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name="robots" content="noindex" /><meta xmlns="http://pipes.yahoo.com" name="pipes" content="noprocess" /><feedburner:emailServiceId xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0">CulturaDoConhecimento</feedburner:emailServiceId><feedburner:feedburnerHostname xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0">http://feedburner.google.com</feedburner:feedburnerHostname><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-555645611131118150</id><published>2011-05-16T18:24:00.000-07:00</published><updated>2011-05-16T18:24:15.118-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Jogos" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">Brain Games Chess 1.0</title><content type="html">&lt;img alt="" height="400" 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qjgGwuyg/08fZw8PBw9nB1dXFycPD3d/fx8bgaEhNwMjwi7HRYWFhYWFhERERkZGRkZGRERERYWFhwcHBoaGhERERUVFRsb++jRo2fPnsnxVcSLFy/kP1+8eJGenv727dvMzMycnJz8/PyCaVFYWFhSUlJWVlZRUcFms+X4VldX19fXy9n99OlTR0dHT0+Pwh709fX19/cPDg4ODQ0p9FVhCX6wttP76tN7Un+d3GXfO6yK5pdiKld0GOQDQ2GO5dOfwofI7ZpUKpW7ZDnWcnDlxMif/cT3UNykgqrpdhNCOH0yHR8fb2pqKigoSE1NjYuLi4mJuXPnTnh4eGhoaGhoqHyh+OnTp69fv87Ly+NwOJ2dndNdL5y2RDzd0f7gcf96XaFQCKAIzgaI/OBQQVz8czXtAhypGKtcisWU4LAlyjiGkpxLYrEykYMg1gECG4VjovHlaBITpcEBpFpArEbg6RiNFOX5g4HPc3PbwIr9aKojxtQLmDgjLDwAxQtl5kQ02Tk1BS3RKpsIqr0c+vOH954/eBh7+36wf5CLi9OFC+eOHj26b+eBbZt3/f7r2rVr127YsGH79u379+8/duyYjY3NyZMnHR0dnZycXFxc3N3dPT095T1wPz+/gIAA+VJkeHj4nTt3oqOjHzx4EBsbGxUVFR0dLSdYLsBJSUnJycmvX79OSUlJTU198+bNu3fvMjIysrKyPnz48OHDh7y8vPz8/Pz8/JKSEiaTyWazq6qq6urq5HLb2NjY3Nzc0tIiF1q5wZXbg56enr6+PnlZJg+5VZCDq2D3r/jKqZVLo7yGGx0dHR4eHhwcVPQWpptjgUCg6M/zeDz5/vKQMypXRKlUyufzR0dHBwYGFEXe9AX9f+Q05LhMX8H/QdqnLw3IPXFPT09bW1tVVVV2dnZiYuK9e/dCQkL8/f29vb29vLw8PT19fX0jIiKePXuWlZVFo9E6OzsHBwenL0zIl0IU84Z8UAEohjMAIj84VBQXn0zQLsESGWjlcjSmXEmpXAlbicIz0YRiZSIdQ6oDpI+AwMIo0ZWVGEp4FopYB4iNgNgMCGygnYFaNH7jVeGHDrD8EJrigjTzBRRXYOUFrG8gzB2UVm0QiCAFoLaoqUo6mytKc+k5BbTcotLCIjqtpKKinMPhfKxurKtubqhv5HA4dDo9JycnLS3t2bNn8vUYR0fHa9euXbx40cbG5sCBA9u3b9+4ceMff/yxdu3a9evXb926de/evceOHTt79qytre21a9cCAgL8/f39/Pzk+Pr7+8s9VnBwsLxBo3Ba9+7dkxOckJDw6NEjuRK/fv06LS0tNTVVbhuysrKys7Pz8vIKCwuLi4vlciv3uywWi81mV1dX19bWKiBuaGhoamr69OlTa2ur3C3IIe7s7Ozu7u7t7e3v71dw3N/fL6/Y+vv7h6aF3P7K+ZYLJJfLHRgYGBkZ4fF4cnGdvgbG5XKHh4cHBgaGhoZ4PJ58TpyulNO7sz/U4PLaRSgU/gCiXNH/iSP8QRcV55w+iU9MTLS3t7NYrIKCgmfPnsXHx0dGRt68edPPz8/Pzy8wMDA4ODgiIiIuLu7du3f19fXj4+MAiuAMgMgNDebHx79U1WZgSCykchVSiYXGstC4ShSBhSIyMCQm6m+5xBBZKFItIDQCfDMgcIB2JmoB1y+pKKsDLD+CprggzbwB1R1YegOT64Bsp2q0VQqhJVZlvaryUFNN/ocM3qBwpFfU08Vt+zL4sbWD3dDMrGqgl3MYZZV0GpNWwiiVZym9uLi0sLCYTmdMR6GqqorNZnM4HDqdUVhY/O5dxvPnSVFR0Tf8A93c3Owc7G1sbA4fPbJ7764t2zZv2LR+w6b1m7du2rp9y979ew4ePnDc5sS5C2ev2l1zdXW+ft3T19f7xg3foJsBwUGBwUGBYbdCou9Exkbfux8dExUVfS/qQUx0XNyDhIT4J3ITnPQkOSX5zz9fpKa9Sn/757uM9MyMd5lZGTnZWTl5Obl5eXmF+QXFxcWlpaXyey4vL2exWJWVlXKC5UVbY2NjU1PT58+tLa2NDQ31Hz/WNTQ0NDc3t7Q0t7Q0t7Q2fv7yqf1ra/vX1o7Oz11dHV1dHZ2dXweHegcHevr7uvp6O3t7Ovp6O/v7ugb6e4eHBkZHh3m8cT5/gs+fGOeNDY8O9Q/2cSfGFTnB5wlEfLFYKJGJZTKJRCYWS0ViqUQslUinZDI4NQWhRCZVvJ6WMolMKp2STEHZFJTJoFQsFQlE/EnBhHRKIoNSCGUQyqampBKJSCjkT07yhEK5feDyeOMTE1yBYFIsFspkPwrwtwtAmUggFAomv35pT3n12vbSZQAFslkAZIQHcxPiU1W02QgSG6iwEcpsFI6FxpejieVoEgtFYiM0agGpFhDZKBwLRWAidZlIbTYKV43A1gJCOUorXVl35GZ8YfYXsPyIEtUeY+YGyK7A3BcY3gAr7WdZHJqagqZo7Hp1tdbKyri45IkxODEOuQI4KoUjEA5DOAzhOIQSGYRSCKUQSqBECCe5ktEh3mDfaFdnX3t7R3PLp9r6uko2q7yCUVZOLytn0OjMkpKKouKygkJaQWFpQQm9pJReUkYvr2CWsRiMyrIKTnllTUU5m1bMyM8p/PAy/eWTF0+iYqMDwwLdvT2uXLtkc/Lo/gO7N29at2XDH1s3/LFt47o9WzYd3rnDZv/e04eP2F50OH/W0dsj5LrLzRvuoZFBD0J9ImPDHkX6R0fdfBAdHBsTEvcgLC4uMv7hncdxUfH378bEPoh58jD+6ZNHz54+Tnz+NDkx6WXyi7S0tPT09Ldv379/n5mZlf0hOzcnNz83P4dGzy8qycrLz8gvyC4uLqTTS8sYJfSyIiariFVVxOYUV9eU1taW19dXfqyv/ljPqamhNzUwWz9VfW6t/vyJ8/lTzZeW2o62xo4vTV+/Nn/taO3s+tzV29490Nkz3N070tMz2N0z2N071DMw2j/MHRrnjwnEPKGMPwUlEigWTQkFUiFfKhTIRAIoEUOp5NvHL5NCmQRKxVAimhKLpoRCmUg0JRRDkQSKpVAihRIJFEmgSDg1IYGCKSiUQr4MiqagWAqFfBF3kj/GF4zzBVy+gCvgT0uBgM8XCib5gkk+f5InnOAJeFwBb2xKLBofHpgSi+CU7OLZMwDyJbMAeBsRPPo4Pg2nXQ1IHKDKRihzEHgWisDAEBkYEhuhUQ00qgGpGhA5CAIbQWIiZjORupUoHBuNZiOJNIxWqor6cFB0Qc4XsPwQlnINY+YKyM4Ic1/8z5FoI0fVVZsEYmimrPKrGvFuUDiGsJiotUF9xhHdpRfmmdot/8POZI/j6hOu6864OwU/vRGZev9ZcWr2R1r1QGOnpGccjvChAEIBhIIpyJdBgQyK4LcUSqBYAiVSKJJA7iTsHxa1d422fOmrbWyr/thcWVPP5HDoLGYhvTS7MD8jNzuvpEj+IiM3O7ewoJROY7Iq2OzKlk9NjQ31NVWV5SUlhZlZGSl/piU+f/H0+Z3ImOvXAz3c/S6cvXrq6IXTRy7sXLdn1/q9+zcf3LVuz/bft+/ZtPfkAZsr56462jo5XHEMDQgO8Q8MvhEQ4h8YejMoMiw85k50XHRsaPCtiLDbUXfuPYiJjY99FB+f8DAuIS4uLvnF08SkhCdPHj1+/PjJ48Tnz14kJ7989erFi+SnL18+Skl5nJ7+PCPjz9yczJKCQnpxUXFBFr00i0nPYTEKKumFVWVF1eX02gpGQw27vrqqtoZTU8OpruVw6qs5H2s4H2ua21qb21o/fWlp/dr2tbO9u7erb6B7YKi3u7erp6+7b6C/f3hoaGx0mMcbnZwc4/NHedyxCd745ARPOMEXiwRSoWhKLIYiMZSIpoSiKaFoSiCaEoqhUAyFEiiQcymBAhGclEKhDIpE0kkef3RicnRicnSSPz7JH+dPfksBX77MIeBPTPInJvmTcii5At6YVCjgjgxPiUVQKjl/+t/EJfUqxtwZkJ2BhTcgewDKZSJ1I08isyKp716yLCEuCeD1NZecUV/qRlzhp6J/Q9nQDWfsRDSxI5heA0angfFJYGgDDI6BFYfB0gNg4W4wbwdx5SFdo+NLLC9ZbnTfdiTUxvahg8crL//0+CeMFymc3MKOmgZ+Vz8c50OhDAqnoFD+IU19T/kXPaegQASFEigQw/EJWX8/r62tu76+lcNpLCyil5SW08tY5YyqckYlo4xFKy0voZWWVdELGTkMTgmdVVjOplXXVZQxCpkVJcwKGqO8pLgk731W+uOk+IiYWwFhfv43fS6fv3Dh+Dmb/ccP7TiwZ9OuHeu2bf198+ZfNx7dfdhm//Hzx85eO3vFxdbZ08nTz9XHz8Mv0D84wC/Y3yf8hnd4gE9UsP/9iND4qNsJ8dGP42MexsfExcfExcckxN17En/3eWzU08dxT58lPE1+kvjq2au0xD/fvnjzIeVDblpudlpOTnpuztv8/Kziwjx6STGTRqssK2MXFTJKCstpxRUMWhWbWV3PaWiub2lt/Nze0tHR1tXd3tvTOdDXPdTXPdLbNdzdNTA8ND40PDo0PDo0Mjw8MjY8OjI8OjI8OsSd4I3zxsa4o2Pc4THu6DhvhDc5NsEfnxRPCGQioUxBsEQkEfMmJ7gTPN7khGK9jf8PQsgXCPkCoWBSJBDyxrkyiRTKpi6cu/hf55JUDUjVgPAvcukFDOwwVldm/ryTL5kyRiI3zZzzNOFP/LzfZpg4apBvqlAiMOQwhJE/Qt8DvcIFYeAMKM7A1BmYOQFzF2DuDCzdUJZuWEtXDNlB2egaTv8yfuVF/IoLqsvPqS07p7H8NHHRIbVF+4gL96gt2E2cv4M4fwdx/jbigi3LLU+T117+dbfHnlMh51ziPEPSIh6WPHxVmVPazqweaOmQDoxDrgjyZXASfsuJacmFcFgMB4Tw02B369CXtuGO+q+N5R9ZZbXlzLqK2tb6XHp+fnlRSRWdVlOeX1WaQc99W5qdRcuvZFVzKmpqKuvqOQ0NNU31nIZqVm1VGTs/syAjNePFkxf3I+8H+QZ5OXs5XXWwv2R/4ujZwwfP7t99etdWm+2bbLasP7Zx7aGNv+05sOvE0f02505esLd19HT0veERcvN65E2fO+FBUbeC74QH3QkPjIy4eeducNS9kPv3b8XG306Iu50Qe+dR3N2E+Oin8Q+eJsQlPYpPfvU8PeX5m9SkjLevsrJT8wreFZd+KCvLY9CyGWV5jPICJqu4srKkqqqUXVVSzSpls5kcdiWnml1XX/ux8WNTS3NrW8vnL22fuzu7uju7erq6e3u6+vt6Bgf6hgb7h4YGuvv7+odHBkfHBkfHRrg8Ll/A5U0ODY/2D4wMDg4PDY4NDY0MD42PjIyNjfDGxrhjY2Pj46Pj46Nc7hiPN66oyXg83vg4TySSSMTw0sWr/34uzTwx5Au6lI1QAtco47dpzoy5FQtUV2CXHgcr7YGRByB7ArIrkuyoauKkauqCtPYBq32B5XVg7gnM3ADVFVCdAdURUB0BxQFQ7ADFDlDsEaZ2SDN7pJm9koULxtQFSbZHGF5FGF5FmVxVptqpmNsj9c8rGV7AGl3EGp5TWnkas9JG2eA00egMdsEe1YV7iIv3ERfvIy7dp6V/ZLbZqYU/XbTa7/vbydBdjrHnQ9K9n5ZHfWhNZA6n145UD0o7hHAYwjEIxyEchXBYBvtFkAshF8IBMRyQwkEIeyXwqwB2TErrPnfVt3yta/lc3dTCrmssr6opYVQUlNBLypjF9LJSWlkprUy+mlVWRisrK6uurq1gVTPo1WW0WgatkVZcn5/LzHxX8PRRUtyD+NvhEb7ePo5XHc6dvHB0/6n9O4+u+2PzunUbNm3YvG3L9n079x47cOTMkePnjtl42Dt5Ojh7ubj5eXoG+t0IDgoMC70Veev23eA7UUFRd2/eiwqKuhd8LyY0JjY8Ni7iwfP7zxMfPHsRl5jy6OW7Z6kfXrzL/zOr4E1OyShvt+IAACAASURBVIeiouyi4pySktyS0rxSWj6NXkCnF5bSC0sZxaUsOoPDZNVWsuvZ1fXs6jpOdV1tY0NjS1NzW1NzW0tr++cvnW2tX5saW5ubPrc0f25tbm9raf/S2tn+ubPzc/fXLx1dnV+6u75093zt7evs6+8aGOgbHBwcGBocGBweHBoZHZsYG+efv3Dl/41LNPafc4kw90Kae6H0T2uv/AOK4TaC9v4Z85/EPMXOMydZXFBa7QrWeIE1HmC1A7C4iqPY4il2GKorMPUAph6A6g5MXYGpKzBzA+YuiJ88wc8e4CdXsNoZWDkCC3tgcRWY2wOqM6B6AFNPYOYBTL2AmScwcwem7oDiDCguCDNXlJkr2tQFRXVGm7oom7qqmTqrk53UyI6qRlexBpexBpeUjW1VyLY4ii2GfAFpdBbonwArj4GVR8HyI2D5foLxAaL+LqD3K37JJj3qIf3fzq0/fH3zMW8bx3u2Po8D7n94/K7uDa0jlz3Eape1ceEIhCMQjkE4DOHgFBye+kbw+BTkQjgJIQ/CURHsGRO39ow2tveyG5qrahsq2I3MquaKyhYGs6mwmJ2dR6fRmcWlJfmFeXl5OQUFBbTSclZ5Hbuy8WNza1VdHa2cmZOXm56enpz0/HF8XGz03evuLm5O9na2F8+cPn7o4J4dOzdv3PTH+nVrt67duHPdtv1b9pzYe/SyzQWXy44+Tl4B7n5hfiFhfkFhPjfD/QLv3Ai6Fxj6ICTiQVhkdOjd6Fv3HkTcj78T9zg64Xns0+SHiS8Skl4/TU5NfPXmxeuMlLTs9He5bzPy3mXmZmTn5xYVFdKKi+jFRfTSEkYZvYJWwijIKy6jMZm0igo6q5JRxWZyaipqalm1tWxOQx3740dWQwO7qbH2U3N9a1tTW1tL25fPX762d3R2d3T29nQPXDj/f80lcuZ/kUu0hS/O5Mpsw22QC38ByuuVNWMi4sFcCoJ8GFhcAD9fA2uugV8uAesLSPNLKtQrKsZ2qkYOeGNHFRNHFYqTMtUBa+qANnMAJraAcgmYXgaWtsDqCvjpKvjpKlhtD6zdgbU3WO0DVl8HVt7AwgOYuQGKE7D2AhYewMwFUJ0B1RlBdQZkR2BkD1Y5AENnFNld2dwLZ+WtZO6JILsAg2uA7AjIDoDsAMh2CKoDwtwBY+mEtXQFSy+pUd0Jxo4zLTy0yY7Y+SeIi0+gdHdpLj5C0NtNmLNTe+E+zQW7VGZsVNZZj5+zHbNgN27lUW3Ts/PX2Blu9fz1RMQh58SLAW9vxDHCkjiPs75mVk6yPsOWEdgthMNTcAL+h5GYnII8KZyUfqvwJqRTYyLhEJfb1T/U0t7zsbGT/fFLYUV1LrMij8EsZFaUVFTSWSxaOaOUXkJn0OiMEjqjpKy8tLyCXl7FYLIrKtnMirLSsoK8D+/SXz5/8uBeVOjNQL/rXl5urqeOH7M5euj4of3H9u0+smvHwR2bD2zduG/L5vPHT1+yuXjt7FUXW+frjl4BHv4hPkFhN0LvBIdHBoVFBoXdCQ6/dyvifsSd+LvRD2MePIi6H/cg/mFcwqOHj589eZ6c+OLFs+RnCU9fJ7/4M/ll6