3iP/o1LtTJCHYPWSVfXMfG6Kd9IEGAAAgAElEQVT/rqT4aUmRH1pLuisAqoCQ/bqhzyenEJwY0DCo8Vymcql/cS7YAr7Kl3sHAROiBAFkbzDZOgwAm3yJvQS+BnbunAyO+2jP2GrttWQzAeBKwKp2prps2bI1APRw9NsDEyDX1pLcXEv3B2cbg7pzxwdh54vRNFcr3Tr4dnvh3qm5cP7cG89074qVCWhee+218t5776cfuOCbXWM/W6J1bStXdWtpbY8c5mjz8RRvTZ8+tTQEJ+ibbIz56TDJfCeyi33xDn58lj/jniAt4AU+w3dhstlez9+3f5/SuUvnCkFRX5+gizRNZGpN3CHFuibaKV7UU98Pv/dp/HymzOyf/dmf5QCZGqEtkbY9oiOtq4AekfnUyZND04tKIHtIH4AAcG0yIyAtIk0GHBAnR0c4Y1pSMxytxXTAVSd36tQ5m21jNDb+yqNfyWeIQjZu3BhnjH1waICXgJW6ulT0kitgNmlFGW+sWaK4ttbKnPnqTmnJ8R9+7/fS5+3555/PAVF1iB0CsjlMrAAwzuFxzMTq2AF6G/oomhnOw/czQio0GQXGWQcAF06zZeJ862JogiICB5L+UUGCH1G+9BLD61ABw6JekSkwjmHyF3BqGksY0GtXk87o2qVbNMK79+5LtaPIK4J7RW0q8juUOG9MkIuGkZo5a1aAEsfhuTTd95yMnxTD1OnTcqkZCful6lO3BJHdE088ESG+woSw7VWVBvb0waJR6XCsrUskJWb//P+OHRTsnS7jJ0zKzHkpbs9E86f4DAAYNGhwdI1aJQlorIFWPy6XdCTniBVQcKOYy4+m+NI71v3U8eMJprCnou91698K8xQmAct34mQ0rdEVXb1aZs2YGXaekSdvAehMcbrS1h6gRE4BNDGinOaEiePTKcFUKylyZ1ZhE0NpMhz2WHcM7AVGjfEToN18001hSvUzNHnHkACFDNJO+qYCeu6Lghig1QQq78xYAaEa4dOVS+tyaPlsIOB6f106OKlXAWd1h47ln/+ff4keU5aBUfLstNxO2scHD0aPKshwZ4zMJc2QVsJCAFr2RWElR7J48cIAGxkEjBVHhMGM4UzV8+CwVvbiIzKXq1eLQjGOjT5S4ZIiL6k0LHradJ07m/NFfmMuvTbSzppqXQ6I07FHGA1pOMUU1gqw4dg8i4EHsgicEz0+JgcT5Xfsxf/4m7/J3ScnEghyohhWa4olEQwy8oaHuGe6qKxcsTLsLb3itbb2MmFSpQ81YHXg4OGAgluX3hKg89FH+wLwDKZwtmmLnXmt3OgrjcxVsIQdevb550rPbj0C3FRWK4RyNpxZwak76C4mIDtxMu8s1Sz1rEoaC2Nv2FBp/JpOivzqEgTJcgHDullYiwpYuRbG0J3y5+2JNKQOJUCbO3rtytUAUFPmHn300QQfnaprkqZ13mmWERVsteJKbK898cyYf+fAvcFGqYOwf2kF1hELdDnfMXZcpWDEOtM9Sp06D9s+2BEbb7wzNs3zMVQK1DD0gn2aeYVRbIDnFYR4dvIjAAKYIsOg6yTNqoksptLZwHM6K/ySvyvuY9c5d2SDbIV1woghZQTwiAOyH1k570xqA6Bw7gFx1VXJTgo27LeiLDaZ7vDSRQXEVWHDdesgY8NqCrKOHD0S7SoQyCbRWbvv+/Z9lHvFl/JjbLv3wr7L4Gln2dysrVRz1kTWh8TDuben58+fy+ezG86y5z55+nSIGWwt5vM//eEfxmYjm/r06ReA3HjhYmQmfo/tcb8AVmnyvr17Zf/dIaDQvWPTvVtGubcYrlPRtiKZEhBdl5GR6RiC5Me6JSC4XqjqTmPbV664J2woaRj7IHt15/Ll0a5Onzo1Wn7+UTDlvJOw0IIL8gQM2GvEgADAsxkWIdMANOrXq2jPcBqBtu+03+xnn159EnQgLQQmZ85Whg6VK5VhIpys8/uB+p3GxmAHZ9h969u7b+45LatOKr7f5+oIFHlEi0lgva772konAoGJteG7fMZ999+XdVQHBMDyKYJYsjrFaYrXZUDhCThFUKxlpzXQ15rdvxE0un8CS3eCf3VuyFucZ5kI51NXGxjMv2M7YDbPKgMhw+t+qR1yLtxB95j9MbTGuwm+Tf+bM3duvrtPXV1IHhKJT+PnMwWzGjDTLPoZPkyV9+UsugMLLKVCslv3FFopaAIgAQ9Om8MCTET6Nkj6X3qBziWTi45W+rsCxVJ20jCiGfIEVatjx48rS29ZmlGKRvtxtOfPVaojRRqTJ00uBhIAlEm7HD0SA4PpdCABZv/e4aL1GzJkaIyczgW9+/WNFkdagV7WeM93N26KlgmY6N+3byJsLUMcAFGgSFIqlOFzOVwcAHzB/IXl0MEDMb4qe6Wx9PlklDCuGF8HUIoLMBFpi/w5IOyEyyq1LUpn+DizynjXjjnkHEwFRFwLgyWtsXrN6kTE0pSPfGFV/hwHf+5cQ9hdlcOCCYeaiH3kyEpVLDmEqU2cA+aMTko0Dszqz6p4zoVywRTm0CeKqhn4Dz7YGcMgvcFoeS7rjKFgpAH91sutaYXk3aw9sKegyHQV+7Jl+7bywP0PpIjtwx07y/Lly+LQsJk0o+QNgLd0lVRKRQvUXkYMHZYxmAyZC2pPsX0MIDabLtKa6dWqxx7NKEDh7GGcODFgivN0LpfdcUfa6EhFYnsFSgBipbJU2qotjkJQY3Y3w27Uq3OkRZc1Mk5WOlGkL2iy7zID0moK6qwNx+vcYoEZCUz9G2+8kfVVlCRgITOZPnNGZQRxhw5J4Tr3GAmfnZZ47e0/r+Q2RtT5J43guGQkJo6fUJ565umy4q67cj7p6M6eP5diKfpXn0UqMGfe3LCrI4cPi66coTx2/GhZsnhJ7jn5j4lcqlgBQAYXIGY46S1VnmOwab8VMgKp2HWfb2+cZUWQ9YMGlDOnTpdN726KwRRcAl7YRswwsEHuURkJWtFSBhQwztdT02xHNPITJ4a9wpIY+AAc2QvBJEdrJHKHqqoyZuTIsDvPPbsm3yEL4d6RafTOxJ1uCZw4Pz2ie3bvFsnRsttuDWOmwIM9AFKlIaUJVWVjmhShANOeW6EKMOB5n3v2mfR4lpIbP3ZcAmTBtKCDzRBcz5kzO/0e3TnnUGX2iy+8EFCjkE862TAYmQpZI38GQ+mcYlDtA+D38KpVyZjQDb788ktpdUYedOr0mThitorUwr2TGnc/dTlwpvVbBnzca4Dl0a8+FsmJQABzo7WSdDVwxXErxkNaCCToCNlAvT4BMTYFIOI09WHleGmWpU4BBmfBd9lfP+6MQjjgQ6U5YOb+aJ8GaLqT9lprKL/nfQUZyaIBr1pRXQfTgkXrQ36BBQS8/J3+3XAR+mwsi88LVaAvd3Nz7BX5jXXs2b1Hgn7Pa79pQhXuCKTYNYGe4K0CWCoZvsEDB8VeIByAMd8rgBJEstdf+cpX0ibRnQfUdIIhDfAOCveW33Z7BRjt2BEfOHnShNgHtq66Y8eQAzrwOK/2jC2RncJg8zVsB0C8Y8eOAH32iqQmbKQMRvuV+CIZk4cfeThA5Kmnny7DFGP37VO2bd+RfdeHVsszQM8dp7+VOVBEylbKUgKIGG7FoQCedQECncXYyu7dAgC9KyCIDbXWAVQtbfHjghv2Vq9juEC6v2u3LikUfPHll1McJ2PF3/j/fXr1jr4YAeCs3Xrzzak34PdgCv9+w4a3A7bsv+JC2RmBFcAnk0gCpsaFbUS+YBPf2vBWCA/6/aOfHCu//Zu/mXs6f+G80rFDdVm37s3YNZMK2RJddZxBsh86aWxml87qINS8XI2EA/Bjs907gQQ7bD/cIQGUVlaxBxPGJ4PAfvDt6ovcSXYAecVvsZ/OAJsE8yAB4ItJEyaVtittFRJPj3TANBnOq9EKOxdkAlhz2uoKmK1kxPsa1Q70yrKRsaXdVlUZPGRogkZ7BgwLRAXTXWrJJEg7e6YnPi244jBSKT5Rv2l24NP4+UzB7Pe+970whzfSQlIwDruDbSFs+J7du3LBcrk7GAu5McYKW8Hw0YoRxItOwjpdkXLumgNw0+LF5X/71i+XHnU9wkoxQjaWYQbsFBDoTcmhfrhzR6IHqZekQceMidjZ5gNBDCQn0rNnr1zCmk7VlQOA+SzXUhzmINEsrl+3vmzdvi2XQxGJCB0ToJnzCy+8mJ6GNI+YPWwxSl86w8VhzDhKh4ScQWoPoHYoRW8OAccrFSLakVYGjjBDDAMgho1lBAAMDt6/w7r68w4bJ+hS+C4i/DAbRu6dOROnx4iZl+4Qi3ZNDSF3iPHrWJXvYgBccsUH1rCqysCFS2ndBEQDgq2XaQsrI4ox3cai6pPLCNE+E8gzItJ2J09UeuFyeAy9no1G79IsG3vqsluX3nW9y9BhQ0qPrt3j8KUVOUwszcMPrco7c9yq0TGeWjOJIlWLA4Wiw/arV5MFEAwIYI4c+yR3yXdYK86Ok2KAKoUeAqeGMmPGjKyhvsWKOrDkzmE6FNT1CijicAFnIDfC/u7dA1ScDfvp74IO59weAWj01gDdhfONFWPftZJ2eubZZ2NoBWFAPYZe9Cwgk0q+7ZalAaeq5gP2Dfww2ebUqThSldrSRlrSCLYYTXPqFcmZyOT3nJ1r167GEdAcMtKyBKcbGgIQX31tbYodMWgTJ09K6xjrKyvAsEuJ68xx9913lcaGhgQSekIqIjJbHCtgZC9QYU21RPKs0qyAiTNkzaURACHTbTAQJDg0z84fh2MfSGPoyLDnWFN9Rk1NMv0PyKcLVySGnfSZUugMPOdjLTCKmMSaLkZntqU4yD0C2nUcINXYsGF9gt59ez5Kms2z0x+quMVCAwLStp7jl775zUwAU6REV3nxfGPOkSAFmFI0otCTU8Pi7t29J11E2DZa/R07dyW1uHDR4jCGQBxHgBmyDwolFyyYHzazfkD/OAFAwT1WcMgx0jNiEWV6wqZ16VL+38cfD2Dl1DBe1hngB4z8LgDEkQOBAiKV/0aBOgvWx/sJ9LBQ7gIAWGE4W+IMra11pW8WaALQWD1nc+rUKQkO9SgFuDlKASoNMdvD6WGFaRNp/2SbMM6nT53MhD42mj3oVdejHDp0JJ+vwXp9/cDYMpmrGqC0rT3fq81QdIQnTgR8eD9BgTtG79vSUhkt7cywwVLcflcBpXdiqzw7Ftbv+TPsGI2g9b0h9QAaKun0yuhZGQTrCdyyAQ6wjNWNvcFwW//c8yuKZSsDQNhQ++Q9ASa+yHlAVLAZZBtplt/Sls8SVNGJsp+CdsEuO8GmCQBoh2U5fHd9v74JhKyzSnbZK7KDG/aPzXbnMZLeVXCyaOH8DJVZs/qFZKkAKCCOP5k0cULuX1jvbVujE7755qXxA4sWzE9gJjDSFeRahw5ZO+8FGKvdALIAvXETxpemC83lr/76fxQ1C97fswBcGEbn8IaEBoPubPnhD72/z3QvPLO1spbWilZ28ICBacuG2BAgAZ3OlMAKgAIc2U/75KwD89LnsnVdutSE9GEj7X/z9aEtbLRgT+BlBK8zO2L40JwzelDaW7ZJ5kkmwr/T0m/prUvzDDKgAmJSR2cMMLzrjjvKiJHDkyHc8M7GsJfqQXQMQefBHYgJky3JVqyDrOWMGdMD4Nlb3RQEMaYOuqcKy9hg62I9AU9+Hv7JcCj62euMq+DAOeDb3V/niE01efVySyWLQOOv44e1sL5wmLXwnVqwuesyJoIiEg7PW1OjmLqm9OvfNzpde2s92XUZBviJDdBBhG/y39wrUrgwwx1KsrbZ8H/n//lsNbNaQJWK5lHaGeLHpIpwvTDkrhADqGBotat5660NWSAzxkV3ol2XTyoJaGSstJzBBPzmb/1mGTVqTPnBX/xFefXVV1MxzBnoxcjhX9uxIw3qHTzfpTIQ+DO7euHCRTFSokC9KKO7GTQwlwu7o8Led2TTqzrEcAC7ABdDd+b42TJv9pywC08/+3xmoovQH7z/gVDxjz/xeBiOb//O7ySdoOpbZO67Vtx1dw7cv/3wh2EwgQ0G2HfRwmomT7oAdDusCrgq4KtXHEYO2+WLARE3UmODhgwJe2l9MNjWE6sBCFgTlcsuBrZK94JFixbEaejggJlMSi9TdrTZuhj2VzAAJPjuMWPHlx0fbA9ryZDo3+ryiMi1+7nUrIfr+Wj/zABn8KQhARdMyJ13Li9//w//dxwzVoZTEO16l2PkEwBPKTHanqcC4iu6KYVlmLl58+eX73//+zGqLpWRoFKggh5NrY1A9L4q6aXyB/QfEFnK5CmTc+7OXmpOeszzW2fOSIqfo5o4aXIqazMFbqhpNm1hiv4/7u77yc7zuhP807nRDXQjEjmDyBkEmECCOSuRCpY1Xsv27nin1nbV1szuVm2Vf52dmq3yuHaq7FlP2eOplcZRsmTKkikmkWBGJJiQc87d6BzQW5/ve1v7D4j8Ya8KAth9733f93nOc873fE/igfp+B3Pjpo1VH8IDB8IscRIoEcCBjAUEjI7k2eT+clgYbuwm5wrAV5i1f/+B8tLPf16McKbQsGEzO2blO7SIoxSwsIwcZuyff/azAFxA/dzFCwmdzp1XpVZcOHcuwNuAB/PLtUPhILkeBWU2N+Za+zHOxcXLl9KH8MzZ06kktw+nz5wtTz+5pnz26afl6JGjmaJEOS27884wi3v37Q2L/MD995eZzSIKN8uipYvL+dNns19CTfv37S1Llt5Zbo8Ol5nTZ4SdqnoKd8Xw2VvV6IyS/DjMG91AmZ4+ebLce+99ZfeNG9UeWI87ZpW7tm5JGgSgT2HKK5WvjhEfuWNmFLxiIt1CGDWt/4QU6ReyrtDMf5Nx4JFTJAQtMqSriRQBoHvxAw/E2Vi2ZFlZtw5A7yqPPfxw2XzX5nLtxrWsLyAuAqFdGz3EacNMAcMm/Ny/fXuYGMNJ3n7rnaSHKARlpIS43ZMznpG9A/3lJz/5SYyN1AWGqq1tYuSMnhJGBBA5glJNvIBPHRD0mbSv8h9FdhiPpcuqwklOTVVQUhVmpdVWV3/AHIceODNQBsjymjlndjFo0qjsX7zxekAMwysNiCwrdCL3GEt6r65OU/XJKXoD9hUCApsc+nTg6K0KqxhEutO5JQPyx4FtESVOiVxNA2oUDgmpumfgE2jWEQYhgd2j+1XuW8ep02eUSRN961gcJ2cXALx25Xry+OgsIEcqCdlSc6DiGhCgbwAo68+hp/PtnTzVvit9OevOO8d5ZBgoGAixYI2aJ1UFNvSNdQecli27M0TFsOlhdFa6p+hyUhWhSSGwxtp/AXu6d3DYyAF7h5lz796PRKHDBvpUos+M7KnbEOn66pe/HCdITi9mX8Rq9epV2Tu6VrQDLORkCN8DL3KiPStySPcUdSJY2wcf2hEW2n5c2L8/0c4VK1eWrVu3lL/8y/8anfrd3/rtpMi5V86b79OhZumdy1MMihxR3X70+NGiswi58Px/8Rf/JbnmOg188P6usmrNqtguYJGT6+yKZphYpVDI/ZKvKhddjmh90rwMNmK/fK+0N3pXr2vhb/Uf9tLPX//FG+UbX/tqmTVLNb4WYIfjLIwz8O998EGcS2F8+fT6QCuew5izZeyLlDqpcT16ictRVbfQ2hIwiq0XAUYKKSCbO2tmuloYTS41Dakkkin9EZiTx+slqjfScTtnxnmtdO1gmEkyDdgbHGV/KidoJLjE89LDCsuli9k7pBYnAjgFqEUBvM5evlzgDECfM9fa3FJOnjyZSKRnc86xz3QcMo0+kV403NyUSNGmzZuKQnR61HthGjaGzJMvsnLuXNV/nGOG4e+c25n9ihM0Uk158yycPO/ZuH5DagQOHz4U3WhYk+402qJ+nq8vlpn9t/82jAxhBRABUgpHfNQiWhDgw8YLYQjR1NVVI+UIO8ZAKIvgUCYORxLsG5vKC89/LaBWvovcVaMJAQv5RnLtCCQwh8I3O97M69MnTmUMn9nn2JKXXvrnsDJSAAAzAiUXSdK5UKvwo/vg2Qv1Okxy6dwLxQyEbN9+fwxmc1NL0hSEFl0TcFDspNCD0AvRzps3Pzm1WAwepr6CKqQNBQAeCFSU74QJUYTWA5DF1I3fH2WA6RVuBXqwuAyzQgdTUbBIjD/HgZOgaIYRfuedd3JA5VIRQL30gGUCSVGoHLdZcs4oEX/skZGy0g4UQ1BmaYHT2JSijbG6sbAJg/1Vbh4W7NChw/GMt2/fnvDTsRMncq9GEZ86daKqaL9tj28HBPLCgRsKjlHVHogCBOKlemARHWYOhM4PQvEcAjmn8+bMjhIeHRuLdyn0pzCBo8RrZwzTAqxWacsQAYTkkJyQJeyGcCcZlGaA3bR3SeEYHMqeeq6HH3ooeXNkQ4hcXih5oaRYbjLO5RWyA1wGBobiGAFTugxgPwCDk6dOlY0b1sW5EP7byihMEtat2q6QHYyZ8BNl++GBj8OAYYdvj46V3bt3ReFhHhLSzFCJ/sgtwICl09Be94KlSxaX9957L2zJV778pTKmpVx9XZ5xl36Z06eHEafUKFiyiiGxTiuW35nUGDKyaP7CFP4pcrEfCtR+8cqraSeF4eA8YT1bmhrTvsjgCK3fbqqyvnwlXRWwSdZa9IHMYUAxomSK0dSBwIjij/Z/mEp4EQWGyx7KGZd77l78t3VhiEUoKHZGFEgmS9JLGAXs6dWr1zP8RMubjRuNbT2bUJyQtZcWMh2dk5K2pE2fSnGyhLkT0gZupBhg+IUHMUiuC1TLIZQbTUYZS4aAMyqCZA1Zeay8PabnnKU/+ZM/LadPnspUKkYaQJw7ywShWcm3wwhpnyT3kc4BjAFYec3yGu3luFF8591347wzpthGMu8a9JUcZIacUbO2csuNSn1j584yY+rU8smnnyVETxfQORxOubPW1n1jaIBBDGLOkr6/HR1l4cL5GfLw05/+tAwN9JfXXn29PPv0k2HE3nv33Uxc5HSamLZt613RU1hg30++3Kvvcx2Gl46xNvJRhcO9x7MAe5xcOaaYKGAUMMXMY+U7Oqdkveg1MixKdOtWV9hywBggAlzoVECKLLg2wCzvkCw6Y67vDEv5AJPJk3Psd9I+XItDAFBv2bwlelLuokId3TqwipxYn8EoKnJmG4R/PdfKFSuzvvbEPdB59DVgIhecHD/xxOPRg4CTZ/Z9wBH5J/d0L/ZV1EcnGYCc7peW4/7tFZ3l2vQOPQawizSpH9EOTFEW2QCeRQM4n/KvPbtIh5x8TvdDDz2Y+oTPDh5KgSRHY9WaNdGHCAL1KuoY2Fl1MFXF+ozkCn/66WcBqhwzhYHOta4t9MOFc+fTuok9RqzouEBGpDXYd0y0Oho5nJxOxc5qK4CkjVs253vYrKGhgXLo0JEwpVhY9//SKy8HpKWtX58BQHNjK50lEc+db74ZJ4F+ET2hR7tvmSbaGDtjzZwTABLgp/vhAc7N0PBQnEX6n97Ts1XUSj47Z0uxLWdEWg7dq/0kWyJPFptrn9gLL9/HRov+iCKQE6lJVf9eQxNGE0GlR+gPgNkfGEjEwLkcjwJg3rXfolvhhWoS2aycK2wpHYZMoofJdIjA22PZd3tADrR9pO/IOtmg66T8wA4KNL3H/TuTnCzPSLbgEPLsHGDcyTq97J7v2npXJhsiDBUFInGsJ2f383h9ocxsNqCBmsBu3U6+IgXUzuhM6kwhk6TszMweGigXL6lEbsrhsFiMv7wunikwQyw6OvQjnFKe+dJz5fVXXyt333N3OXH6VIyJqV+TNJe/VinQa4PXyw9+8MNy/333xcNTxCJ/zSg9oQGgiWLlQcvnMdZPZf1HH3+WsDoli9KjMHi0wjYAl5BUW6v2Nicz8lS7ju//9V8X49swW4wqxiSVgY3aIj1UTp89l0rk8ZxN36FwRIswykM44P1du5IbwzhSbA6aQ0PYhJ2BYiCPIKqsNJdb2Bur7DCsWbU6hhjraO2w4VhTxkERle+hFJpTkVxVwR/67LPy0ksvxSMlpA5Q5Rn2h3VjfOS+6jvKoMlvA5IT/mhoTKqB/GcgM2H9W9ic1vLSz18KY6H6XPcDVd1yJc+eP5eDUNdbl7SASXWTotxlTlHAgJUDwwhTxMA1D1Q4VXUnRSd0Iw2E09J942YmsMnTExbRX9czmNtuJrv2OwxiDIgQTZp1j6U/L7l0rUWLl0QhCqFSBu4D44Q9kfPNy3RdoRfhSf1Fd+x4KErGOnhvHK1Sn/2RQiEfjswL92Cm5PdJl1mzZnUA6u/89nfLvHkLMvucMaEAMDfC6wDA+++/V02xE040Qe+mQobm7I21UfSkoA3L9cijj0Ve3ty5M7LKqxdq3vnWztIxqTN9Wymqc+culNWrV5ZPPv64rMm0u+GkxGhL894H7wcEUm4+q43Qf/7zPy87duxIXviePbuTGpLpStOnp13S/fdvj3J+cMeO8uQTT5RPPvoozDDZZ/AYfYUpigsUo5GvwYGh/FwOmL3xGXl51tFELqDN5xXjKWwT6qMwMc2rVq8to6PD5dQJ7V9a4lTYawC5rqHK7aV8yS+jpXABOHrhha+lWFQHA03A6Q/y9O677yQVCVjZtu3uMnFyZ/bI+pEl9y3HVjidM4vRk5/qs8ZcKv6hyD0Xo7L/w32loc7giIEyob2nLFuyNGDEfHtOMoMo933+goWpjj954niAF8PuWX/4ox8F3OqIgglWFMRp+vGP/iGDQYAWRUKcmEcffSyMNn3QuXRpGCoOWMVgX4usAG7Wg/GUTiA1hFECDhWirVixKutLVq0THQKYkcNpU6cn75fO0+eX7sBevfzyy9R6hkTQewrTyDhgZv8wehvWrwvonjZlSsCz1naAB92ORQIkGMaqP2tHdCz5Bx6TmpKc+r7kPwJUnCgGGwDQv9J5Gxkdi7EVUeIAY5FHR3U7qAuYwkwlX1yqRn9/wtwM+9hY1RMaa+VMTJoon7yzjNC3t28nj5GsDmLj0lEAACAASURBVI0MxahLYUEM0CHSmERLGHuMPcDqXu68c070qiiVwklAwqt/oDfrwLHg81pf1wWqR1W6r18fIPf+ex/EZkjpUrVuTPp/95u/mYjkvHnNyckGQke6KtbeMIH0De0fKA8/8lA1TEgxZktL9t9aS7M5e/Z0nHptw/bs3RN7AKhxNID9nu6eqhjt3IXy4MMP5veYd2dNxIrDwakyrAGrzyk09IFM2pc9e/dmWh0g/9COB9OpZecbb2aK36xZd5Qrt65Gl0hTo7M4EaIoWHT9rcmiQjLda0TvtN2TI/vAA9sjL9h/ofUZM2aWie0TijZsPbd609JM+sMP/+GHKZiTRtTU0JBQv0LXg4cPx+YtnD8vTgY2FWN/YP/+sv/DA2XLXVsCvGEKnRPIo440A329acMImHGSPLs/vh8RpcCY8ywyzCHgHBtNrWWhMc+igTAEmVTTQAatXW8/W1pfJrdVBV/kEPHCZowOj5aBgb4qGjJ6O3KkaSICxzkLCE4x+sR85+VLHUkhW7rkwVKOBePmHMBRSC4RQfafkxCbKKo1MBAn8ub1m0mN8jzuh/PNcR+PUPoZnUfORS+lkGG77ZtUH7pGVEoL0CmTO9JmTBqNe+R0cSLvmHVHOXXiVFmzZlUcrxyEz+n/vlBm9v/4d/8uLCxACPCgsLAZvBaKSQjXYulzKD+OcsBmCt8y/hSs6LOG9wRgrmk2zS3lD/7gD7LglMMP/+Efwi75t7xOzICwL+NCgDFANoUXYWgAxktKAg9Q8QvvgReI6sdw8roUAPGIGAIMn1xLgoHxEfJSyEVYjDk4f/FSWNw33ngzCpoQAD2Y4Rde+HrRBF0VrqKwnr7ezDHGrvkO4WAhxevXr6YTAAaGoVEhStl7VvcGdAsfWUQH3MEHYjFFDhjlKpSsdQvDRaj9jEcnh8pzKjqJ0VW12TYh6wsk8TQz7GBSZeQYMwCBQRc+e0HB1bJlZf++fTmkmE0CL38JSy1ciC2wvdoxmRDzja+/UORcyZPau29PDIHPUBC8V6EfCteeRZlduhSmhYKwrgya0Jt7rhiGpiiM7Q88mBQC4FDrLznUgIzcPqBCmEeuETZgyaIlGfdLMQnZabRufRlqcig/TRutRYsXJ2cX+KWoBvr6yqefHYzjxTC5T9fQTJui5fwAS8L8HDNrKpfUfTvUnokSsjdyh+2bsKvWSjOmTS9v7nyrbNm4sRgnC3BJrVm8cFHZsH592f/h/gAMzKjrAJYKIcZz8/wtBMxxGB65HRYHYMbwCTlyfOybWe7YhJ1vv53hCvaYo4chkevIOfHs6zdsjJwB0KqeVciTWSsk1I51oJSxQCIClKK1I5sYSRO1jh45FhnUYgnTJ4oAnGKosWTO4aTOyck5c+ZFGjgsnDVgwjoJpU2fNiN5lZxG66h7AyeS/DqjZFrUgfMBbAMYcr6cN2tA4cr9olD9jZVxv1/+ynPlzTffitPJsfL7gJFrVQjsmy98PWfPuRGyw2pjYRXFAWtSEcxclwcsbxG4rbPnPT1Fzj5ZVAgJwACsJvsoRk143mCAq1dS+PT666/leek4jpEc0rpSX5v+dzIyhRVxJjHX1o8skVdGx3kTvdCyymQlDio98fzzX0t3AXLO2aT/FMbZxLNnzpXu3ltly8ZN1VCPOXPDwABU+hqb2EUJA9nXr93IdZxZYI7jTKYwWtgmwEbludxP3//4o4+VxYsXRkfaPz+PzE42270lkTga//iJagxmJmb19QYUkVHrQ9dp52eADbDs+TDF1tn923vMKJ2kn7V/Y/dFVDIxb2Awepa+VfACVNED9DSCZOT2SEAjB945dQ06A4i7Y9bMyBkQ7XcADXrTmSZ/QqqMO2ce2G2b2B5Zk57g/bNnzg5z5/dSRMhUFYYFUkpk3OhpDhUnVBTN92PWtXMC5Pt7u8vRYyeiT5EF7KQhKc89+1zsFBvoDGLWRDFSW9HdnXQuuoScARiqy6Us6XUdBs29pAfzcNm0eWPOMvv5wL33Rr623rU1+hVQnD51elm9ckXICvfJyZHiZW9ED7u7boZ15FAC23LYnV0RVtEtoJo+J7tYf0BRMZJ0wvwsY4ibgrroSOs8a+YdYVs5ZSJMIhFJ0xobS1SP3rOW/X29ZWRwKMw/VtRaKKDUCktvaPbHnsvdleMq99p5OXL4SBwhqRjS5KREuBdV9eSYXvCsqdOQRz65M/dBj3Bs5cEb6KLGQHsxcu3MIR3IIPZX5EaaDxLsnrvvzvm333Q6+XUGROXss/PjO0QWdu/eE7uMoFMPhJQIlqirD8C1n/QkhhaZQvath32lGzkVzgjnihx6FvLqd/YkkcJSUtzlnDovUioAWR1nPKOIAr1Mh8A7wDY7TqergbGG9AlnW6ohHCCyzrHVCk+bQ87+iuUrQlyJRik+cz+TJ3WUO2bPqqWSiPQqnp/7ucDZLxTMvviTf0pIwUHihcj7oaAZseQ0yclp1jRc54CRsnDB3DA3Dj6lhHkTlmDwnAYK8e6tW9MAXe6n8IDiJYUglK4qYiBB4Q6mR+gCAFRt+dijj8QY6tkmeV23g/PnzlauTSnJgTNogVEU/uDBOpDANkaEwgbEDx4+lIPBIDOwDJ251x8e2B/jKwT+wteeL88883RYXp6avo+AknwVSdg8R+EF4EFbD2FahUzy9SheDBDvdcvmTTn8DoeqfqDI+gETYetqB/PM6bMJ1RE01bvCNtYYIyH8IzUA04ORAjDuu297QoiApVCDdAmhbqyGa4yH2DkFv/btb0WJHDx0KAdYwjqWYbxJssME8KnCJrQaW2/f/kA8e9OIFCadOH4yoVQAiUeKodU+BRCxyJ7VAAyV2ZjRoeEqvQQzDqAx5kKBenXKA8Pq+zmgcPLU6dy3ueQOqedkfOz/dPl5126U7p7utNM6euxIfu/7KLfHnngi90cJShMxAtjBBeDkNspfeuRh6QXtMQoMKmbXPWAIGpoaEi5keB3auGt19RWzK5pQxjJ3nEGzNucuXEiBFGWPjRBB0NNVezatwnbv3h3jhPnWX5OTh1GzZm0trVlDRTUBziPDAa7kExPYk9STkbDIX3/++RQoMjbu2efd3/Nf+2oU0JzZc8vkKZ1pOC7nE2hkMCnFRUsWlf/yl/8190LRqXpetmx5ZGBweDiyAYz8/u/9Xvns4GeZzCV/lLEFfiheYBkAZZgVkGG3gEI/s2/C7wA/VsAEHRXh2HeMAAMgOiK0xan13pamlvTb9d0MKUUOjFP0lD+gIZzFYPg+Z1czd86raIEUBN+nE4nzIH1BXiBnRSrR1Ml6AveFdce0bdlyV3rHMrDOGnkScpdaBOhirzwvAKwK2QS4ewCFweGEs7FGSXFq5bBcK61tE8qxI0fzfr1a9bKU6vDVr301ObCYsoGhoaTA0D/yAN/b9UHW96MDH0W/OBOq0ffu3x8D9PDDD6eP47u1ATJAvv0DQpwBYWtrCsh+97vfTRU6Nhygs29AWYrmWg37WJgzrGsMYy8thlGUq+g8WAMv/3bG1q5dF6MOEGCmtKSSS2y/dAG5duNGClDJvxQxaVRJpTF4pL8v30XPAAoK3XwvB5qjRp/TP54lDOPQUC1drLXmZPeneIZeB4g5XtKdFA+OFy0yqnX1vrOpyBek38gJBwgYYTcwSj7LkEeX9/aGMPE+zirA7F451gCwtAJpAor+2AXsJcSt5SG7BhTPnj0z3S+cJbKKQCHnTem/fTvhX8x5o7ZyY2OJwNCf9sHEPp187tl6V5kzZ15sAGJA1I2DZb+AT3n3OhgAOu61c0pnVVA9rcopZR9M5sPOrVm3LuciDnxdXbl242bIGOdFN4Iinez2aPlg956ya/euTLEThbIf+mBfv34tep5+Bqbk3wKOijidKQMeEBlJ8+i5leipPdRH95WXX0mUw15IOcDOYlfZcP+W4oNQEoWRCofpxWgCtmw5ecD4I0Cs73vvvles+NHjxyNbJ06dDOjDFGJeyayz8eMfv5iz6XsAzZUrV4TUEpHhSJNTKUXsrAJqf1yjOjtVFNSaS9EwkICuBdzYGU5ywu6zZiYVy5qYENfS1Fze/WBXgDA9knS2Gtj0HCmOammNk49YoAfZb47ws88+WxrrG0v7pPbcp7UXkXXOnFXXQ6QB5nCCZ0BGVdHLKmUA640spFMSqdBzuqMz12NPYaWbtTHW9KGols+QN44Lwqi+1Kemx8hnaQrSNz/66JMQB7CY7wPG9bmmd2EAxJbvA3ylKtLL0goBaDpRWgx9ov7n83h9oWBWU/RDkoKxVberfKT0h0x7lhJGY2igL6GReXPnZTEUbmnDQRnYCAsGmPEoeDFPP/V0AMbHH39SXnv11TRjF/rSpFvFIOHmUfKafEbvz2effSaG08AE3ofDrRUPT5ZSEiIDYKd0To5hJBSS+NvbJuSwCfveHmvIgIF9e/dXAj1zZoCg8JbCIJ4ko/B//vt/n5DggY8+zv0zsjxaG+ue9eeUh0cJYgB5wkAd71a7DsyxwQ/33n1vwns8QGCeoDAq2FYgkTBjDCVs6z3q8GLjGGA5NadOnIhwVp0abtSq3au2G8889WRCIAcPHwz7RDgBAdcAnK23w8M4CaEwSrpB8CY5DlioKu1DV4UqjIkxVnDzzW99MwZfaFZI/uiJ4/FqASttPyh6XQCMG3ZIOApCTvJ7gG3pE4okgLB4o4PVff36r387KR4/efEnMURnz18oly5czNQt4MkEG3vNQAHv2MuPPz2YEZXAqI4XvGuKB5OmLckLLzwfOZGvmirq5pYYH4yMdcCIL71zWVm3fl2KhyhiSkA1P6cJG86QO8zAC+OH0dLFQHoMsEahUmhSE6SSULiMuJSGV155JUz7y6+8mnxVCsm9WDtrI7eMzG/deleUsjO0e8+uKBOGHvChqChkBVAGJ/g31kJXEGeK88SI/+Ef/mEcQ/JjH958463y6WefJmQoV036C8Xzve99P8qWocSGfPvb305aDdDrTLo36wDQCz3tfOutyuBfuhiWgPwyfsD1h/s/jMGS4rFt69aABmBLWg3jYvKPvC9GjVFMG7MLF+PhY6VoaEy7HOXLV64GyGIBnBUglBwy6tIHGHq6w+dUCjO2jDHnkoGV3mFk6J5az2cOoAIo+a8a1atWtqb79uwN0O3t15nhjrCbQtNGz2JVgW33RTdgSDDIhw4dTc4mRho4qB8rmeCG5ZROJNVCo3vrwKnQRUQBKkBKRqQmYeUVLOpXzJkCdgAB6Rp0KDmzdkDxI48+khxE407/+q//KgCK4+BlPTisWC8MqylSWtpt3rK1YIexnyePV1N6yCWW2DoBlxzGAP0wSZV+oQuBQQwkoyyq5sUpiHPS2haWT4jb+tBlAAoA4H6tCR3LKAMp9K8UMmBKusa4g2L0JaePXsEwyS0FPF0XaPQZ+sd3WbMTJ49HZ5kyljqFCVVbNkDe3re06CpQqvNYY6zIrYgbXekceOnqYo1FPTBi1twZZ7MATZ0kyFBTS1NIEGdEYU72ub6uTJ0+PU6Y6YLV8wMjVaU3xxe4d0+e3/0YXiA/kaPIDnVOnpq0HwQM/SF9xGjuP/rjP46O6Yzj3pbWU3Nnz4l+5ATTE1JxgGhhY44V/Y25Y2s46y4oquKZpLawcWdOnk5hqsK0U2fOlbfefqsYlOC6QF3lYG+KXqFfOLOYbz93vgAVEQvpBtev34wOkgDI6VRYJQ3H4AuEDAeGvIlSsi/IKTpdSgB5sc4cYKCNrtVykw2dMW1GvgdgIqN0ub24cu1q7Mczzz6dDi7Op2d3DjHberDu2783smeUq3Q0re1Eng4c+CjOYBwbudl64gYoNwaw0dtstYidrgdf+8pX0kMdk6zbDmDN5oocqw1gx3ft3hOm9d3330v6CCec3AN9sQO3R2vpDFUnDOymEfb0DJuOtHj0sccr4qXGwnuWKuJn0IQewqOx8emUk9TDanSxdldAMJllr6VDIC3I2fgZHDGFcHg44JpskkMOVtW2ciD/TY4B5OjS/oF8nqPvnNtLe6gXtm5Bzruzcu3KlWAtnUTobORBzsq06eUrX/1KUjilqfhOjjnA+3m8vlAwq/IcG0VREIqW1qpVBs/XxloAbSN4SdOnTo7XB8AKv8kz4sVicBXTMHz/+//2v5Znn3s2QvTiP/5jjO37770XAVQZCVBsWL+xTJzYVs6cqcKuDrgN5TExsmvXrUs1tO/VFkiYnlBTUpQkUCyxXbI4cOHeHCgCjF07evxYGBqfoYAASEBMDu6//p//daaQmCmPtfV8jIPfK7A4cvRYmTypszywY3v50z/9v6s0A73uWieUaTNmhIWjOLDGEu0ZGBXfjIPes5Lw5Z3xYgmWw0VRaC3ixXgwcH6PtQBieHhCHvPmzEnRlIIU6QjSJSgaFd68ZOtgDYTCHHj3zynY8dCO8v3/53tRiPbQd46DXodOeELI0vcrmvv5y69EgQurA8kBSliw6yr6GxOCYhSrnCAtbBSVXUyRygRzpHt60vLE8wG3nkWvXUzoP77447AQ2ko5LBXIWFFM4uH0HDt+MuCEgZZ3LJ/04sXLUR6qU9sntIXR89z6bWJ+HW4GhyfaNrFqGK26XwPxS1evxIACnxL8gVbeeYOirp5qTCNPWHiaQmacMIfkShVo+4QJZe78+TEMmG0KdMb0aQkPv/76LwLCFN4J85JRcmAKGoZS4R2mnUwyVE88+VThNQtTSYlpbmnKevpcHJiW1vQm9mw//Sd9hCeUHQ9sD1MP0Bz87GBC1UJFxh3qqbh65arko8rRfPEfXywffLAreZJyHTkwG9ZvCJjIkIeFC1LU5TkA7EOHD4b9unzxYgA5ALZ129Y8h5DXiaNHUjGNcZcLSXkb8axtmKpgYTQKmDKm9Jx3zLTWXnLY5fQJj5ExRpnC1aVkPIUH2AcOGOoBoedaf8t2IV85km3VOFGTm7pu3EzImtMnj3X9hg1hmvVAnTJlWqkbGwv7r2WW8a/yhH2/tZTmY4yjCBFjwBhbbyNFDx05nBw5xXLAF9Z59649MeqXr14uR48cDgiVNkCHSKMBEMjdM089nbXVe1VuMXnRQYXDgtmUGyoM6lqKMRg5zKmz99jjj2UK25tvvplhJoyjNJhjJ47nuZxjQBGAYJCEQeki7LQRrRwtzqprYQ7pkTCm9fVl0YJF1XAW7dxqIXgs5ow7ZgaAcjyTeqCItL090ST7x6kFeLBo9IBr65VdgVKTw8ZyZp1T62hvOQSiQZhKeeYYWWkq9BhgrfJbSzLV1vSYWgR7rjCFgbWeCrsAIWeFE+rs2aOA4lrnGQ60F8MNpDozroUlB5QVE/kObBm97pxzQnTUwPixCePgizOMzcXSc1akg4iaYbs4XtIbpP3INbAm7Ie1oB9cX9qcdByvylnpz73Q8XSHsy9UfTssmJG62MCqKwd96gXgC7crkPPdQLO+4AEV/X1x5ukPNlYrLi30EDs9PUYLN6RWRdGtgi59kXVBERV76613ypxZMzMuGjglt4DIpwc/TfRH/jq2X2GXvrtslGei4623ZxR1U9gsYqEloTQAUQIOFrtvzehcKTHkmyNrv0TtrJf3W1v6QQQLQ0yePY+IB5ZcC7yVq1eXV195JaFzjrefIwykn9k/0ab/4Xf++zDsP/3pz8rOnW8G6OuYodbExFH7bkgFOaLj2FiyzklwTukANTJkynp5PvqYDMEanh94RJ6QKUSCTiuArOeUekKmtPEz4pwjoBAYw4+EkCaivzEQ6p51nnGW6UTX8OdWX5W/Px698DsOmagp0Jmf1xtd25mz7Dz7Pu/xeWeNrcLyiA4D3O7D+ULgRC7T6WlK8JbnYnc9DyKtinRXKZ9SiUS3YDEgF/6BkZzZ6PHJnZG5iW3sWEfOLt1C738ery8UzP6b/+XfpEm6vMGGxvoYJhs9MlyNY3MQCLkm7JQFqppSlStrU48fPxbwgHb/sz/503L/g9tj8EwoMp2F4nj51VeiFBxkyq466K3xSBVtMIbCSl/96lfCKK1btyaKUJibEAr1U/SMBONFIUvcFgIQRtP4GHsQL7BjUg4vcCovK4neM6bHmD/zzLNhYLUxwtICIBS/kW5SFMzO1p7K2FBh7p/9888C0qN0h0eSv6I44vjJ4xFESsoUEeZGXpK+sQmN8fo0Ba8rFas5Z26YQspYeODiufM5SJQCQMOIAOHyWZ/78nM5hIA8BbFnz95425SefFC5uBgvXj1j86Xnno33LH0DaOUhy1OkEDkG5oYLy2IZTMECtuUBPf/8V2OAFy1ZnHZM8jXtAdYIcKTEGXT3iEFiDBXLAcpAuNwe+aaUIEdIIQtwi/XTcQD7QJnHUAwPlca6ujI5vWwvlY0bN8QwAc4A1O5duxJad7ApKXmGjKXv5mU7vPablaTwW9vbyrvvvB3GETjR0kXvRIwSA+h7pVjIH+T5S+WghM1ZxxzpcdvUUJ8+qoyPcAvFcO9992ak8k9++rOyd9++zB7HELNu5I4c8IadD669Nm7YjQD/sbEUzlA88uawEeRc6HFoWGFYU5hFAy3kdWHBKVbMn/yxY8ePpuMHYwugOHcAHTbd2Nrvf+97AT/uE2NI4d7qulWu3rgWELd1K5A6EpAy/Y4ZCY3/6McvhoVYiX0/diyGQV60ELz1k6fOQGl43lDfmH8zYoePHo2STcqJzhVj8nMr4GXSGmfBWFlK2D4J75ObsO3z56dDAYBKftyv8Lv0H4ZSzhrQBwgDTfSJdfro44+iZMkAnQDQ0x8cnmVLFpVnnn02OdCapDMuPkcfvbXz7egnukHLqONHj5fm1uaEE/U5Jr/0FQZccR+dgSWpAN3VhGUp86aW5hh53+negVKMdAZHdN3KGGTPq5WVcymXTc64YhXrAywBnr4L2NIPOUWobe3V2tX6S9rrCwosMYzDI2EvMdqXLl8pK5Yui5HTNxJwVBDqOkAvFtNIWQWtGDcFX4AIVsh5d2/YLSyX/cFgLVq4INPEqkp6nUmaIvO6L2AfsU4YdEw+ppwzyxEnf+RVzqpDzjHr6+0Pa02fMqD0w82u7vzbdbE7JhA6X/J9Of5XL1+JTNFVGD5OELvhfDY1mlFf5d1yfqo1bSp1DXWZc+8zmDygDItrXe0xeRJW5mSJqNDf0rbIqvf5m06hfz0DlhhYASicLToKQJafCFwDpt4PfI87b+oA/DeGy5qxc+lYceVKZAfzDyiyN57dtcR07YF8b6kxN25eD0DCrgKYdKQ10QUh+Zf1dTn/gKwuDPRQb19PWb9mbQosRfSw8dLt6BI68W/+7u+LEahPPf10+eSjA+Xk6bOxhVoVdndVrK91coacRTYkoAiLb8BIckSbYoOlCQKAHMoA1/b2AC33zwGyXl4IBEV3gCO2ECNvUhl202hm1yU3ipsAT8M7+LZkksMkvSDpZ/PmR1dwEpx3XW84SE88/nj5+x/8IDpJHYzOSXJ0pW3QE/Qn3Qv4sjcKLuctmFcOHzxURkZux74rInTWE/IzcK6+LvobWGWrALxVK1ZmKA9AbE+tExnyTGQqrPMdMxOd0YaQg4rEiYzp/KKlXEYemxZX9UInB+yyIR0pwK6NmSXj0rYUG/ocXefF4ZPK6Xqik+yGwRLOK+DpnNHr9s862Rvya72WL18RnSWKh5QgE/YIzuLwaweor62zJcJEv8FAvf296c4Ce8mlZnudtbnz54U5P3zocIjGu+66K/f4q/6/LxTM/qc//U9ZFErRJlMspJpSQZMz4Nu23JXwjHnvwkrocGyFEGY1faJquvz4E4+XG9evlVs9faniPnrkSKopAaFp02ZEgPScZABPnTatZTgKV+7T159/IWySRV+3enUael+4eKksWbo408fkbTEuFBPAwMsAXPyb90PhOISMl8NpwySxUxSqeR968IGE1MfbVBBI3vucmTPDulBGEzsmBliohNyzd0+UEO8seU+dHak0x4Yak4ihw8YY7xmgNDgYAMUDV1WZCnrFOGOV0PoOLMbwYNX1QZ4qoa/AY0sYyfvuubv0dPcGhAEC5kjry6rS9Vvf+mbYLEBMSI2HOl5hSfHd6u4pM2fPDpvJE1W8lkOKuU5rqL54fDw/4LR/sCpeSrizpydFIO5RbppDzuPmSQJfwB7PlcECELEQ1tu6Tp86NQCestHUGqgFrBkC3vSSxQvTWsahZ0gAZocVy0HhCkk/8sjDYXUYG0wQptT+McgMo3uioLDOQJ5re8bNm7aEgZLyQHGadEMhDI8MpWAAyKAU/J0OCopUVFYPDZabimGGR2K8ASZKbWhAGO58Qn2YaLIlTOSaQp4YaAoWkGKYOAzyZRlNEQqggAMhH85ZAsSBXVWkWDlFb1hTHvnXX3ghOZjyFV9+5efJW7zvvvuLfrupdr98uSxfcWf54//wx0ULNc4Opaixvib+IgiZeNfYWL7xjW8kn4/jiDEEbAEO+8zYv/P222XT5i0ZDvKLN96IET5y9HAmw6xes6bKuxsxCnZF9sVauhYjxKGgFMmqPSYbmCAMLIPPGTN0ZNac2SmuGmcd2ia0BPgz4oYvWA9tcnyPvSNrmAFsrWjQeDqDaIvryIfGiDN2jLB1f+uttwOMn3v2mThJzp2oB5ZDWBmYefedd1IQihXBRnA4pcMAX9JxrIkcNM+g5R4WRAQASLe/QBfDUbW4u1g6Jk8Jq0anMCzaHXEaGUUy6jkqeaz0p+KUX/v2rwXYkEW/B8KkVDGqIhQMCrDsWYVtseKY/w0bN0a/yeE1qQk4clYU1WjLJIwKaFlrZyKRmt7eGDbOvvQNMiFa5JyRX6AFyFC8ywF1P77P3tELwp30OEBCf/qMXM6p07TWMl4XaVGlkrROaInD5J7oX3oAY6dzC5ZQnrx18kpIvedWwJ/ztmixSNOVgGP5zQgMP8d2cTx9XwVS23MGGXUDW7C+CmmtMeeRzgV0KGMZEgAAIABJREFU7RUQSX+5Jr3vPUCCqITJdtI+OA1qDoBKjoxRn5572ozpWQtEBNuHFCFH9PaEluasGcBDf5MhZ1j/aWQBwKAWgPMYHTDAaZ6Y/eJQ0xWuAUzGcQo71xQWVfsy92wP6ANySY6ceeAyPVIVn02ZEuec3nQN6QN0oYgWXfDzl1+NU2TdZs3EXE7JfR45dizf5bzZN2CK/gOWgUEgB6CyUInGam2ZDhLVxDcFukBWFdU0Dn1G1eKstTXs4caNG2PHrJNnJKP0NMdIr1cdJDDbrocJFy2ht7NHcqDHxtLv2HqLPJA368G+i0IZQHH29JnoCI6Gok71BiaIif4BfQq+rddTTz6Z9AM6h+4FLlNwN1oNZlBQPHPG9MgmnY2xRgaRM+tmXT2DzwH9ogMXLl3IvWdt6hoyVAL7ywZwrESgYSCy5r7YWHoIwaRLCjmgD+lF7/GHfQiw1prP2ejtyfVFmOhDf+6YLhpT5VbDOHSF/xZhoQ/JCRYZiGXD2U+/T/u/OXPLsiWLsybwGkdCRMq5tn9IMmQfwK3YrSpuvZKULqlkzq5Cus/j9YWC2RdffDHC6dBRdBQh4KB5uh5yh48ci2KjwFW0yrm8ebM7GyrRnPcgBI5ZOHDg4/L000/Fa3NAUfUUnM35je/8i4TOeV2knUfhwDi0qjXvuf/eopACS4oZ2bVrVzl1+mSA4Zs7d8ZQUbyMEZDk+1VKbtiwLgdKVwSHUCsef3i0hFW+FFYIAHd4MB1aq1AOwqJCwYyrgi8hkr/5278tBz/7NPl/BIYiE/L40nNfyshKOUfuAbAXqhKSlueEycV+OpjYTkLMABNU4XZCmVy2Oq1O61IRCoxXAM791Seko62PA945VdV+f/L6AF45npT4J599mv6Dwk8OZAU8O1IVvGTR4vy39ca+6pPG68MgMA48OvfmezZt2JCG5Pv27CtC2NZPSGnKtMkBHpqtC99QhgJnjCc2RwsfjgBjJNTR1lrlm8XodneHRcLyrli5Il7zmdPnonyFe+RD6t1JuQEWDpqWYw4oVovjoBDFIVd5KRRGFh1EL/eHzfFeFdhAgF5+9ojBO35MS6auYqQvJ6MvTI5JZsPpBkEeKG6K1v0yppheedwfvP9Beff995NfdODjj6L4rRnnBHPume2BvTdEgaECEgBgbIbRtwwccDuuxNKuKorcGRhKXz+OFzbnm9/8VuT3lVdeDlBhNSlZwFP7OGzixHb9VWek6EMOoQprnTfOyas7cyZAVQhywby55W/+9u8iMwCgs2t99u/bHydObqloxPwFC8qBDz9MI3SGWDWwnqz2Xn6wZwO0L16uJltRwoo/GSVnlVIXlsZeMqwoGIUPUo60g0v6QF9vHFUFewAWpg8goGCBGSwDoFOxmEO/DMMxCilWMWFu8uQ4xZiy7Q9sz/46ExS6vF7nX1eUv/+7H8SIOKfWztleu35dnh8wwTByUhcvWRTGUAHPhk0bAlqcAXmRohXW2LlmrPwRLqc/RFYWzl+YaUOK8TArnB1MaU93dz5D55A9ehDoN8RClACj/sabb5Y33ngj4JBjqJk+8AxcYFjpTNemS6QW+Hc6hPQPxMCIhgFk9knkC2DzvZx0TpOCVOAEq2pv77/3vrResk50A0bLGWWs7AVgKD1JJEsuHXDuvzkBdCDATLbJOoCi3yajio31YqydR+RD142upMEIfWMQpTuNDA3mfgANVhvwVDglzSsg2djNhsaQEPQd0kMbqHFQZM9c2z4CHe7BczLA0sr0JWWjyAonxt+AGcafYfd5Btu+AwDu2/uN+gae6GLRCPvlOYB7a0CWnVn3ZC2QHMCy74sOaG9PrrD1E9HjhJNB7Ksiw0ntk6IbnXF60vrTBZwBDN2ChYty//SVP2SGsxly6HYp69avLZM7jOy9kD12rwATp4vutz70FUcL66bI8MSpE9FLa9esyjn0DICgdCoFcUC68+PfgJbUQI4JskFxmr/pQWvns/Qi+6oGA1vv2a0t+WA3yQcHb868uVXKVn1VXId04TjRa4px3af7VavA5mF0pffBFWSFLPzV3/xNdMDwwFBqM0TzADT7qauPlB4vz55uMw0NqXlxbqwpnYIs+fSTT3PurTnbomaAnLS0TChrVq1M3rs9d086JvXRB6Uk9cA+kzWOJr3nff0DfTkzUqDsH9CnNzBQ7f7ZQraVcHs/e0J+RA1XrKh6HuuIRMeNp/mwdRSJFpaIQt/NAfDZ1BXUldhl5Jj7se6cK/sFk7F5JqDt+/BAzjbHjwNJfyEa6GjDqwBrepzdECW2b1IMEDXwmehMpb/ORX6v3zBEqS84x3l59NFHsja/6v/7QsHsn//FX6SNA8PuZSMcGjkUmscLg1BEHry/X+eB+mrE6oS20Og2xYJSsg9u314efeTRcuL06SJPdsvmzak23L1nT5k8bWry4nhWBAXAE55URcez11Fg06ZN5Wc/++eyfOmyFItQZps3bSrvv/9+DgimizJ0QHNoGhpi3BlmnpV7XrdmbZQ3kMzAufdZM2dHwWAEAEwgg6ellU7Xze6ESLT6UJmKdcVw3AZUzPmeNCmGWI6U0AhBZLSwywAblUFgecKA6MbNm3LwHWLGCTMGTE+ditmsevlhzjw/dsjB1yaGEGs/op2LUJl8IWFWYJchdHh6evvSx0/+35FDR8qCRQvKjh0Plv7+wShB923C0EMP7wggMGqPQVaARjG4HuWzYN78tOZQvMSIf/bZoSj29evWlLlz5sdjp9wwIcPG7NWAH4UvvOReecOUgPcB8IwlA8r4AdiKHhQfqLZ2iBgHea2mSGHtGDm5pVi3e7fdE6XqPqdOnxpFy8M08lDImXGAAPJ3jVFg3I8dOZIm0O5LGywyOt7on/IlK34XFqLGPrh3oNS9cmYwQ+6N8WOo9Id0HekRlCdPnBKz3/4WBps3Z17OCbkTjqJgFHQAuIwl8CC9gVxUzM/tMG9tkyamGKltAnmYXH78ox9n3ayh9RSOdJY0QQdcHnvssez/x59+kjXBFlP2hw4dTC66XrTef9Zo3VpBj6kxnZMmpsUNR25KZ0fCtWQDmMPiS9sQdcEW+06jGwFnaye8bUSnMyKkZy+lcgCjcgPD9oxUaSXyR4eHR8vomJw8Y3BnRVljnZzRkZGhihWqawjjLs0DuPBS4W2/7I0zIM2AkeI4nD51MiDum9/8RvadAXdt1cq6DGDkjKSmzHXPWLVqdZhdPa45E9bRe2eb/tbfn3Mr5Ld+7Zpy+sy5FHsBUVq+7d61O3uzb/++hBEZkMivuoA67aXOB4BiSqvCqNthgeUMJte9qSk6QUGn/MXpevPOrML/dAD5Jk/GKwcszJgZIPX222+XrZs3Z9qWvQYsGPU771weQ3b61KnkVzr3vkNh1LUb16vQY3IBtYMaTIQIkwrwYvHIO1YSMKBfAfbxn2ft5e4pok2LuGpkNENrvwB5xpksApTTZ1ThTIwt+QdK/ByD2GhSWK24r1d7xQsXI+/2ii7EcqnqVxgH5DhbGCzGGUhwZhCEwJ17zhmojQF3XWBTlA6TST4wW9gy5xpI1T1j2bIlWTfV54A4x9be2TffjXyZ3FF1j9EmDPhnf+gWDhNHhyxxzgJAmpvi2EqV4KCSR3rCebFGHBb2hN3wAsAQBQrPgG9rR+ECiJ7HmQS0rl+7Gn1Pr+vo4B7dM1C7bZuoZ0OAOud42ZIl5UaXdo7nA7Q8u/WUluT3wIoCKGs2AVOeATAmdrVGPunY7m5DAtit+uwlNtT72TzXyj2GOZ0Q3R3g39ycFk+AlJc1tk5Ur31zLuTY2gPPLeTuXuhOewu8sbeel2NL/siR69JR/jgPzqyoIqZc5FUE0dlQu6DPOfvCwXTvbRMnls2bN8d5AgQ51V56KVvb1StW5CwqUFPArTBNyo57ZNeQYnCBKZbk5rNPPs3PgHdgGJBl29w3+4UUsdae1fWNQ1YfERmQshKn4nb+hgMUVrl/64O1B7RFbqWxAL++j60RGRBR4ZjR2RwkZ5pc0ctVzvVwInV0hZ/7PXJMjn1Pb3+cKXpCNARZhAEO+D+ogFoqU1f2lcNhPcgzgsKkT0Sb1BdF8tJj7And29TSkpoVSpqt+TxeXyiY/Y//139MWEQIHChhaB1MgmMTMQkOsQN8e6wuB9YmzZ49N4239WfT1uY3fuNflH/5L383jehtguKZ7Q88UDZu2Fhee+318q/+1e9WFXkdHWF2KUI5KYo3li1dFuMqrCNvRq+5V15+OUAXEJQPkxyfiRNjECgKSv6F55+PwAElPFLsBMMs5EjIQATgFasEUCmkwmQ40BrtE2aTifRv5A06nMZqEkogh9J2UI13FKqkhBV9mMLkBWg6CFgCzK/0AoLt+oSdkqBYhVjmzZ8XDxgA5Omhq9I+a1ROYRXed8CFis+dv5AcJxNgrA+vTY8+xVHYbjO4ORxC/NaOclKpS2FfunIpPft45bxszy6U7R7uvueehIMogip0OTmN+VG4lIx7Mqsb00K5eDYeojXzHBRAlU8np0+IrT4HikFwQPKe/v6wYGTA+g8NDZa1a1aH0bp08XJmje/aszsAXfVqb++tsvXuuxPGw5SY6uPe7CXlwfhxz62/AgrGxD0JzwJkKkh5mVJavF8ISssnB5iREtbJ4R0wClCYrfpODKTrMG6cHErg7LmzeSZ7J5+TQcOQGP6A+QEADCG4cOF80hJ4x8CTFAVGfmhgMGtErgGA5taW9GCkEJ0r/XE5OAr7fvQP/xh502rM5xlQz0omyZnRt/ZtvK2Ss6jziFnj2EF55JT2joceKksWLSzr163PXjzx5OPJrzt9+kzk8PylizHYzz7zbBWKa25Oj9svf+lL6ZSQtJvOKcnvlCuNyQMAOQLkAEDVgQI9P2Xy1LSKqW+o2tGQW7qArGEBGTRG4dzZ83F07AUGC/Mu3UObGcbDmjP4kCw9gwHCNt3NqcEWNTSEfRAy1A6LorYfFP2SZUsDiLEOimacK5GOpubGdBwAhOQH02GKKD/95LOATtP0yKIIk1xz96H9FfDMgBqb+twzz8ZRwIhxlrCUnkfTdvssh5WTVkfntQASIzHeHR2Tq3Pf3Fx+53d+O3JDxzAYmH+Fc8Cv9CBnxgQ+zym0T9cBivPnzU8h6pYtm5Kfif11fufOnltWr1mV9mnui1EW0dFqidFLiPbChRSOkVvfyxBjZqQrOLOiWDFezc2RUWCXHiK/1sRcd3vC0UEIKBQFShwYjI61lJZAx7kG5jWsVk9PdGoAQQpN+0JqAB6cWoW1J0+cKKvXro3OpRs7JutfXZfvodMNJmBb3J/7BPQ8IzDgjMqPdK69pI04V9bWOdY+CnNHBjXzF34fbxsGDPufoSXsF50nrQSQkfcv7OxZFAC6VylQOi4EWIxW6ROYc6yj6xtNDOghVLzXMAvkhX0VATO6VD0Ih4DDrIBvvA+3ZwKqAAwAxPNr6Scnnm6Xc3nqzNmcY11k3n/v/YAiZ0Q0jWPNHsV2ZZyvtmKTy/x5C+KMijzNumNmbAJ9xZEgB5xHOsUzpwc677xGCpAR6+/cWg+2ijMAgKafcW2dx1lbTKt1Bl7pNd5CzpMx9sNko6FmC6o0Ds4KXXbk6JEytXNy9DunRz3Ma6+/XowD9gy/9z/9XuyGz9Ov5A1TrWuQAUPsX/etnrJi+fLKDtXXl+tXr5d58+eWxUuXJXXRebhzxcpEmcilCA8SyXpxrqT0+H5nV1okWUA4KAwka9aKk6FLCbmXdpBw/pQpWRfA3f6F5Zaf3twU3SIHXKcN7RDpfCDYepJzeoMD6mfOB7sNK61cXfXJh0vowzvvXBr8RNYVmNozTpjPcX7pHEQau6E9IX0qPcV+yZ9VP8TxYAs5NDqmiByYvvnwI4/EBpJbrDXHSwoZvUd3a3vqLNNjTz/1VM7Yr/r/vlAw+2d/9p/jBWttIZEY6LEoNtwiKR5hxBwSIMILkFUxBwxY9McefrT85m/9Vqpyz5w6VX7xizfjhZme8lf/7b/lkBvVyGPQDmjB3LkBTwyn9/Te6k0oQ8sn4efduz5I1bYNmzd/QQoesIqUjY3ipRrHB9DaWAedIAKh2FzPkBCKwgGhztaq/yHFEUU8NpbhCMJWWFFhbIeAx8nY8Ei9F6uoOMBhFz7gdVG8WgQJvfi3w4Ch8VkGARBIkRI2q7EhDcddE+Ctb2iKoXFAKZVxA8GYAUuAmhwWv6M0rLl8QwaYYsOOyakEogEYoUKK0ndrUk/RakPE6PsuSg1A5xFKh7C/UjOqvW0NMAUiMCgOScfEjgA+Axq0RHMo6b8cTiF5FbvNGjk3ZY0cboreQffclEIUXl/VOzhhFC2v3n2vKBYADt95590U91h3xWiYRspaBSt4g4kVFlGB79mAOL/AKjjwFIMDX0ZHEjYShh00IrKvL9evUj3aM0QCEw7M+yzQ4poAoPVIJ4O2tiTFS3MRtqekeNAKV3RDsIaUuPxRoI5nrJqfbFHgeW57I2TU0Zk1MJaUEmdA5VcC+Jy09nZgDwulMls6z0D6+EpjoIyrYo2hKElA0h4JRWsxtmnTxpwdxkCaT8J3PT0Bshwaua579u3PFC3Xlm6hxZTCPwDkwIf7A4YwQYyCvD9TeIA+e4Yds28MOefAvWDCIu/a2Oj12aMf8Zysn/NmAAMgSlHaE4CHAWDE9AzWa1dRpf0A9LGa5B3IcG5FTjilZIqCxc54WVPhVgp2z5495esvfL3MnD0zU9jog+QsjI3F2QHsfZcOEu+//0GMnpC73Gkv4I9MuQ/YWXrDcG3ufFjUadPLt775jdLVdSuydfP6tbAe0qcq4FvJFDnAyjvrwrM6sZABDrNzGceuvpR5C+bnOYSQXZBjLJ3Kc2K7Gbcf/PCHZc7c+eXM6VPRK9ZSezwGWO4uBpkj4lyKACy9c2lYMHnrRhTLAbzR1RVAxfkj1/S0FCZ/63Op3RcW5o6ZMyJbjKL7sQ+VozApEQWsvPUw9ANow57RicO3R6L37D+H0Hln/CiD611dAahk0HpaB1E5zk6cO5Gv7u7IH2JBD1FRGHbBOdCvGTPM+GNHI6dpCN+fnFaylnCpITO3ukuD8aqZ6nYyBjzOxY3rKbxlC9yzto361yI+qAv6Wr4ghpCTIr2FjmerDPWYN3d+Mf2qctQby5rVq6N3OMjOuNHfac84uUpv8uyXLl1IpILuwPiRY/eiGFRE6VZXV/KVrZfvJS+c1LQYE1pulrrSldQSoByYlA5H7wHgJnVxytyzVmYAc0B8fRUdsKd6wLJNmHbrz24AX0A5GzQ0bNRxFcHyWfrSebJGwFxsYq2giF7SDYVOxvRyZEQcFfWRd88hKgEUVpPM+qOPpdsgYZwrL8V3GGk2jgPFIbGGlEbIjMGhEGLOCcJIu0WypnPN0qXLkjJjwMHkqZ0Ji9M7ZMPZ4hwAskAcu0BWPR82k7MHqLM78lMNlDlx7FjZ++H+yJl7co6AwcYG5FI1hY6Do5iVLaTDRSs4mctXLo8uYu+dKQW+WpSO2zZrLDVKHQGdw9ZjTzGdSJbkoDeZjFq1dcPGVr7DWNaGniMzhoFYe3bZc2jl5jNstbx6pIrCXjn5mRTW2BR7xyaQa6vK/ttL34OM8Bz0L8eVHbRfyAr6nI0+8NEnZcWyZSFJLl6+HGfedeXs00m++/HHH6/t6K/2ry8UzH7/+99L0vTd99xX1q1dF5qdQQKOKGMCCehh7hQcDA2NRGBtqM2g4OXHvfrKy+W9D3aVt955O5S2vCqhdCzSE08+kWpi3ur8+QtSEJSReA8+kHZOimL0XMWoUWZAogPrPbw3ymT5ylVlxrSp5cDHH+ea8rFa21ojKATDhCZsg8kXVQiw6qkIMBNYuSP1dWNp0E9JEgLKCEXPyIcFGhwIA9PaMqE01noWAvlytoAqQAG75n48P0UMOGMNsbKUM7DivUCC3BaKhIGlTNAI3u+zjKIcLGCA8mcINOkX12lqNrEGO95aYytU9c/JdDVqhLMhJ5QQA2jyVnnKDDZFZL+EdLBhVW7QWNqrVDlh9WXhosUZC8g7BRxUbOsbOGkS5rca02d9fJfnAKAUS/lvz+OeGfAAS710+/vzOR0MGB59cykvHjzPVc9Nn6UsvThIxhxqjyZVQ4P3jw98XNauWxPQxPjLX2aQ4iyYZqObRPI06zLd6bo8LhOvgMK2CbkvihiTsXDx4mhbilMroMpbrsJJoyNVRwLaWMU8g7Jr1wfpQPDwQzsCdE+eOhHZt5cUFsAJzDHe2FJhbHJKzuQ1U1SYfxWh5INDxXA6Q8CDARkYqPlzZpcdDz7wy1Qd92pC3bgsckKkmtg7StdDKHoQwpa/qBeqvFXAk4d/97ZtCW2/+eYbUfiYsLd2vpU1F6IFEoEye4zJZQBMnFEM9OGBD1PQAYhkP4eH8zuK1X3IWWbgdLDgSHIK6HgKXhh9aMhI4qrpPUWq1y+WXXhPiNO5x4Sp6Ae0nOe85L21tcWoU+7Y+v379+UMciAZZCF2xuj3f//3cm6uXb4co7Fs2dLy+i/eKKtXriwKVLFuHDngYeu2u0tDfdU7FsPEILkOI0Q/ABOYYsWC8qpFE3TdkKe/dOniOMnHjp9Ijr0wJ12iWwBjwIgAmhrlc1AZbmfd+lgD4Iacrl+3NoWSmHfh3td/8XqiJaaOHT12tPzd3/9dDOLBg5+VI0ePhhlzJhLibqyKkkzAcwaXL19eVq9dE6AjokT2R4YHy4mTp8PQ0x/yl7FDWEbPOKG1rXYmqvPI8SL7zh6jrMuGa3V2tGfdMTWALL1Krl1XKNmajRtt+ZU+qwAKcXDh3IVc1zn3M/IDAKg6JydhvIyIPn82Do0wMRKDYSd7ZBkItfeigRxOg2E47grbOFbIBwdMx4ZJE9UVTIrzk++Q01nLr/R9HF6AkNzQ1T5HLytkMnteuyhAVg40cE2PKnoEHjwvB4mOI++Am+fQ69r5Pn36ZIgJDq79lJdJV1pDkQKkCl3l82yICII8WKOH6WhnSSEjEoINAARF2LTJMlLYvbvQja6bmVDmGZIDXIsmhT2/di17uGD+vF9OYbMOitkARw7KgkV6QEuJ6wiwM5WNPHan68rtFOrSdV4AjjNNdwPDwJORr55JH2G6QgGde+TsckrdIydLFIDcsTUAIUANNMvbB6LYCWmB7BKiyxpinT2zQRZAf1IQBgeTYvCdX//1pAhRdZs3bY6DhT3lnCgwVSMg7S8FWGOiVj05d9LtEEaLlizMfX/yyaexqwqg2UPrQ4eSUeyzrgkK65A0y1esSEEbfa1/NYYfSUa3qiegW+lsNnR8hDQywxnyrNH7jY3RB84ehp1c0UF0pDXlyEg/JBccOOtBNIFGvcI9I51hvRNZuXQp0XF7Qh7pKbUIjY1Vp6alSxbnmebNmV2kkSF/tBG1V5wi2EI3FuvEedNnfvt990ce5V+bNLfz7beSZjNN6plOOD23Uk+DDRftuPe++yr9/Cv+/y8UzGrSbfEYZsMBgNDFS5dESBxOPekYVZ4iAXCwMYUOPqNHaFTZnjqlAnE4gJjRR39jGylhi+tw+x7hGIbK7yg2wJVyY4i1uQGIUtHc2VFtXIN54S0BF5QUlhColKPIU6JMV69amabk8kkInmlFEWLeqHzfgb7kdJlXTEgdKM8mIZ4H6oUpu3GtatFCmRICwshTpBgoC54QgCiETREKRwDVWE1C7I+Qhh6cFAah461qb4JtAG6iRCZMyKEBeAi7tjfCEOOeOEbOYeaJVhXyt6Jgpkybnspv93b96tV4rRwEVeHaT9k7AF1oGmsLQJjF7gDOmDGt9PcNJEQO3OfZatOyxg+p53Dqum91ZYQvxaAw5fJV/Wcd8KrnozVmHChCoICSMkJUjh4WBIBauXJV7kVCPoaWh8xgdE7qSMsz4Z+169YmvGrNdjzwYAyreet6RjKqWFeN/4F+rIX1BPIoC3KAiQFoFXxRAkBnYxMP+nY8Tj36yAg5ZaApFIpTpwbsWQXG6ss//fSfUhmb9mxXrsYoy0M0qlH7HpW0DLa9o0Awkpwjxowysr4KwCgrcslrVjmAcSNXDID1vvuee8ukSe1xMKSaaD2HrTl/9mxyobDy5J8sCLMaWgFscICEpilAgM+Z4xBx4DBFWAaOo/WVex6Wp+aIUJyurcOEThqA5UU5tl1dBZMqTUU7tLfffichZuCHQvQMmA2RkUeFqxoB1/r0K5ZXBuQ704wEhkR4XzFMlOOkyonl9DH61k3RkiIXQJdcXr5a5VbSI/KOz589H7ajp5vBOxvna8tddyX819YhD7Iu6z3eV9N3ppPGtGnJH7t6+XLAVda7oTGgylm4ev1GFL4iTiOTdXsAnABjjOXOnTvjhOgO4czSLTn/zc0BCyI7nFmFlO0T23KeGWpN57GYjIN7YRC23789zjxAoppYBIpseGZ6BpjETjkjAPG2bVvLpk2bA2q0U3MO6RBG0rkeB/ccHvqK/Ks/oFPIz+pVqwLO/TdAK8Ki+4u1sr/Yc8NtRkel6UyIjEiP8HuTouTb0wXOhvVxbrBigJsUBcDH2Q5I5bQODoT9YQfozmlTqipvLc84fvJz6SVRqxSdTJkceWM70nlDAZbODLXe34AhPVo5NRcj05xmjKC2XNgtKRHVAIWhOF3yGC9fvJDqd8BjPFROBunFvoG+yCC5xIrTT9bp2NFjGa7ABpAbQJFe55z7255//NHHpb6xKaSNinO6nWODoVZspNbDWaMD2JCFixYkQinqQJbky8tfl59ozxFBvuPypYvRaZwjwHH9+vVVmtmovNqu9D2dP3dOfkeW9JsGDoF1Otk90j/jzhNHg11WvMnBxOC53yoPtLucPXumLFi0KMysnzm3ZIuDB+jRlZxd36nbivxxYWlgeuebO6NzfA7J4r2cNGC0rX1Solb2S0qcFDz7KU0n1+zBAAAgAElEQVTn3nvuKTNnz8raW3M2gpNLJ5BP38dGUcLk2Nh7KUTsNzlQbKztJfLK+SKD9IzwOXl1r+yBc4YUYmtEvpAq0gB0SbJme/fsCVaBFdyHlA/6j262jw6kNnqiNhwMqSDOorXVPch+DQ3Ime5ITrXPcli814djK8fGknqILFCIirTq7ukJCLaWsBRHhXyyISIbnDR7Zn+dK+kUd8wwXlw+rF7ODSnMhHV0d0Eecpw5E7qIIBanpo1pXVLQXv75z3MPdfWNsYNIg3feeTuRvAe3358UHPttbc6eP5cIpEiBOhV4jG1nWzy/FIb/X0wAe/WVVwMo5V8IWVC6lChjiVmD+h1ojb15ayqxAQqbIZygEbLQLYGrmmR3JG8Djc2zlhurlRBFgx1pa22JoGIML56/mK4CNpIXKwQqnIDpNat5wQLNg0cCPgiMooOJEzvSSHjbtruzCbyebXdtCfimbCkRmwbYCFMAo6h0SoFRAASA94olrKZj8UqDcpKPORQABBgSPJ6Pv12fIuDF8fSEvwBRgEXYzLMJpesCICxCuAFY4VTCbb2wjVijPPulSwH8WAfVz+Nrby0BtfaJHQkpAWLSJxh9BgwwYmCvXDM9rUrWT5VvCp6a4ix88slnAcMp1KDImqpEc7k3FLaDcYfv6+jIfflO7KYG365HAQhnUWbyf1X/Uvaq1gFIh4QCcD/WCagTKsPUM6CdU6ZUE8JaW5J3TGEJvztICgrf/eCDJPbbY8Vw+qZS2BgrsscgAMTkDjDAwANrw0MjcSakGTD6l69ej+HvmNwRubX3AJZwvHAsA02OGSvjIcmo5HmfxQYtWjCvnDl7PozGfffekxGKHBaKmlwDH5SSPU+uZVdXnhFAV2jAYHPaeNiAaJWH1hY2kvdLMXHmKAprgPHdu29/2b93X0L2wNZ7776be/a+B3fsiGEydU7uovU18c4aLFm2JL0SsascCyMWTah76eWfl80bN8XrZqAVFwCpFBVGzVhLrCyZ8jNnTIrBXdu2Jn0IoBGGAzYoTU4mgMAhZKTIo7QYbC4GwuAU8qHV2W0gSRi61nSe/DMG5E6hw+HDh5PbvFShjv6KI6Mx+vYByGOJdbcAwrHpQukcDHJErvS/5XS89sqr6X1MyTMICxYsCOjEhtlLgD2Aogk70RmjBZRibkdqTAs9xLgpfpRfvnfP3gxp2LBpY/ZL+Jm8yb93TkR0GC/fv2DuvDLLwJGrxqSO1fLGGaiqjyW5W716ZblDQWeDwpGqF/G69RvD5u/esztrRRYZZU4sQ/3YY49HDhh6xr1KZZkWfWHPTSm6dkXP0pvFEBJM5kCtsBQrS9Y5J4yhXHtnV9482aO3TQQyWU+KFAaPDsPC2l91DulqMDCYs68ugPxokC+v0FrdvH4jYIZjaS/He1Ez6FggBTz2VBoPP5EcuAegA4DCoIrQYKysG8DHeGIVXcuUInqfI6Mdn3QbDCKmlUMl/0/qGV3LOSQzHD2MoMEI2GgOnsiG72ULXJ8MupbQspxa6QOYKJEMz64inzNu/ehQqVwYXPugRZQzwKGyV2RQPr6hN8LhakjUE0i5mT9nThG29Xn2hSNwe4yMN0emRFX0sxV1k7+tDaHrY6+xixs2rk+UAROJZQWSvRfhw4HigHAEfEZOrHoFjjxGXSs7eeLkCKgiL9hTeyAyNGeufsj9cbaGBtQ9NAbQkWt7AzBiqUUYRAHtj9oD3UMMZJHPbfy4vHFOqXWPDa6xlEioffv2Re9yxuVCZ5ALphnw7h9IqotUGHpMn1fDmZwpsunZTE30XAoxpWkAoH7HxpBXPamBMTmkQCXZpTsAXXoOeYV91d+Yk0jWrJvJoPQZ/eqe2WepHbe6ugOm6UfRMrUPBo0YyoCg4kT6jDQI30/O6U0y6voEkL0WufVeOhvYF3XjCOr2AT+ZIok5boejWltjZ9lHuoQeggl8Dlgl075bVMF/ax+WrlFjt+OguIb6Hg6n2gU9hW/c7C7Dw4q+pxdFmdYkHSd0McL4Ll6UmQFyytlR9l6U0zURZZwkxXL0ON2COFF/8Hm8vlBm9qWXX84Bcghsnkk6lA1DoYqegqBUCMmdy5fn0FIsDJZ8Gwif4QBsMVYEa+myZTkoc9LgeEFpw37KQ5XzUcXCI4T+KQkasyYUoz2EvDCGdO7sWTGAPDyKwnQn96eSX/Nw4yYJDyVoJjevi4IFXBRHJJyGcXa45e0B57VZyoTToQEqKUbPiK3BUvheih5753q+h4IkpBg6FfaEh/LxHVH6XTdzSFXUrly1OowqTw5zi8GjXL0PKHSfvC3Kw3NhHhxKXjHGIKBZjqiQg0KZFGENZVSn73NIPIuEdeuH9QWyeYHuWf6fNbP2DKvrAhKMupciCcAZWHA6gRHv93zCzQ6v9XCflDODymAZb+ie/RxrR9nwNjE32AVGRYgU66ajggNrJKqWPbxcYMMzuWdgZeu2u+JEAalAl0MM4mAmGWfr4PC5hvVhMLHiwJVnFabDAsndxrZgihIebWqOYbMo8l4xRtOmC8VOSe41WWCwhIUoWezwrDmzwjhwaOy3+1+3bm0UBGdFfpRQqfvSC1REQfrE9vvvi5EAeMneujVrypw5s/K9DA45YeSj6Bobs++YT6BJK7DGxvqyds26rHHXjRvJfdXPV/W3fa1y06dmDfRg9AwUrYldrc1NMdDnzl2oGn2frXrcMk4cK4VR7ousYysp/Q0bNqXgwAQcoE1hHocVK+H7KDUydv7ipawrsEYBk1MhPrllGANnDBAlNwqY5KyRH0ZTOobwJGPW0NSQfFXGEsvLmaMwMH0YeqNRT546E/CtbQ/DzOBhGYXGOKwM17vvfxDjsXTR4uR+Y3qcTQYA8IqDOrGjDA705WxMnjq5nDh2PI3EsUfOKqB559KlcXAPHTkap+qJJ59M4ag2ZlM6q76edBmwfOP6zdwnWdWQnNwzOs6G8+NnnhEjAoysWr0qQMzvr1+5GsBq+hEAir29cvlSitcunDsf8LFs6ZLylS9/JbIhVUIEgMPvGs4r8OAs0guM09DgcIyk1Kt169bHucVScQaAHc4i/WutMV2AIXk1QpjxSmcKo0v1jm1tSW0Cx6HK228IU2fvEAsIB4JLNzh/nAJN8a2585v1Nld+cmciLkArAI+5dH4wct4ILGPsfY9z4HMNjVVup+/ULcf7z11Qjb4i9yuKA5Rpq2cEuSgfZ5yOADQUKUoV4WCSR3royuWrmYrlOhxtzBd9AKAbyUu32AN9jkW8nAl6UfTqVk932qy5X1Gc02dOhYRwzXvuvTf6Y/2aNaWptTltI01O4vzLFZVXS/feuHYtAESOqrNmH4DdpqYqr1i7OMBBuomiPrZTihE2dsasWTlPe/fuzdly5kQqnTHnwXcDe9rtAWyA8NLFS+JwGw3re7WXFDlwVuSaHjlyuMyaPbfMnj0zwPDjTz6NnNGhADkGk+0i2wgLzKOzT44Un5qcx0ZJnavyZmclJ5k+tt5kHikT+3D7dqIAnCBMq9zVtatXlVthvrXZm1Lmz58bttia2x+AfM2qNVVhtemXtVZVwL56Arm0ZBHARKqw4fQm+aNnE2CrRb/kF9OXWn45e/MXzg/bvHL5nbERzjPEKLLqvMIsCBXPzxZwVrDabN/mzZviMLBXwLXoE/uBuJHTT0+uWr2m+O5piv+ajLivdCNH27mDW0RZOFEYdKlOgCzZ9H3RqYrrDKNQ5Oi+DLoAXnt6ypUr14JfOCJIMLrBmSBTl69eSdch3RwU9LIfzhcQD8Czi9u2bUt7QJ+pcuKH47S/+tprIfDSq9fks4GBpIoYCiHyR+d9Hq+6MajhC3r90R/9hzLQ35tQAMWP1h9n/ChWQA7AmDN/frlh7jIFmwk+TfE8MAaUrsNPedokuS7YK2H1NKDWIy95HS3xLHjaBNIh8gJ0bAzQh/EBARhzoV5KndJNIRcmYpIGwoBNNbcb2MO8eh8jJ2dJOHxS8lflew2VyxcvxUPhwQNbxq4CGoRTCMDhci8Up59hFlDvtgGo9/2E1e0CQNhK3u21a3qhNoQ9yxQybI60BlX3RtbVZp37HJYDI8NrBeB4sb6foAPwnofhoyzyzHJ5Zs+JcgAo9E+0WrxxIFxahokfPgccOCROrbYg9kPYzbPL5wQ6AG0TuUx2oyztk88xEt7H09NTlLIEBCgPLdMAMUrafd3svpV78xlgVTGfZvOYOwcSeAY8jfzDGGkMs3XbttzLje6bpedmV6pq40jUGTjQl3uzTtaZMsISMpjNE7QjmlCaAAhjLIcG86evx5jJqipX7hY2MA6A5x0ZicOAwZ/U1p71vHFDXrKVGysjQ8NlgrGSg/pQTkoVN/mp2pZczf0rDMMUbti4IcpTKoBBILziiZ2Vc4RxtWZA/eBgfxhris2fMPlJ71DpfT3hdN44paM3qTC3BtkXLl1OCgmZk1fHSaJY5ZxSYEAJxc04STfRiN26xOOXT93ckrHCCvqcDYYA0MekCHcz6KbznDuvQ0NDPnfX1i3pwcjgYvBEQIR1KVQGjpPk/GDs7UfPra5cG7NRgay6ao80GufcVPGMnGEVvdaVk2CvWtuqlkTWE9NGZvWNrqtrSPSCc4VBZyyMqx0aGkjY0rq6X/nPa9auzndz3Iy5pZ/cI3nEUOhDTN6cNR0j3COwiAnXAQVDhhly1jjiiqI4XsAWxxL7woD4Dukq0Q29GvQ3Jl3onm1bk8Jz4dy5tPTC7rkuRgsoF0Vw/rDBSACpNrdudQUIA4F7du+qwqhz5oQJE947ZoTwhYtxOESP6JKZs+eEbXf9cdXPkMnrpJfa21pTTU/3WC/nhExgsjC3xh4zlH5mL7FwmDp7wTEPSDamNNMG9d8dCnNpcZ3lGPMR0RisWX2uSycCfdZKQQk9CSzRZQAUXQ9Y6gZjnd0TUAlYIUGcs8ZE3Gqh3d6ecrPrVopUgVJt3bCTYdiGBlNwau/dN33FBk1RdAuMpG2dIRAloN1NcKDIt5/pPW0tRU+w9NYOcQF0sh2YdiwsgaUnpTVhcnUoME7betHZgA9mWKgb04VkwUpKj2kPk1Yxdd5P71kXBAiWtE84X+7tzZtxdhTjOlOe0d7QN84Vp9U58XwzZs5IOocx7Ip06LKKVCGLo0UhIhDjzAOrnETrrA0bHUU39ff2RA+L1thn6QP79u2tIhauU2vXhp1mC5566ony4YEDCUeLnCowBZK9D+uItKqidEbVGmfLlnbGvgODZNKZ8Z5DR47k/qRXyCnH+grRa/nE+edE0l9Y+HQcam1JTjIHRuRJZIvMcYTYq1tyh7VOM1xouGqtyEFV8NjXP5iWg9YRfqADyBCd7/0YRnssHz572d0dGVVUFYyQKHNj0hQ459L39GIH2oFzqYH33nN31v3mtevl3IVLke3x3Oo1a1aneJoTxeGHe6ZNnpy0KxGypKX1K5KbVJpam4oeutJMYJmKOGK7m3/pqDqbwDkmnsxaE7LmLGpzh3TCshJazycCACuQG9HqmTMUpA+kzSUsc1Yno0uXqnZhUw310ZawclrYiGPHTiR6xEYByq6tVkE3Ha/f/R9/N3//qv/vCwWzP/mnn8Qj8xCMC1Zn/KW6G0i1WAABL46ioHB5/hQd5YldxbwyVGNj2lBU1ecwRGMKokqUC8UNsDl4kqstrMM5pv2SZtyaAzKQBgtoalwDIISAUgLy/Mx/A9mMF5pdOJmSr2pM5AVVSplydC++FwPh5XqV19uczebVeAkVUMoOr3sB5hyYeL7N1YxtuUkMuKR068AoJJRFyaZYhFIfyff5HAVBOREcoMXL9a1Vc2tbMYaPV+rANDZrGdYYTxQz4778t89b/zxTfTWxRAitp6+33JDXVgMKAPz44XFdzEQEf2QoYBwYrS/1ZXBkKL0be/v70su2baL+iKqVq9nk7tU9uqbP+8680ur1dsViKECYMT3hsFs3buYge69DG+fARBQ9KZuxpe7jdg6kPcDOZ10wwPbn9lhpbZ+Q9ja88MhAPcaZ3FVthtyLnorCXpwHRioyNjpcRodVeWOMKkYrQErlaWSwBsR1vbjVHRYPaPe7Se3tAYPYD2vsHoFUHjTD5IWFIYzkJfJW5IxSBE3pfID1kppBsTsDzosOAuMv79W2h6wD+l6uI/1kaEAVbnuYguT5Kd4ZqfIXMX+uB7w5X4yC9TU9ShulcYMHlJJxudCcEGyPdAaySWFZ57CuLVVB4fDwaM0ItoWxGZcrfYq9sCJyy+TqSikBfnLGjMMcGszeuI+e/t4ycUJ7QCTp4MhQulg9x8n9YXo4QlJ9rLfn6OnSCm80BlBxg6gIOUn3iBQEmVNedR4BhhgrRU1yJ+mm6/rhTu78pTxXLZWuFmFDxS/W6ZIQ4/z5ARsAQWfH5ADd0ZGhcvLk6cij3MWxurEy0FsVcLnflgmVzACodJh9BegAgDGbmHM/Wimn23LoBgO26CRnXo4rljjrWDtLWQMdG2q6anS0poNqLcqcFw5Rc6MBFApGqo4DCAP61n2RA2cEgLK2/htocd59762bXZELmxEQQJfUQsF0BgAixUbkSwhc2kH6A9cKOO2Rc0qm7S1HGK3ks64DrEsxcm9kbXwdvFdLO44HuR1/RgDOi3MgBWd+xmtXeqGtjSzI4wPmqs4Q9I4iSs6FtScP1r7aj6psvr+n6olJb1oLxbn6z9KPXtKOOBnkD2FHdrO2dJji1RrAFS0TmlXYJW3LiFdba3/HAb916OnrKaNDo9E19IE0glzbmgj7+h8nf3A4a1/py1rbv5HbIQroX/Lj3Phu+8bukVHXcE17A+xIaXLOEATOifc6B2wRIAYMS20DImfOml2AX+/v6etP20AEiWfsUCyNHTb4o9Y9AVgEsDgpHBdO1i2pSonGteb98qvZbgVqbBuwaF8RHrdudmf/kQvRyTUHaNyeXr1yOaCa8QWOCSmLSq7dP5tJlukyoJWt90z+bV04xVhuckEW6CT3LI1Evj3dwWGiR6y3nr7eQ76AQKmF1RmlgqSYTAjA9fwGIwH98qyxzhyDMNAKqE310rP18qX8LcIHGEtzROrc1FmAbWtpDls7d96cdLmw9+yluhJpl4i1zqlT47h4Bk7U+H36215O6pyUNbDv7DpnjlxGdjNcqopuIzxcT1oBm2Gt6PhgEjI3Vr1PbrJn94IdPGvsX32lH8iGQmT6yGcVGHLY6erDBw8mnxp+g784HV7f+c538vev+v++UDD7+muvRZA8RLVRjRFi+XAUi0NLqMfZLX8zzMARoSK8FNv4y4J7/RIE1X4QAFtXNW4eB5DeSknLlSMI+T6qKMBUNWFVdOIefE318wqo8nkIbwBPzSi4j8oIVXO23b/v9HOKfvzloAJSFAQAPP69/nZI3D3Bzj0HXAtnNlZAvNanFGDwvcAZACjlwbPkHmqMtu+hYIeGx4EAYIrt1s6oGgRAOboXa+xn8Zx6e8M8uF/rrR+el0pI17JWnl0luLCQ/xZiB7pyL40Vkx2l2Noa9sDnxx2TcSadVw5A+rmfuRcHg3L2HJSSg+GPdIOqKhcYrPbKPVdORmV0ANHK4OovqyVMBcY5Jq4FoAz1D5amlsYcePvjlWf3jLVuCZ7N4QP0XRvAArRcyyf8raqeYaMIBwb7A64AJUoWs2aWvd97vlThq8qOAR8Je431jaJwrTgTTVEe9rCv10jhwSIPDJuagqAm66LnaXc1JSltpTD6sYaVEkvOXuVJ58yQa05SFDHGiNJhrOuTr0VxtjS35qwwemSU4iXv9o7C86wMv2sDIoCd9kst8txqIInc0lSMULWkjDjHoFpfZzFyJLcxgGgseyyMR8Yxjrp65EuIln95L3BQKySztpinyuDYg6aAIuNB5TRbryhii53rWocqlx64sH9R0sCGPW1qTKWz2eDCwRxl6SIKKryAAdc3stlkMXslz5FR83lODCMHcHNERU+wrhhfEQU/643z3VIYouNHj0VWwqLUij4rfVMqB0rKjms2aGmnh/K4LshRy8/zPEoRG6pKZY+pjRPjzIQ3i97UpuPpxYtBsY7OAcBr/50r9z6+Zv5bJAFQyLnO2lehWOcNWM575I3KN6R/olPHymBfNRrbhgGsinlcnw6QCkNm9Hy1HhhE58hHAYx2rQLr6srNq3pvV6CQAa1AYX1k32ec45GhwTIhlfeVcifyXhxDa5ifZigJuahy9D0TECpk6z0AIT0vGjOxNrymta0tRtd30clerun7SAEdn/2uE8rXIhGorkCStaJXrOOgEaMIhibOUT6YZ7cvHCafpeMMPpg1e045eeJ4WPRK0qtrj6+9+/B8ZGv85ZrVz+3LaCljFZNPn2Byrb19Jvo6T/gu54pc6wk+MjgcYOwsdyk8GiG3bTX7pWVWJfP2OTor51T+ZXN0EdvSmHB8a9jL9vZJcUzcE9De232rdE6ZmpxbssaGITyw0Pox6/UrjC1NiR4GrpxbIJnupI/GAZMooRddVLH0HJi6yCg9GJvByWxrjz3q6ara+GE3MbnWTqRXREbxLj0OeFl/Oficg9lz58RJ8hwcPBFVa2w/AD66zzpg2ukogI3ctExozXq4D388/6UL1fhZDmrIgNbWnANnzTNVJJKiYb1/O5Niw046J4D/yOBQohdINvuGYNLqEZgef/murElNJ/q3/fYig/YNWcJpYD/zLDV9wrmz3l723z1x/jkczjwdz946Gxjwpoaq7iXyJlosz9cod9Mr40BVZ07rTG2+DEaSNuGa/rBHse9ph9gTO+BMcfid7RvJFa8K0Dsmtme4j3tbs+bzyZmtKJw8/uf/f1glbSD80UaDZ6OYwKEQ6kfdq2QGYIU2YwB4X+m9WCnaHKr0Qa0YKApYg2DKMowgZWCSC1ZNKDah/WpcXjy15InVGNaERAlKXakbq7xXwuK4xyBHuWNlK7YYEIzCHRZuwPaNe9EALGalYn4dei/fw7A6DA4ehW+zvZdwU4BelJR/x0sNcDe6rhIYhngcHA/09SZ/VXgfKOApMiB6XfLCUf0EWKiUkgmIZrhqDgCg4ecjQ7UiCsC41uCZ50hREXhGiBEkrL4DuyfURkAdfE8WAFUqoEIpWDfMir8pBA/sGb2bwMsFdSgZOdccB8pxAmpen886RACfA+jA+5vVcJABP8oBAOjv7a+U1+D/15Daffs+4B/QIBu8/fE+rtbaWgZAa5aeedfYIcCYnFXVpO4BsNGZAuMpxNrVoz3XcMKZDIT15okLHSqKU9EsNwhQ7JeC0t8b4OjZLai1YHB146gMbTWUQXiHwqEc5DICBlidyohXrJV1IB/WWa9BvQHH97e/tzdpCcA4gIf9xQRgfoE0KQNC3oywdc8ejYzm/snK8WPHMnKx+4bk/IEwV7x8yvr0yVORgYFeuctVyBlYVJ178/r1hNjcm5zTC+d17dC3sLuWYw2EVY6OtkUYGSyg0CfQTnYBJTJrPf09btRv367Czu4Jo+RsW++RESDc2au6RpAXvwtwLaIvmA3ty0YSfQByrL17JLdyn5N7R1CSUtRQhgZEewarlA1tzybWJtyM3U47scH+viKi4CUqw4gAuL5TL1+gn4y2TmiPTDsbA0PDyWWTmmCNc2Y4AMkFrzlUJvf0SbepWsHZWyFTjGaVm86JM9p5YqUfMhVtWkASYzs0MJj1c16xjewzGQCsvca7OVhTssBQAxRkAsMqB5zxC7gJq9ofIFDpIbpIwU9zCkxvXL1WtOeTsiTFovdWd5go6+xn7lmOMiaKHDunKqsbmuoDHjA37qHTaFtG3chnBboTJ2ZN7GN0JECg5Z5RnM76sN7TIkuY9WpapAJQYd5Kt45kzTCeE9pFLKpwq73ViUJeJR0WgNsjh7YaNuJ61gprhYF0DQ6O+gfTEDln5E5FvHsAOuQJ0oOezXNaV8Ap669Yqsbe0S1kErtvb8kDmRXpoNfkZ/pecmEPgTF61R9yJMXIz7N+0p6wYa2tyfnWNxfos8P0p2JAEQPniq3r7e4J62z/7e3la1dTte/5OYSm9JFFzw5gkUfPf+zEiXxeOLtOStgdhpcMB5T191URIfcEiNJPSJVxICtipAON89B1qytAVrGetARpTs0tEwpHgq2syIuh0m6o0M2b+W+Omb0kdwA7EFnp+KoHte+2xq6dIrQU+latv+ybvZL6heF03qUZ0NNy5KVyWD+yhP1kK3sMRdE3tnZO4tRra1ljsMmaeyEjCIasQxxObfKkG1SpdJydsOEGV7B3RvW2tmZtpb54KGfMOltvaR/SGqyF/GHXG3dwyGhSR0QeRA8G+vMrRbKcF/fK/sk/hzFEcjnAPof9JnP229kjm2TXfaaGIWk2Qnac4f6kGHSY7jU8kpQ2usDnyKVnZh+kCbL7/y9vd9ZkZ5Kkh/lLZGLfd6DWrurqZZqSGXtIznCGFxTNeCWj/gT142TGO/GO65hxSGl6xF6mp5eq7irUChT2HShkApkpe9434mTWDKWrrgpY4pzzLREeHh7ub3h4RFz79NPl9r17ec/sKtsCJAtvef7s6WrXBQCcXRde4uRA5dur2PPsnrVB5AMumtgoSuoP/N+3ugCMKx5g0DAqFfAwpowxkjcm3oBscbQ9gK1nbcBtwyRiT24SG5AG9868r5cTeo3je0Fg9+abfCtTAcSexjF/t8No87V4BikkApNpheQF9EzPwMytnh95SAFT/RZ6XUcr72hoyjM8HgRZdh0hMgo6UK/lRu4lW3aX4eXR2O2oye9ppKdXjiH3fY1bc4zUgDoeF+dlG6UCSTo6UIseHhz1852B5qlFR9m7Vl5ulC7CGeAJ1Gw1NACP1RE93mP8AA3Mp2TQS+nGqyTukOfv1U5aUV68w6bzdUqKVdIJ0aIuADX+4frkpU/PtP5G1Q0HIT9DOtJO2k/BqdvwwqLFuykXyLSVd/t5+KJe5GLFGH0AACAASURBVCAAVLsBIgB7TrlZywQwWskVeYzBz1njpYMS1qab2RNUfVp/YE39rPg0akUX48XDqDxTSfEQ8NJvihXriNgAInzlZUPXMJiuA1VoyEiblyFxjxSh1d09ec6iAHwwWKKkyYj81B/g9d2CFYrWd4AH0CAT2oqhA7K0bwaCGwaQG1FQaASeTall6jD7Xx4NuGjf0Qc72BF7hlbAEf860OiiLgrPQSZo4xXm1dl51e3N5I9HFgWqg4VRDD7ZIMvyJ88Bt2Rp+1V0CKUPaGj7AFsHiKyvJ4Ycn9Fs4HvkCCNr0ANU96hRfLX1FnDAKYgvypKXdge6gUfeMCEnDCVQLg/ebzGBjD3ZCQCwU0m8X5VO1y3GwGeyLW8KX39xzzV5iSP2HmCrXvhuUC3m3wIjQMn6AgDVfXmqM10DsGQBzK79PY9HRvTtxAAeWM/WR7ZZE++3JGSIh+tF+GlmhnxEHncNLq03aHukj/LgPH6aI4WBUXximIGbbF83YoKjBbbb1+l7g3JT26Za5QPckVntC+S4tmVR7GPHe1ZfiWNNGEsAZPeYllcAuJ45ptOBTHKQNsps3sbiWNWE2+Rgg26JqI51DvQ8evITrxqdlL057c+9JKyAl1Xba1tto29ztPiNN2hGhzYDMMmZLQDVO3Zs/UC8k/fvO+xmOzNe8tMn7RWu//Ck4p8/3i/9wgDIoBaI0Zfltz3imetgqT5CsNALuha4Z0nw8PlYeLSZsAD6fCNeTLpVXpkhNHiw+w4Zw7fobjNRa4kHfrld2eRtVVc8o18BMXwKPzg2bAV33P68J1bOBvGY733v+2lDWyQCZhYoKY/M2jnn8YP7mRXqugoDEnaj5ZB/vJ229MyZU8tB8dIjDC+8d8SwaXd7UQvDOtaZEnXWb/R/Oo13WJlmuJx2Ro+ZsVMvNoYOjm7j5METNlIbHCAHa+m/wSvrtbtOxaTH9CWCYrZC22UQ+Wo7bUZ3ZlHhs2eRLbyzNkA8tn5NJ5iVEIawG/u4Hi8p+8zh43l8PXbiWPQw+YqtSYiNnXK6WBl/Hj54FHuhH6BHX1GG3+RUTHFlzhHFT+Lh1g40EbrD6zjatrNwi76hW0iKfMixkCr1O7S+sZw5fy4LBy1qTj9cdjP7YM9+eop+NmtVGT8aJyP7KSTtjP3zdxrXe+HCxdj6P/R/32qYwc9++t9Lv9bSKQCpKIxozFzDJAxgPJPGtAiQKuVegBKkD+B1+l+WEsVLiQEpDKMGk+qdXIsgDXhkEi8GQ5mEJq1MSoBhPUXZYwSnZKCQoHh+JsYj0ufZMR1F+EKAclUtk1ilw3tonPVJuSNEgQDJgzBIAVpOCRtGQT4xKLm3Fw5RAvJqaFvxaBIZjyVvM9v1KvUI2BuezGio1bMAeHldbk+2VMBn+6AzHqdixsRBRbnHKNebLV+1XrXNaNPgTIOQhEGI1QMaOljZTzuFUz50ep0SkCY/9oxanKvJJ82NjXjuhzpGHnaiwJLB4F8IC/2thLadZU66C2LGqV6TxhFPN+mZeXq29AG1leNcGGAH75xzLejfIib7xkZreyi8Cmxv/WYs9y6AY9rHZ3LbiwUfYSTqGUUxZKVk9OEoN6IcTz855+1qi4Q/ebdASl9Uf30PbxnwymIBVkvv/yOLeNt9R9vq/ShX1zqj4V7kHN/Hw3iR6/qXPjum6hjs1kd/NDBVdmVwAsDQnQM2qiMyRT6Ia98bAx5yrK12d+OVcniAZ0+P45QzuBqzFoy83RIePX6SfXKvXKTUycUQ4IhIPfiKQnuMyKCRF+fY4SPL//PTn2agcFz8bsI8OiCuIFZHoEc/Jscnz3b7HEDI6UgWF0UOlTFCiPxmfPAw/KN/xtRjeLUaNFffTVCHduVkcAIUm1GK7mms4KrdVAZoCu/bbrx9pnJ54h897hZtjJvyGcryoG2T3jaMH51sgCXLPt/8nFiWwzXu3lvCm/RBbZ2skq/6KlcS3+gmECVNWcqPAMa1ysmgZapri6cMeMRxzxk19Il7ZZQttnLd4CA6okPllaMk7TTsggHLyH7YieooaycmDxIKMOSaTi3Ytc3a0WzT5DAJK+ADjhOX/3Veqw8+mXpWtnqa6td2yrZ11rQVnnWwRGTSjxC3trx4OdYDiKEcMkIG5GuA4MCJxw8eZFAIRAGEs2KyiM4dMoS66WTRlmROv04y0Bx9G721tfXiG0woz7N2RPj4Wvc5Bm6F2ySNQcrTp10crWy2Gg/Vu21sYXKnxGOjRmXJCRBtQOE9v7smBj8qJ/LRv9s+Nd/KnW0S3rK12neE1ADOBhsZ+Ix2nAxWP2VKLbehZtE3GQgdzCBlPy10yoVLl7ItlbojFs/oNXS90pcHfkDPbPPyp/Kl/3hWfwTGLeKbtqXtUxlS3ymH8jdA95586Z45IzufMchO3mMGUpnAvKSf4Xfs37BXc5YneS7LcvjYscgij7eBll2lxCN/8vEnCVNRbmy62ZQRTkRfZMYpcpmiln/8T/5Jv/yB/28A0x840/+v7AghAZEsEGonqWKkdH1zf9XIUSa76dyETydPw/SVFrMCXqNUnroBKiZjNVLiXnVb9yNEy5IwZUQNDwwRMTqRNPLa7gB1kTnCUYWTOqxArpdHI4plyjRosqAWmo/tb0YZ6SAUdmgc93fExgHgXZxmF4CUP4xxUFo69e7yCr3jT8eRGCm8pHi2D0Cs3I0VTF7FeiiAlFE3iz4GiSvgmjqOixPEj4HECtiHL6MNU/99wH9hhCCaOQDQnjx6XTxC0VVJlN+EPGWvnh+AZ9/vRV2UOeg+sIwY3igY2j5BmVE4zR+TE5k+KuIjSKo8y9XyPHciB/vaaAyMatBmFu7XyGjb1mHc2/97ysDqGl53AOBpioEhenWUl8j2NC+WQ2PQYpA0DVYA28h+bU2IgiJbLtmZSnHz1at667M5Oc/9wXhw+ur6siPkZQL6DAB6hwFQ7RW/0qa8T7vLxvBC5d52BWLK4v46GFRRpIy9z2l0SOMuT6lB3TDs8sK/qRhH14uRBVg865mEPyT2FmAcDFhm3v1NXhgXi6a8533XsMj0W+oQT2gHevg1F314Xv9NLPPOsWHo6xHldaCW4o1+8jheWvXS1jMPBtDUcoCGQZUZCEBb3LR9n20Of+9+pjaFKuzs8LzsjH729fqHN/h92F67tt05kp0l8Onoq4ZXpdnJ7jDyPH+t+7KsD3mcbUkd0FuMLIFxP3zFrzW8ENvGEA9gFKDUEma7+lRXzJyyAZAxvi/vbi274kDHTAc6yatP73iezvbs2o74T/LROGpTs3a7cN/KaWAKb9VFHgwlAJbvS98J78mGsg2ooucKfNVVmXTz0M5pd/nw4DmMwilN+MVTJZFTWxjxZOtfAIykHdrO+VkQMHg7jfHLhF21H08gt7NbneCt/QZ85hlVJ7ZarCXwlThyA5LKu1A1IAUP5Imv8vEdaHm1Wz0tPzy2gHCWg8fa2nXXtLl3PEO25zvASQDKgR4EJHzDgEjZBSdry9YY2M684iQYYEje25tbWfSFR96RlOH5lGPhoB0+Roy0AfqxscjVAQdCLfDAO2SEfQJ69St5+L210wFr8ht1ohvxbdP0/gav93bD2tTJ4qKhp80GyHvVLvLP4B9vzDaOQf74nO/Rob7zglogeOTwwRxXrobRrxuVLA4CPIRNnodu7X1g2V0v783mTD743NldX46O+FdhUcAl3uGr8rBNW20fGKFHebuOBs/sTzgcfgVPdCYQ79LmYw0RXuxP5EI2s31me8IH+oI+wUstnFNeniOD+oN6G+SlPefAfciCPOXxPLNh6lFZ4Ji5du3j6GuA2yzR7lrDDOUTx0IW7Xah4QTk+2n+Q37/VsEsJUdMKFpxVgFJw3JtM1xGgARtgoDRwDtDeKLbjavEi1AEOi9FAAhWy4U3QKEyIj0MknmOmLzxkZHHnvAUpIx7BH+AJ+8n34wEO+rWjEwGg55WRL+wCNA4ncwT7ayJa9lR43b+esWWGETKnoJAp5OrTb97ai1rkyos8lv2/fbs2qQt23F14UAUj04NGAQ4dUCwlim3YXSEMkyDMxa+KUUZ4dXwELSMgq/13Y5i8T1tNes96oM3a1GuwyOU50ae2wU88puGDx9Sx2EE0lgBJxSbXwUcOli8IqP950h6yTT+BJelqUZxz7gsY7SqrlIMHxkZZc761pAV2OXBsTPG+gDQpdtbg2IyS34HEMDz8CohFfgAW9cordrbO2PQo60PbGxkOrcet8oE5WjwUdhTmkOP/wzCyJTZihFPTLaUHakasuD3lkWG8aAwMHsLSvBHUl/PeYbS+5r85V5LnXyL7JWEvJe2VvcxLAQS1WAq/3S3/WWNPuC98GnwbSpCpbk+k3IZMPTOy9quA94+mxPec7N86btk59XKI6XZ5bU95M4z5C+Knec6seB4VGAX2RS3fvJkwiocNGEPx/J5WQ5mpii/VoMH7YV/+qZ25XkAFHgobJhu+7jQPmQEPRsWeU15Hu1q1wzb/4lbtm+yA03wxJ624VsGRjVOHQzUiAINvF2Mj7xnvpOXnsWHtNVoE/e0v+Q+cNHnKuPh/1KwhcVAkjAkenZzHu9crtTjqe+v2nivn6n3LAuQBdpMMz58/Diy550Jlgsk6/Xz3vpSTygQoP7+7EoTsGserdg+3Yuc7KRfd8Cx7BxYLp09m22QgCHxpMIvGFDGWpzhRx9di9cPH+Y999GkfOVN2qdsuobeCXrnM3kw8s85Uq/Y9Cq7J7QIjU4GFKqjzNkX7bqy/9lZZkE7PVLXi+ddm+B12yAOMKKrxyxVvODkYHjxfbYalRX0zlj06AV8tQ5jn1x4R8rsGDoDkjhDKofqvr1T2dlff8/7rW7TZjes7MDy2fUvcqjNzFse892OmbxnwGKQVvpnfvq8Z8l3Zha22ceGw6F75ok/ntOX1dn36BCe1g3OoXpFhd6FRozLjBf8sKdrTY+3DmHD8urlngyH5vSbOpt8FYbTGR+0FELRl1ubr5ZLly/Fa2mRmp1ieH3lbZbJYr69OjogaeSzg54ugqXLUsawG5xRtScbHYyI293pTh/pp/rKbMtX1gIJfSn9eGU9gZSyogNs42nxcm0f2cc/ejzD96F71Eeb0gvojx2b5eSkweMYnr3IbRVqpk3IluR5s3oHdsjHsD+ZddmzS3nwD/zftwpmU0GNOrxvNYx7QjUVocajTBivCFlGR1VwYqHCHp1UELu80mAjn9Gp8SmCGOPbTldG5/+VIdVYfW5wNqvS24g6SxuzgHQCE9sJScoOGKFeKEXANfR0eiJ9YCh8hoOHVJ6heRTnQ10JpuejqIYAoWvPuLXj4od/PAYARXpn3qoBSmfd9/4rO0UM1uCXPP1jOGZSR/RNPqSMtZaNIuoeHS27n8qVTzoM45dCFNTOw8B6/lDAE3501a2Rbh4ddeOtTP3jWZKnVMVfpYwvbY9Jr3zR2s+yoIa5QGYay3hph7divqss9Q1ftdXofDUce8p5WIQ857FXY5po//O+73fQt46D2Wl3U2am7nlKLVzqKF/Hp6ilGqq2PboYPs9RAvEKmMYGxg50oOKdWffZ9n5PIJtMU6caqPW1jr57fS1GdlX/pTG1zbNPhC9TYGZmAwDlZwCFRU5bOeDgxPp6YmbxvDxdTx9YDQjzbhXapButG2ujPw8jjyb3fZqFYbDI6GxX+fPC4MUkzz3y5vds87y/bwDhGWCGITfVLOErkDD7YYCUrYGePF5ufvllTrFJH0lZ3R0BclWG/KXZl/X/fH+1vfz+w566dCz7ONoyrvKYvjKE2Ud0gFOHTp5ZLLC5f0+sZcOLps6Z7QC4knP1bj7iBAfvDGjFGg4wgq4JyrxjFgcYzHcxxS95ujoLUN55v95vLTT704ovYystgEKK0VtrCIrfE1Tk+wi3mKCPXlCWmF3T+7/4+S9i4N58481ld6MyWZmtytD22ndeU395lSY7tcR2ruqnzAlsfBrdAUEOXBDHaRrUCn0g6Pzrl3L0s4V+mWYfgNCC1P3eO3kmAUhioM9fyPZry5gydQ89AfpZpc5jWBOK1ukJywAv21M5unRzOXu2p16RO4kMyWcm7/kTi0kODCIyVaCO+/jtefSaddlZ9ky3dph9K9P9ockOGQXUSpIvQGPQJX/XJrCaawLIcvI3UBjAZWesDUBfw47IHjtS/s86rD4Tf25vaacevpU4bjwqDfU2zgGqGPlQRpePOqBl8kadlEkW2q/LP9f91e9Ab0zZ7UJb/bS83psRKc+XxONjPfkX2yoW9+mzguHZ9/BKf5u6ecs+36O58AU9iU1n9tc929oDiQzY+x98sHz6yac5QVC54qCl6Uile7a2nLBGz5OH6sed7XpLPYvHwi0CMoHgAweW06fOLV/evLEKkXFvZ3hY2RP5HXhVu9wB2uRbZ2v1X3VJ/tEmA+QDsqNO1a9kXA7FPdYsTGymf3rm5NkzibMlTwnT2OggFW+0K5bAQ3kvsc09ITOFf0P/7fWIb6iA/dnGGGTUJY5Ru3dUPGNbMSCOTMCB9tLpR5xie4NFONPjOsFk2DZGcIwdY5ot/dIBdiNgXfDE9HmaAEVB+5JkRMMr0UZXdry9wxPoEVPBnd5rA8/3+hkr0q8AsJXALumsCowndH4WsOGF0TXPJoM0vSyemopJpy69pTNTSiMu0g4OBH52Ms9SToSpiaDW6OZ3PAw6/p4ndjwYRcLPNsursilgTybDW+R5tCUBNcHwe6B4pZjiiSqYSisjJHzoaFsHn/FY8mqIccGvPGu31T0vjbaIizr5JK5njPR1Lm25NsJD0rilMEgzbT21zfAKVRk2JhHfqZIDqVd5phDts78deNb8nopVJ87AagwQFEkhlMCR91D6gB0Fib8WdlitnX2WDzsqs4rO++Rg52WVTeRjNK5dMNIfImY8RXhOobct8dPvpNn88/cwnqHbHpcDmGwM8Mjr5VoADLA22het5VMzjHIb9MiLZ9AWNabTHKixHOx0rkdWJATI7v2aQKWE7tGsyOkFYmRm2ZHHESvXOqbWkYuZl3fzfkVln/yXDvRY8WvnCoekeJgxYYxMF3uNodgafL/62mvVGxn0ac0attJcINqrHejikZXUFsvduXN7+Zf/8l+Gb5EreewbxMoj/MESMW6HDy4fvP9BNqJ//bXXQ8dgf+okb23Ni8hbp87u4z/D5Z78Mr2/4hMXQI1j3yUjDQWY4EX/YrgnnyMbAwCM1q4ojQFj9NhyOMDNft/28Sy4bFuhr3lVZrwc79va7nLqzOns9mGQ8E//9E/i5QVaPa9c4GDS4T2GU51m+8ZL6ML6GLAEdS+Nyx2eQ+9bvPjw3r20Lf21vrEWIOXkMnr29pe3sjgFAODJmrMjGajTHfHU1bNnmzPT28B46MmaioYJGBD4h0hGHciTyG8+1Wv75XL08LGxKK2L/JRHJsiDhXemuNEyxDZ9hpd1JsCSjHrAwk918ix+kYEAhijK3WVny7XyMQBnu4espI1je6zE38z7U2Yiw8NrpkzyZMCmn00ZdB0AFtYTh8KIo5801rvdGRrODDv3WHylL2Wx6ZBd9ZKvZtS/I9exVbZ2s62hhcivlq04eg7USTUAv2dn39dbA8oDtreXDWFnZjVDe4EZWRdOFIdBBh6tjx2AxKp2AEa/d/Bw8+bN0Oo9NhXPksdomMphPafktf9wgOe6Tpz0H5XLvrhb2e1FWdrv1U5DM/Bdvq++wufyQF9z3SfgjPF4Lyv0qzts1HAHOOFldlSw2x/Zk+QpAZ7ea5/SXuyX+WIO4YYpyK/3Wwuyohz9R8GRr3RcP/FoPVtLes8zlcnd5fDRgzlV8aMPP0psulCSQ5m9eJW6yEe+Qg/IOfusXIPwbzJNxPFNlrHK2wglQERleWfyu7fDsLAznEiLZnutsYo3jazx4wHoDgeJNcx0mWkQLvyOADE9gFR+kJIOqsEoIECA4tnfY/cJRbTHEICKp/87paY8Ca19rqq/8a8ZYlUAjZxHB0s56ZBlNSHUoQjH7IQ8O7k+YmDlOsvQkaeBV3YUXsivt7N0lNKUOTzLU8g7umwMLeEGXnRYeUaw1SXC6qNKMe8Oj9nk06Qngo+vg3/znUIHLN4zaJNX7Qho7L2Uu29Url3CD8B+eASiuAY9jE+vo3WPN2kMpLSgxkNTANMDHSPeMl3zpHoov8CgMaimjVuv5Bg+9BtR6RRY69/fM3/KQMJLf9OjFXkLTwuIGQoySfZy3rYTgqLI9ne/hgDo+FN5e2aWi+XobtpThvLWpiu5LTf28WDPO+FdeeAlQCEBzeW9EA908t42PnM+73O2DxLQZ6GN1b+8mVSj+2hFz/TKji6Xcno/X+ttSHxX2ypKPgtK5NP89+paGlvH8gMNleGhyCv+oavtrBxAqVPEVo/jnDaPJwE4HHWnYIEXuwFIjKqp0vCl2cRg6EfqNvMnn+WVGMT15f69O5k6BvJNIftzf0hn8v76f3aucCTpZk5vA55ar7YnoDDbaOqL2fz0RuV4AJvwsrwIyQMkpu8PmZ/T2pX7CYrGwAgQAdIGMPOeNuElo2/wZ+br1DceTiAz9I8N1dGDN8AdHgJb4k6t0r755Y0s/iL/oVtb7xsE7ucLb6Jn0CsvIDEgcLcHZlx57bUYSB5rRl5SnphlOzRYVAlw1tt4YDl17kxO5TLoMoiJFgKqePmBS4OVAI+hC8jJwfWGKYiH5uGOd1w4Sz2ImhVA3rT1F92kvpnqLs/cF6MYoD50XngyXHMZ6NC/+tsAwQYMBhsz1TbMXk2MGl6gbSSykPxHv+vvghSDavxzLVfo+8yUNX+6SArw1Uf2xezvtwvebVnd4eLl2DEkXryh39zPWoAxoOFMevTgYeLPY2/pvTFw0X8C0EM/cHMw2zdRzW2HtjXCyRJwLM6bLvAvn/vBnqslsfVcAbH2urxV8xaZinzG9jXu1+JWdU8dhyz1RzNFK36biW3Z1U95JmWXzvbF3gPO/+d/8KPl1NlOvadm+sQAq9o+cjjaoPl31qf5coIVoOtnDSHYzXam2XEEPMpAZwxgMrTvwLBcmrn0k26CucwOSsqOzU44JxloHfV3tR6qNLKB9xJZ1N/dI8f69dNnz5Zf/e2vlsePHo6ZIjbU9El5r15immddhNZYJOvvm0p7veebKmFfvpNRYUqmZYw8u+pSA0k+AVGjYinMjrEuk3JxMF0nAVIZHh2HQogYKiAgp5JcT2Pzdr9ljYdm8+lRBDrKxVM10N6NF3E1it3bWiudVWfQsXnyBmjZM2IVjzTyUFryJaAEiuLI74zIGIJ2MnWceQDQhwhFem09BymPYQ5QV/yMLSyH8YPHQSfDo5mXurjHoPkk6FHWGX23vspWj68rSnTmTvJsS7QsdM2OPh4aj1I0A2zEK9GRovKkeCEn8BxgLPSMFZ+TP2hvhy6QSdkDmOKrjqYjoqH83KPC/dZds+4BaXWXv/s+8ampIBHY27vGWzQ69QCBeT80t30pKNUqDaYbC+haf3Q1bICxMoq1oTfv7OQbJdtn2azKhfILLtp+fsc4Dc8cel0DxiYwTz6jJrPda5z2gI7r86/ll+4VEB/9wzPz/sgyH3ht5wHbLIlNBByyxdO+hybP0YtX+hvwpww0+pS/5Fn38ShAeIDtacyFCJTeMeCjyKdcjTz2FZ3yXNYy8zmnq9m+6dDBwykLOPSnDKBInNmpLMQ6tLz2+utRHrb22cpJNnv9Aq3+GI3QPgCy/T9v3LyV4yu7KLNejQ52Kneta9ss79uL9Ktny1/95CdZ+R4+iBEcnhL0zdS2rxzNa6nD4MV8Fh/V2fPxaA5DxKDMRJbj6QWm0o/GgCbxie0v3pfQ2W2Iuh2UI25tTTb1HhDIeEvol8h4HRXVWU7a+ujaR4tz2bWvpwC41Hca9BFX6Fq2JhrAYj6XjBcnH16MjnRcaUur4ec9NUhxnPCst98O/Th/5mwW9Dlt0oCheY56yjgx6Y3XVoUJ8BzAINk7Wv9mp5Cbvp3Bwu7qBEv39dVO4/M+rS3HnBL39Gn2qAbKeAYzGIpubZw3DgMHEhuD7/qcVHZWBvAlfd+ge9Q8NMU+tr09P3kqn37PkCt6Tj9MPgOE5f6wdQlrSKmVT/1NfspEz6TJ49oc7/tMWyHAOfLSPmersIb21J6t3rf942p7s93l8mtXowvIGUrxxwCOLlQ/wEt/CD9WLV5C01Zl1R5Nw/MaT+AA/Z6Wf2x+mZqyXLNodvLJO1Pu1TFpPD+aJI0yv08+TB1TnpP9sc/5yx6XjJHTgeddAx/x1OhRt/51IAtwpl/DFHjNTg+w3cMUyFz7G/6gAa9WfZ7dGfXuNdmMWdFJ+NBd6ld5aJtPWtrwlb/J+2M5GfFIBqj6t/UFN67fiDPjwgXHh4843fCrjUI+FOl5l4V4XfvoWv7K3D/8/3sa8w+f99/LUWdPDccdioPx1tj7dHfYnYbPKL9Ho83MCCGFMscRFcC1TsOOTBjMGHYgId6C7d7X+b07Yhf3A9cpyKVvqsp+EowIX5RvQbN3I0y6SpRMhYPsTJpWHlvE7xv5TQ9vAES2X6HklVUljy+UYwBfvBz1xETCY4CidVPHKZvxDgyPivL9kwis98qPeqpKX8EmRQMMSa7vB4ArLqwAsfwqMlHM++oknyj0YSDTTqMD8aAwnFOpzXzVEw96fdA76AhB+76rBu+cMtDZNm7MUTyr8bTtAbDSU08aHsyOO/MF8r5eh8mn0uq+8sqrKnV80iknuJ18VA/0lIedslP+/POevGZbXL9+I+eHZw/VGbM4eOUddfW5xQOWMJS9PlBZbH1aXgG47wyWpCz0ezfNHz42T9cpmgDy4eVQD4uYJk/kofxp1CYf/MYzihUov3v3bpRVZW8OzqbXtOArMhzw6fcerb6H1sTE1aM3ywUyGT17b165ciVT0IzcTwAAIABJREFUa7YYmmm2iRabShv70Dz5Rd48l2cDHJ8PD0v7sv5WCrrtDnBuv1xlnz5zKtsqOSwDnTMv5dMD3gW+JftaMrr37tzNal7vT56jjSnFv5mUiSa02xf2j3/84+WN11+PUcNbaUU3MJodUvbqol+RoxjnVV79nT435BANyWcCwzGYA54KyCqvsx7yjBfFPrNi5Iae8Z0X0oE3Fy9ejJcTqJF3HA1jsaHfeS9e14Jfe4E6ZOCTax/n/HdeXvxRPjr8Vib58SmPCcwnv+ZnFpJdvNjV0xNM0R2O+Dx9KjMEBhLyCJjJQQXHIw/23M0BGvEszVX+Xfjied50se3KBhbOnTubI9R5GHnHEvMeoNAjRAHluX0iPokJ9X7aLvLShawPHj7KYSWuk5nZJuSitHZQ3/r3pC/tkDZKPpUHdM135UXO0e1zNPdK5oQDpDze56FT3Aw4TOxqtS+62WOPyDtOm8R/d0pYHnLCX7vGoMs/OkDIVWWwgJP33RS9F7T3jRs34pWbbYnWlDEADt1Dh5wxOBozIsD+BHaRwzFTo3zvzjqjC93pZ6lpZdFDE7CjES21owXHpb+OCTKvLrZw80zy3qfzUkbqjc/yr2z6gZ75x/7rh+nnqZtQhUPL7dt3svhrkLeSafyYINiAUj54s0rh0+DtBNRk3SLGsQeuWSNOLHbY+2Qd79MeAcMNW1D/lrc21grUtrNdoSEzYHRZUMVKn3kPnkGW/NXvwkWnfpFvtHVAaA9hW/edOHmydkbYCJ7hfWyR8AU2Sdx8Z8acM+Dvm0rfKpiF0tVQ87XKBEWvATrbeVQ0SN8Fipjm3AeavKnjpTNnQUhPo4KxMl0/ahRlvw+EAb9ldlkZJb7P4BGGgtvJahQOQSPwPBpR3KXe8zUK3X9Wp0iiHHKEZpWbEXfyzSi4j6RjjUZHV0BIfleZA3h++ktp49lpeOrFa+f1hM5ILHXiqeQmWGDcM9Idnc2zkv/9TYBSQfV+BwJqH0Pu+XToAoXZsXVgZEVxtFp/53fpqRIaeQ5vn2v76zfzkDfeBWiNPPfXIzwPQBjepKGkPVqedkpL3vIgR66nCgNApO77yvcsespb/K9kui5NfqGxILFAa96bYK3e0b7j/wmqfFI47jNS6sgzi39WWDMq8kUnMINWZfljNCX3ZiLXyqwHY179+5/yV3bz2uvmla2Cfs+knI2DWczFQzPrO8v0WYVdMIqvp0+dyQKb27dvJ1ZR3yN3/kmRuQG6lCG5g8eUm/tbjtQd99yPbojx7PPk8bXXri4PHj1KXC7wMJ+Xx6TJJ/b4w7sJqEL38EY5oQfYeGFR0EaPUJ6g0JRZZl52dpef/PVfB6ScPXs+RwA7oRDlypv8QEPeTa06OHbK2q9+85vl9ddfa13LhpUcozHcGf3I7xOnT2c7MqEa6EY/3u59TqPG2+N6fxcUab96ZFz33XtkadY7i26Gp5O3U3IPiOi9eqdd1+bhqXLGCXoOs9AXlI0/5y5eCGh3dOgxRxNvrGeBlfUB8pWyuMwRs+MobKckvXBK4bPnWXjlGbqbQURD6sUjLI84Byqnvusv8kWX5LARJw9J9bJujFCC9Zyo9PDBwwyw1DVA0yKVU6eXn/7sZ9H7MyRhGng0dOuuA8ups2dTltX1ly5fCR8fP322/P7DaylPH5lhA+T8wsWL2WPz8dMneU/e8ksbhw89FhrwsLodEIg+Shta0jFDzL6uP+UtYac/72lTOmPaF22yfgDPyysDDSkxjnFKdAYDAFWORXDqvPWSQ2cO9hta4XpCavbtShBv4Ji1E1evLGNkMhYAFiCNvr577Ojh5e3vfCfhANrLArurV68ub775RvoOnmjLmdoPdrMlnV0E6MSDG4cCuMh29F+OsB/2M57gvcFj8yn9cQal7h2g7i8jsjscTnQJzmpHuphMmVHgOQdE8HruICKP6MR9XlF1nflNb7HP5Dd5NTzJ9+7dyQyBWQz8Sr9CRzyx7ccKTB8ZYYUr6LDPtqHHu+QGkQY/jmn27Bz0apsA++G0mHKzshbDptBhlax6wPFtAlr8QI/fsb/D7nAm+As/sk0eHbqxvPnWm8vWV1s5mZDuoiOFi5TW2jnftWN5vRZg7wQ9+9L6+6ZSe8I3lfvfyTejbyMuI3MdNFMuRjpjq6vxvBglySKseN0m6s8IqcYkrRpA2W075GFVnTIknW8Fgin6uap9KIyOPqqEpjJOrF/ua/qCt77XQOxkHMLm3qcZvoxyCvrmM4qXrzqGjnilBm0BNQUHU0lRZIx8hbPfU4/hpUWW+47KZHwInt8z4Qrg57l2siou35PPaiRfj1vAx7hGuMXHAEnSfMd3HcfOCQDXvF7F0KmRCTY9O/kYOgbITobDa6hMz8x88s4wpvOedtGB8WWlrMb7rrdzFzypmefQXf7teSQDMod3Mnwdca3KRj86ZqebNMljJs/Nsnzypu9fNT7fMYBaLapiyMdv78RwFukNsBexiidKQ6GrdBSEq+9ortA497qc/IpMp84d0UcpzRdG6IY6hN60Y3fP8F7zZhTq1ZGn/ClqR5TyfDq6d9Y5vI0nogMPrGk+B5bDhzeWjz76aHn//Q/iMaBoGSzvei51H/ybSnyWV/4yekdWRq7P1MhEMa6vxwtIid/68uZy8uSJyIznpBr0Ggi/lck4MewAEi8eGrTXuiNuczoUwHQg8ZBOAKuXqXvU6ksPHtxbHNXJUyre08bgFufF4FvRPeI98VddKH8JQH705PHy3ne/u7zxxps5ax19Enrn4jpXtMHkE0DoGGQeTzKgn+nXmbIdYui6Osx3InMBMwUsrk+e4AFa0bnHT3Cm/1z3N+VthnH57Z+EZylzgA/GCk8dP37u7Lnlww8/zEI3IqdedG1B75D1MTOAP0dsP/Xy5fLRtY8j9DMcAW861b8H1hl2hg/doWfE66MXX5wqxGh++OG10BLwC9QeOZzFfeRvayzg875+Za9fp+mVFifpTVNXwES28MtZ9mcTx7eWcA9exmdPHdX5Yvntb3+TWFzPAV14xot79crVyL+T++ZAQXxgZbfAJ/UdfSD9Ibwlf44tLsCMjAS0h/3hdXZYGAM0vIpOmnI/Yr6FS5A/gIpMaw/1Bnyl0ALUO00qM2aOi37WBUvj+Th2xuIpOsD7nm3sLtkWOreWvNBMRoAZ7Y3f+CkP74qbP3yQd7uL2ixYPXzIuoAJrAui8JFMqdfxE8cWi6+iV8YsxwTmPOHVI7UV6mdGrB7Jgnztmmf0kQEs1SHPOHkx13pal34i5EQ+6TMH1peTp06kvvaYJmeSdpJ8qG/6lDb04rA1ua8cHtLoT/zeczqw9xfPXxhgVUhG61AZqH6ffbZtKKyytgbN6B9krOykAQLZ4wxAiTooc9Zn0h0PeoDvWBQ96qQeFqTBR2At2ygv19Hn32zLtPtw8LgvCRnZemktwcH0h+s3byz/+S/+Iv0PDZG94b2eMmhbUn3X3rO/+fVvotfoXX/fVJo9/JvK/2v5ZmPz/VNuEN/oQFbcBdyOqeR6sQI7RofGNcayxpgBwviZ0gnntlxBx1+/r9MBSppvjkA0gjwCfAK0yg5lUIg6DImZnos8H6NR4ffcTPkehVlQm+m0CaBD55jOGHl7j3Hr395WTeiZxtAzBHcqTL/nPTTtT2gtYAF6C2xrHKqoPDuFzv0C4gIB95Tj/Xlv5u2dgIKx9ZL7yvI89qAnHXUow/keQS5NXy9/8my+43nPoQfPS1fr5rv81SP3BlifZfhEs4ROLJnP99oeMPccRSGhQcesHPSZtG2ko7xQdp8dnsZ4TwsWyNBM6Cq/J6CuQVGn/KFvgHC/t7Y2c0Tgo0ePAoTwMcot3rmC2pZbOUc3Zdv8prI9sNoFYbYHeiPOwzM65Qafp7LTJvKrHLR+pl/Pnz0bQ4gO1cantkPEP2XLWz4UHw/uF9dvBMwoxyDQe1W0e+W5NgG4dw2IZjt4ts+3L0VRZ7Wz3RUcjXpiuf7F9TxD6Zfm8tZ76s3zgS67Fbzz7ruhy4Kq8q8tBNhapMBQUubyqYe4hoUsGEDahunP/+xPM335wfvvLyeOHQsPgEttLGkHf0M04h3Hp/W19eWNN99IGb0/5bcDznjRx6BNPgaOKXcMZtCT/oS76Quznl2Mp93aHg1PaM32pDDAknc275fn04uGP1PutQVj075UeZWX8mc7KR9tBonAh1hjBujZs6+Wv/qrv8rWPmSx9NQ7TD9UdkafGaEuW5tbAbX//H/5FzHG+0Fs+TnkGZgae72iD0iefOBRt4XSjRtfLsds9m5w7XjpHCG7Xa/PjcrJ8WPHsqCOp/TylSvLw/v3A4RhQe+4XmNun82XCfNwxC+7gP+XrlxZjp84Ecm8fv16POff+973M/gEoKVjI274yy9vLhcvnE/fADSi78agB6gV+iB8gGc0Hire6rGDgRhz9ANDKRvAPdSjxMk6vieec+7WAJwd5CEtqNY2wLuFSdkJIHqx7dm2871HCbOpcfLYx7xitdITxNrz6KxtVEO9i5cdEF6yyA3v2h4FuO6zt31mZ/nq2fO90CtOJXuoZy/4hnlxtOR92+RtbCxXrl5d7t25k7LJJ95JaAHShkrPjEC95wYeE1xWv8gvdMywmwn8x2/3/U0cMfUCHnZnhm71p7ojqzxPPl7aggAnhn3zDF7gqfszGUiYXTMYm7pOHRIjPWbPXs3FY+M9ci55fi5uqw1p3tvZn71loF9+ZDOH6QxC6SQDRbRMPiTTGWIy9IBr+mn66rKb44i3NjeTV/BW+r37nRYHaD3b96on0tdH2IEBwP3795eL584t3//e9zIIJItJw1HlO5rVgx5PHHsGlyciY3ty1tf+kP9Xm/whc/z/ySuxopHUNkI7rWl421RZaNURBQGOAaZQx3TTnpfVSIlA/h3SNTxglGn9etLmdySt8pnCGMEwerA9SMHCpmMBR6PEcOcZ4G2WRfJNZfIc2zbMzgi8QTW2aJxKXpkVxj2jkTzHlPPXhJBYDo/WEI10es+nA2VfzAMZFTNcBTbtFJPdOoQ8+1dAVvILijw3R02uz041wY3cvMvwDXlO1sqT0NK/ej7QVfpaZ+DCe+08vbcf5MlDGfvznnV1T51mOehA16ynNtEGaHN9f5o0z2uelWTnfTSOrMf1ARjmKtkx9evm7Mje8a6sKNHyNNSn40fhAXCjPrOs6eFIQeO/UDvAEP5T3G+//eby+ptvxtACP1JmKjJ1PAcirWdr0zYMGBl8x038zbvDA41etM6UhXwrfqw1rm3cnPwW8+Q89w9//+HX+Dvvy2/W06umlfXbHr16LIxmzMnDTB35k0dt0L6DtwE8A4j6LW+8lvBhtpeTZR4/fbw8eHB/MVUNbLlHqVdevdPFb/LgoeNNffr8WTy+bceaHVsE4fvTZ8/ySZ4ZA8+kfdGQHQ1ehA7ekcuXLy9vvv122srJSRPMzvr53G/UeKL0JwcsaKO2wxgEtYlCvzpQ/sBhPGXDi4gv+/m9vxzGX709M6f95n0LFWdzTz6mvUabu9Z61mCpOz7743Xe6ysdMJKp2V4dKKwFqFgMd/2zT5ePP/10OXv2XORBvvjWcitzBQr9judiZoV9oN9VYNKOAHP2bAWqM4uzt8MB0Os9IOzU6dOxDde/vBlPoTz0Sflo8wMb68utO3fzHA/S4ydPEsdnEPPo6dOcdoRf8VKm4bolU0GSPXsPLZ99/kVmJl693IpDhXx85913ln/9v//r5ZOPrw1veRuS11N4zfOvnucserKOj+pkUGSGw5/dEza3OrBSH8kzaBcmEWCd8JDO3rlnMWX7Wrdj8gwwTNbYHEBA0/KOFvTpB7yn9Zameml7fav9qp+7yzowzLOaBUQN8/B8gXY9uH6TpwDgzI52kZt2Rre+tzliXIFusuxeZX72fzHQ3ZGCLKJNuzTvtcSY29Hl8+vXs8Wb655RD7QAn55PvomtJuP2et4Xdz4cWmRQvwltY7Ch+qWni7I940/buMfJ5Pu0hcpXD7TKxz+fM80+ou6HDh6KEwSPyN72q60cFfxyq/okb4+ZDm2sL+lrzbXAVL6zzwKPaEq5wybv1yu0zKzjq60RojWAP53IE5u6DvwgL+/7p8xZFtqFJEh2RFBf/aayVr2M93QfADp1gL7NCQAA48PhrJO4txw8dHh54403QvusjLzUS1tNGgB9p7idP3++fB0YL4R8A/9V4r+BjP9HWWJSGdV4Hlt1aQAgsB873VeNkM54EiPL0bE85X39FIDUAWbSuYw2AjRXwi7UYF8wbsCHkvIlefAqEPA01sFDbYyxmCnPdc6hYHsIuVEzsQnAHgvMCJ0h5RQEoIWi00mqUIYwD2Dj8QlGlF0w0PdbtxpD+Xqf4qfM5Oeavwjv+KwxrLHMs8OoMngTaLrOSPiUdIQJOBsP6vp+nu59n9dTz7xbT6p8PKXDSGnPEZ4QJRMwWQCsrNmR0aBTya/XC5bnA7Oc5D/IyDvaZsSZlgdtz/l8n5mKtaNEPFO/+fz+WlEK5VGV3Xxm5lcAMvOritC22izK/O/Ue+bt/Ukvz1zzM71+dDl27MTy+mtXs9ik5ddjKL/JP/Vuu+3lM2VLfpUvXkPt2UB97zSP2Z+q7HN90IMXaCdTpvNMH1//7LPFGfJodB/dyp75yVPCC9OgjOyLr54vRw8fzTY87vrzvrynLHhnfpeHtvfJczHrqY/MJA9lnDx5ann08FEki0IF6ORdGceXyjBa8eHg+sHl7r17MRzymorcvUx3vXq1nDx+IlPEU46VLx/5Ot7xk2ufpO7AAy/rF599vjx98nQ5duToCnC3v9SL2XquZ0Dy/OmzbEFV+vcGXJ5RhoQWPPX79Nkzy5PHT7PIKDSOI109p439eVdqe9XgpW0Hj/St5t+Ya4+jT37AI+DrWuR3hJ4kVCizL5V5ec/yDBTTPmO6UNm8Py+2NjN9/tvf/W4RB3j29KmAtelhUR4PU3iZ2ayaFDJy8FAPMZCX08BmouuU2y2vOj2uLuoXQDfkzXG6Qjdu3vgyO7oUAPLI29JqSYiLPVgZ3I2NQzG6PMnHTxxffve736cMZXovfERfdofpKnbXpBtf3lzu3b+XHQccUZrdY3Z2ll/96tfZpSLAcYQNeZ6NEReKwXLgucw0cDycu3l/SzhY+rMFwm3LvVAHuXTtRwcADXcJsBy7QYQw+5ZubqXPOfxGwqczZ88EMFoVP6V9grMAiZU96c4RgLLpfUCRF1aZBVBrmQHxfcqT7be6iKxxmnNxWm2SgRB72R0YstYFjfESlrZJN95OcJo2TfvuZFHn46dPV0DK89qPDNEL3vN8k/7SPX+7QK/gzT317IxD23DKhvfJlsHK5DvOua6vR/fkXce7Vu+OwvLBW+796htgzj6pHcCnf4xZKHxfX+9i4IePH30NHCeP1Y45sybqUns39VMXbrUFXctsytAXbce+u3HwUAb2fnG8FU/gW9+d/VzbREdXVGpKc/Qy/XFg2Xbs8KFDGdgpTz2l1XsDhtIjZNs/7e5vzoKRE4M9gk8WYw+iXzq4kR85sxXXvQf3WYUMQnNewHC2pdBv4L9vFcwmjCD7wXZUkOkNowjeQAst4nGNxcvosABvtwthCIeOlg69jxMDTJj2kCK4adRxZIw3MuIazJ+vxkvS1Xercsc9gl8PZdx2q+DoQL3Eiu2t2pvZRTACEitJVRajzHithoTtK0PncFXHUWa6qGcH2CRkvV7PFSGuJ2CW2nenUfa+bBizpk5RABQENN4vyjIjRp66PtfO0I7AUMyEIuX70xaEV/J7Agu/Xe1zPhtPN+On0Dtpdk+d0hPyTo1tq55c2omGEZZnMmfAxzRTyh8dcT8NDMdMs5Pm2UGruk7Djt+zLuFxpKq0e8f9vtv2a/3tHWmwU+PLeOC7Jz2OVLybbams0J+cWmPeIYrOUc4PHzyMAsxzY+w+Hq0SCh0F2K4DmNL+uvmtHnvGqYAmSmYfmPZc27JTgAXJPZscPR98+GGm6k+dOJkyKnetE9nBe5/kj8dEe966cyfxeptbLypX+7yLk058UZY6TlCLZ/Iv8Gqd9H3XpUOHjwRcekc8qTRbFg98dw/AzfP2qjx8eHlw717ivhiIevCr2tBs4RBlfPnK5fBWu6BBfyCngMjzFy+WCxfOZ2D76SefLDdv317OnDmd7ZyUM2XXO5J2UM7Zc2ej7N/73vdW8bKz3eNRHTGvvqsnr+zJEyeWh48e5f1eb58tjzsAQBe+K1jZ2g8nKmum5dvP0OEvhmcsMsGfJnwtwPVbWe5EXsYzbY8OYLwX2Ul967GOR3BZllu3bi7feevt3Fc/7aANzo4QlelZlJ++weg6MvPosaNpL3F/wBw6tUnaexhT78pz6kx9WV85c+ZMDqIAFo4eqXePYZ3ADNC1cpzcHj9+dLFrwQSEd+89iAdTvU8KJRjTxMqJsca/QwcTNvH82dPl0aMny5FDRzKNqo1/8bNfJLTBYAjP8MWqbC3xyWefZaN9eXOEoJW3T18Szwr8nj93dgDFLqqb+mnWzXMSPvLcqju+KcczrvsdfTIWAs2yeLydLHb08JH0QQBtSghq1VXyPi+uQUlmH8luBkoN6TOjcfHy5eXIocPL4ydPE6sp9jVL1EYbV5a7U8VsHyDOFDtaOZEcxY5HaKWG3Xddoi+IGpnz3WD+q+fPcwysQYP3gFdxo2ZRLly4GMDZ8ID2s+T/tQGe2tZx03ryvDolCx9b7quXnEkN59mI/qp9Ix/CQA4ftXvLCI8aujp8H7a6LGy+s13I3pQv38WF3711Z3nw4EHKUke7wriObzNud3ZH/UsfB97z3QAyHAirkneYFXnrNTwmHwYMykZL+4rv0Qh5EO/3OyGiJ7LwbTiMtg2uujPJ5NF+WzJpbD/RXgWnDTFZljOnTy9PHj9ZXnvtteXxPJpam43Zmej3ITMIMih8cP9+ZTQ6p+3SWn0z/3+rYJaw6aUUJMZOZrYDFtT6Pg13t7BaW23CDiwQQCOqCV7Te6oSAibkKY8q7cFAwGNM6bir4eMNHiN1DxOaGgsgpUqFIaYZTCPqLKQHoE5Qz/CyeC+KeSwYY+glwuqP4BU8VIlHYwScDO/SEFzv8bilzFwr4Cq4rDeiYIkwN//5qbxJ8yzbZ2qUzlmlQImjx6d7vksTaIQvWb1dHnkm8X6po19hR3gVYDNGguo5lensUOVnXln9pzz1LK29rEzv84528NK6TNpqydueHWAUsBUM7Y2s/U690o6lEy9bp/3bepV3SlcuA+/Pc5MuWbjXepXOk2dOZSrTam5TiBRXPIYpo6ATH70jH/Tz+rccg5IDOTqR3LonhmseVeo9tDM6FLB2xg+yXIVc+WTiCtTW86x8/FFwpv9SJtA0wg72e+HRUbEXH9hBUoD19qssRHr33e9GYvBBG3l2sDJ9Sd4Sb9qzZ08CHo8ePdwYxXgepzelRm08PnVz5BqAPHf+fKb85YXuGpQRF7a9k/sWhrx48SKyh0cUufLxBRWzn6T9Dq4ntODho8dRwEKFKovaAmjutCxA8523305evK2TPl6GGtHzAdK2junpbIfSjgZBkxfadab9snbi1InlyABb5N4f2tCrzj4lW3GZqmNoJz9d96x6tb+2hNmj3JPH7K/ojg4cgzd0eHMOTL1NdpRp0Yc05Rtd6qu08HKAVx5bnkQ0eYauAzAl04TKe/T48fLd97676k/uG3icPHk6nhjPMvCzXuR988VXmU2yGEsCEoEqU93KmXtmMtYBDMODCui93Npajh87vvzkJ38doz1jSNVf2cdPnFyOHTuSuFbvA3hWTAPAL55/1fIsLDtgwHFusfepHQrwAq8AKP3XlLiyngzvmunXX7///vKX/+W/LPaa/c6bb4f3Mjxz5uzy5fUby4N7D7PPMj6RiS1HhPI2j5h8+3DawQFAU088AWB8ZwNPnz6dWMvnz7/Kb7Rk0BBPV71dM8AVGCULBVGNp+UZtSBH+doSuJ9p8t9v+tTagAwWeBLx1XZodNbwGtM94uYBlecOwBjAM3weM0CV/8oFQKp8g7IAnqwl0H/3Fpu1b/VEMA6s6sN6FS3EevmCt99gtIsBM7iyKOzYsdUxr8EKo1IHD8m725mpL3rws+XULukD6NEGfZee64CQLIYfY/pd3b1f844X3UWnsj8GEOHf0LtDJ2rnza2thDyQG4tLLYa6f/du2mcre8t2G0Z9pm3RAeikedrJKQ+eGWaiqCV6d9apNppn2ECtOqC6gGx5lzzvT9ElORWwB7fM3xbxbW4Z1Bzap9grm+wKvY9G+gTt0szbdX3x2dNnKTNYaBSa9xJn7AhmvOx2YXZeOH3mbAavZJAMy7v6aj/Ff7jv3yqYzSlcGa3tjdxUJcAUI3J29EZHvcPjymurA0liaTKqiKbvUbe4RAh9hvkaJf+I955Q0IgxRt6N+u89zCUsUwkYcU7jwejrMdMbo+FiclJegYuOkvvjPe82rwlkJ3jA6hGaMAzY9C5RKITbuyk75ZROdVI/o/88N6cSRmdDk/IDfAKAJmDsFBhaPKOe9U52dTRQP40zcCBvv9WQcQuPBOSLY8qRnGP/ukF7nmUcx5R7uB0QOBTH6BgUS5VOjbb6KGsm9ZWXa/61PjUC85kouyEDnpuGe/LG++o52xAAVKZn1RM7y9t63DO4CCjqJt14E0PDy5VR/KSvn7wJFy9cXO7duZ04OLFAEl5NepLHIJgCiWIcYNozlLFrjCo5N02pXmifAxiKnpJXD/RK/V0ggD8z8SZq9/nHG7QyUIkB78p+tET5jEYgJ5KBIs8MXtkI/9KFi6GPYk+fGO2mPeagYCo5YOy9995b3nnnnRyYcNBG4SMUYMrjbAtl4RP6Xn/jzRzNKfasRIw4wnhdlqyUdfyofXgZb/yZ7apu+gt+aXeZp8ygAAAgAElEQVTVwc8Tp04nK1PgUfgjfMBzkuesqFV+Yhm/erE8++qrAPbWk4QAKmeWx4+eLL/8m18GsDu2Fa/It+f87XGfLPO4HUioBU/P++//Lu0afg+giSdonHJqVwC7ONy8dWvVBzw/B7KeJX+T5+gHOtWlbTt03ZA7fG17rmVg5HmyPsu0C8nsXwGLQ291gFQjLl+eL/IpvXb1teXsmbkgcC3G++G9+8vhQ4ezk4C8yRww89Zbby337t4JbQF20SOVr3hmX75cTp06vW9AXL0CUBtw5XM1KzUaa8jnlauvLbdu3crirzNnTo02bw8AXnl8b926nVk7chK99erVcv7cueX+g4fL2dOnA1KOHD2edvn42rUA6TPnzma7N22XvTs3t5Z79x8kTlocMdl7dP/+8kc/+lE8sbaPUhf1IJN37t5dLly6GO8bz64QlRhrA6cxAKDLt17aI9peou33eOv+pcuXE0bz8MHDhCOQb4MA3tC282xr+9c6valxp+o3+8DtW7dW/YKNA8aT/xjY4EcA2tqBxJwDWVOfkLfYrCGbFnNqOzMMYj/nTkJTHr7WjwNWOlOKF7akk8Sz0g3ss7APABxd0egZqJlaaD/TD+89fDDAaHetyQytvnzy5HL/wb3FJv2zL+CNQXl2VBg6CR5AX+oxQPQMS5yxsd0RobOR2lpb6YdSwXE7i/rpbwGnYzAS3g37WB3EZqY22eIvuECLHViLR/vipcu1wdl2sIfI6CNpz+Ekwfe2SffJ1a+1J71Cv6JD96Qz0Fm9UAeBPh5dNXQ4IIuu2tzh7R3203X6iK7s4LK2Q1nZb3kcy04xtn0ypCiQHvqkcbO1YdEVOzvLseNHg0Eci0wRelcboVkaH4m5pTs3N1+kj2ir8rj6pU9/M/9X83wzef+9XCOg8YLVOKSBAmw6PQDUGv0kFgdIyl/jPIUCeN4zM14r22ZFGQIhY4RixBXvw7KshdNlc8qOMOw3SQU59Kf7hkg6NiEgTLWYFXoCF8MhuxiMCmE7/R5IbRF7ZSSfZFEw7XllVXinCEQ+0iFkzoBOgDPfLxivhxZjCWdJBEIZrQGuR4clhE0FRjV6jGOnXrJ2ckyP63joSacZync+PxtR56th7Yjz8GGrb8dWLAPQTjq847t6ekeiAPxWf8oD7eoGSKt9FApQOguMIW8HwCVKdsU3Cml4U92Tj38rXg0QEFAwFPxU5vKQGFK8lo8y3Z9KCi/yN5Qbz87W5tZy9/6DbBHUqbi2QcD8eF8+ypx/yimY6Ebuyt50ROHuTrYBcg/N5dteV5y8d939AtYqLXnOQZo21yfw0nd/s8xea7syPLSOaxNY4efBjcMLjyZe2CqHzJWm0oJV/tBBMfe3xSTryw9/9A8ypSbPZdnzXqYdh6J2Bx/J6snTpxZeSVNyppzxc3891cNin5u3b6UzeGe2N5q1DS8tOtCIFrw3ELUox0b3ZlBMb+3JnKnuV6t2/fLGlzWy07tpq5rd3bxj66cPfvub5T/9x/8YzzEQUZ5Wbhmi8G7IDEMGDD178Tw8j7d+yMtshyNHj4ZO7Rcv0Yi9M2UfvjgYI8feJou0devd3+75rc4zzXbQVmjHN33atCyvW7z78fDvAcfZd/DFO4BkQr6Gp5vHjtGx8O78hQsBFQAQEMDIHz1+fPmzP/+zenXX1sIvHnbHBD999jThNwbbAMPsgzylMP2UJ/VVtsTgBqiNfpYp5YDqHjF75ODBTGd+/MknOf55AoNZR3lor88//zwAisebrXj06PFy5+6dbKuWk5hi0NeWp497/eRxOxfsLi82X6bPHz56JPwS33fx4oUYZNty/aN//I+TLw/y7DMnThxfHj18mPAgZeOlOkn+Jy/TM0sXAa7TAz+qnbAZhv5Xv/5VwNyJ4ycaH6oPZ9uqQ/nEx6n/X3v9teXq6wYYZ5bd3e3l2IkTy4PsqXs44GIOfsiA/tQ+2r6KNgu/ABDtS5YAbTGx2kIffPbsaXXneg+MkJ+6EDntp4r6tOuruq51GtnMjjrzxuHCMdtfKXPoVO9O3aHtGiN6IP0LHcB+aLSd4SH7Le8uT599le3z1IOskz9SM+NbXacLxBAX0CWLlOtb15Xky+g7nc1JHO4IY9Q++KXvSOhMmw2bSt7oWHoa/eo3dzgw8MTH8nJ9+dEPfrC8887bq3zQp++kXw59lZt9InXCT2mWq2x1L6+LDzwzPcrC0gy0em3YmBz3233LK4u1C+SI91gRnRnoDJjyYCv3Z7in8qYOVl/19Ic3/mJn6O9t39aWwxsHs1Wi991Xov7uXwC4GZIjhzNY9Bv96gVT+Zw6J5X/Bv7bs6DfQOZ/L8usRN1joPuEw7R9GDe8UQQFI2Zjum9qo1sAuafD7d+xoB0Nc3OP4sRqzwXcDXCi9QbAmM/pJHPLnvTeMYKetAd8jdW2vnexUBVZhDGehI6u5+4GCtcJIqADXE4Blm+U4KAlv9Xb73iVawDycxKhLsNwuYQGqYLk+W4NQ4AZLmUb4dXgebYeybwzgECUTka6Ndqjf0Uo9zozsuqt1DlT3vAkXLn8WgYNBFR9lEW5bBrpA2HTsxhPbMUs9R50z7yMIBl/vycIwKupzPG87Z4qp0PrvJ4Jfwc/B/vyEODAiEYZ7ntWntPTFuU2wGcHDw3zwBf54plyxUCZTr82VjXzEFisIClTOX1Hm6OpdPq/QKMDDR4D93lxCkj2nsWD9IPBG++hwfWm8gO48TcBgvwoI7yTp6T8SQP6WlaVNf6bhneNcXv1aivHEuJ727CDKO9JPmPcxgV0zeuHR7xbNnAfoDr3DCqSX89sNxVtCp63ANC4dedWACaDHZka2xnxngKeH374URZVyaPGuQpTncRnGkjYfcG7pmsvnDuXUAdenePHTqjoqi7AZqdv26YW+ZBn8o2H8ZQcOJDVtlb53r1/f/lf/9X/tpw6eSIKGn89x5BMY5L2zsDP9O6h5fHDhzHEjC4eah/vSSdOnognb/LNQCaym5jQetK945rkXWBU/5Hcy+/h+ZIPmmtIen/KqgE4gAhckFF1lAqixz6u6fsWdRS8kgHf8Zl8moEQDwfgHDnchW88yU+fPM4UMAOFVguzbGF16/atLOyibY8fP7EcO3Y8baNcZ7C/ePFVvLnqE4/ZAOAhbPQz9Lu3Y6HPmP4/d/HS8ptf/e1y7PjxyLb65v2APsd7mzLdzEEAU0bFjdJ5d27fCciTL48hQ2wAtbW1lbhb6joD6xy+cDgLWGwDZ/U50Cf8x04Fts7jfeZRpMvMxjhG99gJJ76tZ9GXtpCAv5mAWGErWy9ejAFz+5H7Z86dCzi7evnKcunK5eXo8WNpczMG5J2stu+sZdcIsx9W/h/eOLRcvXolOi/l8NZuoGEroMo1cpnZu8TtOqGss5/af+dlQ5ts4yXhJYrJF/6okzAlchO9xyRnVqR6I57WodcKXAuQ5gwVRSH+9dSZs9kxQb7Snh7qPubs44sR1yznKaOOjeZU+PiTj9M2pqibwR5f/WbbyB58oH3Rgiyg2qffcIH6kVNkAFr0ir4DUE896SAV6kw+6Jz2xPfqzIZO+D5lzDN0rXRwo559i0Xv33+YtqDjbMlmkCBZ4K5vaZuaw3qrtQm6pp7Iw/v+w7/aQ+/CPtqrmGbKHFp4n9FXILkRPWZB76VLF7M+4I0338whBaE7B2d015Xs3z/6h/orL//GrMgkBQ+FKllQaUHsxuHDAcr6aQYscTBa6NmZtvDRzjFPnmQmIzwYekhbj1Jm9n/wz28VzFK4QETCCjLaekUCI/U7tt4gWPFK1gsIyGS8MabaZuNHkE1VASqAxXDX4848HIHyCghiKIar3/3mOfk4OktGnkYRBWzTmHhvChZgUUOoE3bEMTstGtOx1CUdrSNj90PD6DApP8qve94SsiTvZBhcgEqI5j11nakdo0HgOicQVuNZ8Kifea+01mvndwChz4Clerj7XkeZq+9jNfSsv/zQMhUA1UDp8Iap84Mnj6M80Mjg6ID0us7lGjqUP4FaCJhKNOB8z+ukLgWVvTZp0Oben3WTb/mPK92lYD+P8DzGc3qYJ6gdhgf9/ngHZ/vh61SbeNTr3VHjyqUriz0lP/v0s2zNolT1pFQ0zcyD0onRHYsK3EOXP3XoymOK92BGqhSrhD/yYMTms7kxBi2z/to7zyWOtorac8pNG8cbXlmJ4h70qauWd1yk/LUJ/jHanrv+xRfLO++8G+OcdotHonSlfnPwN6eVgK5h+PSH5y+eDzBfL6E8JTKjTAOBO3fvxQvz8UfXQN1Yd0a/Sti02HpODLpx/XpCDSygaB/YCUBJPTfWE5px4+bN8Fm9eLbU2IlqH7z/QQyGHRbUUzp64lj2ngU2VtvK2P9SPzcdd3AjgInnwAleP/zBD5bDhzYC3CYoBvgYYd5rf2IVGVuyahBsz9AH9++FDkZHvuRAW1lZT87IypOnACKP9Ga8fpcuXQ74ePr02cqoB2RntXJl2HsFng0niZxGVtqH8aipMjR+5EMdgSqJvNK7+IIuvPcn+QSYjzrN59ix5ZOPP16+uH49/fvF5ovl5cvGy07g4Xkgk065/eWNRdynzgnYP3zI635kOX3qdGfQlmW5fPW1yFrA0T7Qp2y0SHhs0KOuV1+/kinKew8fxpNJthnOo4cPrU4es+/s44QSnIr+MStHxvEfQLQwSnm8dGYcHjx6uFw4fyHg4t6d+2mTFGyhyovN5cqVy1ll//z5sxh/oNhASb30S4Oie/fvLxaKAe3y1jbhpX42Bi+Ru1GnO/fu1wGzu5u83n3n3eSnvb174/qXi71scSByHLvRtjHLIL6b9/KTjz9ZfvHLv1l+//vfR98YsNiSiYgDn5mpHLpmDtCBPp5pf8eOHEl4Ddq8Q2bwGw36qFCB0ydPh9d6jbptb5sF29O52iCyaBDomOmxrdu7774bXaYOBjJCCD66di2ykPYdTKZveGXPnD2dFe7aBfidOp4HkX7Em6NHj8WGoEP9yXy8rSOmlq4CvO13mvCGsUODwSSQS68CtxK6HenrE5CSJxqFQzx5/Die7taNR3JvxhC9/tyjZ+i5nKg25MFuEt///g+jv376059GRvRzKTKBd8obM2by4UlmgugGvP0fJbRqI+3iHb/Z2mfPnkWXxtMaDDM9onMQc3D5zjvvDDk+nPrjI7IPiVEeW47SA+ov6TP0L3qHyKYervtTZ/dsy4deWyX6LewGjf68x8l4/Pjx6DBhVHahsRWXpE+SO7iPbDn8xt83lb5VMKvjMQzp9MPY+s6YhKHD8E9GMRimFqUK2J6HFWMnCItwzNHaqtN2FOYZRtUChykkKT9C0WkEzzBUGhB4mAKl7AKxKl3l1ExOY99frc90ifWajuo6OiUf8lVO3O1+jGRxWpp+XJujmEmnxwi3f/Jxv8C2XiZleNV176iDUucz3p/XGC4ddAryNLwBgPu2KqH05Kk8nUCKwRgrjS0aoDhm/Sh0ACnelbHwxTveBbik7qU6eVaw57p2lo82nnxzvbSpe0faeDfZ5p406zuv52LkpScUzd+Tl/gQIJJDHeq9VeZUXDNPn7ZQMm1y7eNPl69eNAZoGgGjaykAZ/BBHSY/sGx+RyvPj9+UbhRGvFyV0QC3zEZUsbRO9cKlXYYstewCmIDF7VfxjHmf8pxePe/7U666ei9lD/CDBwwSMMZr4ejJADzKengDvbM/DRHIfYuB4q2J56MnDpEncqUNle1TmQcOOIZRzN7G8pf/7f/qUaSU5djixbOHjhyJ3Dx99iz5MkozAY/6ITDq2S9v3gxI017iJilqK24Z/WfPX8RAeU79Thw9HoPvWFOJN3jtwFyo0tmL119/Y7n20bXsXEAPATF4JuEfIMMAiC2MlwsvMw3bbZ5ee+ONLHRSX7GV8vAcI4QObW3lOcN8/sLFTFO/8+47i836bf11/PixAAyDjCnTKXwAC3lI2ocsSMk3HvnyGPjyvrbTDpLfly9fWh49ehgDBARNAOu+9vXbJxkAJh4+erjcvXd3rJKvLNN52lr5eK7uJ046EGB7uT8Ap/y2TGGuHcjniVOnlls3b2WV/LPnncYmP3QE2pU56+XduRBMm5nx+eKLL0qDk8TEYY5ZjciBnQLOX0jIT+ox4n3pImEBly5caN2Ate3t8PjW7TvLlStXwhvyYqER2XSyGFpsG8b4G5jop9Jbb76ZNtR2PE/2YeZ5462dIRKeUyc8AZT85drusji7Xn9UJyvA6c5HDx4sn3z66fLp55+Fl2LH42kc4Ma2cGi2qA6wN/j7q5/8dei1KFE6dMiiuz1AQDwqe11Uhw8GFhY54jHaX4yY2tA4vG/qPb270zs/PZ3aUb7+IlMb6+k7LEAA84GehEZ+5Ol5Ax/yi6/+YpOHZxQd/tEFtlnzDrvKPpFpfYNNVHc0SVNGIndjwMDTKXTn1IkuRrLtE5YHvO7WmaAc0+xThdg6SkJTPn1fX0v8KLojl7mzp3Oy1dzQoXgg/MluGeTftoFvv/328vjZk+Xjjz8JMNbvOVbwIIv6BhCUrfdnQqsy8VGat8Jrv8bDsUdjyr/v2u6tM4L0vPam/yW634yVHVLUkVf0Zz/72fI3v/yb5eNrHycGnAMl280Nz3KBfdupTpTa9gLwOlW0H6+smPCnT9uH7fs9vbJopAPQAdDiuXLitBkgl17RHkC4HSXefOvt/LVOf/j/v1Uwi3yeyilYRkga1wiTgBN6wkUhazDCTlG3c1Qg+x2L+pw8CdkUDZ3PM97br9x5e6QAxSHBjNYUNqO8F+O8eODLu55t/sBUp4n58DQg+lqP4e0YJ4mlDoGSBZAUMPpKY42MPOXvWcBC8ukZ16TWMF/H9U7btk6dfnAXrUCERLDxzip6eWU6LYqkz6GXMlaWfPxRtsoMQF7FtbZOBHZ2Gm1BHVBYRlq8ChPvCNVAtVE78guqS7v/lSuf8qsjT02gfCmj32UtAw4KkvGafAhQG23afAo8ycsEyTrkTN3GpZ6tTLuOMqbixFf5zLaNIRgDrABTA5hhbE8cPZb4p08/+bg7GIxFSS2r7TTzmXyqXFQv+U4OKYCpnC2k8b2hNJUBilBdquDbJtpx0jm/zz6Cb8BKQJOThUb7q2+BTUff7qu3Z+WlrbX9LGv75XaApPszoVlfkWcBVD04lfn1hF28ZPxHfBwvCVlDk0Gh79qsst1BmjADi+e2tjZjDOQrKctxklaJO/KQUarM9f3SBPx0dG+wJKZRkwK3ePnVV5vLz//mb+JZO3G8RyUCGGQ0sYfDAw44dsugvW29rr72RkCHbcYuXrwUcExBT9kLjVlMV88s2hheKfw8dGg5c+pUDFnl0QlNDRM4dfbMcv/uvXjzeSutONc26oju3/3ud2NaV15LALs80s++NijST1smoDJpQwtZnnyuHmnIgv741eZWd41Yq6eFzE1AC3yZkgZiyB4Qxbviu4VOdARadGqf+oWkHbJP8tEjy80b1zMtr05o8ByZUQZPmsMLgMvnT5/HwxSemX2YKGPwEB/lD8hcvHx1+ejah8P707oZoFQbdtr3yLFjy63bt0NP8+xXOuPCxUvD69W+qY5OIPpnf/Zny1tvvp49Ng1KhT9EfsdsCD2Jdlu4GVwIO3huJwZH6Q7POmAqNAC9jd/sdL3S8QUP8Fh69uxJBkjnz55bvsN7+Wo7bfHFjS/jmT9z6nR1nj6z2cEYIOm5yO3BjeVvf/m3GUD/+Mf/MIMN4AIooGDRgt4OIKr7Elu6u2Sa+9SpM/FGo8VADED0vPbVJ+jLemeH11L4kTAMxwbHwxjJinzp9waLQKw2psskMnT/wf3QD8wAQsqILKAz4Rlkr6035Rr/Dx48HH1BTxxYWw9Yf/T4yXL61MnuFDAGk3jNnvgUhmKfVIORB48fjQMpOljGd3WqvhsgbTgT0Dv7CB4CWHS2smddpi5Vr2m/mBRyoc626LOLjcHhW2+/mQWc7//2g+XypUsDzNaG6sjo04b44R/v6rRzxKM2uXVip2PnE8OcDhE7mv6u7uNApziNOABGT6Bj8US+dKk+yy5//ulny//5b//t8vkXX4z2HhUis3FqtF9MvpJbfKj8Cl+svV/xEk831uPMyY4Zux14ZtAzZkvx3CAvdi1e8e7hHJtGVmCc3d1suWahsb9vKn2rYFYjTMFS2YYb9FpWO44GIv4THGhA3lydz7WB9aI4NKaFYa4BphS6P6MD13yfhrWjMJ2jxtkzpmMCzsZUBiYHaMxCBtc19kx8s4ww4DHzLl0Fj6kj+hOfU+Auuwj2Tj3NaJ1e5WnY03EC+iiY6ZVrKEEEbnhG0IGHM81vAIr30PIiAehdXBLP9JjCL/+rcH2fPANyKCIC67s/vCX06qrzoy+dwGboBzeW+/fuZ1Wotqpnos/TY2jRSZUh4ZWE7km6T/fRWzrGCJoW4QFnIAbfp5GQRzsiBbEHKvBHO25tbWZqRTmU72xLvxkA77rmnudLU72ryspKzWXJ6Nrg5sixo5nCthCFQtPJvc9wZhVwPLoF3uoxE555Vh3RqaOTYzwuDYx/jZDf+FUw0hzQS+ZmveUjT9clZfnznvz7u3Fn3tMGNV5ti8nn2Q5+e8Zei0b0L8SPjQHX/Jx18Zuy94lnwFhp74IXits9baguU3GjCf0Mhn1Anz17HmOj3FkvzziVCPixr+ucApNf82obU6jqw0vL06nfmv4C6J4+e7z8/Oc/j4eL1wo9QJoYWs8qizF+OY65RY+8tcnGwfXl/fc/WF6/ejUgwI4IvM4W7qBBH1ZfB0RYCWyg5bokX+XhCcBkYY9bNjiXKPjb9+4shw4VoPPwklP5//wXv8jWY5WR6j9Gs23Zskt3wasylKtuAI9EBuMlG/2KfOOHuqIQ7YC/I1e3TDNmacKeup/16wb54/z1r14kj3i2xOId3EifssekTA0mxM+ZmneCk994qe/gK7mSr/hVeRzYOBhvFe9Y+mMGOd3jNPrRzID9QLNJfu3Bp59+tprFUFf6Wv7TcPOgOuY4YUKJHbW3qzAFYQhH4hxJ32EPXu3Es7u5+SLXp4cdIBf+IE+G9t69ewlXME367ne/m1Oq8E6fPHP6bA4Gee+77xRs0osjxlwPBhJ8qnfAlBkHWyAdPLi8+Z234t21SO7WlzcD2s6dPRueaV/vAJd510DTzMCpU/GE/dVPfpIjeV97/Y3Uj/0yS2RfZ4BMg5CXaT8MssR6243isy8+i4z4j1xoF+UYqPE+77UFHdvtu/Di1Kku0qQn8JA8TxlVTjxt2a98bVlLv6Xflmz5NAts7Lvwv+oDC6d47GIrd3YyDU1147s0B2Rk1PZPZFhIQu7FDhZgmabXB8V028VCvQykhJw4HpcumTqdF1P/w1c8nbqWFZ7laV/3S0Z1sbLRKdGtZlf0AXbh4oULy8WLF3M4yxeff57DQ46dOJ42r16vjddPVnxLG007h47aQrTqI8rCZzQqGxXFRMIlt9Nm6iGmOgBS3iOkMnUzO3XYrNaB7Pzxf/ybfxMP7j/9kz/NoJP+03+8q03pXl5ntkSZ5YUFa5sjTBI/OqOBl+LitzZ7ZDI9CEtoNX9ik+XPfiD80pVLXfiVWO7OppMBdHKOWETNU+zvm0p72u2bKmFfviqmY0mYFi74wThn4+eCFa3uWczP6rtMh76s8hnTBvIJUBsgAljU4abgaqiZGAr5EZ4J7ggR4yBpOAaQ8pM8m8+RB8GeSR71tk4Q0zpFQAOqCqqhKvn4aycRXjAVcwHifq8eYaM8/ZuKzrv7v1M4MR5DoJCpHjPNZxmBjAuBixjJjuhnvQK2MHckdSLkhM93Ocp7Poev3vWb58WUMS/2BGdoosjd95568LaGPv+twg26YwDDB6Cof8voCHgaCQpxeo6UqxzPSZMn2nkaT9d08tRDOEnA82jD8T5D1jq0zeNRyqBpxBsPb7w24skAPhiQhw8eLZsvXixXrlyNskHD5FwAxb7QDPeAYDLG21QQ0h040raDjwVn5Zc2IzupW+jpCWdUBr5qpoLWenFdk7yj/jUyXWBTQNmBHV5E7qLkO4VX6SowEE/JOJXn7Xfyk0ffbXu3DN+7VRYvo/oZDPLsal5gl2H1J9XTUdCITnyweOa97343/WzWQZ5Xrl5Z7ty+vVy+eCl9t3XeGxj5rd0Ap7t3bgfE1Mtp78K1xZ6ikXHygPax2IV3LYtGDSQPLFn4ZuN93hB97eKlS8unH3+yvPPOd5b3vv/e8uTJswxcTlkM5AjRGMKd5dCG2SPT6JvDk9kZheiPA8ty88uby7NnPQpX3b2n/jYMVz97OwJs4lFNPfNmifeTp7aXZh3xCchzXf52GZj8mM/pF5Hj4SEmr1L6SzxnZgLqQbOIS376TngwAL289RfJ9/SXtQOJnwyQWFsSGmHQgMeXr1yNp1UfsnOAeMP7DiU4VBlCL126ubXZvHa9/yJgA3jKAGJMR6Pdn3K9R/7IOjm4+eWXmZ3R/1Pv8Q5mkUlgTF62t6OD6Gv9DA8OH7J7wuRn9ZdpaHxJiNn2TvoxsAiw6lNOonr27FmMtvJOnDiZxWK//e37y2/f/93y/Kun2YVDnLMt4AxEVh7N0L/ndMGr9PedAtwL5853i7PtV8t/+k//efnFL3857FMHn9pfmWRDn8KT02fOJBzi9s1byz/78z/PdnHXPvoooUnCH/D/ycNHedbz3p82Adh47Y3XMyi88cWNyJ77eJt4zaz+70Itl70vxe5tv1wtaiWv2tx9eevT+23pnGmcgyoDFvJl0dx8TrsCz0BU9OzOThYCGrjawcCuElcuXVrOnz+3nD1zenloE/6NHjs9gSzaUr/EQ9N3dhTYDqDlQRcHfe7cueXChQsZ3Nrp4d49cbT18qMzPMoR06lqfgNx6gcgFpYBm0NuRpl+A+EAp7oZqFroZVkWUxoAACAASURBVNDz2WefB8SJnTZANsDuovDqS/0goU8rh1qn4ekCNkB+6MJ95fhLU8SWj8OYOF3ofzN2OZCjQFctCmrb9l4UBiAU5t/9u3+/fP9731t+/OMfxzYElHK20A9ipYFnISgHD2XQgkb6EV+Lj8qjgNwhG/j75Mnj5Y3XXo99V7Z6bBzYCJj320E09g2mM18YwCY2uTZKXzWwEGbz4YcfZiBiMPJNpW8ZzE4lU8BThteYt+O1kzFKIAOeZlSS0UUNrQ7GmBKICgjj21XAW5tbq2B3gqChdKzG3dmuYihwDcyYmEY6dGgVl4UeDTtpUZZUADziP/aBKveI5ez0UxBCc0aEe6A1BteWIgPkEGJ0oy+drkXle0f4f79pdIYAiSjOgpUJ3oEQBmoawxhGgMbobwwiGASdHBDxvLLDI4pxbKRe8GFUXcDkee95PoosUzoHYiB4J9Mxh9cuimR4K9EZ/oy42/JQncfIzwBl0IZWIAT9+BRvwr6whL18ukBiAlfX2xHbrowrYxM31AoMNsRBnuTFJwUOHEWxDYUtLx4bYD3fD5uy3l0++/yzLHgR26a+6MQHio7HCb+nJ897eMqwUSLoRJm64+fchcKehVGY49jGqdjQM3mBN+RQe2h3bTjl0ielKDE22o4ctC1KQ94NbTX2kzbPakuvb371YgVqvBtZGfJILpQtzXZlwBhUi6zS1za3lkMHq6SBPXVSrr96Akyj1ntniu7dd99Jfu5LVkOLQbPvJGXI8EnAFVpm+WjDV6vSGcB6aW1e/nL56OOPs7elPmNam4fu9Okz8ag+efokeQJgFvB4hhfalLpntTVFe+fOveU//of/sPDAK0v/1XYAAjBk9wSLuUKbOLEBIPHSlPeRo8BI+3PfOxhabV3nGUofsLQx/S9+/vMMlk6eOBk+0UHyC/9fFRS2HMB2ejTrhY1MDR2Gh8qU5nU8s+hHAhJ58T765OMAaTKpLlIXy9QDlQviVg8fygIccgZ4A6aE144MdFbCSeJp2cmCN3wuCKvDoQMbnqJDMeaZyeGlzEbycxZugOcMxOq55xkUA2u7q1t37yRsQ//ADzWJ8bbmwaLDjfXl0UMne6mH/tA+oT31T/QCPD2pT814jBvvS9b0eR59dbl96/Yw8C9Tj1fbPZL2N7/97fLB7363/E8/+tHyxtU3FovC9Hfe6XiYX70MUCeb0QGj32iWeDyBg/UDC68dI/N//+Svl7/91a+Wf/THP05f9Y6kT6eP5cCKzeiet956c7lx88vl4ZPH6Rc8uhbjTTvk4Ai0GGRrJ+/zAOtOFmBpt//+33+6vPvddyPbZtjIhvFCQgH22RiaiXzzIm9uvlyOHz0We8ixRJfMvqgd1M2fcugbXsPKy5OVvAEufaZgDcBSf/323PlzOXCDw8oWXCdPHk8cqrY4e/5C2vr0yeMJ7cAbsk2ve1+ZyPbXPvIqQP8f/fEfL6+/8UZ4aVeNTz75LOWgg30jN+kjnF/RH9Un+oi+oe48i/I3sKJ36WH6fAL46NUcr31iuXv/Xo43hhd4acXrP3nyNDKQipPVIQvRXfFu1z6gXlvJvwM+BwxEPPOpD6gg2l0v/umzKrj1snY8NsGDcRhtZwbj0uUry6effpowqbffNhNg9oZdFtLZwWLlbGxxKgwoeKB8Dh1x6BVP6D/0vXhy/cqgobPivPpfha9nzp1JWBf+8bpvHD6UXXFS5mpIU3si3njr5VY8xzy9/r6p9PcR0zdVUhq7ru4WMTyrK09QFXMM++joAWS2VxkdV8eoIS7ZMTorI+/cewH9QwkOLxiBJrBSO0i/66ynTp9Zzl/sZvGCtymJdBiAZHi+IuSA84yDGca6+bazyrGwpQKSzjemtIEnwsSr4B2d6O8m1wmq5wKG9oHcKdieARbc9z0Cabp7bNeU65n+shCl51Izhv7ck493QusABwGFYwQ7ryffEc7hu2fk4TswKFEUDCIhD1/28WTmkzLHyFP7oXm2wyBjVR9lUDD+Zj0oYd89O9s/hQ9vgnt4NkGwmikDkK33pE97LvTHgNTQaJ+A3iiv7RgncsPIARb1DLeufl84fy5yJUeAgOeNZ8jWKMrcA5KVPW4wBk1CI94FmI3VsQZXcxZgtmUUaEIEOn2PHin0xyvRgQPg3GtOHurImn5Tx5bXQYTfvASTr1GUgweVxe7BarUzHmtb7SClzcnWWDjimvYA/nhFT56qQvrs80+j4DJ4G542q9IvXbmadpEnGgAR2lo8opT22NnNyvNr1z6Kcdwa21bx5E060EkxS8CTvUsvXbycwQEwb/X86ZMnlx/84Afx8ADQKnPp0oXG821txcNOVl1n+MUEAtaff/rpYvGXTfL/4j//RcIdLl24NPp5wSDeSc4Yb5gEfnaD/qFSlqfPn9UzPWZ5tDt+3Ll3N+DZ+6aHIQoG0YDr7be/E7lwD01SwgN2OyDV9nRVxHkYSG3urwOlAuAYmTEtatAw+UbevG9nF1O3kt8BzYUIaXO/6Tz3Gidb4J0z3E0Nv9pezp46lQGMqXp0WYDz9PnzhC9YhT+qHc+1ttJXzWQAV/qKd0zXAvazT5C3AIWsUK/X6/rnn4d+Ojx3h7LIYH0sqLlw6dLy6MnTgN9Mc47Cz124MGQsVY3c4sHamhjvgzH+pjnFwPI2/fo3v+nirudf5bCQi/aRfrGZNj5/9uzyp3/yJ8t3vvPWcv7SheWTTz7JVKoFWE71AuxlCLDQx5K+Tf+3r1ff/OiHf7SYjvbcv/gX/zyDujwcT2dIqq3K7GN36uBZdPqd42Udrfzgzt1ss4R3vK5sB8+WAcuUBzpLXc9fOL/8/ne/T2w/oDn1h8Vt7vu9vV0aAeno1Z3qFHnRA0eOH8uUOvmdi6Cqu8vXYK7hUSYzt+/eW9bX1hMWQR8qR80mYPfWW2+/lQGjtoj92t7OIs7f/PrXy62bN3N6lsEiO8b7LPwAP2f9pqzkEIRlN3Ho+tMf/8MfJ2b4v/7X/7b8u3//7wPk6RsqbGV/h9dz2mafM2+0oRZfYjfy1vBUDwBMBOky+1Pfve34bqe3nYnXWVv0EIKGMhlw4LtZEf1H7qU54ryY8ckMltlIwH84ChRLR3qfrAhlMPDS94Qsxb4MZWPwmm21ss5kYzl34fzy5Y3riy0Hf/j997JbCn61nt2mTEN7ffJAfmRGvypw7cJ4z+G5pGzhG3du313ZQ22rzfFse+tlBll00ctXW4v1C9dv3EhIVSQgnmB450BCdj768OM8U4574ptJ3yqYxRDC1M7fkRYjydPiGg8WocZ4z1LOBCgj3ijetuoUdMAFSMvocx0g7Kbb2MWAep+RmB2bsGhMRtmo0BQjI/rg0eM8bwqEgpd/PSpoM4KztYhjGEc8nJXoA+ChE83yVh5a5U+R+02Beya0DmFx3TW0hP4p2Im162IdZaKdoBvRqk/qPeqrzoSbAYkRGcCuYlLBpPB1SOBhgjf3lSuhLaN8R+nyrA2Pk3tzoKCMeEfSduUfBbf1Yms5mA2zxyAkiqxtSqkow1/aMaP7KlLgfgJ8AG6mPDsB3Bg9h85hzD2n/pOfeNi2opDrTZjgybOUzawPGeLVKc92lxcvtlYgybuJW8sCmTFI2uquDPKxx+bFC5eiDjqSH7GiPKHDi0G+/M3Ork21ibwBwrRPDJ69B9dHjFnfwR/tQ3YlbS5RNto8eQ7eNp8BWg2SxrS05vQXORuyLw+yOz/do3ya59py4tTJeAnwM2Ul3rhtFrmIV6U8lgeZNjUv1tQBARTy/fsPlvWNQ9lKaXplKSwxUqb91CmDqGU3i1levOh0fNtwJ9N373/wwSp0QP1MS+EbWv1mBClfbZe8dsdU18bB5fHDR8t333tv+f4Pvx85ZkhM1X71fHN5ePfecvPGzdQ/xiI7DBxYTp4+swJVDMN//cu/XL68/vnyD374gyhmsZ7MIfkif7amev7seQxnpqt5bhITvsTwP3/6LEB7Po9OU9imr8XLhg+M2+6yPLz/cDl/7ny86lMWeY31RrQDLepOrjqwbRjJbNe2cwdZW1tb1QkjlrEmvHpv9jsATDtVJ1l8th4wz8t4/NjRgGyhDOrDU03/8sgAZT/6oz/KVlR0ox0JAsx2uqPDE4u7EoaDvd1sv9OW2z1wYetl2jHbsA3QoIzos7Gldt48sB45tPjn3oOHAdRb4v3HwAhwrF6ox9oKfQtIIgfZoWYrs2onjh/N4Q0Dj1SnDV2SXSWyD+7xxPB+/tln8VQeOXo407P6EIfG3Xv3Fqu1eRR5lek4bffg/oNMy965favZj9mSWVY8lWYxhm15tWPf1uPL62+8vnx561Y8zvY/JsNsSlLswf/b3r19+XVcd2I/uN/vaNwBAiBISqJEWY5HkxlxMk7WUtYayR47yy+xnclrbOU9lvIeS/kDRs77WIrnsmZmZWRn4hnbWSGt5RlFJEVSvOFC4kpcGpfGvQECnfX57lONFkJStCVwpO4qrMav+/zOqVP1rV27vrVr1y76oja/7dmzO3s/EGd9Fllj7b9w+XJuT/ss06fuxxe5GV3IRfR2jD8zw3f+5E9CHsleVqcW8zOvmKd3nEg208ppbuXdtRJJLhSNP3Kz2meMmo2iUuRdfxYJgrIx4dcWNV7TPfdSV37HsJB27No5CEFHv/EFJevKlgMScnLZ3eHds+cilyAhH6zfMZZkhY+OvJcl92rz+8PVG44Sr02L/N2fe+654b/65f8ykxTvbD6nsGFBDmnUluTQaovVuXHnvZMLYZrhkA6VwbhSx91h/8HH039Y66XEpjVpodtzcMQYljDGrzrYwJGvZMn7kFr9z54BYcyQX3/DzNjshTUGVvlMPOgHqxvFceBYvEZ+sZaP7ghkhI587bU3EovYRP7WGG4x41TGy7ZZunQGTmKMvHHzRnyKzdX55Kq3EtRYM9Rq9cpVw5l3z6RPWrUQkstMwb03b92oyX027i8dbly7lskrA4N2wufIFKOBTbAiqljRK/JcshFAf8r/PWATP+WMf1x2hC0T21E5+LsRRA0pNctIBtwxuHqeG4mgQcqSUg2O1RghQCFqZkzjMbDj5iV5IqWWPYRqEc7n6LG3I8yc3zWsjqJRDSYaPuUYSZmYfEiencIGH2WJAIwkVrmbQ7/vJIMWK5w/lS1EYXZJ2IBZbg3udy9Bb+9ltVEHJywRRM+7Xx5SDdJVRr/rKA0znUUZc//op5NBYo6FVh5ISp6JVXpcGo81Zc47RqudMiqbAcLpOTparD1jXVPftmQzzvQaDq1+yu6d/lZXdW71MaMPmRtJLmxbfVo+3jHbxmkruIhFOC4VjRMFbUGpliWzCKNn3VdtV7Ny12Kh0hHTWatOrl++MjVcZv3b6GjMas/34mtU8gnzkI+Z2vDAOqYz1/XKvwhwWb/U4d7dIjtVr9HyPU6EXPNskxlKVp8oRV7vz7W4d1T7q7vvWYPVw8AhqX/cQDLQjSsDo9+rumT3aSZEJaOuwUYQde+XakKAlA/Z4c0qOnlpMgOSspK3G1nKryD93s8qhwwhodVmi0Jk24TIO7SrneFXr04NNl0hRmTBMqmNW+I41jJsTSxDysdd7/o74jXNZ3vZ8nwaJKFDLgwGk5MXhsmLl7PcyNpjuY1F2WYJIbHeeutwNgCx6tho8+x/8cvD6bNn6x6nQr3npJySg5s3rwcL76wWqEHXsrb4sgkPxldsyeKyCA5DXBk81DaFWUK/fm0q1mJkOhY8csf6YiNNXDkMvOUX6FlkQ1s3XeAafDPQJ/RdESMESTuQm7TJuFnP/eqhr7JqK8vevfuGA48/ng0z+/bvHw7uP5C4qWTMUaYmmeQ5Fm5lWLx4uHrt6nD96vVh7769sYIL/eO67oBQu1/bOUkuBHfxkkx26EHW3PThQYgtmw1t8ClipG4w3bB+4/DWW2/Gwr+ULm+rP/RHJrK1AiMOLpwQ8/SR+B8uSnSNM2fejQtBjB7jJp6aDJT1tBkC4Ms6zuWDTNPlVrGEY/MsfcGoYlKxdWIililxkh1/ysWF3lCIkNJRGNokTtvAb+miRYmH+73vfS/3l5WyGXG4ldWqFhJjYxFfccu5R44d0WRpSyRA/FKThooVXCH9vFnZhDnSrhJSaTPcqRMnMgHhK56VORtvVq4Ybt64EQIiegMiR1b0dfhI9ES54d1NX/YdydI+2kIf9lN/L87qJzLY5B0gSKO2l0/iJudUvmXD1i1bhtu3bw4mrKfPvJv7rBQgnOrvgIHb07dGl4aZYbFxIaUqPd0mCMpIjsgpv/fVq9cOp06eGv7y+eeHv//Lfz/WSv0IuVNQ/aueLZLm78YtkDYhvgiA8kamRvLd9B4esGvv3myEdnSwds/kOic3rgmGVy9diasdXEJMRbG4eXN0PTDpq9jHdPO69euGqWvXMjEywcy4iaQzTI2rj9WXhmHq6pXhzLkLqW/hX6snyp9+KrQjw9rSpbGG2nilv7aQZtqOjJFRdYObtqYj6Rv6MONFSlErMe5rembZMlyDQeFe9hBw6Xnvzp0c9W0jvnxvCGGnP2Yz4OLh3PnJkNdwlxgm74Vg61csths3bUp7ILiZOI1t/NP++FjJbJj7uOyrInbFEyogp8M0QR7Jqj9rgC2fsras41p1sFGhZ6m3SGGsV6wjIU1FIhr58dy6DRuGXTt3D2+98UZ8o8x2mPWRWI2qMxMajRuFOFpKZpdrEtIDgajBP51EXRLDcrTCjgNrkRPkrcqhPkVIywLm70bkUtfx+yIDtXwdch0LaFmZ5SkPhDDPxPpbltD2t88ibGpUkwICDJtmoZUHDCnhhk92iYz3e067xDo2ugDAz+zcyVGUBWH2vfukH2lDCtMMdrSyJK+QyzvBN+WKIqg29Kykoyp7cMqV+i8df7RK5z2xjNYz7vBbvaPeWVeQ9bI8BbcQFFbqWhqiVEMQQibLuitguLZsVkSDr0gGZl7NkBwFETwrakYrNyVg0hFZGgcB5fLuVj/K1HBB2UVZjbiF7I2EuWGrrZzag7CyIKWeLaj26DpS9yKg6l3kz1IdGUL4vDcDddrCprQKL5Xr2i6WkNE6EcJkJaNIk3eaUUtOILo4eSFxOzWVM+bXr1tfpzRlgKyNbvIVfkd99CXtAEskgRKXrHBMbJ3IwPipTz0dMsFaaNlMiCyk1sAQC0jcRpAIsvperJGWum0WMoDdun4zCpJ8GNj5ZL30gx9kw4Z6r16zOu3hwIJ9+x+LhdFSHqL1gxdeGL74xS8ajkOs+MNN3y4LWnTM/feGWzdvhmDv2Lmr8FWOmZm8x/KoE5rgYYc/okHmDfZ2lR968olsfEHS1IWe2b171ziAlQ7LBC6hlsoPNCQ2k8/SRfpYs5oEvFjcH0yyXYsMxH+7Nooog8Hu6tVrOQTCoLL/wP4c+UuWDH4I4IkTx4crjhdWb77ko2vUvfesuizJ81wJEt1gZhg2T0wM7547m/ZBqNwvkWVt7J3Z3SwElEgGrJw2jd29M2x03LDNkVab+NotWzbs3rN3ePfdM7FaGhxZishNNqOOLkoGecmk4diRw+XG4DCHxFCeySTr7XeOj0S6dDgrMRmms+lxkyNlOHz0aAbh6yYoi+j58p93z/WbN4Jj/GrXrYs1DZlcs2ZddIRDLxBLZFCfiD6JdNf4pc8bzHfu2T0cO3IkckMpVR+wuWxt+mIRJifxTQ+bN3Jz2zq8+uqrwc9Aj4A6ZvrE8ZMDv2rWPShbHTCRJmzaT/0sY7MiO1mMf+32iYnxe4d7lFWQJXStSaKjc6Pvahd7+ngwrj0fCD85is6JkYIhgO8/3V5L5tpBTOhrN2/UGGTikag+LPorEkdXH+VO9MShx6Mr/tk//efD83/5/LB7167hytWpYdNmE9U60OPipcujXlTDkiVl8BP9ncvNEFAn/n3iE5/M5sqz584NT33yE9FBsY5HP1ce9T8/8JUDt5EVy1YMwprhDybAYiCb4NGFJrraid6yUrN5w4bhqU88Gb3rsAp6tbkvknPuAvSsiUjEf5x0ateb3GvomxiGkm3GJfsCThw/Hot9JgVjAalH+tePtHXLphBj9zRyyjhgvKm+wR1kVaz4r7/51rBh3fpyHcmK9kiMRzcBOkMbw1o8Y+HojHva5/adilpCs9jwZ9x0v0SXOUKZi4E+1yZT+Z7xbumS2ZBwmzZuGqx0ODGQnCgneTdJ4Cv70ks/GJ588slEVbFa5bvqD3nVT/2/j5XM1nJhkaACupyxW60QuxpEStG362AGFIFrs6cHZKyIcAbnzK7LqkSht3taPman27dvz67isxcuZGmC0tUQIWrjph6ydscGiDE1S4XBMVaBWK7KwpD3IMEJIP1gWd3f8vXpnuqg1WlaHVLXsU4hYlmaphzHATXWa5asckeo7lF5sGAqjySfLNGMPlyueUfViTWgIjfowHBq722E0bWYyWc3lBSmTThzvwkElRPfHu4XtSya1ZK4qo6kyWaxRBSQRwE4930zTq8ZiRhlqQ65/73RtWPEzPUiQJVH6qnzZzZbdXjwjeKXBaeWBx9MftSdZVxbpB1C1KpgkY9sJBk3C8aiWF1Ce9hA8fSnPlUW+yzXGojLAhDMRrlslmHl8Zyy+17+re1ca0q2BiTKx8SgQueoK+Lifj+e94xl3Ewa5igCpdca7qGg1ZGMUs4GLPlTvFKRyuoT+KQJpdm1st2elfFSeu6d7WdZZbDcNSRIOEurs+kN5KySWzZvHpxX734Dp/dSYkgKZZy2i5tFuU2wFunzBi1BvpECn2b+CKMd/kcOHx3eeedYrGyus9xlAHIk5+imkZA+ixbHam7gEA+UtccE5D7L/t27w7lzZzOpaIM+0umYR3idPX8hPpf/9v/8t8Ozz/69YATni5OTo49bWdGQTBMZ5d25bSKuE3fGJVsWvtUrVw9TU1cjGzUh0NdZlwVXvz9sm9gyTJ6fHMRF3bBxUwjbnr37Qvi0uXLCqNqi2knfIL++86lO6ZqsgdoNsOOEG3FSH4ksqKv9BNpCvp69M303S+Qssix5CKdDEf7dv/vTxIl26AHy4gCUDJrI+P2Z4CksnbzgTpYcRiAOqPsk77OsKSmXe00m1O3WtJPPVobUG4RDJO6bbCwPNsq9bdu25H3qzNk847uaWFdUDDoDNiFX4+ShVtFqE2gIyLgX4drVqcghsGpQLf9vGOmPJhFTFy+lLWHgSNXoRHHMrS7crFO5rACUsWDIphp1lIxLCG8bs+gt+gb6mXDFT/S9Ye+e3ckPabNydebdd4fJycn4djsYQn76j/xEVXj605+J9Wv1qtXZ+Ka+JnIXLpxPqKNYv0aaQR6NnwgvjOkyG3I8+8Ybb2ST0I3bt3I9ZCrEZCYnz9kRv2Ll6sS6bZt2G3lUv+wfWbc24RYZEuCmLGqYnxC+2okv74uTF7Oxz7d3tQHysnFDNq+ZzDz99NORvz/7v/9iOHv+3PB3/vZ/HiIV62NaoYw/58+fy8Y3GJJiFt6WlAHA2lO7Gqf37t07XJw8P5y/cCGEmbxpk7J+D8FUDzFGb9m4adi9d2+O2FWH0q9DSCE3KUYoz6Z+3CmcbLdq1bBn375EyxDdJKs6opOM7oVk8fqtcjniYy4Zj3RDJLFWwqqNW5l8aZn+hRdfGu7ena5oBlZN2qaucYIHb2HYuLXEt5b+npkZro9uFVSRCb+J6Zl3zw5bJ7bWJG1af1TrMsKRd/eS75ai80fdQQ/cvHErk0r1p7/JfJ6jN5bWyYo2ttoUqF4h/TNWt5aHqGsTdV67YV38z1eucsTz0hgavPOxPbviXsDynrEs9S2u0sr0KD4/VjJbfiKUcgUXb8q4hHkkYJpmBDcKjTaMArds3Abl8qnzvUTRaBRKwqyfz54GCKFrFrKZmWFi+47hypWpLFHw/Qkhy3O1nJJGZ5EdLXYsLNXgtTnJABxiNJ5xrdNk4M79tamHYqdoEBD1JFQ6gXuz5D3WodW91Y1A1rNm3EszoHsWFlJITgb1mQgNLOUpQaGRGoRE+V3zme9j3auZEczUiQKCj/wj+HFfGPMbO4OOmjJlmcb9QnvMGfhST32OSqjkfgOx8lTJxi/8hayNmFX951gsbX4Z4xo+eKKUWSwEsCgoMpC4J8oo5LTkoj0Xa+s40GsLdfRel9Jeyp2ZK6tETZJ8h4y1JSN+b++eezduLMoKIwO9QVse6qjNgl21QH5XJvfDwaeykwPy6UEyZFDjB13PUrBUmfvr/PGSHbePRDY7kltkg9rk1OrqGQSP7Mqftcbv5J/MKHOVtZ5QJi41iGkG9VglRmDH5e4Q0XFJd+vE5iyDnjlzOqTHciJy46QbA7PBFVlRryjGcYNBiPHohpEBf7Q+mFBu3Lgxg4BNVUI88Zv7/gsvDVevTcWvjELnBqFtlAVpRXhZCZTUoLdl08YspybUi5NvbtyMq8Dht94cvvB3vzBM37o1LB1XRLgHTWyfGCz9TmzalM0+O3ftGg49dSjtS07Xrd8YeYWPf5QzbNVpGathDgXgc2aysSQ+cwh85F77jjvMN2wqC+SJU2eG02dOx68YWRDI3OERRUJrUuFZ79L2Ndg+kHGthXi5TqYa+dWWrrUNMdqeHME72NA7/OyyhDozbNkykfZHQoVHE+9032OPZYCGsf6BKDiq1fPqt3bD+uQh7E6V634mLifeOR5dpt0lz0lifXu/yAc2MdEx5CGxZrPcWQMt8qFfIA0sNy+8+EL6QUhJ9KX+VJO6IDNapemSqctTkbly94CBHfUr49O+YqWVtXKzYf0lb/x/kRHJpsLzk5OZHGmwbKxJpINa0eLLyGLcdNjSJcuG115/I5bQzRs3DNO3pmPJAxBfStZ/uBAQfc1zmzduGnbt3DmcOn0m7cEalgNquGBcvjIce/udYCLE0xOHDg2HHj8Un0R9f9fu3cPmia1xw9i6dSJLpJHAVAAAIABJREFUs3k2e0CMl2WZZn2FvffRU7t37hi2bmONHRJVhL5wHdlN2ZYsHl2C6gARst3KHWsgPT9izI8VeTbxIa8ll4Evz2iX6N9FhRJZQWK0/YqVyzMmIYgHDh4cbt24Nbzyyg+HHdu2D89+4dlZ3WDFJmO6kHq3b5XlflxhDLkcW4A8a08TBonM7Ny9a7h+/dpw8vS7IbPvHD+RlV2noR08sD+RUpBOPt8ssfr828eODkeOHhmJd/WtmjSVboRXS1wBHj/4ePymxUJF6llf9X0TL5P0u9N3sxnswuSl6MIyHpQRIePG7P6SIokIIh1y8cJkZJ57i4QMBstMhmp8EGKLVV4ElhDsrA4vzgTExr1NGzcOmzZvGg4fOTKsXbd62LF9+/CuTVfLGBzGg5nwENbn0Q0xshm3mSXRj/YjyDuTlZGb0N/RH3yWjVWLl2T16vqNG7XRlh4siYvO1qe11batW4ZrU1frpLzFY8QePvBr1gybt0wMl6amsllXxBwr8PSByYyfR5UetOajesOcfMPo41ROSIVHqmDe8Rsra38shFHEUdIPLGruZT0MWcvAaPAvq1RZRsqC8MSThxI2okKDlH+bxjI4WRJ8/Y3Xy6crinjMI9a+WhbVSZGUWqYvwYtQZsBAUt1XRFF9kAUCKxncEGDCJyGDmZkg3aPVLV+MRIHZnzKjKCyHFwEsS24GvftltbQElPxmN5/UsnKVtcoonxD4MXyXQaqRGBYf1s9WUHhRbI3I5t7Rkq3udxwROkY5UKb6eUCKYKkd5F+D82htHf3nlCXlHWfNIbsheHWKmL/L6lF5UrDBcSSYZX0tRQabkL/R8qrc6lkz4lIkISCRl2rDkIzRiqsc2imrAnnv6BRvuTVLPJWH+5QLFuRPu50+XUvZqmNZ2nvUW3lc8ze3AvLlGsxaghklTAkqK1wpcv+QLLEfERF1kWD5oK6VH5mQh/poM78r46wmTJlLttyjfSGct2RZvvJWTs+qk/v4AL762g8HoX6Wj/7LCFAGkXHZTNn0Fxs4Xn3l5eHGtesJ5UUZOa70+PF3MlkykfQ+dfQOLS9Mk98tX6e8CR1mp/FMNttQbEgon3UE89//2Z9lY4nYnJ5BRFodDDj8ai3jixFLIRuDdu7eM7DInTxxMrEQWVYPHjiQyAZPPvVkNhQZlE0mLOdenbo6nL8wOezd/9jwwksvxrKM9CBv+uv2ia0hX8prEDAxTruM/mfaJvUUhUEoLiTTphaWkbGPIANbNm+K76GJpElsTcTK8o3w6nPaksxbqg/ucyzp6cPkNBvgajUhemaUATiXvisfOm1O1qrv3wvRp08nL10KAVu7bs1w5/at4ey5s8Ppk6dKdpCwTKocd1wrWCb5ZJucwk35HGOJUOfa8uXZKCvv5TaNjH08A2Mm+e9lyZePnDZbutwxxreSP7JKhy1bqS/MDDt37RzOni73gm0TE1m6VUd6R5uoi3wdg6zPmEDbdIJc+97SKMsWeWZBijVce4xtZ/BE6KweZMUqh2vciIxZnbL5TaJ/9QF+pW0Huoka+boweSH9AVGenLyYCRxZ57IAE+8nE61fb9s+Mbx1+PDsgG0XP+u0MF/kTmxUbgDqa0VD9Jwzp06nHU6dOjmcOnk6hAOuly9fGduzJgFI+/q169MHWBDJ0bo1a4Y1a9dlLGMBM8RUk9QqHNy4vSDporWR59s5MKH8qCN52fRUvuF8gvfs3ZtyqVeWnzMulr4hcwjmzWs30k9Y/ckQzI2PZe2+n/I8992/DFlFlMingzai2+YYFkwwcrDJGFbQvXSHfqX/xRKe8eBewvFt3rQxqwkmKFvFP716Nfr38ccfjw8tueCapN2OHjs6XLh4MfKjnWGR9h5PZCQb6sJOZOyGBT9l6fCRY5Er7cDSavLAFYcV3HhhVcaGJu+TPE/vk1+CY+WOHiAf0T9k+e57WQXWp+gLxYEHY1L8m4f7gyV7E033woFMu/9OjohfnDBkJqOeefrpTw87tu8YLl6+nHa1ambMNZGz6dJzdJW/1VMEF/iKOpDxYSS8VfZx/GHwEnFm1arh1JkzkXffW+FRd3got7iz2twETLjCJ556IoYi9RGmUbQQ7kusy/aavHPShssy6u3ZtXPw86jSx0pmAQKglkKKKGLEa7Q+UGRzZ0zu95zZBlJmgKgl1DGv0fqFhGzesjWBry/lRBdO80hJ+WA6D/385IUsk9WMfVymZXFr1tJxp6LyKYP3+kQGDCLjZDzFb/XQ8aT2dyNl72XTl+ceWG8yA4rltDYJccou0ogs2UwxZ3kgJKbAoqRqCY7FpYJae6f6ze1UwXdcNpcXoW4/jYjJsQ2gtbyPoGdyn5lyZvWjf5Fnldn3Oosf5EwbIRUSfN3nmu/hUcRMptUB7qRTVQeuts6jIbB+UybP5veQuiJ6sYyP1o+QuTFen3u907KqZ9tgrpw0OiUrO2Xzqe5FqrxnDC8SS8Mo/uTSy0cih/Bpd4MWJYCoyrMleamveoas5MX1bUgYJczKqoztdK3775XyH32UW3uodfAyKBCwUWkYqEPAx4lYq2d7lU/3NxllkYjVYdyxXNWp+mkTOISsLl4SS9WlSYH7W/DwVoaaXMjbaUq79+4ZLkxOxlrKUn312vUQpHUChsf3sSY17g/WJIvbQXx1+W0jc5aX68AKJGLTpo3D1avXE5bnz//iz4fnnn9ueOqJJ4aDj+8f7AQvJf9gM47Bg8JHohEvmze9m5xOTU3F1/PkyVPDf/3FL8aqxHJgc4hP+oX16NCTT8XH9m9//m9lFy5skXUpG2oS6LxiA6uHtvMOyWCG5MVSNPYDS302Qi1bXkuNBl4WO5tKbfCjK2zqMTCztsC5DOeEseI/1oC6JMSmWWWQEiGZbNTJaoLJrtWmbNKstkxei2qwz4DMUuzIYrvdR39kcsDqaoMXUmgZ+vDhI1mOJa/0p4EWPuoLCjLveXJJ3rnAILjTt29llQgOcPOuhC0cLe0ESxuJ0XzHjnmTKvFfI3OlP4V94u8JJ4MZ/M5NTg4ICl9ebSUVTg/q6RqchNW6POWUtcJb2VeucGrh0hCYtasLa5qtTSoRSdbf1WtXJZyYPqu/qMfVazdSV/oXFuKF6s+Sw1EusKStXpOxRnQMUQCQCPKLqHBbMXCz8LLaWVr3XhbeK1OXswHw+lUuKOWagKxeuHAhy/PwQe5fffWHsRa/c/z4MHnxUixyiDJ/TiuLyABh0XcboQl5HPX7qjWr4wqBaLf+XRq09HsbJ4VnU2/PwtnqhjKQK+3Oug539/PrfP3110c5WpZnYB1XkSVLsllQ3FEy4hlt793xn9+4Mf3+zbcOxx3F91wmjBcmQI7AbpN935m4sOKR80oPdHBNGmvfCteCTZs2Dy//4JXcxlpqlc3q0r49e6IvbCT9/v/7wvDP/8W/yOR2/Qbh5Fjla9VDfvpKxq1MsGFU445xDDeg753M13SZfqFuDtLQPjVu3Y++YcXdvGVL+s6SJWOknOo8aTsEEDzT3K5G3QIL73DIRMZYk6kxGhDr9roN62ORV0lytWXrRA6EWLFq1bBty5bhzvStWIX37lPne/E/No7Li+/sqtWrS8+m9fCFB6sGrO57d+8dDR1WtkzCSv/Bhs5FwvUNvu0msSYgZFxflWCBsBs3bOxjHCBTrPBC2zkEY8/uPcPRY8eyqZ58TV2ZimEI2tsmtg6P7d+fn2T4CP4bR/NHkPP7ZFkKA3iANBCXVcmtlA0BkAxaUinrB8pNI5oFInbCaIUAt866dGn8aE6ePJF4gIDWQVmhLGtu2iwO35Fh3foN6YTaEomIQIXs5JW5pvPzeUGSlKvIUDW+74p8FBn2VCMwIQxZtkE0HtSBsid0yh9CGwJfg2VIDavtSBblnQ6VncyIV/3tvTpDdUP5F/Fw/6x/DlRHXzNll6J0xjL6LuXIUmqRobwv5KuImdmnArRyqb/U6qwM8jCQNGxauymTFOtZCCJlUiVmiTRg+lGXlpqVKfmPFquGnWuSMhlEa95QbgwhtyYcY50NtMoRJTVOCuBtkHGv+lTbPVimH8Wtnpm9h+VtVZa1b98UeqXcP9JuWQKtkteEqnwHW118uk+xk3esZvVe5VAGnVxquKphI+raqvkXjlV/QLoyuRrPRh8tUDXBm4lli6LgZ6p/hFjOTkjKCtjkVhm8h0+kpD3JWP1eKs4Gmi1bt6Ydjx1jqRjD0i1ystuy4erU1BgKRz8ZrfzI8rh0i3hKfPVsvGkkJPFV37s3vPbDV4d/8k/+cDh//vzw3/+jfzR84pOfyDsQnqzAjAJVxLZkBV7yceLP3TvTWfq1c5rf3a/96q/GQn7nznRO5Dpz9uywdfOmhDjKQHp3Ov6dllDPnD6dJT++kgZy7kaIrUHVxsaU22RpdgL7YENbJrQzM/G/FZbozp3b2WREpr2HBfni5YsJQs+CBlfhjs69eyaEHJGk02w02bVr9/Cppz+ZgVSc3ENPHIqi37x5a6whEeZESynrVoQqk07yVbpSH68y1YqVdhIDVnks6WrD0ydORCbJdMjQuBpADug+KcvEysY6T59MF7F3v4Ew/ed+bdzzTv2qJKZZvUy8ptN2SISBT3/Vfk3WEECkTFSEt958Kzrm0KFDiRLAECE/y5dw1HdCtDMhXZx44HBjSWXxktSV/CsrGUPUlEtCpJUdWSKL6olsW2kwARL6yOrLbRExVizLxCR9b0kN3iIzIODyZ5USyk+eCIaJkkFeeUz4Vq1eGT9LVjV5WpVgCTf2rFu3Yfjyl/5BLIs2eb3yw1eVPH6kwjeF7GWZfVEmMNu3bY8FfdWatbXBaJwcamOWUu2q/tqOK4QykPmpaxWxgK7K6s+os7lEWeVAQuCpW8E540BWnxYPe/btTjn4kdIfk4j8OGlAGk1IYa0MnkXsEFxklBVvyfJlWfI2eWJ8QPZpP/jbwIZoCiN15dpU5EIbw1qbS9GL+W30+Uy/yYUcz7tz567h9KmanJ48eXp493SFi1J37aQ//8t/9a+GP/3T/2v4xV/8z7Lp0jHTyggn+c8m/Sc/RXJd37VrZybYR48enR2XjF90v42/DF9tZdR15TaZz6g/jmPKYvxpEYfcJ+mnJrOw4m8and98cMfxyLPcj3xnJQPIJjNcWfQDGG/fWRMsLl5O+bp+rY5HFm/YxHXN6prkIaRWi6qOpX/0J20XK7m2HzeARW/jI+OKXnSV0x3bCthoAdef9S1YmhhbUdi7d89w8vTJWI/1HysoTkTT1mdOn0m7MTya2Bknt27dnKOZxfb286hSabNHlfv75lv+izVDNMDXTTqq3wFf5n+ktyw0gNQBpQxwI+ErgjcSiMy6lw5nz56bVaYsI5bEJrZNDK++/NJw6/bN5K1RJASyFK5BXRcsemPpkUL2t+9b0gnrp551XRnaT+5L2Yp4yhOB16HynpCHekcUz0hUk88cskWw5JkOM+LjvUhrXa/ytnJF2YSkIJ21iajK8qCcIWMjbr4rjB8MTDCOBSgKtKyQSirvZjX1adZptl8z6pqdNwXhe79Tou0Z+Y7cJMSpkafZgSdlqfAhvkuK1i1SWPUoAlZxEWuZVv6FZCmNhov78/hI0SgJAzQYlUXyl99ZKDJQjw/Jzx3bd+xI7DwEgLJxb+TADalyWTVaHeWRfPOeWvatLMvaEAIwc39gMeD+0ginewz69d4iKZHNWF1Zfvk/FpkfX1C4LlqcCV8mNE5Q2rolFj5lTBzOTApq0Khyaeex7paYli6NkqaoQ0xCkqofDTP34p9luZyVhjWt/JwXZYDl73gl1pnKhxJXTnJu0FQfA+xs44yWclY4Cvr8ubMJck65/vqv/3pkZbbfe9d4zLHSakcWMrtvkUJkWFs4/nJy8nyWNJ944slsPnHdJrK3j5/IqwU3Z91y/eUfvDrs3/fYcOTw4QwYdu5raTEQN65fN9y9c3sQ65R8SYhsBh6/jweYGJzhYFAyOFs6Rq4bIbS85h6nfK1ZW4dD0D+wtuSfAd6Z8cuWDYcOHhz27dtXS4wzVmWmh1u3pocTJ04MZ8+cjrU/fQk5Gfts+liWJseJ2Yi379PGThe6bUPQqvgNnr9wfjh69Eh81+DIOq4tJbpN2dSHRdnnnTHcEtJzf6bIkzIIZYakOU0MGW+rWNpau5fw1oEU0Q3pU9W3+OnqG6zcNllJBuLJS5czYbTcfu7c+RAu35EJOo4eQMYjW1Z93rs7nD13Pv2GJUxfRzQvXp4aVq1ZE9JK8cBCaKGN69fHteTkieOJRiD2Z6yqNqjduTvs2LE9HZ0GYfV3TK2+ZKnXEjJXsqlrV+M2MZQrevqJaB4sdYiq/kTWly9bEb9d5beKwYWCziAjS5eJTrBq+KW/9fmEQyMft2/fHl5/7fUcOrFuDcvl8pBi0Q7sHmfNQiqzYXJcZvccNwB6V/2MBXfuVMQQ42UmsXBCTsaxA3asoYWrGJ+12Zb8kkHxYD/5yU/mGGD9VZ7KvWf3ruiWTNZHPdT0mzGDvFtB8F4RTggAneOo6du3pqMn6SGEzsZC+k75r1+9lskKkjmd99VyOB3kXdq0jbsh7PdnBqdbHXnrzcgcfiCMF4vs/gMHhvXrN8QC+Ef/9J/FteZX/+E/zMlcyDwZycpGdPeDvTaINplVHn1829aJ+Dq/+soPh5vC+2XlZUgoLVZ24eSu3bg+3MqBLojpyuiJGhMqwkQAHv8jt+rMfUKiQ4SlKp/w6qeeZTVFfMm7dtq6ZSIxs/nBcpGxMVbSh8mIo7FFt7CqwY1Hf+XTumyZyBciQtXGY+8zXpMR78kIqV/cv5f+JO8bN28PO3eUjFKwNa5VdJ29j+2LcYBVloyQc33nyqUrGUNdEwlGGD+6hKvIiy+8OLz4wveHlatXDsdPnEz8ftb09cLw8a3dtj3h2pyC91ff+35+UrlH8N/HSmYpGzMJ5NKSAwElxCEisTzpLOWQ7FrOlB4d1D1LKTdrnb8JAgHUES0HXb9+MyZyjWZGpGG3bNsWR+U33zwyazKPz1sGy1qWgqt8QnrGwYOyKlJZFkXW4ra85l7fuT9kaFSkKUuW7WowLBJb5EbDmiUb9Nu7GsFQD6QlSb3CxmbGZdeyrKnv3OQJ14qMlAXU9yFGqUvNzODYiGO7vxGY2fxGLCnn1LotIY5WQ+3UEr8bG6U0Ru4drUQh2wb+Gb5CpZxamYPLWMGQhLEuajRbq7HMOheFlIFybBf3UJ6ehZl3qWnySjtW6KZWRtjUHWP+sy+pFxrIvUc+KVZrv8xca1nbhpGEMolvcJEc98NICpatTVrZH7Liuw/WBn73U8CWHFk+GzbJa8yPjJCntBcZiwwWCPDwk74y3q/+FKJQVVwAzl24kGXzVqzsDp6VZ0q9JofqIV6rMmQihJjkvaUMDxw4kA1iSKOBwSDGXSBE5969WP+cpW7pjUUmVkgWkNE3L1ENFld8UxuxWED5WPGT/Q/f+16Ixm/8xm+oRQihcqXMOeCjZM2yLv8xVgt+ehvWb8igJ3g/K5XlS5a1Zz79qfiqsdIKbn78nbdTrqtXrqSdzp0/O9wwMK1cMRw5djTkwctYnLz3dqxJKzNgwhcmcCUjSYu5m0yXOw//vzVrshEJaTV4tQkNCwUMtcGK5StjyVMnpEYYIRiQA6G5tk6Ufx6Sdvr06eGv/uqvhjfffHMQqshGNnqiJnYV3i7lMIkaB6iyvlXxgK49EQInmn3yk5/IhBOBRBTlU9iKOlFyR2/dEX1ijBPLOqM/1ORtUTbPsdTxQdw6DqwslAZIBAm5TRr7FT1Ah1m2zzIwK/edmuCV+1Rtgt22bWJ4+9ixYe/uXdl5TmYRG++m9w2/LHdN36iv+Lg2K65dtSpjR/Ty+N7j77wTVwXH4aqkqBbitsLi8OGjw2tvvBWiqJ5bLFW//MqwZt264Eh2ySn5NV6QU2TyyNGjZY10epENOVNXKySWvjxT/r6eFYoK+TKOvf7Gm2l7MkZmEwvZxhwnOm2bGK5MTQ3/za/92vDlL31pELeU1kGs0i5ZvUF6NoYMI2EmtGSRbqr+PpPYySY9sOLWwHdR35Xcl2XgccLqGgykkJ1E56nNzPoqErr/wMG0t9BKiBG5l7doP8J50bfGKp/y1zbqI0SYxELJUgif85OXMv7u2l3+kI38mjhE57x3LySw6VsbPOks79u8eVMswzWlrzFFeESb6fjEv/ra6zlxsCzk05mIZKV104b0vc9//vPDL/7SL6UucLMBCllEiMkkmc1Ycd+KysZZ2bWB1Ga8U6dPRZ+ZKCB9+Il2pVuWr1wxcBfxtwhD/KuD6bKlIef0l/zJrOST3iCH9LLl/6z8WLkRFzgHLYgzW2UkAOSZ20KtpGzJ5Jccqjvian8CUrtm3dr4NGdSc+/+7OTw9vTdYVGO5rWpriY4+dRu47HEcHYgB4PAzds3s4LETUp5lCuTm9VrEr2AzrdiIETZ+fMXhmvXuHJNh2DrJ5/73C/k2G97Ff7lv/7XWY157ODj6Udke82aVdErW0a5N9E5fPhwfIWdzOjnUaWPlczqcFj/xvUbhitTLCHNolXnR+uL6byjBVSldfgQGdTJAB8NQIzq7wYMq8ClycmaUYxhlLZs2TRs2rBheOvw0QiMDDxucKKY2tne8qBAk3fzx9Qxxs0WYdEjcWwDWCnV0qoIjkGtSEjtZPMNIaL45Gs2Fa0QIlZLy96rHKwdNZAioHUtimqcRaqrvOTTCH1T+I1Upj4Z2KpJlYkSKsLXLMo+y2c0ZR3xlf9syjvaAFn+ycrS7jAo6ywhMGNbxCoXVwlmDINmDXbypcBSz9EpXXntmHTdkjrLUO4b/fHcXgqoMFLOKMFcr+dCujPJgVVh18oIo8hJq1AKPpPyRo6QWKQAQwudqjz8niuW4kZ3guxaHq34vox85Jmql7Jpl3w3+ty1+tayUgQ22Cmze4WVCWEdByvll0HqOCofM+LAlrLU5Eel5JEyjzvXlYc/Gbz+4s/+fLh44WLIVt0EVcvnTe68plZF1J/VDAYZeLwny3EVMsmRtOfOXQjBGBxDqZ4z96LgbEKQlq9YmhUHFp8mG64ri3qSZIM2he6ULn3u9ddfy2z9F37xc/E9c79BI5VF1mIpWzLrW2dAYM022Aprs1a8xlOnY2W0hH74zbeGx/YfiMUQKTr81lshIpTx6nVrc0DAyeMnh8/9wmcTWUCszVqGq01FiJbNNnzAbMqDsfYonMcVgLY6gzBaWnZe+eVLcSPKZHokDMuXLo/vJRcMEwAylCU+J1Xdno6708TE1hBZ+FjG/D/+zR8PL3z/xcgVjG1Coi9Sjmbtr2arfjROFkp2EfLRt3bR4mHPnr3Dvn17Q/7kbcJuYJYXnRpXj3EC2siG6yFVo58eHeb9XAJEN7h240ba01KvNhDWbJnl0kzkqz/oM3Z8797pCOPy5zeAC5ZPpuFJ3mzC08L2LdhhzmJFxpHCxw8cDNnkgmOQvXTxUjZl8d3jL2ujCd9B9Wbx4y9bOnNm2LN3d4gRS5p+eOfO9HD81OlYw/kf6/MI5nPf/W7ICWIr3Z2eTgD+O3enQ9qE0rJBymTFhj74LVm+PJu/uFoIi8Q3lBubdmWhokttHrMhiWwdOvh4XH727t49vP32O7GQnzl1KodNXL1Rfohvv/NOfGdv3prOoE8eYWiZ9sUXXshEhO4gm9qX/zRiqv2QR77x+gRLYrAdN7Kq/KiOUz/5mXSY9IWsh+jUcaixGi9dMvzH//gfssIgBJOxWR5x+RgnctqnTagdNECXmCQhbXQ8IquNdu3cEXcMsYvhj0zSTdyGhIHiz22XPt0gH5/KhByTP5s7WcbJI0x3TGyPT6rQZiZ+SPH585MhhlPXpobvfve7WYFQ/+j0seLytQGKfErKaVIsCS3HEHPpyuWs9giDdfXatWx28j2cNm7YGCJHJYvRLL17doyrrA5XpyLT/FO9l55uE8vwgfGkQ+5TOI7wWVOXL6cfmuSlvmM4McRZfVlem84UsSPCMCwa3nnneCKhwOPQoSeGz372swkZlveOIUw1uAmxoYwhhPFiyZLygdZXsuIzPT28/ubhlJcFH0Hlv23itWGNqBz34uO8ZcuWhO0TYcY7He7goAd9Z8Wy5cOTTxwadu3YGeu0CfjNWzeHZz7zTGLIWiVxQh75FF+b/jXJi3vCMJOVTnVE8v08qvSxkln9hRDHQToDd+2GJHqEISmDdvu1runUvm8EjuI34IQU5KSuxcO6teuHy1evlt+KHbnLl8cvzdKiUzUoCNqzhF+n8c5SyK4Rep2DkEnekbf7bw7By3dj56Gsmdt95raxHiEiLoQdccQuhZRlvjkaJ4N+FEfFTVUOAzpF4HedMUQR6R/zcr0l71W26lA2RD2woKacY0fOfeNDBuBKZq1FdGDZiqXYiHHKwGo+Enq4eB2hVCYDlM7ZKq4MOlaRZ8WqEEEZpEOGitykrKN/qvcos07ofZ5RJu2QpDCBv0JiGSzrPmRycX78rQywbJ98buu+akcFN1C2mldZy0/PtYaprOBvpmpZ1ndkL+1fRUkZPd8IQcuUog+O9+8nbMnGjZuCh8cMRtrgehT6kpxnHsLULMMh/TXDt0Rq4FJ++EaMqpmrjjJEEu5Zylsx7NmzKyFaduzakaMsC0M+XLUsbmAmd9VWD+LPhoiNS6W+056IwraJbVnaQ15afSz1q3MOHTh1KpgYxGNhHjdtNXnIQBJiWnK078D+hBw6cuTI8NlnnskyoYld8q7GHZGtCaplMLjnxKp9+4aVq9bU5MmqjtizTsJjabo9HZIszqb2++EPXxuOHT02PPXUE5nA7tq1K2117XpZkvj6wQZZMyHbsXtXcPzc5z6Xo0dtAnogQ2Vh8Z707cRfXJqlSQPzqdOnB2fRZ/Dlc7piRfyIbYog06QImSfHjjLZ97nZAAANnklEQVTlUiVcEKuX9rh0+eLw7T/6o+yS3rl7Z5bm4Fvnro9CH2yGMdZl6SCY6YOx3I19UxnpNhYuRO3Fl14crgrwz2I+3A92d8bNNq2vxLVASKUcXLAnfp52o1v+VzchoBwYgJBzyVi9dnU2fAiGT33Az0TUgMnyhzTbk+CQAsYKfn7wXBQfvvLXc+iEo0cdI+4AghxxuXR5NoCx3jlpb/LCxZAjg7Dd6gZW/VAkA8vR+qb2INtcA2yGuXHtZnwMEVETJ0u6j+3ZMzx+8MDw2GP7Yp1DuPjPIqT8OoUQ007khoVdFA2nkyFP+urxE6divbJczHVl+9Ytw45du2nm4fSp07EaavsNmzfFcrb/4P5h/caNGdeQ/R07d8QieWv6dkKyGYs2b9iYZXh1Pz95frh48eK4Unc/BFofPHXqVCyM9By/SbGR9Ss/167fiHWUiwS/35ZgRyfrzzWJKt9TbXJHXNMllrXpaa4ZS6ObnJJ3+K3Dw4XzF+IKYV9J9HXcxGqifmf0TUbcySb9L5yWzqctkL2Lly6GBCoPfeAat4o2hr5z4mQmL/o7iy7LJvnJJCwxhG2G4mcsJFTVaMO6dTmeeupKHSP81CeeSPi2l156Ib6tt27cTh+gn/hgk7kUataIMWdPRAwI7w0b1q0ZDjx+MBNdFt5Djx8YxP19/fU3Ir+wN3HOxPz+/chW1edqNkHmiOe7d1I/ff3KZcvuNhPW0bSW1NPtx7GITDVjxsnTp9LPhGLUfxkFEG7PcyXZuWt3XK1WLV+eCaP+rL30Qe4GXDpoRm4+10TE2L49/cAqCjBjy6YyuFQkqszdjF8mMlklEM5wbLPauFjGKJE+HOby7pmzkTnWYf6uxh9Wa642bVOnCTw3EZsOxcs1STz4+MFh1eoVA9ccuB0+emygc63o8OcWAUJbwg7ZJXv0hZ9HlRbNRMM9qux7vh2BjkBHoCPQEegIdAQ6Ah2BR4fAx2qZfXTV6Dl3BDoCHYGOQEegI9AR6AgsRAQ6mV2Ird7r3BHoCHQEOgIdgY5AR2CeINDJ7DxpyF6NjkBHoCPQEegIdAQ6AgsRgU5mF2Kr9zp3BDoCHYGOQEegI9ARmCcIdDI7TxqyV6Mj0BHoCHQEOgIdgY7AQkSgk9mF2Oq9zh2BjkBHoCPQEegIdATmCQKdzM6ThuzV6Ah0BDoCHYGOQEegI7AQEehkdiG2eq9zR6Aj0BHoCHQEOgIdgXmCQCez86QhezU6Ah2BjkBHoCPQEegILEQEOpldiK3e69wR6Ah0BDoCHYGOQEdgniDQyew8achejY5AR6Aj0BHoCHQEOgILEYFOZhdiq/c6dwQ6Ah2BjkBHoCPQEZgnCHQyO08aslejI9AR6Ah0BDoCHYGOwEJEoJPZhdjqvc4dgY5AR6Aj0BHoCHQE5gkCnczOk4bs1egIdAQ6Ah2BjkBHoCOwEBHoZHYhtnqvc0egI9AR6Ah0BDoCHYF5gkAns/OkIXs1OgIdgY5AR6Aj0BHoCCxEBDqZXYit3uvcEegIdAQ6Ah2BjkBHYJ4g0MnsPGnIXo2OQEegI9AR6Ah0BDoCCxGBTmYXYqv3OncEOgIdgY5AR6Aj0BGYJwh0MjtPGrJXoyPQEegIdAQ6Ah2BjsBCRKCT2YXY6r3OHYGOQEegI9AR6Ah0BOYJAp3MzpOG7NXoCHQEOgIdgY5AR6AjsBAR6GR2IbZ6r3NHoCPQEegIdAQ6Ah2BeYJAJ7PzpCF7NToCHYGfbQT+4A+++bNdwDmlO3HixPD888/NXvG7a48i/Tzh8ijq3/PsCHQEfnIEOpn9yTHsOXQEfi4QQBr27duTn0Ygvv3tbw3PPvt3Z69/5jNPD+27n4tKDcOgDq1e7/epfnPr+H73yOPDEjLnubkE78Puf/i73/qt3xyee+4BOXz4+4/y95e//KXhj//4O7n1x7Wb9/n5myZ4vfLKK3lcneV14sTxv2l2H/gcWfv613//A7//qF98UPsg4K291amnjkBHYH4isHR+VqvXqiPQEfggBJ5//rvDvn37Qsy++tXfG772tf95+N3f/UpuR5Jck9q1D8rnZ+X6b/3Wbw9+WkJe5tapXW+fjUCdOHGqXfqZ/3zllZcHP88++/fmTbt9HKCTc+1Mpv+mE5GPo5z9HR2BjsBPhkC3zP5k+PWnOwI/twh85zvfCamdS1qRwi9/+VeGb33rD2frhfyx2DYL11xL2sMWwGYJ80yzlrEoetan5PpcS6l7W/J7e493zrWYIiS+e1RJ3urT6qqMDxOgb33rgRVYfRDMlj4Ip0akGh7uh5N3tbo+nFfLs30+//zzw2c+88ywYcOG4aO2G0tqw9575rabv+fiDmfXWtt4r/vntq/f2zMf1k7ymfteGD1cV+/xzlam9m7vbe3s2sMyALe5ef/u7/5Og+hHPlt9Wnl/5Mv+R0egIzDvEOhkdt41aa9QR+CjIfDYY4+FVCEPc9Mf/MH/NrDeSpa1EY6vfOV/jIXrG9/4X0NoGgmZ+9yH/c469rWvfS3vQ0AQM9cQaXkhN4jHN7/5j4dvf/t/z3fe2YigvL37UVtTlYNV13v27XtsUNapqanZqiFmsHnllR8OU1NXhq9+9av57sNwUm4WVT+t/PJFNlteMkH4kLX3Sy+//PLwK7/yK/nqo7SbG+XlGe9UJ/g2N4X3e0e71treM9rCj+RTe/24dnJvq5tnTAD8DbNWf+1q4uQddf+p4EMWEFHPudfEyr2t3NUeV5IXOXX9YcLqec/Afe5ELS/q/3UEOgLzEoFOZudls/ZKdQR+PAIGemShWbFYwZAAf7fECoh4NlLQlvTn3tPu/aDPRsKQOeQDOfzKV8qtoRFH3yGy8ve75J3ejQx9XKnVz/uQIWWdW9ff/u3/LtZsFlLlbJbZvw5OnvGj7pbB5YWYeVcjbXPr264/++yzufxR2s2N8m3tpp2lDyLL+fIj/vdR2gk26ubz4Xf+8R//yexk6eFXwlqZmwxoA/nAt+GmDdRNnRDeVkd58fNtRFZb9tQR6AgsDAQ6mV0Y7dxr2RF4XwSQqGa5Qw6QKWSgWV4RiM985jM/8uwzzzwT4vUwSfmRm+b8Mff548drExGr59wkL6SNlc3ycvvxftc/rsTq2VIjmleuXGmX/n9YtC/+Oji1jVWIekve5afh0677ZC1G3ube/+PazXNz75+b30/y+0dtJzLSkomL50yWuAg02Wrft8+W99w28F2bNDTc4PRBqeX9Yfd80LP9ekegI/Dzi0Ansz+/bddL3hH4qSHAusUKZinY70jlx0kiW0WapRbBbj9tmbvd8yg/kcaftcTF4IOsjP+p2u2v005lnS1XBySTbCG2yOtPOykXEm9C1lNHoCOwcBDoZHbhtHWvaUfgRxBobgU/cnEYhmZVQ2YRg2YRa/chV0hfs37NJb38SD8sNasbH8q5SV7ylPd/yjTXMtoshQ2PDyvXR8GpPd8s1ay5LXmXn4ZPu+7T0vvcMnyUdpv7/Af9PtfiPLcNP+h+13+SdqpJEj/XP8lEicV5bmp5z20D37sPvg23DyPB7vnGN74RLB/2pZ37rv57R6AjML8Q6GR2frVnr01H4CMjYIMVojTXioUofPOb38zSLnLB3xXpasQAsfBMsxQiD75vxOzrX//6h76fKwPS6h0StwYuBfJXHn/LXyoS8/HGvfXuRrLgAoPmv5lCfcB/Pw4ndW6EsYjZM1lub8TMu9zTfFvba+Dqubll+Cjt1p7/oE9lgLW8lWFu9ArPKEsju36XWvn/uu3EtcBPe15kBmlundp35IostDbwu/LBt+GmrK3ciL1NYXOT++TDt7fhO/f7/ntHoCMwDxGY6akj0BFYEAh885v/eGbv3t0zx48fn62va1/4wt/Jdd/5+b3f+59mv/eLez796U/N3uPvlq5cuTLzpS/9g9nvfv/3/5f87p7nnvt/8rvPucnfc9/pmZba8+9XFuVy/ccl98wt48P3++798nFNXVpd/f7yyz/I4+9Xl4fLI9/27MNl+M53/k3e6TrMtMFv/uZ/O3tt7rvmlleev/M7/8PcS/nd9bkYynduu8nbT0veN7dM6tWeV+ZWl9ZWrR2US/Lp+dZW7XvXHn733Pd41rvb877zvm996w+Tr+8aZjCSWlncq4zt3vfLSx3h+XD7uCbfhp085dVTR6AjMD8RWKRa85Cj9yp1BDoCDyHAymWDjNBLLI49/SgCLMR8Li2H9zS/EGD5Zu1tYcfmV+16bToCHYHuZtBloCPQEegIdAQ6Ah2BjkBH4OcWgU5mf26brhe8I/A3Q8DJVqy0PXUE5jsCfGZZ3Jsf9nyvb69fR2ChItDdDBZqy/d6dwQ6Ah2BjkBHoCPQEZgHCHTL7DxoxF6FjkBHoCPQEegIdAQ6AgsVgU5mF2rL93p3BDoCHYGOQEegI9ARmAcIdDI7DxqxV6Ej0BHoCHQEOgIdgY7AQkWgk9mF2vK93h2BjkBHoCPQEegIdATmAQKdzM6DRuxV6Ah0BDoCHYGOQEegI7BQEehkdqG2fK93R6Aj0BHoCHQEOgIdgXmAQCez86ARexU6Ah2BjkBHoCPQEegILFQEOpldqC3f690R6Ah0BDoCHYGOQEdgHiDQyew8aMRehY5AR6Aj0BHoCHQEOgILFYH/DzF0nrJ0ia1OAAAAAElFTkSuQmCC"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Identify the dominant plant phylum in the boreal forest.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">In some areas there are gaps in the boreal forest where trees fail to grow and peat tends to accumulate. Suggest reasons for this.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">An increase in global temperatures poses a critical threat to boreal forests. Explain the consequences of climate change to this northern ecosystem.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Suggest <strong>one</strong> advantage for the evergreen trees of the boreal forest being pollinated by wind.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">Discuss the advantages of the production of seeds enclosed in fruit.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">The boreal forests are situated close to the north pole and even in summer the intensity of sunlight is lower than at the equator. Sketch a graph showing the effect of light on the rate of photosynthesis, labelling the axes.</p>
<p style="text-align: left;"><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p style="text-align: left;">In some boreal species, Rubisco is down-regulated during the winter months. Describe the role of Rubisco in photosynthesis.</p>
<div class="marks">[2]</div>
<div class="question_part_label">e.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">coniferophyta/conifer/coniferous/gymnosperms/pinophyta ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. waterlogged soils/poor drainage<br><em><strong>OR</strong></em><br>acidic soil<br><em><strong>OR</strong></em><br>anaerobic conditions/soil ✔</p>
<p style="text-align: left;">b. organic matter not «fully» decomposed «leading to peat formation»<br><em><strong>OR</strong></em><br>decomposers/saprotrophs less active/fewer in cold «temperatures» ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. higher temperatures so more transpiration/droughts/dehydration/water shortage ✔</p>
<p style="text-align: left;">b. more forest fires ✔</p>
<p style="text-align: left;">c. more/new pests/diseases because of the changed conditions ✔</p>
<p style="text-align: left;">d. competition from trees/plants «that colonize/spread to boreal forests» ✔</p>
<p style="text-align: left;">e. trees/«named» organisms «of boreal forests» not adapted to warmer conditions<br><em><strong>OR</strong></em><br>trees/«named» organisms migrate/change their distribution due to warmer conditions ✔</p>
<p style="text-align: left;">f. trees die so loss of habitat for animals ✔</p>
<p style="text-align: left;">g. faster decomposition/nutrient cycling «so conditions in the ecosystem change» ✔</p>
<p style="text-align: left;">h. standing water/floods due to more snow/permafrost melting ✔</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">animals/insects/mutualistic «relationships» not needed «for pollination»<br><em><strong>OR</strong></em><br>pollen not eaten by animals/insects ✔</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. seeds are protected «inside the fruit» ✔<br><br>b. seed dispersal by fruits ✔</p>
<p style="text-align: left;">c. example of a strategy for seed dispersal by a fruit ✔</p>
<p style="text-align: left;">d. dispersal reduces competition/spreads seeds away from parent plant/to colonize new areas ✔</p>
<p style="text-align: left;"><em>For mpc suitable strategies are dispersal by wind, by animals ingesting/carrying away succulent fruits, by animals being attracted to colourful/sweet/tasty fruits, by animals burying nuts, by burrs or other hooked fruits sticking to animals and by self-explosion</em>.</p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. <em>x</em>-axis labelled as light intensity/amount of light <em><strong>AND</strong></em> <em>y</em>-axis labelled as rate of photosynthesis/rate of oxygen release/rate of carbon dioxide uptake ✔</p>
<p style="text-align: left;">b. curve starting at/slightly to the right of the <em>x</em>-axis origin and rising rapidly and then more slowly and plateauing but never dropping ✔</p>
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p style="text-align: left;">a. carbon fixation/fixes carbon dioxide/carboxylation<br><em><strong>OR</strong></em><br>rubisco is used in the Calvin cycle/light independent stage ✔</p>
<p style="text-align: left;">b. <span style="text-decoration: underline;">carbon dioxide</span> linked to <span style="text-decoration: underline;">RuBP</span>/<span style="text-decoration: underline;">ribulose bisphosphate</span> «by rubisco» ✔</p>
<p style="text-align: left;">c. glycerate 3-phosphate/glycerate phosphate produced «by rubisco» ✔</p>
<div class="question_part_label">e.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.ii.</div>
</div>
<br><hr><br><div class="specification">
<p><em>Arabidopsis</em> is a small flowering plant in the mustard family (Brassicaceae) that is widely used in basic research. It has a short life cycle, flowers quickly producing a large number of seeds and is easy to cultivate. It forms a circle of leaves known as a rosette that lies close to the soil. Flowers form at the end of short stems.</p>
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"></p>
<p style="text-align: left;">A study was carried out of differences in development between <em>Arabidopsis</em> plants grown in long days (16 hours light, 8 hours dark) or short days (8 hours light, 16 hours dark). The sixth leaf (L6) to emerge in the rosette of each plant was used in all investigations.</p>
<p style="text-align: left;">New leaves are initiated by the meristem and go through four stages as they develop.<br>• Stage 1 (S1) – rapid cell division<br>• Stage 2 (S2) – cell division has ceased, cell expansion continues<br>• Stage 3 (S3) – decreasing cell expansion rate<br>• Stage 4 (S4) – leaf growth complete</p>
<p style="text-align: left;">The start of each stage of leaf development for plants grown in long days and short days is shown above the first graph.</p>
<p style="text-align: center;"><img 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"></p>
<p style="text-align: left;">&nbsp;</p>
</div>

<div class="specification">
<p>Leaves were removed from <em>Arabidopsis</em> plants that had been grown in long day and short day conditions and the concentration of starch within them was measured. This was done both at the end of the day (D) and at the end of the night (N) in each of the four stages of development (S1, S2, S3, S4).</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>To account for the observed phenotypic and metabolic differences, researchers analysed mRNA transcript data. They found certain transcripts over-represented in <em>Arabidopsis</em> plants grown in long days (dark grey) compared with the amount expected due to chance.<br>Other types of transcripts were over-represented in <em>Arabidopsis</em> plants grown in short days (light grey).</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the difference (in mm<sup>2</sup>) in the mean leaf area of L6 at the start of stage 4 between the leaves of plants grown in long days and short days.</p>
<div class="marks">[1]</div>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between plants grown in long days and short days in the timing of the four stages of leaf development.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between plants grown in long days and short days in the mean number of leaves per rosette during the experimental period.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss the evidence provided in the bar chart for the hypothesis that plant leaves use up starch reserves for cell respiration during the night.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>For each of the stages, identify whether the starch concentration at the end of the day is higher in the leaves grown in long day <strong>or</strong> short day conditions.</p>
<div class="marks">[1]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Suggest reasons for the difference in end of day starch concentrations in stage 2 (S2) for the plants grown in long days and short days.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using the data in the bar chart, discuss the evidence for <em>Arabidopsis</em> plants adapting to different daylight regimes by changing the pattern of gene expression.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Using all relevant data in this question, deduce with reasons whether <em>Arabidopsis</em> is a long day plant <strong>or</strong> a short day plant in terms of flowering.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>«130 − 85» = 45 «mm<sup>2</sup>»</p>
<p><em>Allow answers in the range of 40 to 50 «mm<sup>2</sup>»</em></p>
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. S1/S2 is longer in short day plants<br><em><strong>OR</strong></em><br>the stages in long day plants are more variable in length. <em>Accept vice versa.</em><br><br>b. leaves of plants grown in long day reach S2 / S3 /S4 stages sooner<br><em><strong>OR</strong></em><br>S1/S2/S3 completed earlier in plants grown in long days <br><br></p>
<p>c. leaves of plants grown in long day reach S1 later than plants grown in short days</p>
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. rosette of plant grown in long day has fewer leaves. <em>Accept vice versa</em>.<br><br>b. rosette leaf number of plant grown in long day plateaus/stays constant while the number continues to increase for plants grown in short days. <em>OWTTE</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. lower starch levels at end of night in all stages <br><br>b. lower starch levels at end of night in both plants grown in short day and long days</p>
<p>c. no evidence that starch is being used for respiration<br><em><strong>OR</strong></em><br>starch may have been exported/stored in other tissues/example tissue «rather than used in respiration»</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>higher in plants grown in short days in S1 and higher in plants grown in long days for all other stages/S2, S3 and S4</p>
<p><em>Candidates must mention all stages for the mark</em>.</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. leaves in plants grown in long day receive longer period of light / more leaf surface area so more photosynthesis occurs resulting in more starch. <em>Accept vice versa</em>.<br><br>b. plants in short days using starch to produce more leaves/for growth/S2 a period of rapid increase in number of leaves. <em>Accept vice versa</em>.</p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. «mRNA» transcripts differ in plants grown in long days and short days. <em>Accept an example of such a transcript</em> <em>from the bar chart</em><br><br>b. indicates different genes are being expressed. <em>Accept other valid reason</em>.</p>
<p>c. plants adapt to different daylight regimes by altering gene expression </p>
<p>d. short day length causes struggle to get enough light to photosynthesize and more «mRNA» transcripts related to photosynthesis<br><em><strong>OR</strong></em><br>plants produce large leaves rapidly when grown in long days which may result in more transcripts for biotic stress</p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. long day plant <br><br>b. flowering hormone metabolism gene over represented in long day exposure</p>
<p>c. fewer leaves produced «rapidly» by plant in long day as energy shifted to flower formation. <em>Accept other valid reasons from the data</em></p>
<p>d. plants grown in short days produce more leaves over longer period before beginning to flower/need to use light more efficiently to photosynthesize</p>
<p><em>Allow ECF if student indicates short day plant</em>.</p>
<div class="question_part_label">f.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how greenhouse gases interact with radiation and contribute to global warming.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how plants make use of the different wavelengths of light.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how organic compounds are transported within plants.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. carbon dioxide is a greenhouse gas </p>
<p>b. methane/nitrogen oxide/water vapour is a greenhouse gas </p>
<p>c. sunlight/light/(solar) radiation passes through the atmosphere (to reach the Earth’s surface) </p>
<p>d. CO<sub>2</sub> in atmosphere/greenhouse gases absorb/trap/reflect back some radiation/heat (emitted by the Earth’s surface) </p>
<p>e. CO<sub>2</sub> in atmosphere/greenhouse gases allow short wave radiation to pass (through atmosphere) but absorb long wave/infra-red </p>
<p>f. solar radiation/sunlight is (mostly) short wave </p>
<p>g. radiation/heat emitted by the Earth is long wave/infra-red</p>
<p><em>Allow answers presented in a clearly annotated diagram</em>.<br><br></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light used in photosynthesis/light-dependent reactions/photolysis/photosystems/photophosphorylation/excitation of electrons/switch to flowering </p>
<p>b. chlorophyll absorbs red <em><strong>AND</strong></em> blue light (more) </p>
<p>c. chlorophyll/leaf/plant reflects/does not absorb/does not use green light </p>
<p>d. absorption spectrum of chlorophyll has peaks in the red and blue/sketch graph to show this </p>
<p>e. action spectrum shows which wavelengths plants use in photosynthesis/sketch graph of action spectrum showing peaks in the blue and red </p>
<p>f. accessory/other (named) photosynthetic pigments absorb different wavelengths/colours </p>
<p>g. violet is the shortest wavelength and red the longest </p>
<p>h. red light and far red/infra-red absorbed to measure length of light/dark periods</p>
<p> </p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. transported in/translocated in/loaded into phloem</p>
<p>b. in sieve tubes </p>
<p>c. by mass flow </p>
<p>d. from sources to sinks </p>
<p>e. from leaves/other example of source to roots/other example of sink </p>
<p>f. loading (of sugars/organic compounds) by active transport </p>
<p>g. cause high concentration of solutes (in phloem/sieve tubes) </p>
<p>h. water uptake (in phloem/sieve tubes) by osmosis/water diffuses into phloem </p>
<p>i. rise in (hydrostatic) pressure at source (in phloem) </p>
<p>j. creates a (hydrostatic) pressure gradient/higher pressure in source than sink </p>
<p>k. flow can be in either direction/bidirectional</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>A broad bean is the seed of a species, <em>Vicia faba</em>, in the Fabaceae, a family of flowering plants. This family contains many species that are used as sources of food.</p>
<p style="text-align: left;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>On the diagram, label the testa and the radicle.</p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>An experiment was done to test the hypothesis that temperature affects the rate of germination of the broad bean. Outline <strong>two</strong> factors apart from temperature that should be controlled in this experiment.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the genus of the broad bean.</p>
<div class="marks">[1]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Broad beans are rich in starch and cellulose. Compare and contrast the structure of starch and cellulose.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Once the germinated bean grows above the ground, state the process used by the bean in the production of starch.</p>
<div class="marks">[1]</div>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. testa labelled ✔</p>
<p>b. radicle labelled ✔ (<em>must point to the bottom half of the embryo or the tip</em>).</p>
<p><img src="data:image/png;base64,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" width="194" height="163"></p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. same amount/type of soil/substrate / pH of soil ✔ <em>e.g.: heater </em></p>
<p>b. same amount of water / humidity ✔</p>
<p>c. oxygen/aeration ✔</p>
<p>d. same measurement of germination / time ✔ <em>e.g.: emergence of radicle</em></p>
<p>e. same number/source/age of seeds ✔</p>
<p><em>Accept discussion of light only in as much as it relates to temperature</em>.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><em>Vicia</em></p>
<p><em>No mark if the species name is included</em>.</p>
<p><em>Mark can be awarded if the genus is not capitalized</em>.</p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both polymers of glucose molecules / polysaccharides <br><em><strong>OR</strong></em><br> both form 1,4 glycosidic bond ✔</p>
<p>b. starch is formed by alpha glucose while cellulose is formed by beta glucose <br><em><strong>OR</strong></em><br> in starch C1 hydroxyl groups are found in same plane while in cellulose on different planes <br><em><strong>OR</strong></em><br> in cellulose, alternatively the beta glucose needs to be placed upside-down in order to have C1 hydroxyl groups on the same plane <br><em><strong>OR</strong></em><br> two types of starch (amylose and amylopectin) but one type of cellulose ✔</p>
<p><em>One similarity and one difference</em>.</p>
<p><em>Comparison to cellulose needed</em>.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>photosynthesis </p>
<p><em>Do not accept condensation or polymerization; if list of processes given, mark the first answer</em>.</p>
<div class="question_part_label">e.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Many candidates did not correctly label the testa and in many cases the radicle was labelled too high up, pointing at the hypocotyl.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Several answers considered how light is needed for germination without any reference to its relationship to temperature.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This question presented some confusion to Spanish speaking candidates since the word "género" is the same for "genus" and "gender", so some candidates write "male/female" in their answers. </p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Candidates seemed to find it difficult to find similarities and differences in structure between starch and cellulose, and many wrote about their functions, or simply mentioned that both were made of "glucose" without referencing that they are both polymers.&nbsp;There was limited recognition that there are two forms of starch: amylose and amylopectin that differ in their degree of branching.</p>
<div class="question_part_label">d.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<br><hr><br><div class="specification">
<p>Plants have developed efficient methods for transport and for synthesis of foods.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline how the properties of water make it an ideal transport medium in plants.</p>
<div class="marks">[4]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Distinguish between the xylem and phloem of plants.</p>
<div class="marks">[4]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how the light-independent reactions of photosynthesis rely on the light-dependent reactions.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. polarity of water;<br>b. hydrogen bonds between water molecules;<br>c. cohesion between water molecules/water molecules stick together;<br>d. cohesion allows tensions/low pressures/transpiration pull/movement upward/against gravity;<br>e. adhesion to cellulose/cell walls generates tensions/pull (in xylem)<br><strong>OR</strong><br>adhesion to xylem walls/vessel walls causes capillary rise/upward movement;<br>f. solvent for many substances / many substances dissolve;<br>g. liquid at most temperatures experienced by plants / liquid so can flow;</p>
<p><em>Polarity of water and/or hydrogen bonding can be shown in an annotated diagram</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p><img src="data:image/png;base64,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"></p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. light-dependent reactions produce ATP/reduced NADP;<br>b. ATP generated by chemiosmosis/by photophosphorylation/by ATP synthase;<br>c. reduced NADP produced by/using electrons from Photosystem I;<br>d. RuBP + CO<sub>2</sub> to glycerate 3-phosphate (in light independent reactions);<br>e. glycerate 3-phosphate reduced to triose phosphate (in light independent reactions);<br>f. ATP/reduced NADP used in the light-independent reactions;<br>g. reduced NADP provides electrons/hydrogen / to reduce (glycerate 3-phosphate)<br><strong>OR</strong><br>reduced NADP used to convert glycerate 3-phosphate to triose phosphate;<br>h. ATP provides energy (for reduction of glycerate 3-phosphate);<br>i. ATP needed to regenerate RuBP<br>j. ATP/reduced NADP run out in darkness<br>k. <span style="text-decoration:underline;">Calvin cycle</span> only possible with light/in the day/is indirectly dependent on light;</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>Most candidates knew at least some properties of water that make it useful as a medium for transport in plants. As in previous papers, cohesion and adhesion are often treated as the same process or were confused. Another common error is to refer to hydrogen bonds as strong – their effects are strong because so many hydrogen bonds are formed in water but, thinking of them individually, they are weak interactions.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The average mark was 2/4 for the differences between xylem and phloem. As in 6(c) marks were often lost because only one side of a distinction was given in the answer. A common misconception is that transport in xylem is unidirectional whereas in phloem it is bidirectional. Simultaneous bidirectional transport in individual sieve tubes was hypothesized at one time but this has been falsified. Sap can move in either direction at different times in both phloem sieve tubes and xylem vessels and recent research shows that xylem sap drops back down to the roots as often as every night in some herbaceous plants, making the ascent of sap in air-filled vessels a daily task. Adhesion to cellulose (not lignin) in xylem walls and capillary action is therefore more important for water transport in plants than previously realized.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>This was a fair but challenging question and it yielded the highest correlation coefficient on the paper. Answers covered the whole gamut from the thoroughly confused to the masterly. Full names of intermediates in the Calvin cycle are preferred because abbreviations such as GP are often ambiguous. Weak points in some answers were the need for reduced NADP in the reduction of glycerate 3-phosphate to triose phosphate and the need also for energy from ATP both for this reduction reaction and for phosphorylation reactions in the regeneration of ribulose bisphosphate.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Most of the surface of the Earth is covered with a wide diversity of ecosystems. Outline <strong>two</strong> general characteristics of all ecosystems.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Vascular plants can be found in a wide variety of ecosystems.</p>
<p>Outline active transport in phloem tissue.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Vascular plants can be found in a wide variety of ecosystems.</p>
<p>Explain how a plant replaces the water it loses in transpiration.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. organisms/community plus the environment / biotic and abiotic «components» </p>
<p>b. interactions </p>
<p>c. ecosystems show sustainability </p>
<p>d. nutrients are recycled in ecosystems </p>
<p>e. energy flows through ecosystems </p>
<p>f. producers «are part of all ecosystems» </p>
<p>g. decomposers/saprotrophs «are part of all ecosystems»</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. active transport/pumps used to load sugars/sucrose into phloem/companion cells/sieve tubes </p>
<p>b. loading in sources/unloading in sinks<br><em><strong>OR</strong></em><br>sucrose/sugars moved from source to sink </p>
<p>c. active transport moves H<sup>+</sup> out of phloem/sieve tubes «to make H<sup>+</sup> gradient in the leaf/source» </p>
<p>d. H<sup>+</sup> gradient used for co-transport of sucrose into phloem/sieve tubes/companion cells</p>
<p><em>Accept protons or hydrogen ions instead of H+ ions.</em></p>
<p><em>Accept the equivalent of mpc and mpd for unloading in the sink.</em></p>
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. transpiration/evaporation of water causes suction/tension </p>
<p>b. water sucked/drawn out of xylem «in leaf» </p>
<p>c. water moves up in xylem </p>
<p>d. due to suction/tension/pulling forces </p>
<p>e. cohesion of water/hydrogen bonds between water molecules </p>
<p>f. movement from roots to leaves </p>
<p>g. water enters root by osmosis/due to higher solute concentration inside root</p>
<div class="question_part_label">c.ii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.ii.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the mode of nutrition of detritivores and saprotrophs.</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Explain how some plant species are able to respond to changes in their abiotic environment and flower at a precise time of the year.</p>
<div class="marks">[3]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the extension of the stem in plants.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p><img 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"></p>
<p><em>Accept not autotrophic/not photosynthetic instead of heterotrophic</em>.</p>
<p><em>Do not accept that both groups are decomposers or consumers for the similarity</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. genes for flowering are activated/gene activation/changes to gene expression;<br>b. shoot apex changes from producing leaves/stem to producing flowers;<br>c. daylength/duration of the day/night length/photoperiod measured/detected/responded to;<br>d. short day plants flower when they have a long night/period of darkness<br><strong>OR</strong><br>long day plants only flower when they have a short night/period of darkness;<br>e. so short day plants/SDPs flower in late summer/fall/autumn/winter<br><strong>OR</strong><br>so long day plants/LDPs flower in spring/(early) summer;</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. apical meristem (of shoot/stem) produces cells/elongates the stem<br><strong>OR</strong><br>cell division/mitosis in tip/apex of shoot/stem;<br>b. auxin stimulates cell/stem growth/extension/enlargement;<br>c. elongation of cells causes stem to grow (in length);</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
<p>About half of candidates answered correctly and there were some well-informed answers, but also many that showed a lack of familiarity with nutrition in detritivores and saprotrophs.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>The only relevant changes in the abiotic environment were night length variation over the seasons of the year, which determines when flowering should occur. There were many complicated answers describing the interconversion of the forms of phytochrome, but according to the syllabus this level of detail is not expected and often the simpler ideas that plants can measure night length and respond by the timing of flowering in the year were omitted. Also mostly missing, were the idea of changes to gene expression in the shoot apex, so floral organs start to develop instead of leaves. The average score for this question was only slightly higher than one mark, but the correlation coefficient was high.</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>Again, accounts were varied, with stronger ones clearly explaining how the shoot apical meristem generates cells by mitosis and how elongation of these cells, stimulated by auxin, causes stem elongation. Some candidates were side-tracked by phototropism but were able to score some marks from among irrelevant ideas.</p>
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Every cell is surrounded by a cell surface membrane which regulates the movement of materials into and out of the cell.</p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Discuss alternative models of membrane structure including evidence for or against each model.</p>
<div class="marks">[8]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Outline the process used to load organic compounds into phloem sieve tubes.</p>
<div class="marks">[3]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. early evidence showed membranes are partially permeable <em><strong>AND</strong></em> organic solvents penetrate faster than water </p>
<p>b. suggests they have non-polar regions </p>
<p>c. chemical analysis showed membranes consist mainly of proteins and lipids </p>
<p>d. layer of phospholipids spread over water, orientate themselves into monolayer with nonpolar/hydrophobic tails out of water and polar/hydrophilic heads in water surface </p>
<p>e. when shaken with water form micelles/particles with tails inwards away from water </p>
<p>f. Davson–Danielli model proposed phospholipid bilayer coated with protein molecules on both surfaces </p>
<p>g. evidence from electron microscopy «supported Davson–Danielli model» </p>
<p>h. three-layered structure/ sandwich/railway tracks/two dark bands with a light band between </p>
<p>i. model could not account for hydrophobic proteins / artifacts due to low resolution </p>
<p>j. fluorescent labelling / freeze fracturing later used to investigate membrane structure </p>
<p>k. led to Singer-Nicholson / fluid mosaic model of protein molecules floating in fluid lipid bilayer </p>
<p>l. shows particles/proteins project partially and sometimes right through lipid bilayer </p>
<p>m. indicates peripheral and integral proteins present</p>
<p><em>Accept any of the points clearly explained in an annotated diagram</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. active transport/loading of sucrose/amino acids/organic metabolites </p>
<p>b. sucrose moves by apoplastic / symplastic routes </p>
<p>c. «loading» at source into companion cells «of sieve tubes» </p>
<p>d. movement «of sucrose» through plasmodesmata </p>
<p>e. high concentration of solutes in phloem leads to water movement by osmosis</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Extensive areas of the rainforest in Cambodia are being cleared for large-scale rubber plantations. Distinguish between the sustainability of natural ecosystems such as rainforests and the sustainability of areas used for agriculture.</p>
<div class="marks">[3]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Describe the roles of the shoot apex in the growth of plants.</p>
<div class="marks">[5]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Research suggests that many living plant species are polyploid. Explain how polyploidy occurs and, using a <strong>named</strong> example, how polyploidy can lead to speciation.</p>
<div class="marks">[7]</div>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>a. sustainable communities/ecosystems allow continued survival of organisms/<em>OWTTE</em> ✔</p>
<p>b. natural ecosystems can be sustainable over long periods of time/<em>OWTTE</em> ✔</p>
<p>c. natural ecosystems/rainforest more sustainable than agricultural areas/plantations ✔</p>
<p>d. diverse community/high biodiversity/higher biodiversity in natural ecosystems/rainforest<br><em><strong>OR</strong></em><br>less/low biodiversity in agricultural areas/agricultural soils ✔</p>
<p>e. agricultural areas/monocultures more affected by pests/diseases ✔</p>
<p>f. nutrient recycling «efficient» in natural ecosystems/rainforest ✔</p>
<p>g. nutrients removed with crops/nutrients removed when crops are harvested<br><em><strong>OR</strong></em><br>less formation of humus/less organic matter in agricultural soils ✔</p>
<p>h. more water recycling/more rainfall/more transpiration in natural ecosystems/rainforest ✔</p>
<p>i. larger biomass/more carbon stored «in biomass» in natural ecosystems/rainforest ✔</p>
<p>j. shallower soils/less soil erosion/degraded soils/infertile soils in agricultural areas ✔</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. shoot apex is an «apical» meristem/has undifferentiated cells ✔</p>
<p>b. mitosis «in shoot apex» ✔</p>
<p>c. cell division/cytokinesis/cells produced «in shoot apex» ✔</p>
<p>d. cell elongation «in shoot apex» ✔</p>
<p>e. stem/shoot growth «due to the cell division and elongation in the shoot apex» ✔</p>
<p>f. produces auxin ✔</p>
<p>g. auxin stimulates growth/cell elongation ✔</p>
<p>h. growth towards light ✔</p>
<p>i. differentiation of cells «produced by the shoot apex» ✔</p>
<p>j. leaf initiation/leaf development begins/leaf «primordia» formation «at shoot apex» ✔</p>
<p>k. flowers produced «by shoot apex» ✔</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. polyploidy is having more than two sets of «homologous» chromosomes ✔</p>
<p>b. triploid has three sets/is 3n ✔</p>
<p>c. tetraploid has four sets/is 4n ✔</p>
<p>d. <em>Allium</em>/vizcacha rats/other named example» ✔</p>
<p>e. details of chromosome numbers in diploid and polyploid species in the example ✔</p>
<p>f. non-disjunction/failure of chromosome pairs to separate during meiosis ✔</p>
<p>g. diploid gamete «can lead to polyploidy» ✔</p>
<p>h. fusion of diploid and haploid gamete produces triploid cells ✔</p>
<p>i. DNA replication but no subsequent mitosis doubles the chromosome number/produces tetraploid «from diploid»<br><em><strong>OR</strong></em><br>fusion of two diploid gametes produces tetraploid/4n ✔</p>
<p>j. polyploid/tetraploid «crossed» with diploid/non-polyploid produces infertile offspring ✔</p>
<p>k. meiosis fails in triploids because «homologous» chromosomes cannot pair up ✔</p>
<p>l. polyploid individuals are reproductively isolated<br><em><strong>OR</strong></em><br>polyploidy causes instant/immediate speciation<br><em><strong>OR</strong></em><br>tetraploids can form a new species because they can cross with each other<br><em><strong>OR</strong></em><br>polyploids cannot cross/produce fertile offspring with diploids ✔</p>
<p>m. speciation by polyploidy is common in plants/commoner in plants than animals ✔</p>
<p>n. polyploid individuals tend to be larger ✔</p>
<div class="question_part_label">c.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<br><hr><br><div class="specification">
<p>Auxin can be used to promote the development of roots from stem and leafy cuttings in some plants. In a study into the distribution of auxin in the development of these roots, scientists measured the amount of auxin in different leaves of a shoot tip of <em>Petunia hybrida</em>.</p>
<p>The figure indicates the numbering of leaves on the shoot, from L1 as the youngest and smallest to L6 as the largest and oldest leaf. The developmental stage of L5 and L6 was very similar, so L5 was not analysed. The stem base is the lowest part of the cutting where roots may form.</p>
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"></p>
<p style="text-align: left;">The graph shows the auxin concentration in the different leaves.</p>
<p style="text-align: center;"><img src="data:image/png;base64,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"></p>
<p style="text-align: center;">&nbsp;</p>
</div>

<div class="specification">
<p>N-1-naphthylphthalamic acid (NPA) is an inhibitor used to block auxin transport. NPA was sprayed onto the leaves of a set of cuttings for 14 days. Development of the roots in control (non-treated) and NPA-treated cuttings was measured 14 days after taking the cuttings.</p>
<p>The table shows the influence of NPA on rooting.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>The scientists also measured the changes in auxin concentration in L6 and the stem base during the early period of root formation. They recorded the concentration in the control and NPA-treated cuttings for 24 hours after taking the cuttings.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="specification">
<p>The scientists wanted to know whether the accumulation of auxin over time in the stem base of the controls affected expression of the <em>GH3</em> gene, known to have a role in growth regulation in different plants. The technique that was used to quantify the level of transcription of the <em>GH3</em> gene was Northern blotting. In this procedure the darkness<br>and thickness of the band is an indicator of the level of transcription of a particular gene. The image shows the result of the Northern blot from 2 hours to 24 hours after cutting.</p>
<p style="text-align: center;"><img 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"></p>
</div>

<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Calculate the difference in the concentration of auxin found in L1 and L6.</p>
<p>. . . . . . . . . . . . . . . . . . pmol g<sup>–1</sup></p>
<div class="marks">[1]</div>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Identify the relationship between the concentration of auxin and the age of the different leaves.</p>
<div class="marks">[2]</div>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Analyse the effect of NPA on the formation of roots.</p>
<div class="marks">[2]</div>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare and contrast the changes in auxin concentration in the stem base over time for the control and NPA-treated cuttings.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Deduce the effect of NPA on auxin transport between L6 and the stem base.</p>
<div class="marks">[2]</div>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Based on all the data presented and your knowledge of auxin, discuss the pattern of auxin production and distribution in the leaves and the possible relationship to root formation in leafy cuttings of <em>Petunia hybrida</em>.</p>
<div class="marks">[3]</div>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>State the name of the molecule which is produced by transcription. </p>
<div class="marks">[1]</div>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>Compare the pattern of <em>GH3</em> transcription with the pattern of auxin concentration in the stem base control cuttings. You may use the table provided to help you to record the patterns before you compare them. (Please note: a simple<br>comparison in the table will not gain marks)</p>
<p><img src="data:image/png;base64,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"></p>
<div class="marks">[2]</div>
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px; padding-right: 20px;">
<p>The scientists concluded that auxin activates the transcription of the <em>GH3</em> gene. Using the information on the auxin concentration in the stem base in the graph and the Northern blot, evaluate whether this conclusion is supported.</p>
<div class="marks">[2]</div>
<div class="question_part_label">f.iii.</div>
</div>
<h2 style="margin-top: 1em">Markscheme</h2>
<div class="question" style="padding-left: 20px;">
<p>45 «pmol g<sup>–1</sup>»</p>
<p><em>Allow answers in the range of 44 «pmol g<sup>–1</sup>» to 46 «pmol g<sup>–1</sup>»</em>.</p>
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>less auxin as the leaves become older/larger <em>Vice versa</em><br><em><strong>OR</strong></em><br>negative correlation from L1 to L4 </p>
<p>L4 and L6 leaves have least auxin concentration <br><em><strong>OR</strong></em><br>L4 and L6/older leaves have about the same concentration of auxin/do not have significantly different concentrations</p>
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. NPA decreased the «mean» number of roots per rooted cutting «by about 5»  <em>OWTTE</em></p>
<p>b. NPA decreased the «mean» length per root «by more than half» </p>
<p>c. NPA decreased the «mean» total root length per planted cutting «to about 2 % of control» <em>OWTTE</em></p>
<p>d. NPA inhibited the formation of roots<br><em><strong>OR</strong></em><br>decreased all three measures</p>
<p><em>Accept other correct statements of overall changes in values.</em><br><em>The word “mean” is not required.</em></p>
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. both decrease up to 6 hours/initially </p>
<p>b. NPA-treated decrease more/at a faster rate than control «up to 6 hours» </p>
<p>c. after 6 hours, control increases while NPA treated continues to fall</p>
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. NPA «appears to have» no effect on concentrations/transport of auxin in L6 as control and NPA-treated remain at same «low» level <br><em>OWTTE</em><br><em>A valid reason must be given for the mark</em>.<br><br>b. NPA «probably» inhibits the auxin efflux pumps/transport «in the leaves» as the levels drop in NPA-treated in stem base «but not in control» <br><em>OWTTE</em><br><em>A valid reason must be given </em><em>for the mark</em>.</p>
<p>c. the transport of auxin to the stem base must occur from younger leaves<br><em><strong>OR</strong></em><br>L6 is not the source of auxin in the stem base </p>
<p>d. NPA inhibits the auxin pumps/transport «in the leaves» as the levels drop in NPA-treated in stem base</p>
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. L1 has the highest concentration of auxin so appears to be/is the main source/the producer of auxin <br><br>b. as leaves age, they «appear to» decrease the production of auxin  <br><em>Vice versa</em></p>
<p>c. the stem base is an auxin sink as seen by the accumulation in the control stem base «where roots form» <br><em>OWTTE</em></p>
<p>d. high concentration of auxin «in the stem base» promotes root formation<br><em>Vice versa</em></p>
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>mRNA/RNA</p>
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. at 2 and 24 hours, auxin levels are similar and at 2 and 24 hours <em>GH3</em> levels are similar </p>
<p>b. the pattern for the formation of auxin is similar to the pattern of transcription of the <em>GH3</em> gene<br><em><strong>OR</strong></em><br>both decrease and then increase </p>
<p>c. «however» there is a lag between the peaks of the <em>GH3</em> transcription and the peaks of auxin</p>
<p><em>A comparison must be made to award marks. Do not award marks for simple completion of the table</em>.</p>
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
<p>a. the data «partially» supports the conclusion<br><em><strong>OR</strong></em><br>the relationship is not clear <br><br>b. the auxin concentration «seems to» rise before the transcription level increases<br><em><strong>OR</strong></em><br>there is a lag between auxin concentration changing and transcription level changing<br><em><strong>OR</strong></em><br>the auxin concentration falls before the transcription level falls <br><em>To award mp b, awareness of the lag should be demonstrated</em></p>
<p>c. more data is needed «before two hours/after 24 hours»<br>OWTTE</p>
<div class="question_part_label">f.iii.</div>
</div>
<h2 style="margin-top: 1em">Examiners report</h2>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">a.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">b.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">c.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">d.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">e.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.i.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.ii.</div>
</div>
<div class="question" style="padding-left: 20px;">
[N/A]
<div class="question_part_label">f.iii.</div>
</div>
<br><hr><br>