otX6a9S3qakZKWmfUhLz36Tlp+ZmvchpSAnrTDvXUnhh5LivFJaIY1WUlZWxmJVVVRUfqxrOHv6wr+dSwTFE2dkO9dwB5yEW7CzjsxclXAnCZD0kaYngZUdWOMMfnMBPzsCSwdAdcKQnbGGDjhDR5yhI87YCWvkiDF2RBnbAZNrgGIPzByAhSOwcATWTsDaCVg5AitHYOEAzL6nuSOwdAHWrmC1G7ByBeZOgGwHTOyAqRPC3AVh7gKozhgrH4TpdWDiAkxcANUdae6FMHMHpm5IqhvS1EWeKKozkuKEpDghyC5IE1/ST7fBSk/EchfsCoclv4e6RtYn5oiinrfvO5Mwf5XNnGWHrH5z+GOrp+lPl/X0j6sZnlGlXiWaX8UZX0AsPQoW7kctO6xqcEJ5+WHskv1KC3eh52/HzN+qvGgHcekejZU7NFf8ushiq+Wm0xsOOu07F3DJ/UFA1JvYFyVJ78oySqurmru7xqSTU9/aEeNSOP7dUXC/W+FxCRzmw0GuuHeE/7VvpLm9p7q5nVnbTON8LK2opjPK6LSi0tLi4tKiopLiwtKSIhq9mF7GrGIzqypZVZVMVjmDQaeVFpYU5Bbm5rxOSkl6/OrhvccRwXd93fwdbF0unrp0+vjZg7sO7t2xb9fmXds2bt+5efveHXuO7Dt0/NCxa5dtnezs3Z1drrt7BPj6hQWHRASHhgYEhAcFhQcH3gkJiroVEhMR9iAyPP7O7YdREQkxYY9jwx/HRz5NuPf8SWzi80fJSU+TkxOTkpJSU/5M+zO1OL/g6MFD/5BLNlCpQKqWoQllaLUqoM4BahygxgGqbKBaBdTKETPKEToslFIVClWFIJSiNf8Rl8DAmUS119PfAXlwHZi1Dbvkye10oGqOM7kKqNeBVSCwDgaWQYAaCgwigH4oMPIGZE9g6g3MfYG5H6D6ABMvYOQBKN7fkurzH2l2HZhcBmYXgcUVYG0HVtsDaztgcQWYXgbmV4DFVWD+Pc3kaQdM7YGZAzBzBGaOCHMnlJkTytQRRXHAkB2UyHZKZDtlEzuc8bfEGDsCE0+keQBYao818ySYuSotP9MF4cN3XaednvQLYFRCscYMiyLa10k+rP84PgHhSb8XeNOjiFW7ddacj8rtiMj4pEbZj121lWi8e/PlMIv9znOsDhhsOKO2cv2qP06g5/1EWrETM3+r5soj88wuaq08hZu7X1lvp9byQ+qLt+Hn/I7VtdZc9Ifuki0AabiUcmL2igNzKcd2no88cOXeBa+nnuFv7z6jRT4uzmH0VreIvgzALwPfirYhERyHcAJCIYST4ikRhEIIuVLYw5MMS2BzL7epZ/xj50jt54HK5o7y2hZaVX0Rg1NEq6LRqmm0aloJp7SUU1rMLilhlxZXFhezaqqb2OyGSlZdeXk1rZSZk1uUlvo+KfFV1J27t0KDfb087a/Ynj1pc+zQwcN79x7cs3Pzut+3rP9916b1+7dvObZv99njB23PnrC7eNLD/oKv+7Ugf4/QQJ+gAJ8Af5+bgf4hISERYeEPYu7fj7oX4u/vcuUf1z3/n3AJLLwAxQtteo24cjsUwy2klYdmW6Q8ykfr/koyvKxEdgPmPsA6AFgFoczDlCl3lCmRKr9FIH/2B6YewMAZ6DsBY3ek+Q3s6iA5iEiKH4LsiyD7AhMfhLEPMPFSXxuA+8UDmDoAw8vA4BIwuYq0cMb+5IGydJMn0twNae6GsHBDmLkCcxelX71QP7sDSydgagco1wDFDmnqiDFzRZg4oIwd0EYOSoYOWEMHZSNHZUMntLGL8s+BwNiF+PtNJNUBLD8Jlhys48KolNqZ+lu4EHoFxJO0lzPKP7V86lNCa8Q/yxyAEGhazPnl9LZrdzsg7IFwy6WQhb8c1zLa+mdZF61VCLQMK79KO4RQc9mauaZ7zXb51Y5DTRNbdaOrCL3jC3/yUVt+0XiD/yG75P1XH5E3uGit2LfY7Pxi0wuEuft0VpzSMjiFnr8LzNiosnCXkt5mzeW75xgfIi3cRJi3Xll3zXLzEyitX3Cz/lhmdcZk7VXLzXZ7Trj63kq45nXbOSA2vaQpi9VV3ibk9MJBCAchHIBwAMJ+CAchHIWQCyF/CvJlkCeGo3w4yIV9o7B7SNo5IK762MGqay+vbitjt5SyGgrKarKLKzPzGSX0ChqdSacx6TRmGb2CwWBWlLMqypl1NbXsKlZZSXF2xtvXyc8TYmPuRtwKDw10d7Kzt71wxubYvr27t27dumXLtu079uzec2Dd+s1btmw7cuCg7blzpw4d/r/lEsz6L3Fp5Q1+vgF+dgaUXeMQGqnokbGzQkPiAW4BacUu/KojGINjCONjCKMTSIOTqBXnkMsvgFXnkcaXsaZ2OEsXnKULxtQBGF0F+pcQZEdAcQQUJ0BxAhTnb2nsChbbKy1zJRj4aJAD1KlBRJMAZX0/9Epv9Apf1Co/lMENtEEAyigQTQ5SIgcjTQOBoSMg2wOqCzBzA2ae3wosEw9g4Ycw80OY+SGoN1DUG0iKH5LsDyjewNgZLL+g/ocv2tQWaXgcb3ykB8K6Icho4XEh9PC/q6676EMeQwphUVFF96Aki94HCBazDQ9+5cJbD8tvxZU190G0ujVh9m8Zxb1f+iBALatrgcOT8EsvVNZdY7DZ6wuESzcFIpacWrjWHzHf5nJIedMkzGuEtHbYC6FTWLbakj3Kc7fbOL+uG4AX/LPBzM36m93Ndnu7RRXqGB1QX7Fda+V243WXZhnvJy3dumT1GdVFWwlLdhKX7tFcuW+O/m4kyRQ3+1c9o4O4+VvA7E1A9WeS8SkweyeYv1d5xTEdswsr1rv9dDB064UHB+3jPG6nBca8uZdU9CK7roDTX9MhbefCPjEcg99y9Pvi3CiE4xCOieC4CI4K4NAE7B4WtvWMNrT11jS1lzKqaUwOjcmhMatojMpienlBCT2vqLSktJxGr2BU1LA4TZV1bRU1LaXMj3mlVQxWw/usgtev0p/EPz524MD/G5dI5f+ES0tvsDoQWLoAg+3DQkhGae/TWzlY8znYMyzu5rMY7yc3He/Yn/Y6tuvixl8OWJnsMFqxfcHCbXrzt+vM2aw5e5PGnM06i3bMXHlgltEx9RX71VYeJOgfVjU8gjc6jjc5gSOfIBif16Nen2Xkp7PSR2O5F3GpJ3G5F3GFj6q+L4kcTCQHqZCDsSY3kYYBwOAG0PcD+tcxVj5K1l5K1t6Y1d5oS29gdh2Q3YGxOzDyAMbXgbEPML4ByAGAchOYBgHTAOKam8pWbmDpSVXzK7N+cwALNteOQfvQV0BT/6J7JBfCuSusU7PKm76Mn77kNSaEm/e6zVu1V9/i5JgU7j4ebGx5ckIGf9vosNRwb1Lqx5oGqbrO6qZW+OebhoZPMJM2uPD3K60Qqplf0rG2VzG8COYd7IAwMKmRZHQY6P6iQz2w5LfT8yyPKc1Z3zAE2ybhJz6c+9MFoLF699XodjF8zx4FOqZLfznawoV5HyfUlm0sbYMNXNgNYVEb/Hmf3yLTU/cSG17mj+48H790jRt2iY2OhSuR6qRheZ1o5oGnuCqbOGAN7ZQNr+INr6ganVNethu/bAt+2Tb8si0qSzd/y2UbcUs3aBrvWPjLccqOa3+c9DvoHGUb8sor+v2jt9Wvcj/msLorP/PbRuGgBI5/t7+KVHSFJyEcFsGecdjSI+a0jtLr+0tqeoo4XSWcjrf5nKwCdnX9Fw6n8arttX8vl2gzbzDHTnOp/XKjo5AHD4GZp4FK282oizpLPmw5y9h5qfmEw6CDlzg4DD58BF+/gRnFML8e0r9CVg+s7BPTPne/Y7OeZGdHp8b7xNx2j/S6EnDumMP2LTZW1ttXGfw2b8kfano78HMO4+cdU11wAr/4tOryC6qrLqsY2IKl58CK88DAFhjbAVNnYOGKsPbAWnmoGNiqLj+HW3IWu/is8rKLeH07IsVN3fy6CtkdS/FEk71RZB8E2ReQfQHZD5hcB/MvqlHdCRRHdYq9muEZ7JL9vRC2C+C917WDEHYKIHb2z3nVk+0TEBDIacXdrUNwxrJ1z9/Vjk7BXj781AeHxPDpnyyAX1FcOcBuFmBIhg1f4ePXDOJM89ZRGFfwuQ3CRZscwNyNapRTVkdCOiHELtuKXLDmgPPtI67hG0666RhvpG45Pwih2tINn4XwhMcD1SW/bzrt1QdhD4QeUS8YX7n9EDaNQ4Cf3yqE7vffApKhnvUhlcUbcyrFjf3w9wNhL0vE+psCF/x+A2fsBBZdAvouwFA+Gt2Rxh4osjva2A1j7Eig2qpRzxMp5wnks6omZ/DGp1WMTqkY26gY26iSbYjUU6pkG5zRMazBIRXj40TKCTB3C3rBVuziHSrLdqqu2E1cuUtt1W7iyp3zrY4v/+2MxS6nbeeDz3k/8b6fFfmKGfe+7kPlMLNt6gvvP1zEAISDEI7IaZZBdkPnpSsu/14uMabe2qZBcwyd58zfDIfgXqDiCFQmgu/6qc54hl/4Fj0nB62ZjyFk4VTeqKq8Iqo9VdeJ1Zh7mzQvBK93U3VuqPaSe0tMH5utffbrtsxD57JOXSuy964KiGx7kDSYkiXIZYhKPo6Vdg2VDY8wuQOM0db8nvK0hvePypOi8yP8U25cT7K7dv/gMf/fNtmtMj86e8UO3bkb5umuWzpj43K9bcvn7loyd5ee3i7tGdsJOlt1lhzTWnZSfcUZNf3zaoZXCCZXVcl2amT72VZeKksu6lm4EVed0zE6T1px/I8j4St/s9905s5x9+R51hfBvG3Xwkuc77EwS4/Mtrw0AOExp5gvPHj9XhbQNEXMsLrg9XgYQp2VW3PY4xWfobLeL7U9MJ3RT1iwdvU+tw4IWyCc+7utjvU5XctzYN6WLggDnjHAHOs1Rxz7IUwq/Ag0VxXWj45AiNQ2y2AONI1C9EyzvZdujEC42HLbCIQljX3hz96XfhpCzjapHYKNXHgnjRP2qhIx67fEDx1fxuEpt1dAaz1myTE1Uwegb6u59ibG3AdleQNt5Y+xDsBY+qHMfZBUDwTZBUVxwpAdlCiOShRHLNVJ2cxRkThzB5y5A9b0GsrkMjC8APTPAf1zWj95aFq7kiycVKlXVUwuYw3PKRmcxeif0rG+pmlxWY16XsXYBrvqKGbFQcyKg9gV+9GLdyst2YNetAvM3Qrmbldavk/X8uyy9des93uuO379mH3oyat+B0/8m/USWHgBijPa4iLOaJ1MBjerEK+qqfeHhV8Bymmaq2i4pWy0Xg1Kt0JJo0hZIwOv815Ft0h1Bk11RilhVjFhZoHqrBzczPfKM9KwM1Jxs1Jwei9V5r7Az03Gz09Unf9cdcFzwvwX6vMT1WY9Icx8RJz9VGfRy0WGaUar31mupe04XH7oTO1Fp47rIeNRj2DyW5hVCgvZMJMFs2tkefXCnLqht6ympGJ6bGZmVFqE050b18LtTvkf3OP4+2+nDci75ixdrzF3ncaig+gZu3VWnsHq7cYv2K254hBabwt20a6ZFueAzjotS1swe6eqmb3GmutgyRk1a3egt1udfA696KCa8Rlts0sqq06orDphdfi2wY7An21izocWA+3Nt9J6L91mgLn7wIK9R66ntsig/mZfoLtNw+jcXAu7n/bd6ocwo5J/2v3RCITvynpmLN/UJ4CZpaNldbCiCfZMwtUbHbYc8u7hwWXUPTuPe5LmWkck5NZ2QrWFv9OaZC8L+nedj7nk937lmqsaSzfeSaQPQljUCpesd1QhnwILD2As7YGR7bfuG9UBmDkBMydg5gBMnQDV6z9aH+TrgOwFTDyBiTswcQfGbsDEXd5cw1j5KFn7Yiz9wCoXsMoVrHIFBm7A2BNF8cKae+OsvIGBAzC0B8b2CBM7DNlBiWqvbOaoYuagbGyLp1xRM7dXs3RQNbNXoV5RMb1IMD1LMrXRoh7SNNyCnU39dccpAPmS2f8lLtU5QI0NCP+iv/QAxrbgl0sYqy1jEFqglWzwKv2RYa5YfIrKvBKEHgfMqANabKDFQGsVYXWLsdosgOcA5SqgXAlUqoAqB5A4SM1qlFYlQouF1GYidStQM5joGUzUrAr07Cq0Dgco1wBUNUCyAboSgWagMDQlpUKcci4en6mq+o5ASCcQU4iEZDXicyLhobpW3MwlUbrLwrUWhWktuqO3Mm6V+fPV65PX7862ufrhomuxazA79GHrw9SBtOLJPA6f1jZUNjxeO9Wc09Wc3fHpfVvlC/arO28T77wNcYtzOhNy6UTQ7q1upmQbY/KZxYantOftmT13p6b2hoUL92nrbJkzf//MufvmLD2uu/CQis6uuQbndVacnmV4ATfngKb+GU3jizMoF3F6e3SXH5tlcG6hhf1s02v4Jcc0Vp3WMjjlcYf28F3Hheuv9QyPHLgYy/4MdRYcVJ25A6OzidMFk7N7d9iEjUGoord2geVR1YUbH71q7BiGQMmsWwITMvrVlh6ZS7VVW7J/y2E/zUVrgapJD4SXIguUqGewVlcB9RJY7QSsHYGVA7B0BBYOwNIRWDkAKzdAvg5M/ADlBqD6A9MbwNwfWNxAWN5AWvkD8+uA7AZMXAHFFZi5A6orMHZHWgYjLEKBWTAwDQSUAEAJAFR/QPUHFD8E9QbG7AbGzA9j5ocyvQ4onsDEFU1xQZs4Io3sESZ2SKoD1tRBhXxN1fgyatVxovkpFeO9QId84JznNy7fRwSPPYpPV9au/du+Ol2JSMeQKpEaHKDBASQO4l/8npuFB6A4KVnYKlF2CCD8SVnjJA4/GBbgpQTe4rXLUFpsoF2N0K5CalegNZkYdRaKyAGqNUC1CqHKQhBYCAILoVYF1KuAOhuhUYnQYqK0ylFa5SgtJkqrEqHFARo1QLXh239v4poB7iPActDKFUrKDByuFKdCUyGUqqgVq6rnEjXeEzXequpkqMzJwS0qwM8vws0uxmoVKBE/YPDvMarpOPUUVZ1XRL1XavNeEue+wOslK896hJ8dq7MqED/vjubSBO1lGTONcpdappKtcjZubjx8qv301SHXgMnAaHj/NXyaCd/RYS4bFrXAvE9T7+onX3L6n1Y0PigpCs1K80m9fzHuxuEI50OhvxscWWd83Gzp7gXzN82dt3mO5ob52tvnztk3Y8kh0sqjKisP45YdxS45rKx/QnnFcZXFx1UWnlBZdEpt6YWZy67M1L+C1z+pSrbRNj8zZ/X5+T9dmGF9Bm1xHGl0cNuh6BtB5UpzjwQmfWX1w7ccWDcMt9hEB0WVtfVDTiesGYOr9kbO2REB5hxGr/UDFk7A0glYOQNrF2DtCiydgYULoLoAk+toEz8M1Q9j5vfty93GDsDoKsLaHVg5A0sHYG4HzK8AiyvA8iowdwKmvoB6E5gGArNpaRoITPyBsT/CyB9h7AeM/QDZF1B8AdUHZXodbeqOobqiqM5IU0clsoPGSnuN5XYkMxes2WVgfADoWR44eg1AvkQPgPcRwdyE/4RLNoLERv5rXCLNPZAmTngzW5zJXv4U/EVJ+5QyYeTWDV8MeI8nMVDqlQgtDkK7CqldiVbnoIgcBL4GqHKAKgtBqEASypFqFUg1FuI7l0gNFlKDiSIxUfKvKpOqAYkD1GoBsRGQmoBaIyB+BAQOAs9E4wvQuEwlXBoOn0okpWvNeDNjdoru7Fdac16pLUhTXZCpNCsXoUYD2Cqg1IQhtuG1qgCOCfBlQK0cqV6F1qrBqFcDAguoMPG6eWgSXUWbiVBtAPiPCMIHnFLeTI00ADIQ6CwcPh2Fy8ZrvUATEgga99V1Y7XmPNCYH6u5OH7mqsdLrJ6TNz6z3vNk9SH6UR/6qeAmv8Tmm6/5iWWC1Ep+USO3qBmWDcsK+vszv9T8WfMhkZ78IC/h1tvom+mXT4edPnrz0LbrG3+xszA5rb/kwPLZOxfO2KqptVZTd92MmX/Mmbdh7qLN2su2YldtVV6ydf7svSvmHJ294KjqvP1Acx1J/whq7mbioh3KWmtXmp03/N190W8eYOEpsMoWUJzxa28CUydg6ghMHYGZE7BwAZbuwMoLWF1HmrihDV2BkRMwdgJUJ2DhgrB2R//iAUyuAPI1YOaIsHQG1i7A0gmYOwKqAzB2AkYuwMQFUNwBxQ1QPQDZHZh4APJ1BNkbRfZBU3zRpr4IUx9g5gNMvRFmfghzX4SZJzB3B1ZuSuaeM4y8Zxn5gMVXAcURWF0Ec347ecT1P7j8T/XyX+Dy+zz+A5c/Yf9zLjlAlQMICi6/o6nGRpDYCFIlklSJJLKRRDaSWA2IbCSxDKlaqkSgKZFoaDU6Qq0MqDOAZomSbpb6nKTZ86OWL42gGt392frBr788Wb0mwXpN+Orfwi1/vm9Aeaq3KEVVJwtBKAVqFYDERumwMbosjA4TpcVEECsQuGoEth6Fqwdq9UC9TWlGEyB+BvhPgJQFMG+VceWkGZXqeizNeYUo9Vr83GKg9gGlkalEKlRVy1NRycAqpeFwKepqKTNmpM5Z+Gbu8lT1hSmEBW+0lr3VXfFGZ2kcTjN+ll44SfOBxsz7pFn3NOfEzF322NDs9eo/stbuzN6497Ojz2f3wC7/2/134kaevRK8zYL5xbCIDYs6YcZX2Yva3vjSipjMt5EpT0Kex/k/CT4R4rHj+vn1jn+YHV+kv3nlmgMaS3/WXrpGc+k60qLN2gYHgd4WouE5zIpzqmQHsPg8kepENHHAG15T0rdFr7qCWnUNaWCPMrTXsHYjWDlhzO0B1RZQbQH1CqBcA2R7YOyCNPZSMvFRogSiqUHANAiYBQOKj4qZk5rZVVXLayqr7bCr7VGrHRBWdsDCDml2DWV6DW3mgDF3RJk7AFM7QL0KKA7A9Dqg+gKyF6C4A6orMHFDrbiuvNwbRfZHWvgBiiNQ/d3u6O3/+jxOYiNIbOS/9j23v3J5EvfPuSRwAIEDCFUIQgWSwECpMVBq5Ui1chShEikfFcRq8C1rAZGNJNLQakXKpGyc5jucRrqKzp9qc9JnLn+1yCTZ4tdHG7c8PHH8scOVF94ebwL88wOD80PD30XeSQu79c7HO/Pypazde9+ZrU6ZsTgFo/sGaBaAmUzM7CqlmVUo9UoEtgqBrAGoBoD9BPAdQKcJEFuBRit+QRZpxivNGa+U1FPR6ulKmulAhYOewQaalUq6VTjNajS2GgUqsQiGCroIj85URrzBIN5hlLLQKplAKRtgGSrqJRhcDgAsHbVSEq5EDZ+Lw71Dod6g0O+VlLOUCVnKhAwlwlssIRVHSCGqJauTHuuqx83WiJmjcX/W7Hgt/cckahLJNHH26ljKhri1e59uPfFix/nCE9e7/ZOb/oMjYQAAIABJREFUXB+OPCpsTy+rSSviV33pyK1qy+O0FTVUv69ivGS9uZf/OjzvgVd6uMOLs1v9T2z03vu7y0aLKz8bnCIvOrRq7p4ls3doq/+uqbtOY94W9aW7SQYHiYZHSYYnNfTP6RnZ6a10mLHEUXOhE2GRK26FJ9bYD0/2wq04S1h1nGBogzM5rUw5i6SeA9SzgHIOQb2AoF4ClMvfUk65qR2w9AGWN4C1H/jJF6zxBT/fwJoFqlCDANUfbRmAoroA7B92R2L+/8mlWhVQq0CqMVCEMrQ8VVkoIgdBqAWEj4DwERDq5P/JjiBWoDVLsdq5+BkpGnNjFyyPNLcM3bk96IzNPU/XxNsRJS9e12cXtNEqvrJru1pa+7u7xrr6Bj63dzTXt9YyG2gfWEkPCzy98g6fTppLfotfkgtmM4BODVLro7JaJRbBBKARKDcCfDNSiwkILIQua57RS33jBCr10XLDR/NXPJ6zKFV3fi4gsYA6E6VRgSRUAlQ1QNQhsQ14IgevSsdii3H4EjXNfI0ZuSSdHDyplKRZiFEqBqASgP/D3HtGt3Ffef93+gwGMxgMBo0URYrqlqssV9lO1rGTuNfYseNk0+ysnTh2HNmWW5yNvbZc1CxZvfdOUZQoiR0kQQAECICdVO+i2EGC6MB9XkDeZHezT5Lnf85/9xyceYmDg/OZ+7vl+/teL0CjoHfyBiejuBlTE2cLcjl+xuYjbX6w+gizlzS7Ka2eNlbRhiOMWMLqixlTMWhHQT0Ipk06y3o1d4+hYL9UuAVsRUxBo/HmMv6adeLklfLkLbopRaZpa4zajsL8bTl5ZdfM2p93g//OJwPffuH4D17v/e283jcXDvzryvCXm3H5Ptx4BLdX4e4GPNyJBzuG9jR1ra+uXrR/xx83Lf/dsgUvL331/rdf+tacZ2f99rvTfjmr8CeT8p+zj3/GlP+cVvjPxok/U6b8XD/9RX7Gi9SMl7L9I/rW35O3fKOanfUm3PYuOfsP3F1/oG78HT3zt9Qtr8Mdv4O7Xoc7XoebfgfXvQHXvErMfk/+9ntE7tOv/PTr/29c/i090V9w+fTf5LKJlv2k5AfJDwY/GLyEwU1J9Yy+jtXXM3oPLQUIqR2kTpA6QWoHKUBIHkqpAeWIYNtrnbhu+k0L7rv/81/9bMGXf1y2eWWlx9naeWz00hAOxXEkGY0khxFHslfwUulwOhbC6DCGBxJXes90DjldZxeubX7+9cN5t+0B9TDwLlrXpGObWKKN1flBCDCmSkI5aiysvOO+3T96vvitN2refbfm9d/V/Muvun72YjGnuRmzhzG6SH0zbfKDIQhyC2loArEO2BparbAU7Bw/cdOUaWvzC1dp5k1GudqqVQG0AdNE6BtJQyNh9ILJB2YPWB10TjUzro4ZX8/m1/J5tUJuHWer4cxlgumwTqky2Wtlq58xN7LaUVkrVTQHpzZQxi7zRCeIJ8HqAsZFmwPyBC8Ym0DnZqhaFuoAagEaANzAuWmlTrAUs4Y9ommX0bJbsxdptgMm6yFFK1Zs63V5q4yTV9quXTf59m23PFB8/wvlP3jV8eN3zv5h7YV/235l4YHhNTWjO31jB9vGKk6M1Jw/c/RSx8FL7t3Hj6zzb11YteSjAx+9u/Odt7Y+8ugf7n/gndvufm36jb/Mnfy8MecJUXtEZ/yeZn3QPO5Bc+Gjpmuelm58Rn/Tj4zX/Vi59ifKrJfYa38MBY+AfPsPHn37/5XLv0/n9ndy6aP+zGUTGPxg9IOhCa5y6eD0dazOzYgBQuwE8RiI3SC1guSl5BpePcBZd+RMW3Pb3UuffXrhB79fu3XFEU918PSJsUjyqjgshpjGKKYHMDGEyXgylopFI8mxMEZHMDGCiTFMplIJDIXjruCxT5aUffepPZYJByhdA8O26fVehq4l6HpJ3a83b8qfuvPxJ/d88bHXcfhcwH3JU9dTU4qlxZuMNodoreMNdbyxjs+rIce5ISdI5LZArhfGubUbqmd9b9NTz61/7bUd77678qVf7Hn5F22vvHJItnUrBc2EoY1QgoTJA6qTsFZKE/ZPumHfzLtW5k39Om/KovzJi/IKl9vyV1jHLbXnLrFbVmjKRkk6QEuHGMNeWd1vNJdJRofOUEmxDSTbxeibgQ0aVAfQp2jtBMhemnPQ4OVZPy90q2a/aKjXGQ5SwiGDab9qKjKq+xWlVNKV87SDBgdF1UimMr25lFcPskoJZyrV2w8b845YJm5k1A28tlmybVXHbTPlbjHaNxms62TbCm3CcvvUtfnXbZt+x75b7jt875OVj71Q9YNfnPnDF2f/7avLC9ePrN6T2l6BJY1Y3oaO41jWNXq49ewul3vNoT1fbvn6vaXzfvvFH1765BfPzHnwuz+7/sbvTZ5y54Pfeep/HZfZxlC2V9pISg20vobXObirXHaDeAKkTpD9pOzglf0G65bx01ff9k8rXnhhzUfvb927wdHpvZwIxxExgRhGHE5jKIXROCZjmBrBxDCODeLYCMbCmAinE6PRVCSEyRHEgXgcM4jDYyPFh2p/+MI2a24JwzXqZRfDOICol9Q9em1R7sTFjz2+ZdXi1vNdSUwgRjDWh73nVivWcsZYQ/B1tL6aH1dJ5bqo3FYqrw1sHrBXyzP2zPzeytfn7Ni5JdDe3OCq7fbWRkoP7jBPbiAtAdC1AtcEYgOp1PH2ysIbix56ZN8vf1b7/vsV779b/P5bRW/+7vCvf1360ov7fvWzopd+vO/5xw8+8XD5d+4/Mvuf9t05e+8tt5Zcd23VlMm1mvkQQJtOVwHQoOPdOl0jMF7CUKW3lWr5e4zW0gkTd+bm7JlcuNZuXZ+Tu96au8WUs1O27BeMR1ldLct5GdrHMm5O52blJloOEHIAJB/onYRURekrZVOpohSr8gFFPCTz5XquVsfXi0KloKvgxQpGqKD4SlqoFPRVslKhmvbrpb0GZbdq3q3Zd5js2wy2LYJ1DW9bKo1frE1Zknfdymvu3DT74X2P/PTIj14ve/Fd/0cr2pdt96/bVbzg6/ey93T//+Eyin+FSy+Y/KB5Sa2RNHhJfSMheinFR169e+knZTcjOQTRIYgNjC5I6ttB6ASxm7Z4BMsBybR+3IRV9z+4/MV/+fr9uY11lWcunx5KhDOI0f5hHAjjQBQHwtgXwv4B7OvFK5fw/Akc6sHhfhzqx8sXsacXw2OYTCcRhxHPx6NxRExEsKuz+dVXVyhqMS96GK6Z5BtBf1i0f2WbuOLJ59cuWdzdeyGGmMEkpkfxwtltyjgPqG2koRl0jaxWSxoCjLEFpGMgB8BYxo3bf9cDS957u6rLewnTfZiO4BiG+zfnTq8jTa0k10VTAYptYHQVvGlH3qQtP3mmYcuK4TZPX3egxVfV1ljVfaS4x1HWfHiXq3izr3iHb/c278ZNDStWVS9e7Pjis8bPPrrwr+/vM1kraaGeYr06sUGWK3ixgpMPKQXrx83eMPu5tU/9cuNv3vjslRe3zv9o68cfbHtjzp4fvrh8wh3rddNKpWsPgaVBHOc2mKtowUFJXs7cRtnaQGsBYzNY3HROmWDfKpu35hesLcxbrMnLFf0ei7lU0UqAdcmWo0A2MoZTat4RgC7WeEw0O4H20JKTlR2cWsVrVby5hrM62Nxaxl7Lag5OreHMlby1nM89KuQdFAuKpMJthsIN9mmfmvN/bbZ98sRD/8Px8r9y6aEUL6m2gNIKcoCQPLTkEMQaQayn+CBt6AKpDQx+ylou2rbl5C2/ZdZnzz238L33neVlQ3096UwcMdl/7ixGEzgSwf4Q1jQEf/27NdOvX2K1r7HalufYVlwzff3sO7rfeBPrnHixF/uG8FJPcmT0QnSsD/FCfCQRD2N4CM+eHn7/wyLN5qWFLuBbQa5hc5eZp6584oUNi5ee6LkUy/pEZCJ44fxu/fhmMJ0AQzfwLZTkAb6ZFYIk3QlME6E7KliK7r5/0QdvlXc3XUbsRwxhFCNDW3Km15EmH836OdLNsg5WOsrbNo2fvvKXPz2ye1Mi1I+YHMN0FFM4FsFYApNjiLF4aCgyPDI8PNLXP3jlypWhyxcTl07jsc4d5nwHaayj9U5RKZfVfQbT9tzxG6678+vvvrjq5c82frLSUeYod1f7z7R0Xzx+8eSx3prGoU2l7md/v4QuPKhMO8JaqhipntS5KclPqO2gdYC1DXIaYVy5MGGnNnXtjJu/vvuuFY89sPn5p4tfeO7w408dnH3foak3b6Vkl3VCLatVA39KZz8v2ANAniLUdpCCIPtIxUuqXlLzEWY/WIOgtYDYClwrCO0gdYLSAWoLaH4wu8Ds0I3bypn/JBoWP3z//3Ddk+XSR/yZSzeteEm1FZQOkFtB8lFSLS86BNFBCs2MsRNMzWCqo2x7lLw1M677+olHv5r7ztGSwwPnLuHoGCaTGBrEZBh7z/UVF235/kMfAr2VMQbyprtl+yGgSoAuZuVKe8F2nelPABuvuT6yZh1e6cHoaBoTvfGRGKYzY8M4EsKeXmzu2Gsb76HF48B3geKk8labpq55/IWtC5aeudjzjQV8BC+c3yeObwfTGTCcBP44iAGg/Tzj5sDHQT3HlIpa8V33LXv3bVdrczKOmSQmMYEjod2Wa5yEtZoVq3RChWAo421H+Umb825f8cvXS3cXp4YzmMIxxLEk4hjiEKZHMxhDjCBGMZXBEcRhxHA2bA+FdqtTGyHHTWgOwbzHYFmZl7949p0Lf/Tj9fNW1Bxu7Gzqwnga0zHEUcTRvr7TY4M9ePkyXrg8sGLtAkU7rFq8NHdOZzhG6NqAbwddJ5j9ZF45V7Az5/rVM7/9xaNPLXj99bVLF+7dsaWyqMi7r6R5495ji9Z2vvzGnokzNnLGQ4K1Dow+kLvB5AFozzbyCMVHqj5C84M5COYgqD5K8NFcgBBbQToGyglQO0HrAK0dTC1kziEwzWeMSx984H+4T/SXXDYReg8hZr2Q2kHuBrkDpAAh1XOig5dqKdFPa22gNYG9XMjflDPlq3vuWvLKL3dt3HShpy8SGsOxKIaGcWQYQ/1178/9ato1m2355Xp7E2fxg94NhA/YTllr5kwVQDgpuX3CtXsMtrkAq7797UtFe3C4NzJ0GZNhHOrFnh4813Pkjnur86Z5aLELdF2gusjxq03T1z724+0Llp6/0HPVVwcjePn8bn1BK5hPgHIcdKfAEAS+UcfViGStnqjQsSV6S/Hs762Y+4Ev0IGjiGOI6QyGQvvM17jAXMWIFTpdOaeWM7mVzNTt42Yve+mNg0WlOIaJKA6ncCSCf955OJbCyyHsj4Sj2JfBy4h9iClM42BonzLVD3k+wlrFWzeb8hbNuGHxj55b/em8gwerQmNZb5dkeuhSrP8UYiiF4RjGUpgYu3QWRwbQWfsxQBFLuEnopvk2oALANbJquT53h3XSptvv3fTTX+6av9DprDs3MtSTSg6lMZXN4C+FsbUTt+6ofvipPeOvKWZttaS1CUydtLUFlABk5yCKj1T9oAVB8xOqkxVrecHFyD5S6QCtE7RWMLeC1g5qO2E7CqZFtHHRw4/8r+PSycpuWukA+QTI3SC1gORipFpObqANXtIcALMLxh02zVg745Yvnnl8yb+97270DCYSY5hGTKQvnMaey66f/GK9ZDsEeg8YmkEOgOABxk2wbkb0sPrjhhw/iI1A+kHnY81lestqk/WP4/PKPnwHT7bhyBUc7kV/89YJ1zq0qUeA9dBSgJJbQa2lxy8zT1/1xAvbF3x1/sKlFGIc0zEMY//5zUqBB6zNpNYChi6wN4FapzcelsUyWVeqNxTrxxXf+eiyuR/7/Ceze5HSGcSR0X3m6U1gcgPjoWg3iC4wu4nCotxblr/8m+IDe5PRWDSWCCNmMI39I9g/hNEhTA5gfACTIcRYDNPDmBnBGIYH8OyFYqWwibT5wVzFW9fbC5fcde+2d96v2VsS6YtjEjGewuQYYgixL4Wh/ljvGKZHU8mhvn6MxfDcKTy4femNBdvzDU6J8ZFQw7MHTIZ1ebavZ12/7Vc/rVi1eODMsdHwUAIz0WQmHklj9sbQGOLwEI4OYVXNsTfeW8pZ9zE2n2GiB0xeUvVSiptW3LSSzc38hOqh1EqdfFQvl+m0Gs7sIe0e0l7LWmtZcyOoPsZ2gDB9xpk+eezJ/3Vc1nNXuTwJ8gmQ2kFyM1ItJ7totREsXrA5ycKD425ePfu7C3/38sbtq0/2XwkjxjIJTEYwNND+9tzlnLEUpFNC3nEQu0A8LZjbBbUG6CqgfLxaAYQPdN2UoQv0LSB4QCzTadvMOQvy8vc8+ijWOrC+fpWtYCMhOVlLkLW4GKmRMTSD6d+53DV/8cUL5zKIcUyOYRgHz69XC52EvZGxeMHUDvk+yHGI1qN6uUIvlwnGQ7q8g3c8unTux+7g8ew61wimMDKwz1IYBH0Q6GZg/CA2gckLBftyZn71yr/sLt0xEuqPRAaTGMGxvtYvvmx+++3meR+2Lv2od++q4UObE44jGPTh2ZPYewWv9OLxsxVirp9Q/YRSpresmHzNiqeeKV+x7lzrMYxnWxMRvHgaB87hsQBeOoHxMCYSkbEEpjF6oQdHQth3IbLiy+VGvp4XvLRwRJY35VoX3Dhl6XMPHVnxxclAPWYiichoZiyCScxutsXhOI7FExgfG+nD/n483+v9wS92GAtd2vQSYNyU5qEUFyO7GNlNyx5K8ROKh1IcvFKpU6p4zcFa3aTdRdnLBWu5TnNSsps3F5PGT3nTR0/8L+PSRYq1nOxilE6QT4F8CqQOkDy0XM8q9bTJQ9p9kFdLT9lXcPvK7z6+6suPjgRrLmFiDBGjUTx7CWs8SyTbIeM4jzG3HCBA6f2kWAuED/RntYkd4vjDQDbwWj0nO0HwAtdGit2c2s6ZPJRaCvpDtOX4jd8uN44/zJurRc2r2uo5qZaXPIyxFcxOsmClNnXDo88XfbGw/8wZTKUREzEcxYHzG9RCJ2F3cRY3obVDfhPkuASzg5c8rM5F6x20rey2B5a8+4GjvS2RwEQG+3EYU6f32U1tQLcC3Q6iHxQv2NwwaUferM9efXnr4e3J5CjGhzE1hJfOHpx5zx4xZ7ti3mpR1hqITTK5S6ffwWsr9PbVOvseylIBxiCtBEDnIoVik7bolhtX/PolX8nhRCiMmMBkCK9cdP7i56stuZ8CuX7idaf/NB/PDuBgHCOII0nsG8Vy5za9zS3ktoO1GXJKxfGr86fP/869m//wVrCuLBzuT0ZGMJnEWBIjSQyFcSyMyRhirA/Tg5hOhYZwcBRP99ff9v2toG82Tsly6aZlNyN5aMlLZWfIUgtIQZADoAbB3ApWP5hreLVSJzdQgpdXDhH6zznpk8cfBYwlbAAHFn06vH5NkWANgNpE6JsIXYCQfKTsZJR6VnXTqodSv9FMSD5ScZO5LsruYQQvzflIxUmb9wum0Ccr6g6fhsnP62a+xt/yFsyc8zd1G381XroYpR2UEyCfBLkdJCcrO3jZSSo+0haA8ZXClA2T71j8+DNb1n7deuXkMOLQaBgjMewZOHrXfQfVvCpWaSB0QV51geAh9M2CpZE2VQPbAGIzbzvKyEd1hnpRadIpQUJoBrod2C7Qn6ZzmkF1gr5NKnCA/igwDXpjNaNzsnIjbQqCuZYuWKlN3fDYD4u+mN9/9jSmEoiRDIaw/+warbCCya0WrdWs1kTlecDm5s1OVmqi9V5CctA55bd+b8Xc95xtzWNpHMVkLw5i6uR+m6kNmFYQ2kFuBpMfLB5i/M7cmz7/zW+2HNodT4RToT6Mh7C3p2rKzY2czU2rNUA7BGjgoR3YNtA7wegEtQNMJ8HYSUg+gmugxP2adfFdd6x963fttQ2YxgwmcfgKlh1ZP37iflLfrE4oAWmzIa/4kWex3oeDozgQxjU7NioTXGxuKxi7wRyEcSXCpFX5Ny999If7ly3vPtUVxTQmoxiNxCodyx976nfTr93/2qvocmC0vz8zGMIExiJ4/Dwe6/XecH+1UFAPFg9p9lCqh5Y9tOSlJB8l+SgpCFIHSJ0gd0C25DcHQatnlVpecpGCl1eOgG4Bo//08YcAMzEjCcWLPxlev2afYPWSmosyNJJSEJQAqE5Gq+HMVbzZwWkuRvHQspeSPJRSS+c52NxaXnKxopfUXJT9MG1N/nFNU/FZXcELxhte0988B27+PXH7O+TMOVkuo/gfdG6H9MYsl01g8oIpy2UjqXcxiptWg6B2gNoNShDkKp1ULkouWt8EcguZc0AYv/pb981/8cXy4qL+gaFU1qltLIwdwTUW01FB9BNsF7DHQOoEtQWsHtJew5kdnBogJC8tlsryfqNcLsouRmoBqRukYyB1g9wCipdSnIxay2q1rJZ9G72kGgA1SJgbwVqmy//aNmX1U89sX/T5hQtdmAljehSTAxjq/ZDQH7ZMPmifsIXRVUo51axWxxs9OtVNGmpAcRinlcz8/vpfv93V0hFFHMjEQjiKkZ69pnw/GLM6vTYwtIPaQmj7bVOXvPjG3oMV0WRqJDSAyQgODlRff0tQn9NO2Pygr9dBvQitFHQQTBOt85PicdAfB32HZK4CroFQy8yTv77pjm1z3j7ZFMQMprPlfKVnla2wVDRWAHQpJocgblNV1yMPY0V537vv7zSNr5dzXUCeAkMXSC5COSwUbBl/68bHXqzbUnImPNqXrfDOn/431Vw2ecYWUdos6TcbDBfe/z32d2O8B/t60N26g8yphpw2brIbTN4sl5TipeTsJxs4/aQcBKUF1BbQAqD5SNVLKR5adlP6Rt50FKRFlH7eow8CpiMaAaULPomsWb2ft/vB7CaNjaShHdRW0NyU2cGZKwVzDa+5mGy8FL2UUv8Nl05W9JJmF5V7mLanPlzr339OV/CCcsNrwi1zYNbv4c65xDdc/if95V/l0kvqs87tftBaQe0ENUDI5aJUphe9rBQEuY3OKTaMX/Hgg/PnvFZfVh4diWfHLhgaju7atMbAVzFkM8AZ0J0AqRu0Vsj1ELmVvLVKUIOE4Ke4o5J0UJarBNlDy60gd4N8DOQOkAOE7KblWk5xcGo9q7pozUdoQdBaQWkGUwNhPiSNX2KftPqpZ7Yunnf+YlditA/TYUyH8MyxLwuv/VJnWajZt06fsVbLXS+btsumfapln2zZKuVszblu7c3fW/Wbd7r8HXHMVuQRHOvfbZvWSI5zkSYvpfjB0EYoLZRUYp20/OdzDhQ7YilMZn14+/t3X3P9ARCqQfVzOdUcU82Dl2L8lOBkRQ8rtxNKF2Fs4lUHITeRtip94eqps/a8+uZJrzeVxoGBOEYQ+yKlDz11eFxBg15qJOlagFKW3cpS7pk3F5msu4HsMuW1A98FTAfNOUEoE/J2jb992+Mv+/dWXUmmr2S57AqsnzRlC4BXMDqBrADYYzVVznkRO9y4d98iEFzS5A5u4hlxqhsMPkLLcplF00PLbvpqoukjlWAWSkLzklf1k25KauTMR0H+ipDnPfogYCQ2AaB23ie4fHUZZW8HcwAMzWDoBqUTVB+hORmtltWcjOoj5RaQOkBsBdlL5Loou4sV3YzgJTUnlVvC2sc+WuM6eJaY9AI36zUiq86/+x24ec5fPcf/ey5lD6UEQM1yGQSlSpArdZKfVYIgBxn7fkP+2ieeWv7Hd72uhnjWQDmKGBrxzXl9iyzV85yHINp4MUBIftCCYPcSdgdnrmeVICG0EJybkZys7CPllqvm8HInyK0g+0nZQ8vZfNpNKz5SbQG1FZQWkAKUoYFQj+jHrbRO3Pj4M7sXfH753AlMJzEVT2diGI9g8PjI0k0lv3x53ZNPb3/y2c0PPrrh+9/d8P37Vt73TwvvuXvBPd/75OEfLv7gk6aWjjDiKGZGcRSjlzfmFlbx1greVCWodYyhkVW8rFRkL1z+8zdKiqvDo7EMpjOI2Hul9NFHdufkb+DsJcrEI4KtgjVVUVoZZd7PW4sFWxVjbSAtbtLkA7ULcurpvA32qbt+8vOO6qOxZDiJONQ7jLEIXr64c8YN5ba8A8A4ZdVrG3+Ukasp41EQyinRa7S4gfMBcYwSG0Go5sftGjdzwyM/bi8ux0RmMD7WM3wRE0Mbn3zkK07vobRL0niPzrhd4DdOn+b/yY9XabnbdOZSQjtmnr4f4LQ8MQCqj1TctHK17qFlHyn7SMX7l1yS6l9y6eb/I5eFAHWfforL1pRR1g7QAmBoBukEyMdACUJWIq76SKUdpOx1hU6QA2D3kFY3I7hZzkOptYy9SLCG/m1N7eGzMOUF6tbXYPZbcOfv4Z53YNacv1r3/P1cOni5RpCaGKUJZB9p2y3nr3/qB+s//cgXDIwhRpOIkTSGQqVPP1VqsfklxUlRbp6r5SUno/oIq4+wOmmzi1FaQOgArhWkVpDbQe4AuRPkDpBbQA4QspeS3bScrR+9lOwn5VaQW0EKkEITrXcRcrkuZ41WuP2RZ4q+mN975jQmMTQ81hOJpFIpHE6iu/PkwSMdBw6c3l/avWOPf+tm19Y1lRuXlSxbcGDBon2LVuzdUXT8zKVkElOZdByHcfT8pryCMsFUxmuVguZgjS5eaeSucnlwf9XI8Ggqkx5DxGS0d+u6zjff2PL9Rzbcet+hm757dMY/FU//1tZpd66cftuqKTdtnXD9oZxp1aytCczHwe4H+04pd/M993o2Lo+MXghjNIbpwctnMRxCf/PWa2/easrbr7OUk0pQl9tB2tooi0enVlB8LSM064zdpLEJxHoud5d52qq7v9+6aQeOjkWjYzFMxMd6cbh/0213H2LsjWCppg21ppy9jLqTVndzan3O5COU2sBZPGD0gxIExU/KLkZ2slf/0iAoLXBV3B38i0PcTyi+v8JlPJELUPHFp4lVa0o4awC0RtLgB303SCdAbr0N3JN6AAAgAElEQVRqlyV3gHQGxPMgnASuAyQ/WD2k2c1yLo5100oNZ90tmgfmrao+chamvUDd+hrc+RbcPgfu+s/x8h/isgPUFlDrWaWWk5soow8UN2nfKRdsePqHG7/8rKmrLesAgdEEDoUOPvhohSnHLyj1LFuj48r0UqWgekizH8xuSvNScisI3cCduPrKXQ2TWSKzf5+TlZ2s5GYkLyX5SSkIUpAQ/RTrY3gPoa8SbBvUwj0PPnto3sKBUxcxiUnEPsQQIvZF8eIoxpOYQeyP4+XwWF//0HDvldGensELgxcuDp/pvXiyNzOandakMTGMQ+cPFExs4LU6WnPRZjdpamIUPyMdsBWs/tnrh4sqkpFEDDO9iGFMYuRSqsvtKNpatHy5Y/6q2nnLD8xbuvWTL9d9/OnGD/+wb+5bnld+u1ctqAdzN2jdYDtKautyC47Mebmnsy6Mo+eTfRgfxWgEB/txMLT81m+t1o+vBMtJanwLyM2gD1CyA7gavcGpM7aCKQCKm84p1uetmz7T+9EneP4MYiKGacQkjsWw5cSawpvWg3qUMzfSZj8oXeS40znX7gRo1AqOAt8m5/pByqq2XYxcy8lORvFSSkc2MYO/k8tUwgxwaMGnY2vX7NFZ3ZRWz0huStcOUgdIWfFEgJA6QDwL4nngjgHbAqKXNLtozcWxLo52MXIVr+3Um/vmrao+ehqmvsDOeo2+7S24ZQ7c8R4x86/PIf8rl15S7yV1bkby0HIAlH/n0kWrTkbx02oTaXZz47bLBZue+OGWzz9r6m7vQxxGTMWiOBxq+NHPDrEmN+h8olyrF4/q5UpB9VCaHzQPpXopKcvlSZBOfAOlj5TdtFzPybWcXMvJ9dxVLj206KVFHyX6aM5H0z6W8xBitWDbYpxY9MCzpZ8uHjh5GRPYN4anEfvwqpoug3ixdyDrmJ3ItrAxOYjpJCJmlxlkJU7hFMYGcPDsgYIJdYyxnrI4aWsDZWpklUZO3Js7fsXPXztcVIGJTAIzVxD7MIE4hPErPeGec4P9/Wd6e0/1d5+7Ejh/wX/2dOvJ9jOdfnTXb7VPqSPs7WA8DVYvaNtYedv9d7nXf5HESxejZzETw2QykUikBoaxP1by3eeO6qf5yTw/yG1gCJJyPSFUCXI5oW8CNQial7Ae4aw77YWVz/2op/wQpsOhyEgylUlfGcFQEqsaNsycvUfJc4J2Dqz9kOcGwcOYXHpzg6hWAnTwapAQ/aTkZKUslz5S7Qa1G9Tg38tlJmkkoXjRp0Mb1myXrLWcWinoa3jeR4l+UnQzkpOVXIzko7LaR66FYL204KK1elatF2gnT7oYqUpQd4umwU9X1B4+TUx6XrrxdWnmXPr6t/hZHzA3/m0uG4k/c3m11wVKK6jtoLV8k0j4CbWJNLu4cVvEvA0PPLH5o4897c1XEAcQY4kxDI30ffJlEa3VA98hWV203sHLtZziI1U/oboYxUNLrSB0gtABUivIAVA8lFLPKjW8UiUoVYLi4JUsly5GcrGiixVcrOBmOS9DNzF8I+gdvG2rMrHo+89luUzGcBSvTgKvWgAmk5hKYwQxgTHMDGDsIkYuY3QUk5EkxhETCcRRxHgaE304fHpHYf5hVi7jLeWCvUwwVUpKpSxuKRi/+KXXSg6UZWKpZDwVRuwLj2J8FId6MIt4AjGFI9+s74giIoYx1L/BNsnNjWsH5QQoJ8FSQRrWFozb+IP7A3tWYKY/HhlIIfZFUvE44hhi95Xah35SrBSWga6JkNygc1J6J2dyM5YmsAXB7gG1llIPS5Zd066p++DN9OlOTCUz2bdrNI2jY9jRvthe2JBzTTMoXaA/xeY2gK6RMzRyUpdkqgQIkIKXFus5KduQ9hNqN2jdoAVB/Rtcktl6PJnUvrkPuUN/lctqgXczgpsRHfzVJXy1vOQnxWxJ66FFJ22uZ1UXR7s50kOLDk7dIxoH5y2rPXKSmPS8csPryk1z+Wvn6md+wN3w/8hlC6it3wxVfaTqBdkLpjo2ZxNn3fytB7a+867L77qAyV7MhJNhHBvF/QeL5PG1oD+pz/cA56Wy+YDiI68C1wJCBwhBkHyk7KYVJ6M4eKWGV2p4pZZTnIzqppVsv83NiC5WcHKCi+W8DBugdY0gO/icLcZJ+x54rmTe4t7T5zNpjCL2IV4eGcSRBF7ox8uXcWQUh2MYTmIighjO4GgGw5hOYBrjGRyKZJIxxHQaMYThczumTKoUNAdtq6ftNaypRlQqZXHjhPHzX351f0lZKpqMRxMxxGgkiWNh7OvFJEbGkqk4xpI4gNiHOIoYw1gqM4xDl1ZZ8z3S+ADIHSD0gK2VtmzR6eeP0/a98HjCU47RwXg6FU5gMoPpCGIY8eyVhn/+xR5rbjkvO2jRx2tuQnOC2U/mBel8FxhchFzD6NdT7P57/2mseD9e7sUUDoQz4TRmMhmMhvHEiS1Tr6uUcjygtgh2J+i6DHYHgB+4Tp3BRwluRqjnRCd7NTHrBHMnaIH/G5emv+ByLF0AUPP55+lVa0sEi4821nNiPc95GKEayApePCIbdlPUIV7XIJlqgXEC2SlamtjcI0Cd0CxugHqAJimnSKcMf7qs5shJmHw1XnLXzRVn/jle/n36S8FLSb5vWlzZXx8ANQCqD6QWIbeOs+0S7OuuvXXXb16rrz7ai9FhxDGMYiKMFy8vZTWffmIbWNtBbgOpHZQWUDyEXM6KNZw+SIitIHoIsZbS1VJiHSXX04YGyugiFDcYWhm7B/R+kDt4c4BV3ATvovlGVuenuCCp94Hi4MZtVKfsfOi5fV8svHTudCqTDiXGhjGC6fC+X/zqwnt/GluwcHjBwtjaLcmdRVhVib4GPNOJZ45hZzeOxrL5aDyFY8l4EkcxcmmdfZyLsnaC/RTktIPJD5KTE3YUFCx+5bXdB45kVy4NJDOIiH192NuL0SQm03GMjWC4HyNDGElhGFPDmLqCQ2eX5+aV6cxeSukG+QIoJ0B1cNpeo3mZXh989V9G3bWZ4eHsUDsWxkwSMTOG4Qut77/xlcg7jeOaSHOAsDWC3UPkuYgcP2UJMEYnLZRx4uGcibtv/Ra6AqMXrowgXkZMxlOYiGHoEp5q3X3P7NJJUw9wSh1j9IO+BXQegGOS5mY5Jyc4WdHNSD5SCYLaDuZ20JrA6CUMATD5weQljI2koQkMXkJykXo3byoDwxJK+uyxhwDH0oUAjs8+x5VrSzlLkDB6aNHDcCckcxOhKwfuMKs/IhprjXa3ZKkDXZfOUgkQgHGn5CmtwB1ndZeV/HKg9wvK4LxlVWUns/fH2Vvnwk1zmVs+oP8R/aUPBB91tfUaBDU7CsquaGkCOcBa6mhtH2/ZOXlm8Qu/qN+/88rYlSGMRTCJiREcGux5/f0doAaY/ABIx8F0DIxtYPRQSoXeUCMqzZShFSQvrzQIBheTbaSpQcLcCuYWMNcDd1osPMGPdwLnAV07Z2qhFS9wLSA2E3ITmKr58RtMU7Y/8tzu+fPPXTyVwkQcI+FkH145Pq9gwk5bfpE9Z5vRtFq2rNXGbcgt+Eo1LbLZF+RN+PqGO8t++26fryU2Go2lMYzJGIZxrGerbUIAck6B/QLYjoOpGSQXK26fULjwld/tKim70ts/Fo2MxlIYx3RFDZZWoLcT245j/0UMncWRyzjai4P92N+LQxfw8ulNFmu5TvXQcgdI50E+BaqPMFfx5lLRtEYxNbzyGjZ14sUoDiOmMILYj5GRzCW80n5u3oebeKWW0JygdvNTnVRePWVrokzNlMELrAPYGlY7kDN9x8PP4umLoZFwBBHjKYxHUziKmSt4oWP79+9dwOq8+TOCjM0P/FDu9GoAFyvU84KLFT20FPimkR4EzUv8X7g0/wWXibQNoGz+58nVa0s5SysYA4TYQnBBgBNg6GAtTZzNw1rrQfGA3AmW42xOG1jbYUIr2OsBvACdoGsC4wFBGZi37EjlSZjxPNz+OsyeC7fNhTs/+O/qnr+qv/SB4CevchkA1UNpHkoLgtoCSoCQfbShljQc5rSD9unF33m4dvniKxePxTOJOKYzmMDoKNb7N6qTDoK9QzexHcytYPCDWA/iEU6qEAzZ1o+XktyUvomQmkFuB7ULtG6wdoC1EZR2arwXtAaQOtncDsLkBy5rlNAKBh+Yq/j8daYpWx59bsfCL85cOjaWHo6nBxF7sadrhUk7TOucNFcHlJOSG1iTj9eqgDsCwj6Qdxkm1D36U8/C1X1dp1KpTARTKQxjqLdYm9wG4zrB2gmWABhdlFQjiBsnTvr81Te2H6zIZKulCOLpvu133LdMn7uIm7CQy/9a0FbqlA06y07duINi4SHDxD22SSX2CeU6zU1nK1TpJMjHQPUR5lrWfITSlyv2XWJ+7b3PYXkARzEdyYxiuhcjwziC2Iu9nefmvLmNMLbppzWA5qBzHIzmI9V2wtAOuibgakHcz1vXFly/6oEnsa0bh0KYSGBqrA8HwhhC7MVTzVUv/HgpKbnF/BNiQS2QzbzqZMV6TnQzoo+SgiC3gJptpDf+TS5Jw2ePPQSIaQMNhxZ9Hl27tkSwtIIxSIjtIFwiTRfB7AG+CrhGOreRyvGA2gK5LjA1MfkuKHCCaVCb1K+3ngRDALQDvLHvs2WHK0/C9c/Dna/D3XPhzrlw1wdw8z+g28hyGSDkACg+UnXRZhetBUBtAdkPeh8lNZD6GtZUrs8rmj6r8v25vW0ezCTj6VQck5iK4KX+829/vFYuOKTLcwu5TaTZD0Y3aSjjpKO06AFDCygu4D3At4C+E5QToHWDpQPsfsj16SYdBcshMNWLeUF9QTNh7QBjNxjaQWomrnK5Vp285dHnti/84vTlY9Groshe7Du5TbO6Kf0xSneC4LoJfRdIp0A6BrozvDXI2Q8xOaU337/n1bdONvrj6cwIJqI4iiP9JZbpLZDTCuZmMDWBIcvl5sIpX/z6re0HK4eGxzCFGEXsjxTfcMdBfe5RcZJDmlLPmL2U0gbmbrCfgrxjREGAz28Uc12M4qWkFhA7QOwGuQNUH2F10WavYq9nVQeYSsjxld/5YbykCqOJsejICI6FMdIbv4Dpfuy72PjoMxX8hHIwVDHmakbxg6ELDGfA2AUGN2k8LJj2WArnG3K2f+cRbDuGF85hJhLF2PnUlUvxi5gZwv7eXbfcswVUB5iDulwvpbgZycWKXlr0k1IQ5CAo2S561qXib3MZwzTPw74ln4c2rN2vswQJY4AQW0EIABwHo5+yunTjPabp5fz4w6A5xYllhgn7mByH4YZDYAuQxkaAU2CtBeEAb7waL6/7hsvb58Lsf5jLAHGVSy+p1rLmekbzE1kudT5K9NFyI22sA2ORmnf4n390+nARDo9Eo/G+yEg8FsbRCJ6+4Pjlbz6RtO3GnKOC5mPNbTqbW7LVMIoHjAFQGwkhQOu6SeMpMB8HSwvYGsicI3zeftvUjbbCkmtvPlA4YxOI1bT1vGFaM8gtIAUo2Qeman78enXy1kee27Fg/plLJ1KY1X7348XuDZKpHrhWoFoA2tmsmw3nBaKVUhp4rUiXUzz7gTW/fi3gbxzE1CWM9uMoxnp35013gdYCWgcYW0Dyg+Shpb15U7/61dxdxY5QOJ5JpTEaw+HQvutvOCwpZaxaSSn1nNRI6dpB3w2GLjC2gNoIhjqQ6znZxUhBQuwAsQPkVlD8YHZTZidnrAG2HSxtTH4xlVNy631ntm7HeBiTccwko+EhTIcx1oudzet0OS6psJI31rFSEORjIJ8D00mw1OvMh2VTqWg6JFqOmCYeve07yaNl2HsR07HBscFBjMZxDAcH8Wzv18b8GvuMGsbWyFi8lOKjJD8pZg/ArHD9H+Ayg2mZgQOLPw+vW1siWIKEMft1LaD3gOEAadims643jV+m5K405m/Pn/G5qK00F+7OvXU7k+cx5jWS+k7K3kRbD/CmwU9XlJefhGueh9teJ26fC7Pmwu0f/EM6tyYQsu9W9hCv4cw1/J+5DNC6AK0LknIA5FJa3X3vPbVffDzc2plNmELRUUwkcHgIz54s+c1Ln9ptazjxMAhNYPDxFhetNYIpQJo8pBCgdR2k3AGGAKi1oBXx9nXm/OU33Pj5zOv3Pfd0zQvPr8srXA/6RnZ8G2X3k1ITrW8EpZofv1GdsuPh53bPn3/+wqkUxlKZUUz24YVjG0y5bsZ8jNW6KYMbOC+p7+CMfhC8lFROGfaIuUfuf3L9G282tzQNYvISRvtxBOM9u8dPrQfFRyoBSs66jPhJqThn+rIX3927vy6awHQ6nRgbwVB/ycxrKyS+imCqgGzQiY2srgvkk6B0gNYGWjOYGkFx8HItL7aA2AliK0gBUHyE5qa0cmADOlMrSJ2gtHO520HecMvss5u34ZUBjGf3w8aigxdxtP/S2x9sE03lksHD6ttA6gTpOBg7wOwQTEd0epekNjJygDSVMuZts+7C6rrUibOYxjHEGCKOjmH/CB6sXUSZSoVxbsaSPeWCIPlJKbuV2Usp/wCXGE0XANTN+xyXry2nLW1g9FKSkxU77AW7KN1SVS1+/MHzq5ZghxeHLuHgBey9gLV1jT97feukW1cBWSMqDWD0crkHeHPokxW1R07ClOfEm177L/X438tlC8gtoARAdVNapWCu4jUfqbSAFKB1AZr3E2wH6E6BUgfKhikTVz/zWFvxoeRwLIkYzqSj0bHBK+cRh+Kn/SWv//Tg3bdV8KYGEBpBaQTVC5Ym2lJPcA004wPBDboaUEpE2+aCKV/Nmjn/2Yc+fempA0s+7Dm84/znn+ybcfNOUAJivpsRG1m+EeRqftwW46TdDz1X9MXCS+fOpjGVxgTiKF46t1TJOwQmJxhdINaC0Ahyp2BpZox+naWCNe0QckvueXT7G3O7m5oimAhhdAyHMHzpgG2SB1QHL1eL+npG76b0Xkouzpm+4pfv7d9XF40iZlKZyCiGeqpuv7ZGB24AP8XW85yLFdtB7gY1CNYg2FrB0kSaqwTZIYgdIJ4AsQUkLyW7adVFqy1KbjlAgNWflDUPgBv0rnHXrxx37Yl1u7F/LJ7A0VAEIzG8fAn7zv3JKh2QxCAjdoGxA4wBMHnB4mRUB61rkQ0BgmoG6GIs1dLETRNv7z/oGLk4mEphMpnddpHAM5erHvxBec61R0FuAbUD5BaQ/KTkoSU3LWcn4383lxEsBNI571NcvqKaUrvA6KWUcp32FdA7Zt3Wu34ljlzCsR6M9WKqH6M9GB7A/is4EMITZ+fl2LeZc/ymaTVgLGWV8CeLq8q7YNoPpJt+bbpxjnHaW6brP+Cvf1O89VVu5tNhxLt48091Yt/8jz5k4YBebqCMjYTJR5jdlNZAG1y03kOIAUIOguInVDet1vBaDa96KSVASAFW76O5RiBbQThLao2kYaPB8PmMqc6vlrfWNKTjiRRiPJ1KYnI4M4Q4iENn+tatcN77YIk6oUiXW6wbd0BfcEDJ32cwFRnVYknbJ9t2aAVbpt24+v7vLvrJs/865xc79nzd3FqOY2dx8FLfx/O2macUUcZaXmxkuX/vX+58+Nk9Xy68cP5sIhbPYCKJERzuWa4VllF2F2/zseY2YZyPVOtBqACqgVdrxJz9fH7J7Q9vfe397sZmjGMqk47hMIYulZgn+imLg5eq9HoHKzXQBjelFeVc9/VLb+3bXzE2GsFUHGPDOHih9o4bymmoJ8kWvVTHcC5a7wdjADQvYfdBbitYg6A6eKmWF1qBawfBQ8tVvFaqt5dIuQd4Y7ViruH5BiBOUUI3CPUg7lUmLLv3sdNVzkwcMY04EsfLvTh4YeP37irhmE7gjxFaC5gbwF7H59ULOQ7W4Ob4Fp49DvRx4FvBvJ/OWXP7ff1Ha3EwjbHscuMkhkJ4tGq1YKnjc9tBOwZKK8g+SsqOebMufP+ZS8LYBIamv3KOx9FIEKVf/gE3La8g+E6QOriJm8Ey1zgJhyI4NpQa7cVwCAf74z1nMBXBvmGMJhKjVxKD53B06MP8aw4zk5sgp5qlY5/96UB9EG5+jLn9RcNNv9WmvGG95h3dtb/nb/kNM/OJEOLtOu3Hsq5n0Z8+EGC/JNcxBhdpclPmWlar5I0VglTN6rPCEy+leCjFxSjfiD5lDy39u8I0q/0p1ynrrbmffvu+kiXLEhcuYTKJyUQ8nYohjiQjmEliaDjZFDy+ZsuR37y19sGnl9zxna9u+dbimbcuvnnW8tvvWXPvQ6se+cHyF36+9M3ff73gkwM1JW193WEMRUPncagPe/pHPlmySrJUibKf5ZtArqGsa+TxGx98avOiL8/2nMVMMpkY68V+HD69QZvgImwexuQEfTOpecBQpzeWi5JDZ6hmtTJ2YvmsJ9e//sf2xmPZjToRTGBkqMg2PUjafbTRTcsuQnFTVg9dsCv3hgWvvLLnyL5UNISJUYz245WzVbfeWWW07qXYGsnoJngf6BsorZ7O9ZD5QcjvgpwOULwU66QID0V6eLFSb9lnmbz1mnv23PXw/tv/aYNt3CGj2max1AMEAY6ZLDt43Ye23PrP5reWVWECMZLGvlEcDtW98M/1pO4MsG2E0sDYjrDjioWCQ3JBmZpfISvVLN0A0E7ACU5sIOlDRqX4jtlj+2pwGDGZziTDGO3HgUtrcgqP0uYOMJ0GQztITYTkYA3VnLGeNroo43+nc3OR+kbuL+NlGnP0+gPz3xv66l+PEMwZMa8ccrdPuBP7EqMXrkQzUczEsPMk9oZwZBTDMbw8ipFkGkdiGMJMBDvPracn1YK9mqXin/2hqMEPtz4Bs18Ub/6tMvVN8zXviTPmiLN+w9701CjiHTrtn0Wxb+Gf/sjDQVF2UQYvmHyE2Umba1hjNWeoYfTfCKJkL/UfnlkN318+PbR8ULK+J2trnnq+bfkabGnHSAITqXgiFUMcyWQiiIkMRkOjve3HWg8erfp6dfHHn21/7/1Nc9/ZNPf9LR/8acdnCw9u3OpyOY9dPnMuPhTCZBxjmApjKISXB3B/RfHEG8ppwQ9cGxgb+YKd1mt2PfXClq8WHL94EuOJTHxsEEcxcWWzPs8DSpDSAqSxHVQviA5JLpOEWp3ewRormfzyWx5fMeePvkBXlstRTGBsqMg2tRksQdLgI2UPqC4qt4GesjXv5s9+++KO8u1DoUtX9Z095w5966ENUt5inXFf/sRDsrlMpxXrx+2RJuwVJxZzhWVkjgOMHlbfyPN1ev6gQVpnzV167S1LH/nxlpfePLNk5Zqbb9tgUA8A0WMyn6ToWoBSk+VPmnXho086d+yN9IUwmsbhCF4JnX3rD/Wk2Al0A6mUiDkbTRPX5l27c8ZtFbd+axXF11isTQZDPYAboJmhfbywx2h1v/npZXdnOp2OYyQTvYz9Z/fdcude0P87l94/c2lyUUYvqf59XI7heKDLPv8DblhSIxkrQbdctPQtW4vDI5hKYjSCZ87huYH4/DX9X6469/kKdHfhmR4cOofYHxo6jyOREz99t0K7rpQXYp98csjRCTc9D7N/S982l7zuPd0NfxRnzFVv/K103dOJFN7LmH/FSqOffzyPgipWaQZjB2idYG4Bsx9MTWDwgT5wVcGkBP7jM3vB6C+ffkJxMtphdeJaQ371/U/Gv96InmYMjWEi0dN7OYTpAUwNZyfI6QyGI8mLPaGTp6+cPX38WNextrYzx070XbwyPBgaDIf7Y+Eopkeiw5gK49AAnr2IG3fvn3rbTkINstoxMHSAwQm2zcLErd97duO8L46d6MZwIjk0FMUIRga2M3kBMB0nxrWB0g1KAFi3KDh0tJvn6lh9BWcrveN7C957u7rDH09hIpMexBGMXSy2TmgFJUDpvZTkJJVaJreGm7K+4OaPXn95Y9We3sRwBONjmMR45NKqba4X56y6/+Gv7rln/d13brn99m033bnu+rsWzrz7yxtnf33drO1TZhwVtQpKOCIbimZMXfbwdxb8H+beO6yNK23/P6h3CUQ3GNtxSa+bTbLZ7G6yye6mx91x7733uOHee8MNd2ywjWkGTEcUNUTHgMGADQZTVUdTNXq+f8gQ0vbdvX7v+9u9r/s612g0GiTxeZ5T5ujMojnXTkboU7Ogph5SM68NfeUWkhgQrxF565A8Xjrg6IvvbPnbt0e37cacFGF2AM5AW3fFwhVJIoWWL8lQBd0IHbbvtTf3/PXTG3PnVmzdnv+3r5L8w5KQyCDxKVYFFIqUeUh2TRR4evTsO1dvWV0kASTQndDekPHJ35M4PlVI/QgpK5DcyJFrBEqNwFvPURd5eZs4Pr86//IX7UsbhCCk2b8DYi7m+Q24jrzujfoW7N3gwsFqBrMD4tNOqIfED3wrJujN3Uh91Hto3BejoKcFuusAbEDiUNu5Dclvy1TErkMZGU3o1enoD6vQHzajd7Z5/W6X4LUNyrdWyF4bR7vgE17QPIHSuW/3Pg7K4ftUIfVD5PsI+dUgvyrkXYWUlUhW0cvlz1z6ay7x8ilAcqM0NJbvmzj8Lcf+Y1BZDWYzMLgbGAcwVmAcAJRnCQKKogjSAdDpdnVRtJVkaAbA/dy00w62HnDYoKuzcd3GI0LvZNWgdKQyIVUV8q5AflqvsOuql2NGzrhz5myXxQwMAEUTgIPTckM0uBQF13iF6pGwHikrkKBEJNQJeSaBUMuTpYn94z/6dO+W1Wn1RgvQdiC7oBuIJ4l+IQ+QvMpLUsoRG5FCxw3K479wbeA7+5YsiMq4awd3D+tqddMuALAAmBqrr8clHziUeWx/7oFd+vDduZv2RO/cfXX3jjs7wovWrE30HpSKZIki9f2P/nJn65rYuKuGmpoeggKGAYsNsguvhb2cogjNkoTe5AVcCHrlwB8+P7n0h6MHjltJxkUwYMfA6rj6yad3Jd5ZMp/koS/d+PNfjk2ecGbr2ry7UWS5Cc1iVgIAACAASURBVEoqo1//4AxSFoa+fsdLfdfL1xTyzinVsO3jZh08eboJNzuBBNYC7c0xr76tUQ0qR761SFmKlHquPJ+vLOApS5B3OfL+rfmXv+DSCsOQJH/fHvvJg3ek3vEDQqmMu+DqZrEu6DETJy6d5AdEc/yTkH+hZITJ980bSHE3ZPhaMQfMTYT1sbWrFSxk/ozll1T+2I5TeSltaMQc9MF69GE4em8H+mAPenuT8N0VvLcm2AA+FA2YLvY2H9qznY/ui3yKkboK+VYjvwfItwIpHyB5JZJ6RtT/RZchRQNSFCMvPVeeJPE+rw4wzJwF+Rp49gRoBwBJAmFz4WbKYWdwF7AUQJuLNgM4AZ5PP7MzYKXAQYLFClYbmIqjPv7rMZm3ZtCLOUhpEvjlIrlWGGAUDcrxfvlM0KsR306MOHKwvPURyVI99q4O6AbL01OS0CwUZJQM1nv51iCfSiQqF8iKeMJSnkTLU6ZIgu/8+bNd21fda9R3AmkFwgI9gLfc8x34ECkbkagBCWuQtBL5FaPB8YFvnZ2zICUxzkWwJAM9bnAQADaAZwAtTrLL3t7e2PW0jqhtMNc0VDc3lrc+am6qhpKSRJ+XDWhQpldI7PB3b23eYCo3drpcFgArSYOLgYYGKC/PX7U68u9fnPzsy4Nfj9syce7Nc9dLK+rbumzAAtvZBs6e8JdHJEj90qR+V157/crM7+MvHDOVaDp7moF2AGaH8gf3Pv9+K1IlBr13S/32Id6ga3+fvGnRqtN3Yhopq9llAdoCHc9OKgJyFQNLkG8VUhZ5KbU8eT5fqecoq5CyGil/a/7lL7h0wGAky9672372RIRAmvDGG9BTD1QbkDYofXBOOSRHNqTUZ3ixYIAWqYqR/wNZWIqXJHXwoMxJo4DpYYAEknl09uoJ3wGOHWd1Se3ohXnovXXoo03ogy3oj9vRu+u93l+OfjehB+D3kqDJUu/2I3s2i1CCzEfLVRcjdRnyLUM+5UhehSSVSFzqpfCs0PCvlBVI3oB43VLvGoE0hyOIkylPyhTnXn9Vt2oFlJdAazPgDqAwoHFgSCCdwFDgBpZ00V12aLNBNwlWBnpoaLdBTWPqjNlrpPKbQ19K9A++hVAlX1mAkFbkkycLzBMGJ8sGn1a/cPHrMVHH9re1N4ALBxYDsICj47L6hTTkrxEFFysGlnP8S5G8lO9t4CmKud75PN9EaeitP//94NbVWY+MNqAIIAkwg7010feFB8inDokeIl4VEpchn2JOWELAG5dnzsmOu+O2keACDMDOPB+/d+PAADiBIYEEN+sC6AB4BuACEnpst6QjaiVv6tHQSK+gc9+Oe5iTCww4XeAEqG1pAjcDJOZ+0lCRFJ9x5Wri1ajEuBRT2UMrxgIN4CTBZmu5fG6Xn2+uNDiN63M6bPCl6d8XpcXibgsBpN3lAJYCnARtZeXaA3f/MiXq/bFX/zHj5LRlx09E5Dc+tAHrdHYBZgFT6QVpYBY3sAT5liNvHVeZL5Dn85VGjrIWKR8i5W/Nv/wFlxSokTh5zx5XbPQhpU/RpO8Bewp0N3RZIl/+IEUUlo1ENcqQUr53MVK2SAc9RKpiJCqUqo55K8DR3k12A7Bgtu8LDLHuOmtIaOUPnsn//XL0x1Xo/ZXow/Xo96vQHxaj34/pBnhXGjBJpnx2dPcGCbqtVOUKvHsbwooSJKtAgnLEL0PPr/f8rPRMm/9ZWYGkFQjlIlSEUF2AX6FcGccR3JAozst8TgcMTPr0y6c790JaNtQ1QHs7mLvBbIEeB3Rh0I5BmwOaHVBY1bP9ePoX404MHH7CL+iab+BVrjBbqqwPGFDtJWyQqPR8aR5PkY8UecLgBN9h+d9OMB3YB4+q4VkbWDqh5zHUVaYFDNd7+WcicSHHp4gXpEW+OlGgRuhXKAjMEgTHSV+I/ejLcxvXl1WbwE0DS4LbBpbOuwEv67kBeqGoUMTJFfJzxYpM6YCosJcvzp6eGxcFhINlGQu4MU9eZ8EG0M0SNJCsG3e5KScwneCyAQW0A9q6Y8QvVPJfqkQvJCH/K6G/K1yymcopBitFulgngNVqBhcNFguQBEOTD5ufdLrhGeOyOikgWXjcDhX19199N5HrU8EL0iG/KGlA5O8/yDm63/asngLcyjoI0gE0Cw4W2p1PkwvzTkflnovJikk0VJSbgXIDDU4bdPc8WrI2QTUkF/mXIN8S5F3AU+YK5fkCuZEjr0XyeiT/n7n0zNugcAiU+t7ZubMz6vKOAcEQGw3OdjC3grHmump4IT/4kTi4hCPNRKha5FeKRPVI9AgJS5HwhlxVffMSA+QzaxcQ+I4BIT27I0zxj6VhE6XvzhH+YR7vd7NF7y1C7yzmvzef9863DoAPxb7TpNKOo9s3StBtlSJLpMzne3tmPRZ7STxclnrJS3pX9u9zqdeP7ltfvQwpSjliAw+VyDgmoZcWIQNfWCRSFPJVOUJ1migwXhp0XRZ4Vu5/0i/k4suvJf7tb/nfTyqaPKto7IzcT76JHf7uFZ+hV+WDbioH3laG3FUEx0t9slT+Jr8gHVdYhFADR1CGkIkvMvIV5UhewQ3IQOp7gcMiX3o1Z9KkwgmTKufN08+b7vxhXRIS1PEDjEhcKvQp5gUUIn+dKDhPEKDlB+byg+8LB2e/+/e0pavwQj2YMTDbwNoNrW33/F4qFATmSUS5Uk6mmJ8hlacp/GMGvnBn2vjKmxfA0Q2EDUgrsBh0dgCJgxsHNwaYFZw2oD2/ycDB5QBrNzxuTVSPyEOBFSikgj80jht60feVmqXh8LAZSNIFLLgZ1mEDFw1uhgGwA5gBWkkM3CyY7dDSWfPNhFgkrJeEPkS+1ZzAVORzVu5/89tvmuJvgaMDAAcXAw4cnAzQQGMkZneSDsLeY3MDC24aOtvBYoO61sN8vwxxmAEFlCLf4l4uNb1cPvwfuOw3z83NglqgjN21qznq8vLBIVBfCdY26O6mNhxJk48wiIKKOBIjj2/gC4oE8mIkfYikDxG3AUnj+YrMTZvATRIsBYRj77BBjzftrrjfJA39WvTyt5zhf5MP+1I88EvB4HHqt2cEvvOdo9v1jUi9iCfEDm7bq/CKUyo1Yu9CiZ+er9ZyFEVIVIEEDzjiIo5Mx5V77BkMMvKVJp5ShyR6JDV4yYq85CaOooSnKuV7m4SKTL5XmgBl81Ehn2fkiko40nIvRQXHpxypi7lqPd8vT+SXKfVLkfvGK33jlb5JMnWyxCdNqM7mqzV830K+ZwlqtY6r1HPlRRxZKUdciYR1SNiI+HWIX+zFK0b8WiR8hGQ1SFXE8b0v949XBSZI/RLkvrdUqhSZsgpJGpCoCvHLkagCKct77+pS5qUu9woo5YbkSgZf8g6LCBp2ccArVwa/fuHFV26EDcuRDNAjpQZxCvk8rUiUxxfn8OQ5wYOzP/04f+Zk+nwEefkifjsKUhMgNxNMeqgrh6ZaaHwCTS3wrA26n4H5GfS0wdMnUNeQHjYijavKR/JybqAGBdxC3qnD3zXMXgwPq4GwAYmBwwy2HmBJN9A2xuEAgnE7gXJATWXTmjU3VX5JCLWpQiqQ4IkguFYyMA7JIhT+aWPHM6kpYLeAHQOCBpp1u1g7Q1pcToKlwM0ARUJXN3RZ4UlX7Kt/SlIN03FCi5FPBVL351LPlVchebXnAum/wiUwEMCVJe/b33Lr2vShwdD5GGyd0GXpnP5DMicsT+SXz+HrhRyDgKfjSUxceQ1XWY5Qq5fPPaTIWLYKCAyAAcKx/8Ww9r37dXdNouC/bI+8X9TClDywYyT0sPDl9EMBL34CFExUBC8TSGwHwpciFKVUJEp9UuX+aYqADKlfjsRbL1aVSNV6iW+hxK9Q4lcg9tWKfAuFaq1ArRWoSxQDSmXBxZJAo8BXx/UuRIo8JM1BIoOPv9bHz6D0NUl8SgTe5V7KCiSvQopa5F2LvGuQogrJy5DUhCR6JC5EwjzEzUNcLRIYkKgESSo4ymqedw3fp4brXcP1ruaoajmKWiSvQ5J6JKlGQiNXYOQKahG/CQkbkaQaSYxIloekBUhagCR5fGkRT9qEJC1IWieS1kgVVV6SSi9ZKVdm4krLvKQVSP4AqUqRT4aXMpnrnc5TZ4j9kn0C7vv46kQqE1du4kuKBVITX6ZD4jwkTEWiW1JllJ9flG/AZV+/s37qCLX3WaXytFJ2xEd2zFt1QRF8QRl2PGjIkcFDTw4fEfnSS3defjn9xZdui6SpPIlRoHogDSrl+2UheRLP+1bwC4nfjuq8fAU6u6G7BywW6OoCBwYYBg4HWC1sQsL1P364D6FkmbJCqdYiVIsUxYhXhlTV6sFpUr9IoSr382/ZKzegrRMsdrA7wGEHNwmAgxuDnmdgMcOzHnjSfe+9v8fIBl9GCB/2SS5CVci7BCkL+HKNQJ4vkOu48nIkr0Dy/7k//pxLDAYjcc6BQ09vXx83JACwdrB1QLet+KuZ0SggTeGbLuQWSQUmAV+HhCaOwoQkJiRo9FInc9XJsxeBAwOCAMxy+MWQ9t27ytOrBEEf3C6obcEAGAAKbG7405jNAa/8FXD4BAnmicXtp/YsVqIjfqozat8zfsFn/ILP+gZE+vjdUPnEy32SBeo0njqdp87g+2bz/bL5frl8/1y+/32kyECqLC8fDce3gB+gFwYbxSHF4tB85FOAfAqQTyFS65GvAfkUI3UJ8ilGynKkqELyOqRoRMonyPsp8m7kqypU3kZvhUEu04nFWr6oEAm1SKRFwiIkNSF5MZIXP78TprIMKQ1IrpGr8mWKCp7iEVI9Qaom5F3N8S7ne1fyfSp4nikXkkrEL0VeGoQyEdLxkI6HCvkoX4C0XFTk5VWGuBWIW82XVHDF5UhQzOEXiAR5Ur5WzNcLBEUcWbGXvBSpKrjqB7yAcmFAgdg3W6DKF3nni7xzxYockUwjlD2/XCn2zke+WhSYh/yzvfzui9Qpct8UlU+6yjudK9SK5SapyiCQ6QUKk8THwFdmIkmiwD9KEBjjP9zwyUjnxr1w/hYcvWRes9v094n3Br8TxVEncJQakSqfJzbwhZVSea3AuxhJdBxpkdhbz5WnIWGyOODe8Lcb1m+B3HwwW8Big+YWaG4C2zMwt0Hz0+71Ow6K/K8IAjXSIaX8MC0SdcqGVSFlCZLruPJ8gbyAL9dx5SVIXorknpUH/4V+jx1eRALNvv0t0VfHDgwARyf0dIDFrvlq2hVBYKqPf4aYXyoTlfL5eiQ0cXzykahS4FeBVHFCf/36beCkoccGVsvhIYGPN23QJxcJBvwhuazly8lL42Ly//rRtFtZz978ZvWwv4zGnewHHNEMfzV+P0azdanzYgRxNsJ8KqL1yNFHu/fUbt5Ut3pl0+JlT+csbp02v2H8zMqvxxk+/jr3vY/vv/5hysvvpr7yfvKId+KHvHk7eESUz5CLsqAzfL9zXup4xbB42dC7ssG3ZYNiZKExstBoWXC0JDBeFZKoCEqR+KcJ1Vk8nywvpQYpMrxkt3i8ayLuTQk/RiqKlcsTlapUb79M76B0iV+GOCBbHJwrDtVIBubLBhXIX8hRhd2QKG6JFekcRQFSmpCqGHnrvHzyuSqNlyKPo9RzlCaed4nA2yhV5/n45fmqNRJBgZiXL+EXSvh6kbBYKKrgiWo4gnquoB5xaxGqQqjUy6uIzzEI+Xq+uFwUWMINMCG1CanLkH85x78E+RYhZSmSlyFpGZKUIVEFEpUjcRkSliNZvVfIEzTwKQpuRH6VyEfHkWXzJVkCkUEkLxGrtHxJOvJK5/KNcu8aiXell6LEy8fID9LJwnKVLyTJBt0WhcaJw9Jlw4yqF3ORvxap6uQhDd4hBo4wG6F8Dl/HkVZIfI18WQ5CJsRtUASWSAKvI96VwCFnR7xx8Q+fJH8/tWlTuOXAgbJlC25/8qfdfEnaiLcTVGF53i9okPqxclgREnt+x1KKPDdhkmt5ch1X/vzGitx/kUsb8zLyytq188n1S3PCQsHSDZgV7I78Wcsi5MHJSrWGz6sQiSo5wmIkL0F+Oi+fCkWIUeh3Bsmoe2mA04Ax0Nq5TSp0HjxalFrBC/lTZh32h1EL7ySUX7td1grwzqQt8t//wwHwnsrv795Kqymzy5hqzkk1Z6U9y8lp0eQ+zdM80+SaszOtWemd6SmdWandOenW/Cxcm0cZC1iTHkx6MBnApAejAYr0YNCDQQcGPej0cD8L7qUz8cn2O3c7om80X71cf/Fs7YWTJUf2lhzYUbxzi2HDmsLlS/Lmzc2dPiN38uTM0d+lf/Nlwj8+vfmnDy+++/aZV18+NXT4qYFDj/sPPOEbdsp74GnlwFOKsJPygcdkYUfloedCRlwKGnrLZ3CSbFCyKCRJEHxbHHhD4ndLFXxHGZwiCU4VBd0TB8VKA6MUAdFydYZMnSf0LECn1HJUeiQvQnITEpcjQTniViBOFRJWI0k1T1km9DYJ/AzcEL3XwEIUUoCCC1GgDgUUI/9K5F+F1NXI+yHyqUPenjbJQ+RTg/yLkF8pCmhCfo+R+gFSGXgKjUShkSh0HJkRyQp4yhyJMlWuSBNLdUhgRHwdX56OBBlInM/z1YsH6AQD8jkBBcg/E0mMQr8isW864iQjlMsVGmSqQqkqkyvNQaJyJKnjSqsQX49QAV9i8A1N5vnf5gVeFYdeUQ++Ejz4in9QtEIRK5Fn+IfGIPE9JE1G/AphcDGS1/P8K5GsAslKPff55MiMnB/vXvevc0m+hFDKrq3N1y6uHzwCGpqBwADHnhyNiPALSxbIixCvHPEqkbiSE1DMCTRy/XO9VBppwGm5Hzxth7ZOsLOQnndQoSQOHi/NrOOG/e102sMHGJgBegCqnOD94Qw09H07wKtS3w+k8ray/LsXj6REnkmMvHD7ytWYm7fuxiXcT0ktuH9fm5FWWWYorTCUlRtKy/SlZfqyMn15ia6iWPegzFhdanhg0lUZCit0+RUFmrK8nDJN5oP8nOr8nOr8nAcFWRX5mRUFGR43mPIaTXlPjHlP9JqnOk2rVvNMq+nO17B5BZCXDwUFoNOCQQ+mIjAVQ3EpFJeDoRwKS0BTBJkGSNfC/UJI0Vgu3rSdu0Yfu8zuP0/vPIltO9y5fV/Ljl3FK1aWLVpWO3XBg7EzDd9OzPpybNI/vkv69MtrQ1+LGfRybPDLsf4j7qhHxKiG3FSF3VQOiFcFx6n87qh87yp9k2T+SaLAW6KA6/yA68KQaMngO6rht32GR6vComXB8aKgFH5QhmhAtjBIIwjSCIKyBIHpfP90rl8K1z9eHJwsGqDnBBVz/PPFvhkKn3s+qmSld55IreF4Zwl9s3wHJAYG3lUosvnSIomyWO2rVSnzxIocgSLTS5aF5PlcH5M4oFTsXyr0LpP6PFAFlMp88riSHC9pgdi3UByQh2RlSPJYqKoTSfUI5XlxihX+td5DjbzQbBScLRqYJglI4ohykJdRICkQKrK5ilJpQKP/C8VIVsFRlXspCpBXKZL1uQTJi7zkeo5Sx1Ua/lUuHdgwrlfCvvAnVyP3DHgREjXgxIHAoaji5ovvaDje9UhSibwqkfiBZJAOBem9/NORNFHk/XDqDLDZXB1dYGNzV4ZfHzy8a+OezOhi7pDvRm+4UuGC4/eevPzFD6NXRPGHfOPz1tckwDuSkM/9wxx1D47u2Lhzxap1C1fMnLN09PQFX06e/dX3M0aOmTJq9IQvvh31+aiRX48e/d24cWMmfD/h+0kTJ02ZMmXa9Kkz5kyfvXDOgpWLl29cuW77D1v2bNmxZ8fO3Qf37j6699Dxg6cjjl88F3HzUmTslSuJV6/dj4pJv3k7605iXtJ9bVpuUa62pNBYqS2u1RTV5RbV5hsfFBir9MZqo6mmqKi+yFSdV/AwN/9RznPXawrqNIW1eYUPC3X1edqW7MLWzLzWrOzH2Zm1mrSKgtRKU3q9IcOsySZycrG8fEehzqHT2wxGprLKVVEFRdVgeADaB6CtoA3FuNGAFeZYCzI6NMldGQmOhETnrQRzVHzPldu1ew4/3HewZu+Bst27tOEb81YvL1y4QDdrTsaYsWkjR6V9+U3iZ1/c+PMnF977MOLN3x1/7a1dI0YcGPbCuZCwS0HBZ4J8jgXIDqulJ+SSBN8BcZLAGFHANbn/OR/fcypFtEyZIpPfQygFoSQhN0EpSwr0TQ4OTFQpEri8DIRMSFCOeDqEtAiVc3xMwkANUlVwni8cZ0S8MoGgVqEoFUpykZcWKbRIXYyCqr1CH/GC6jjKhxxhrUD8QOaTi3gmrrwAcUs40hyEqqTqWmVAsZekFEkqkKwCycqRvNhLruMqtbx/nUscGyzhJRza9vTSmSPqgXD4InSZwdYD5p7bH3+WowyqF6orEbcSSepkLxQgfwPyy5IGnFQpwKQBxzNgMGi2XHj3b+fk/nD0ak78QzR8LHp1pOKDySjwM7/fzZIMH+f35qTQ343BnPC+MPivUv/OirLoixdO7T2yf/uh9Zv2LN6wa8HGfYs37Vu1adfajdtWbdyycsPm5es3Ll/zw5KVaxcvW71wycpFi1csWrh84YJlC+ctXTB3yYLZi+bPWjhv5oKZs+aNnztrzLwZE2ZPnzBj6uSpU6ZNmjxjwpSZYydPG/X91JETJ383ccLI78eMnPjddxO+/m7819+Nnzhm+sQxU7+fMH3CpJkTps+aOHvu1Lnzpy+YP2/R4sWLl65YseKHdevDw8N37dm99+CB/UcPHzx18lhExLkzZ69ejLwRdSU69sbN5OjradE3NHdjc+JyMhINGfdNmpzSwvwKva7MZCg0agsNxmJtcbm2pEJXWmYsMZUUG8oMRZV6bXl+Xml2YVFOuTavJr+wJldbm5PfnK95kpfVqMl4VJDeoMts1mV252dZNRlYYQ5emMto8xh9IVmkJ4r0lMFAGXSEScsY8yE/F3IzIDsZMuIgORbibsPlGxB5E85GwenLxJkL2MlTll17zGvX4csWkyuWtC+ZXz59Yu74kZljv8v+5ovcTz8xfviR8bXfmYa9UTL0rbwBr8bKQi6Jgq7JwmK4A+LFoXeUwTfkPlcl4usSSazCJ8E76KY4ME42OEkYFo/8k5Eqk+udLpQn8gQxiJfjPyBRqEwQyJJEiryggbFC6V2+5L7UO12szhGqcwXqHIFvpsg3ReKfIvHPEPtliwLyBAF5goBcYUCu0C9P4KsR+mYI1emK4Ns8vz0i9f5vvkYArByhu3s30reuXPIdcP+t96G7DZ4+BMcz6Go+5iOLRuiJMtCIUIMopBQFFCHfRJ/gvG1LAJowthGYTkjKuqx44Y5qIHv0ZvStcvT2RK83v/Aa9tGgN8a98v7s90avV781OvTtkcDA75H8M7mKftZyJzrq5uWblyKunjgecehoxIGj1w4cu3Lw6Im9h/YdOHRw/4FD+/Yf9Hj3nn3btu/csmXr1q3bt27dHh6+bcuWrVs2hW/euGXzxi0bN25et3HD2k0b1m74Yd0P69etW7duzdp1a9auX71m3arV61auXbtizaoVq5cvX7ls2YolS5cvXrJs+dJVy5euWLp0+eIlyxYuWjJv0eL5CxbNWzB/3oL58+fPnzt37syZM2fNmjVv3ry58+fNmjN7xqyZ02fOmD59+vSp06ZOnTxpysQJU74fP3X86Cljx04eO/H7sZMnjJ80fpzH308YN2nK5CnTps6YNnPujDkL5yxYtGDh4sWLlyxbvHb9mvUb1mzcumH7zvBD+/aeOHTo3LGTF06cjDp/7saFc9EXL8RGXb13JyYjIU6TlJh/L6EoM82UlV6WnVmp0VQVFFTrdXVGY31RUZ3JVF9katQXPdYaGrXahsLChvyCJk1+c1bB08yC5qzCJ9mFTTkFTTkFzdl5rZm5nZk5XVm5nbl5nfnaTq2+U28w64xWrZHUFdGFRWxBkbuwhC0sYbRltK6M1pVBgcmt0VPZeVhahiUpqSv2bmf0rWdRMe1Xb7VGRj85daX+wJnK8IOmtdsKl60vWLRCP2e+duq0nLHfp3z1Tfxf/xb94Z+u/u69S6+/feGl18+/8OrZ0BGnAoYcVw88ph543DfspN+g8+qwiz5hV5VhUYrQG4rQaPmAGPmAG4rQm/7DIv2HbhWo1/iG7f9qJAI3qDicrKP76SvnIwXKa6pAuJcAjk4gOsH8BOJu3JRLK8TqZr6/BnFKkLoWhdz0UkJLuctRBdAC1paU1/+YqRh2DcmxvZfupTeisE8ulzR2AHRhgLmhBeDPMzbLB/0FKPiLSP0nHtfaWFdcXJSXVZCRknUvPuFubGLcnZy7sTm3Y+9E375+48b1qKio6726cuXKhQsXzpw5ExERERERcfr06dOnT586derkyZMnTpw4ceLEsWPHjh07dvTo0SNHjhw5cuTw4cOHDh06dOjQgQMHDhw4sH///r179+7Zs2f37t27erVz584dO3Zs375927ZtW7duDQ8P37Jly9atW7dt27Zly5aNGzdu2rTJ83Dz5s2bNm3atGnTxo0bN2zY8MMPP6xbt25tP61Zs2bNmjWrV69evXr1qlWrVq1atayflvfTokWLFi1atHDhwgULFsyfP3/evHlz586dO3fulClTJk2aNGHChPHjx48fP37cuHFjxowZNWrUyJEjR44cOWrUqNGjR48dO3bcuHHjx48fP/77SROnTZ0ya+aMeQvmL122dPWa1Rs2/BC+aeO2zZu2bw3ftWvn/oMHjp04fubc2UuXLl6/euVmTPTd27fi4+7eu5eUlnY/OzsrX5Orzc/TGw2lRcayYlNFaUlVeVl1ZUVtVeXD6qqHJr2uxKAt02vLDbpKg75Kr6/VG+p0hsoczYOcvLqcgkaN9kmevqXA2FpQ1FVgcBYW4vm5ZF4uXZAHOi0YDWAwgsEIRhPojFCgh9xCyMyD9Fy4nw0pmXA3CW4nt1TacwAAIABJREFUQNQtd+R19tQF6vBpbN8x255jjZt3127bl7N2c+zKtas+/xIBCUFInH/wCHM+Mlo84AovIHPKHOixwJNG6GrXTpl4JyAoB0kMSNQe9I4R+T1GoUYUeiZsODxrgWdP4U5ibsDrqUgdy1VBRFSe5jEa/klyXUsbgB2g7DHVBvDHqRv8X/ocKPiQq/hCpWQ6Wh8/bnxU01BdXltmKjYaSor09UZDvd5o0BryCgvzCwoK8vOfl7m5uZmZmffv30/pVXJy8r1795J6FR8fHx8fHxcXFxcXd/fu3djY2NjY2Dt37ty6dSsmJiYmJiY6OvrGjRtRUVEe3K9du3b16tUrV65cvnz50qVLFy9ejIyMjIyMPH/+/IULF86dO3f69OkzZ854dp7r1dmzZz2x0RcVHp04ceL48eN9gXH48GFPMOzbt2/Pnj2eGNi+ffv27dv7IiE8PHzz5s0eytevXx8eHr5p06b169evWbNm1apVK1euXLZs2ZIlS1auXLly5coVK1Z4sF62bNnSpUuXLl2+eNHyRQuXLVywdP68xXPnLJw9a/7MGXNnTJ8zZ/YCz/b0abOnTpk5ZfKMSROnTfx+6tdfjfzm61HffjN65HdjR48aP2b0hHFjJ44bO3Hkd2NHjRw3ZvSEsWO+Hz9u0vcTpkyaOG3y5KlLFi1etnTxqmVL161auWnt2m3rf9i1cdOejZtP79l/dt/BiweOXD9yMub4mdjTF5LOXU68cDH99o302OuZcTdyk24Z7seXZCVXZKc+yL5fk51Wn5PRlJ/zVJf/TF/YoSvs0Ba0avObtDlN2pzmwpzWgqyOvIxOTUZPbkZ3blZrTma7Qfu01FhfUbRo6TwEdghD0oytu+HclTTViFTBoFPBrzrP34Q2S8/xs0d8/G9JVTlIXMMNKkL+tV5DmlFIJQq+jJR5f/wM8stuyQdmo+Bi2eB0v5BHqzdn3KvkvviZeOgbSOrd7QJhyFuaFvdLXyx44ffjgYR3kGBMcBA4LB2drd3PetpbOlqaGhsbmhvrzQ2PzI8aG+oba+rrH9bX19fV1XnK2traqqqqsl6VlpaWlpaWlJSUlJQUFxcXFxcbjUaj0WgwGAwGg16v1+v1Op1Op9MVFBR4yM7Ly9NoNBqNJjc3Nzc3Nzs7OysrKysrKzMzMyMjIz09PS0tLS0tzQP9vXv3EhIS7t27139n/2BITExMTExMSEi4e/euJwxu377tiYHo6OibN29GR0d7NjzB4ImEa9euXe7VpUuXPPHg0ZkzZ06dOnX8+PGjvfLw7dHBgwd/lvX37D6wZ/eB3bv279yxd8f2Pdu37d62ddfW8J2eMnzLjs2btm3cEP7D+s3r121at3bjz3auW7tx7ZoNa9ds6NtYs/qHNat/WL1q/epV61etWrNw8aKFixcsWrRo8eKFSxYtXrJ44fLFS1YsWrRk9rwls2YvmTFn8fSZS6bOWjxl+uJJM+ZNmTppyoQxU8eOmjx69MRRYyeOHj1h5Ohx344c9dV3334xZvQ3kyaMnjF5wuxpk+ZPn7Jg2pQ50ycvXbFwyZqFq9ct3bRp9Z6t6w/t3Hhq79aI/TsjDu4+e/xg5IWIqDtRkxfNRWCHVzg+qRs3w/nLGbxgIwq9hHwTXvgQLidfD3k5PXR4AuLWSQIeIlUaQvX8sAYUUIpUOp/B91WhOarBqcinVDxII/SLVavb9x0pyW/xfuUbZchrucbqNgLy6x1PAX43dq3fi58DDh94yT5XKtjuVgCGdjKEnXTarFYLZu0Bi9lttlrMts7u7s6urq6urq7u7u7u7u7Ozs7W1tbmXj3pp8ePHz9+/Lihnx7108OHDx8+fFhbW1tTU1NTU1NdXf2gn6qqqiorKysrKysqKioqKsrLy8vLyz0bJSUl5eXl1dXVNTU1nsP6jukfGyaTyWQyFRUVGY1GTzBotdrCXvWPCo888ZCZmZmenu5J/x7WMzIyUlNTExMTPZR7Mn0f2f3hvnr16tWrVyNOnz8TceHsmchzZy+eP3fpwvnLF85fjrxw5djRUx4fP3a6zyeORxw5fOLI4ROHDx33+OiRk55jTp44c+J4xLGjp44cPnHo4LED+4/s33d4775Dew8e2r1/3569+3fu3rV9x67wbVvDw7dt2bJlW/j2rVvCt23aGr5x05b1mzatXb9xzQ/r1qzfsHXrmvAtqzZvWrlp48qNG5b/sH7xmtWLVqxYvHLlkhUrly5bsWTp8kWLly5ctGThwsULFiyaOXfezLnzZs2eO2fW7HkzZi2YNn3R5GmLJk9bMmX63PGTZ46bOGvC1EljJiFwsC9KlSm7N8GV8/eQuAYF6ASDbyN1mnxYPNc/DnkZBJIKxC9GqNlniAFJChFqDRoSj1AS4ukEAdXqoaWy0HtIekkqrdu8Kyu2gqP++EEd2eOAB23wxA3JNfTQz+YrBn0KBPxFpP5MKmG7WwFoYABot5umaNpF4UASQNIU5XJSFEGSJEmSFEXRNE0QhMPhsFqt5t+QB9+uX6ijo6Ojo6O9vb29vf1Zr9ra2vpvt7W1tfbq6dOnnrK5ubm1tdUTGB0dHf/84JaWlpaWlr4gaWpqampqamxs9ARJfX19X2x40n9dXV3/aKmpqSkvLy8uLtbr9T8Duk95P5VOZ9AWGgvy9XkabU52fmZGbnpadtr9rDyNNjenIDsrLyM9535qZvK9tMSElIT45Pi4e/Fx9+LuJsXdTYqPu5eYkJJ8Ly0lOT32TsKd2/F3bsffvhV3K+ZuTHRs9M07N6Pv3Lh1+8at21Ext67djL564+aVqBtXr0VduXo98uLlyIuXL0ReunDh4vnzkefOXTh37sLZM5GnTp8/furcsZPnj508e+zk+SPHIw4dOrX/wNEDB07s239kz+7DO3fs275t37atu7dt3btt696dOw/v2HFo+7Z9WzfvDt+wLXzNli2rNm5ZsWHr8g3hS9dvXfbD+tnLV09fjBzgUChR9Kk12M1DCXyvRwJVnXygketfgNTlipBCLq/aW5qFUJOvqkypykRe5SppNkJGb0XlgND7iFMg8ElB4ni+4u7AgdT5mNxb9TzF58Xl7i274sQDv/5q0bkXv1zFG/pF4MvfAQkfi33/JpMC1s26SaDdwAC4GJfLzZBAU8CwLsZNsCzDsizLsm632+12u1wuiqKcvy3sN+RwOBwOh72fbDabzWb75R6bzebh3mKxeEC3Wq04jpMk6XQ6Hf3U/7X99/SdxGq19u3pO5snTtrb2z2h0tnZ6YG+p6fHbDZ3dHS0trZ6yH7y5Elzc7OH9fqfqq5XZWUV5eWVFRVVlZUPqqqqHzyoqa6ura6uNRiKjEaT0WgqKio2mUqKi0tLSso8Li4uLSoqNhpNnmM8z3oO9thgKOpzXr6uz5o8bZ8zc/Mzc/MzcvIyMnPT0rPvp2Wl3s+8n5KRm6LRJOXmJmpyE3NyEnIz4jJSY+4nRSXGX02IvxoXeyUu9krsnct3Y6/E3r0aH3s1/tLZm5FnoyPP3ow8ezPyXFTkuajL565fOXf14snIC0fP3T5/Iybi2uqpixADmFiEYk6t7Lq4NVXGq+dITEhYjvwquAE6JC4RiU0Sr3IZNw2hPKU0RchL4SKDv3ccByWJxelKv1SZb4YqKMVnwHV14OPNx4vinwUNmaUe8JVP2Ff+b8yRvTZT+OoE0YvfDHhttIfLj7gcsHe6gQAXC6wb3IzbDSwNLgZYcLuBZhiKYRiGYVwuF8uyDMMQBIFhGP5TEb361Z0/24/jeB/HP3vYB7fn5Z6nSJL0/CLI7XazP5WrV8yviabpX+7xyLNNURRFUSRJ9r1DiqIwDLNYLF1dXZ2dnZ2dnZ4039mrn2X9rq6ezs7ujo6u9vbOtrb21tZnT5+2tbS0trd3trd3PnvW0dbW7tnT3Pz0yZOWx4+bHz9ubmp60tT05PHj5paW1ra29vb2ztbWZx4/fdrmOf65m581P2l78rj1cdPTxobmhkdPHtU/rq9rqqtvqqtveljXWPuwofZhw4OHj6pr6mur6x+VPWoqrm8qrm8sqW8sqa8vqq3RVVXml5VrSkpyi4tzTMZsoyFDX5hWWHC/QJNSUJhl0mSZsjMNmem6tLTCe6m5SSlZ95LTM7Pybt+KS0lI1aTmTPnuewQd5mEI5Rz5gTmzS69QtnBUlUhV7hVkQkEaJM9GvApf3wIeN1cgTOBJEqXqZJk6iiO8qfI7I5ZH+g6I9Am67TfoPFd5XRGE77+uu/VU6DcmKuXp8j3xKOAfirdnc0aMDvpgetAro1k7/FXq/yceFwgLAAmMCxgXMKTL5XJRwNDP8yUA25+GPi7/Scr8t4T/hvqgJAiCpmlPVPz/I0+F4HA4+j7mb1UCGIbZbI5ftdVq/1WbzVaLxWY2W7u7zRaLzekkCILCMNxux35phw2z9zgc3c9t73HYexxWs8NqdnR1mLs6zJ297uh8vtHTbu5p6+lzZ2tX6+O25oaWx/VPGuofN9Q/rq9rqn/Y+LC2obbmUW1NQ+2DxuqqpgcPmsqrH5U8qC+qrtVX1+irq3UPHmgfVOgqShqfNn8/aQICC7yGBOm7N9IXT0RzBOmIfxPJ41RDbyiHXFGGRCpU0cGBiYMGFbz/gf7LkRUTZ3cu2di65IfunYfsERcgMRmSUiFHD9funlcEdG6NKLjzWPXCpMxqqtwKTwG+WnJG8tp43tCvA14cDSR8Jg/+RCQERxdJ2cDFgIsBlmRZ1pMvXW7WBeT/NZe/pf8glzRN97HYx+VvxY/TSfyqMQz/VTscTqeTcDicdjvmdBIMw7pcbopiXC73L80ybjfhBvxHuwm3m3CzpJvFWRfBugiWJvuboSiG7CcngVvtth6Ludvc09HT3dHT/ayn61lXZ2tXx9PO9taOzq627u7WnvbW7ta2ridtHY3tHY/a2x92tNU8e1rT3vzgaUO7o2vSnCkIOmGQl/fdY4c6426eH/EybN8HeXp4WA/NrWAzg70dLM1gfgqWTrA7wEpANw0WFzhZoGigSOjuhJancP3mQV9/+uLtYs0zxH9t0Gdjte32LoAmHEzd8NHkvYqwL8ke+Ijv86W3CnAzSVvARYGLAhZnWYZlfuTS7f4JEP/rXP5WHvrPconjeH8uPW/jf0ueZoPT6SRJ0u12AwDb23z/mTwLiXpuXQB0PzMAjOdm0T81CwAsCy72eZpxUW7aSeNW3G4nMTuJ2QiHmbBbcXsPbuvBbTaHlTU7oNvBdmN0D0aYHQ6z3WK1d1stPQ6bxWnrdnSTLD5n/jQENhimGHLr5OmKqEvLlGr6/CVwWMDlZICmgAZwsHgbMDYg7TaWtQHQNLAusDFsN0laaIyxd4GtBzLTdvirnxw+nZtVx3/1c/Tym+kNTW9/MupaQkkbwFvfbVEPHQUkfMRTf4CQq6sFAAeGBIYEl9Plol30j/W4h0tPG87Dpaf/8Vv549/Vf2e+/CWXv6V/93N5XuJ0Oh0OB47jHiI9zfdfimVcQLuAcgHlBsoFtBvof1oyLoahaBdBuwiGJRmWpBjcSdhtDjNGOTx2kHYHabcTNhtpw5xWt8UOZjuYMcbioC0O3Gp32Ow2h92OO500bidsDFCz501FgIMvUt7Yd6Az6e7O0MHkqTNg6QTAbW6nHXAXZQXaDjQOLN0F0AZghedLyzEAADRQdrB2QuzNc2+MeHToaEJiCRryERrx6lVNQUx8vtkOHQDvjNqmGvwtEPBngd+X3ipwdrFgB5YElgQWY91U/3zJsj9+Zf8XXP6TvPIf4dJDiSefOX+jW/b/RZ5mq8PhsNlsTqfTQyRFUb+aL91uN7gB3OyvlM9z4i9LBhhPv9UFrAsYmiFwEnMwBN5nGnf2mcJsJGYjMYfTgWEY5sBwmxO34ngX5rCQzh4Sw4GZMm8qAgr8vSRxB3eboy9HDAiFYyehqw1IG7hwoHGwm8Fmg+anQNBmt7uZIQFo5+N6sFjBYoeuLmhphpoaOH82nIfajkQY9M+8Xv3my3U7GxigXFD3EMLem4f8Pn3hndlAwLtI+iceF4geAAzcFLgpcDvdQLtdwLqABTcL1M+49HyJ/5ynf7dS+1X9V3GJ4/hvvc9/N948TVUPmjiOez4XTdO/xaXb7fonhl+adbtdrNvFPl+5hHWzFE3jBOXE+0xjz005MQdmsWMWO2azYw4r5rRihMfdNszqJC1OJw6uqfNmIobAAgRIc3Kb88yeJF9vWLsecrIgJbEn6kZ35OWWLTstOw8WzVkOhnKgGWBIOjn+0jtvXQ8Zfl0eclnkd0MScEseeJWvSPAPpg5fTL1TjYZ8e7244wnApvDEwKBRL/xhecDv5wx8fRrZDe8i6V/FImBsLrcNXAS4CGBtLpbsX4+7XLRnFOb/iMt/ov8IlwDQx2UfYf+LXPad0NOG9rQvf7USd7lcDOui3DQJZH9TbpJyk55q2vVTMyxNuliCZUm3m/L8oIt1OynajhMODO9zv34YZsGsVqfF6rTZMYfDTjjsJGYjMRtN2Bgac+M20u2CubPnIXCzSoSyD4XD2UOxXl5asfxuaPB+ufiYX8ClkCHnJQHxQ948oAiBmETASLBYICPtqlx5Fwn1XN8K0cBiblAOUuoUIQkCBbHzlC71KQobs/qSwe/3sxT+Y0OHzZUOm6p+a5Z66HdAwJfqgX/mc8HW4WKdDIG7CIyheijKRuJAEEBQJElhLhfdf/zSw+X/Lny/9X/9NS4Z1k2xbqp3tP95ZcWy8ItnmX8XSM9JfsZlvzf56wj21s/9O+OeRIv1M957BvJnXHr+osvlAvCsl9C/ZN3AMuCif2I3A24G3LSbdbmZXlMe08CQbjcObtz9vGlHAeCM206SGMlgJIWRjJOiCdJFkM9LjHJilNNJkQRJk4SLIlwMzjI468KAxd2ElQQK5s+ah4CEQKS4v+swdeZSvMQ/XyBPUkju+cvT5cp0qU+6z+BIcdDBoBchXQfdDrBgcC89KnBQDOIXyQOq5IOMKECPAvO8fHN9fC2b9+QkNvBem4OCvua/OosXMEkROhMNHK9+Z3bomxNoO3zm7fepXMR2ddC0i3G4GSdFk90k2U3gDIG7CYLqi+++itVDyf9advptebKRp4Lre+hiSQAMJ7so2gkAdhvFMoBj4GbBYukBoDu7nwDgrBunGaena8owLMOwvcPqVJ89/3jPKDpFMeAGNwtOJwEALMt4EiFBUBTFEATldBIEzhAE9VN7RBEE1dtyc/UeRpAURlIOkrKRlIMkcZKkSYIlCbYXXIfT6SAIJ02TLMu43S6Xi3ax5E/K3hTIsK5eAKHPLvZXAtLlptwALjfLuNwuN+sGYMFN0S4ngTtxsq/sjTESx3GcJJ67L3IwwmPM7nQ6cHDDrBkzEdghEKnS9hwnTl9JlYVUSv10MqFRwTchZECcAq5vgiLseNCLkFkIPXawOiA9+1JgSAyfl8UTa5GyGPlVckNLxMHxXEQdOKjNeYJCvgmPe5zeBFVPoQ2DpwB/nHxIMeQzoOEPAtFfZUJwOp0YzTiAwRiG6CapLhInCNxF4gyJU/8pLj3XY1wul+fipyczkRRmx55heIfdYSZJurvTCSzQJJi7CbcbLJYeF0u0PWsCoDHMjuOkzeokSZok6b5alyRxksJICrNazRRFQJ9615FjGIai+rI4SRBUv04C3ZvzyH7pk8RxEnfSuJPBnSzuZHAnjeM4TthxwoITFpyw4TiG4yTuZHAn0/tCDMcxgnBSFMEwFMsybqB/YcoN9M9rhl672V674XkzFGg30H3jzZ4Wws+ay781OOBR/3E6HMc9XTQAmDlzJnK7IEypzDp6ADt6+D5XVoN4OoSKEMLEqnYkq0EqnSzsuMgPktLA0g3WTshMPRngfc9frlfKjUhSyw2qQH6FXtIEMXIe2ZGXX4sGfnz3kbsNgCDB4YBnAG98u9X/5a+Bgfe4/A95CKxWmoJfcukJ/f8Ul32jep6KFcMwu93udDqstm6KdtrtdrsN72x30CQQTrBZWJYBYIGhwZP5urtsbhZYFzgxqq9u9WQpJ25z4jaKdpLk82vuZrO1o72nu8tmt+EYhuE4RpJ4vwkrDE27evn+pUmSpEnCRRIuT0YkCRdJkjhhxwnbc//IJU1RlCc8CMLzBnCKIjxZ88d2SH//2CD597hk//0pDf3nHnhaGk6nEwBmzZqFaBYboORmHt3BnD6sVfo28xXVCLUJRVUI1SJUjMR65eDjEl9ISQVrO3Q+Bk1GhFqZHqAqVvsWI2Utb0ARUmcjcYqK0xK+/H66Ab34tyHfzPvj+JUffTD5jVfHq1+bLnhxwsC3xwIDf5LIPhIgpqODdf03cvl8oKQflxiGEQRFU267DacpcNjprg4cdwC4IP5O/oE9l48cuP7GK59MmrAIWMDsrNVCOOyEw+F0ODwTPmwOh82BWRyYhWZwm72np6fHbrf31sUumnLb7XYcx1wuum8ggn3eBPyV6zEul7u3i+J+PpDNeI50MQzFuIjnZiiGYRna06hgaJqkaZKiiD5A+xj15PL+7n25Z5YCy3i6pHT/v+V5D3Svf5wt0LftmQj2W+37XwWU6B06eM4lw1rUApR8YCN57miazKcICTIRKuIJGwR+zcoh+YKQWNXgrQp/V3IS4J1gewaJ9y/xve8iQTaS5CJVERpo5A7RKwdnBCrNe7YatA8l741BA16XvPRh4MDfhQ39FAV/7v/+fJ/hn1s7mE8Uqk/lArDbCZz5b+OSZdk+JhiG8Yz84U4as7M4BuYeJ4G7GBqsFoLAoKWJjLlWuGz+sTVLz/HRiH98MvvMyVibGWgSMAfV1/fEMDuG2TGnFXNabfYeq60bwzCaphmGxXHSZsUtZofNZvNwCZ4RF08eBvhZ1PTzr+6Enw7x9I5Fut0eehiG8qBJEE4cx54n8l8atxGk47kJJ0E4+1q0JOH6ac7Ge/18UmLfiIFnguKvzmvxjEb3Dcz174n2jVI/5xJYhz8HpR3Z4Yw8e0WoTOarYtV+sQFBV5AsRhJyTBC003fo2pfeqo+7C6QZCAvEpsa/83Ha2+8bP/qs8tNxNZ9Obfj77OqPx0aIeE+2bU+JN6GBn0zYFnEwNvvEtaTI29rr+bb3vt/naV/+WSr/SICAJPu4pMn/Fi49gc72dlefty8JF2YHhgSblezpsRAEwdBg7qYP7bv+5/dnLph+6u9/Wvft3zaP+nKdQvxSVzsDLDgx+udVOW5z4jYHZqEogmEYh8PZ3W3u7rLarLgTo+12zOl0UhTlSZkeu90/m6/E9nP/7tSPz/5GWn1+zj40SRL3cPnT/ntfLx5z4lYnbvW8515enU4n8WstXQzHsV8MI+AkSXq+yV9V/zlWVK88NHvO08ulkx6AUM6xE5br0ecGvVY/ab7z/PnOy5cgNRsKysFUB/XP4GkHsAwFDOVygpOBR0/gaSOY28CBg5mCZzRkFR8Z8WL3hZs595ulL02Kr3DWM1BjhU6AZoAXv9gQ8Mo3wMAHfOGfRV5sVxfrAhr77+KS7ZcvXS6Xp5YhcBeBgYsCkmCtVjPmtFAU0dOFz5mxadm8M6cPGtYvSRj5990fvjP34w+ntbeS5h5nL5Q/bWI6HTabxfOJrFa7E6M9nR67jfJ8apKkPf9Lt9vNsr9OXl+9/PypHyvcH2vbH+05zEX0se5y0X1cYpj91+pYiiCcTtzqxM0/0tmL5m+Nr/1siiCO4xRF/ZMv+ZeTAD1oeqp+kiQBYPbs2Qis7BCEcg6ffHT26r5Bb1kPnwdbD5A2wElwkGClgAZgwYo5LTRGAev6f9S9d3CVZbf+v3YvyU4PCQmEkBCSkEIqIfTeBaVJEZAmIIIiUgVBFAFBaSIgIIiKIigWmjSVoiDoq6iAiiI1kOz+9Hp9/3gC8trec+Z3fjPn3HMPM8wwE5L9yarXWresQdd0sCwCYYDRAAHeA59PTcv8ccVr+3b8Yqnbb9TsbZMWb3t6/QdXNPyswZE7ODm/DySUkXlAWpL/4kXo/+u4/HPewzAMx0rhoO73yqKgarrIiz6WC2gqnp677olHNk8YvmXCsDf7dVs2fsRLDeq2vn6FuSvv+QOXhkRIDAW5YICTRfAsvjhxdvkLr2gqFBmyBFX5PVm/y3bW/u+0vyrT3E5ToKn/XnVUoKqqqomqJqiaeLfJlCThtr28+9xlCH/Pn8K1tzaX/+tjVHzv/rwURTGyn78u3f9Jmfo3XHrVQnJ8/NwLN9/a9URCBrd1J4SQwN3SZAaSBEmBpEPSIClQJCgSJEWHrIAJwHcLIguofsV3+NQT9TMvrXrjq4MBW/y9GaUjbUktL9xCDZDWbnJMyajUpn01Hh2jY7tEO+HzqQoUDiqnKpJPkr2SIN7OK2v/c3fEs4ZT+LM+9/+P81f2UoGGWzeDHMeoOuMPXpGUIHSMGz0nOab9yudOljSe3L7Z7LEPrIx2FQgsdA08J9fU+Ix6hyzLgUDASHRYRgwGuHBIgoZbVRxUbNn0vsOaxIQQ9CvQIEsQeFUSNcOX3bFzf+ASAMcxmi4Bstd3E9B4ToYGiQdUiBygArpRGZU1nddRa1kNNAWBM1ytIXsTRVkQJI6VWEYUeEVRNFHkJZkLhX3BoN9ImBgmZJhYlg3fUZbcqWrd8eN320uj3Gacu3+8d3old9C8E5jeYRTAyJEjCX65jBz7nll087U3F6RkqZvfAlsNxQc5BJEFx4PlEWTgD8Hrhc8Lbwh+P9ibYG+AD4GXcYvH8bPPp2dULdtw9O0LEQl9Yup3/+SMn9PRuf80a2ZfSuudmNtLZlBpc3SMtCEYFHjl/waXghQOCaoCWeGC4eui7AXEa1dvtWnRb9C9T9/bZeGTj+0hqujTdfbTT25iQ/DWhBQZkqTwPO/3+30+nyQpiqL5fWHoUGXcquICXg0qvv+mau6sVT26jDj88TeqBKjwe2WhKi2HAAAgAElEQVRNAXRIohYKhTRN+yOaKrTbpXhJ5iTZWOWI6lsBaHh/57GZTyw/c/IqFAR8siBIgAj8LZdGNsPzIsuI4RAfCnJMWGAZkWG4GzduGPmHKIo+ny8cDgYCvr/kkufFf+byD1DebTXvgPg3XN6qyibaN3+WsG3rWzlN8eIqfH0c137AN6fw5Ul8dhR7D2Dn+3jtdbzyCtasxZLV0txF7IxptyZNPDdszFf9Rn3RcdC+glbvpqbenDXv7O6f6jbq++TiHUEJsoCX1x/YdUpuN2pVvaJ+UNAlLsGoE0miprL/J7gUwuGwrqsM663xXeF4vyQJ0HDurG/7a9+8tu7bVYu/iHV0HPPAUomp1SPerPLyPK+qKsMwfn+Q4wRRUENB/uplLzTjnVDUVGHB3E0F2d3TklvkNur0yYELXAhQockQOKgKoN/Ju//ozUVRNoIOoyQEgGWU7ds+nvXEKqJ6Bdk9L/0kGibzytVffudSFTRduptLhuFYludYSeBVUdAkUZclyBJEobbg7/OGqqpuSZIC4E5t4a5MiPuPXP4dlP81LkVfQQQdXDgrtHb5arIeTErbVK/Ohoy6GxLjXotL2Bqd+GZU4tuRMdvdUTucrh3OiLccsVvJ8Z7ZvN/p3GuP/diZciQy42Bk3V1OMz9//rmPz1Ns5amLWkiFyEBRcElCp4dedqe11wV0jo1v77YgGNQ1GFyq4v9GLo06EcuygsBxfIjjgwzrBxRZlmuqw7IA/01MGLmid+fZ8e6OMY5Wse5mJz65qorwe2WWEQ2jIkmSLKvBABvws6qMoF/11+hjR85u2Wzgk9PWL3323bpxrdyWgtyMXnVimjVO76AKkDioEgQOLCP9Hkr+O5fQIUu6wWWY8es6oGHpolc9jjy3paB+nXbXL4FnAB2SzP4llxzHGVxyrGT0hDhWZhmFY1WeBRPSVRl+rxDw88bXunmz2viB3FVRMk5tGP2XXP4Zyj8UjP6Qkv+ZS29DF3267Gm8tnGfJ/lMZN2dZsu7Tvtes+0wOT6liKNmzxe2qFNOz2m350RUzJHklA+jPEc8ti+iHZ/YnIdMkUftiUdcMQfibFi57Mg7J6hep25jljz4xPr7By8YOGhxt9HrIguHJ+b2goTmVnvXGBdkORTk/q9wKStMIHgzzPihQ5Egsvj5HL92xcfDBjzXtuLhxmn3WSi/e4fJr2347PSJKsNQKYrk89X4fD5ZVkVBY8IyNKxb8/ZDo57s3mlMRr0ObktBq7LRjer1sVMxUR5Rdnxks8rS+29cxqJn11+7EoRueG3tLlf+uzeHDlmWRZEHNIbhoMF3C0QZkdbyB/ovhAjvTYSDCqCE2Vt/w6VsyCYFXmXCYsDPB3xiOKhwDLgwNBkiB1+NFArIkgiBV0KhOyz+97j8Zyj/kPf8O5eQUxyWg4sX4uUNB2zJ31LiJ2bXF+6Y8xF1fnYk/mhL+N4a94056iuT+5TJesxsO+SK3mO2HbfSGYfphMn2uTnydETy55749+2kPP/coZ2n6racEFH2oKtwaJ384Y2aT4opHmdu1D+r8gEoaOlwtbYTwmFZ0v83c/m7HxcZRQsHgjcFQVBlfHb43JrlHz08+oXOrSdn1b+XKC/W1YIo22UuTPBUVJYMbdti0LGjJ8OMH9CCwSDDcAKv8iyg4v13j+Y17tSuxXCiTLe5lCifqCjG3sFG5RHmijh3y+z0Hr26jH92/nqoCPqlf8u+7+ISOlQFiqIZFXhVgcTjwneh7h0mE+UP6PXMpfOADCakA4qihf/Kj9d2MjlWYhlJFKCrtU+xaAoUEVVXZSPk9VaLAgfo8NYEjWz9bi6N9sHfcfnPOfjfnd+51HXEkvvjRavU1W/sNaWfpQZfRqSejkn9nCJPk+c0RZ2imJPWuC8ccV+4Y0+7Er62Jf+LYi+Y3ecsri/JddKScMqZesQau9thwUuvfL7nEkX3MLWYQq2fMFVMpexRSR1mmTL7xTXuDgmtXRGVZoLfD/1/tR+/m0uGq5bksK4BKt5/5+ueHR8nyicqJMqvE9XeRDnxkc3rRLf02EtinBU9Oo1/d+duf6Aa0ARB4HmRCYuhgAoV136TiFJ7dZ6c6GnloFKiEje1tVJlnLMzUYmLyru2ndy2csQzT21UJeAPVaHfL6CD5wxlGsLhMHR8ffrXxyYuLS8YnpbYu2vrWdte/RYSFAmaLgG8DkFR+T9zGQ7xAT8TCvKaCqOJ+vWZH9/bceidbZ/Mn7P2xedf//XnIFSEg9q1qzWioN7Rf9wpe90Z/PhnLv/rUP67vVQRS46jy9Zj47t7nZknLWn7Pek77AlHPfW+iEg56ax/3JVyyF3no6jEt2OTd0Sn7HHVPWxNOOaK+swRudcUs99Zb09kw7fMcdvcEdXzl53YV21q8gg1n0EtZ1Lx45a2T1HBmOimwzOaDdU4tI2I7hLthq+G44Tf8x7JJwqqKMBocP1/5hJ/uv9w7v7IFVWV7+JSYFleELgwUwPI3pqQyAESLp3HrMfeHDd8jcdaSZRnpwKPo9xMuRn1elWWjN2/+0eeBaCFQgGv1wtAVeD3CpqMmirEuPNHDFoQF9mKKD8hsrOZmtmokqg0zt3ZY2/RvOTB3Mzu77x5DCqYkH6bS+UPXEqifluFJEGHxGPFC+9MGr8yO72fy9zcY2vz3RnoMhQRAFjO9zuXmqKqqnBbdCzLMsNwTFiQJQT9ysH9p8aOmpGRVtGwXqte3cd7nI3dzvT3dnyqaxA46Dp4Fhyn8ZzCchLHCQz3eyZkVDf/mcu72FP//cq3//xjfMlmWk2fPf001r3ypj1iX0zKipgGq9Ly1sYkveaIfceU8FFk2utRCUti42akN56Uljknrd7cuMg16XVeTk1Ym5z5aoOyt/M7ralXsLp+/SurNu157wqlP2QpnRbRbgHlTLJWTKecB7I6PRaT2RMc2thj29ltCNxUVEHhZZUXFTEkicwdXbAg136T/526+p+Kz3+42t25raZIsiH3V2RR1yRVEWSJvTPzF/B7oUOVNYGTJUENBxlNl0KhQMDP6iqg4OTRG0MHzivJf4AoLymmE1G+x9UyNaFrccGI8uLR2944pWvQNKiqyrKsz1fD87yiIhzWZRHZjTr26fF4Wmo3olyntZnb3pwo32mpJCqMjWrd775ZqUnNL5zzyxIkCYoKRVP/II9QVRU6wiEfIAKayOHTQ5c2b/h68oTXMtLuc9nLiZps3/adyINnoOsIswFV41SNUzVRURRZViVJEQSB51leCIUZH8cxkqhBxaB+U2yUbaMm5cUDidI8riYORyZR0sMPLzj26c/btx87fOCHqipoChgOqopqf0CHEmS8DBtguaDBKMOEWDZ8O7n+A3y1UIqCKokaz8mypButBEWGMdUuijLPiwAmTJhIUJgsp/nY4mf1jet31kv1jxrrXbml+o1dOHwIBz7Gu/vxwWEc+wTfnMHVavgZeG/A/xu8v+DmZVy6hYsB/Cbg8OlHYyIvbXz9471X44qnuAvHU9rA7P4vpHV/KqpsJDXoll78AES0sSV09URCCoeZGkUQFYFXREYUeZGHwEOQeEEOGVqB/yaXfy0Z/KO23DCKsgJN11RZU2VAgS5pqmBAqWsKdOgqfDVBRYSuQFfBcQygcawU8MmygC9PXB0y8Ml7e0y3UbGNSty2lkT5CTEd0+v1rqx46NCBS4qMgJ8JBsOGFljTFEFUg0FZV1Fecl+HduM6tpsYF93KbikiyoqNaeWwVRDlx3haDBk0r6hp7+oayBJ0HYqqK5p8W7drHF1VVSiiJjOKElBVmQth88YvXtvw4zNPHYmP7WizFhHlDh3y7KOPrF23dp+ugxNYVeNUnanlUtKNuj0vhGWFkdWQz3+L52RdwbVf0bn15BGDlvXtNdNuzTNTVkx0sdnUMDamqLSkf68ej1ZWPPDAkHkffXhWVRFmUVUdCvHhEB8wuOT4EMsFDS6Nj+zvuFQV6BokUedYWeBVWYIkQhJrFYNGVjd2zARSgMSIyD1Ll99cu2l9vQysegVeBQIQvgnFCz6EcABcNYQA/BI4QFIhsLh5DbeqUc0iqMGnSLs/Xl6ac2750l1vfxGfN9iU0uH4ZVzScA2Y8cpRSuvaqPxBiGhOUR2cDigsLwT+yKUAQWINLu/oTf6jCODfudT+zX2rf/Djv0sijDaGEerfFpOj+pZ/756DPKdAhywBOvw+xu8PhsNBQJNlNeiXBBZnTl7t0WVC33umEzUhykuK72IzldWv26tJ40Ht207+8lSNrkGWdI4TDBGuLIuCqHIcdBVzZq1r3mzY8KHPEWVHupp5IpsRZRPlR3valhYNGzHs2e7dxqkaVBU6/pZLmecAmeNqANRU4eXVn+5+z7tp3YXUuj3ttmK3qzyr0b1OW0m3ruM0DTq0f+Pyjr0UwmGmRtU4nmdZRpJ4sH5MGvvymhePxka0JMq2mps47QUuR76ZskzUOLNhd6etKCG2Vf3UDo9PWXn2bLWqI8iIQZa5U9Rk2bAh7L3N5V8f3XhVW0IwIAgc2DAErjbrCvhqOwujRo4jXUeUyf3h82uurn39ubhUedUmhKArxmOsIeiiHqqB7IPMSD4FCiQekICaEPwsWBW8Bk7z7t37eJKtesNLXx+9ENuo84RZq2tU/OjVqoArQHq7CTENexnz460tZrA+RWVVUVJFQZVYSRIkAaIIUeZEJXg3l/+1+PKfZ2vuCs50SdMlQJMkwdCVybLM86Lxmzpn9iKiyEULV3urRUUyRBW8qqphxh8MeQVBgA6oqLqqDh4ws32rsTHu5hZqSlTosJSbqSgnq/+A/vOvX0MoCOhGUhL0+70sG+Z4mechizh9sqq8dMiq5QcSYtsQZRPlRkZUEDWNcLWsbDb6gSFPz3nylf/IpSaJgMzzfgCHPz67eeOpD3bcmjNjX1bmABPlO+wlqSldTJSXn3fP9WthHfg7P85ygTDjVxRFFqHLWDjv9RmPbpk/axdRvt1clhDbzmFt6rA2jXCWWqggIbYdUV79uj2Jsk2UPXbMMz/9HFR1KDo4TrgtLGLubIj4By6DwSDL8rIEY7REkyGygILqG4ACWcB7Ow+MfHA8gUVdsh9+bj2z9YNlKY34VRsRhsoCCovAdXAifCHUXAMTglcBB0iAoMMrwi9CRVASoWq+Tw8uy0m+tXzR3tf32WIKP/v84rVqmawxhe373gDajlhsTWwHEZ0jUzu5XbrvBi8E/o5LQ9L33897lD/ePyuxb19BZAAF0ARBEgXNaMMcPfKDw1Jv7eqdxiYJjtHDIV4QOED2+qpEUZREnWchcXhq9ob6ye3slO+ylBLletyVRE0S49pOn7aZ51B1gxUFVZZVQeAUReI4xh9gBAGKBInH2NHPz5vz1qABC+JjWhNlmU0FTntzovyigiGPTV7z9Vdeg0tB1P6GSx06oIiiENY0zJ310tbNXy9fcio/e0KMpwNRLlFupLsyKqJFTuOen336jaLqqib8JZeA5vf7mbAADT+fD/e7Z+rsx19/dPyrHVs+4ba1tFJpdGRLh7WUKJcoz+NqRVTktLSMdreLdDWPiSofPepplkWIAc8pd5IeIz3/Zy4NZSl0hIOa95a+evk7g/tN69Xl4RlT1oS9OHn8Uk5WiweHTySEkUaWTxau5rfterFhI2bNy2A0SIAQqjmwB5+cwientI8+xK8/wbCUXubYy5t+WrDiu0UruZrqaikMTaw6sPu5lCjmhaVn939LjryqKsydu+axGc/bkwu/DaD/E5viMnsbfrxblAehallhNEnWJFGTOVkWZdGQiPCSGhJF/o4mzwD0D02t/8BlLXziv9/fpxYVVeCFsMGlKMoGlEEvNr6832XJnj/7VchggggHNV2HogqAyLBeQAsFeSYEKDh9sqprx/FmyrFTYVREC6etxOOuiHSVvfH6aSN4UhX4fAGOYwCFZcM13qCu483XP376qU0zpm3My+nncVcQZUdHNXc5y+zWZmYqSUvtVtx04AvLdnx29LyiQFZu20tjHOxuLjXIPKepAnQ8NGruujXHp056127qSFTotJcTNSFqYqWSgry+e3Z/rgN3VEWKIsmyfJtLXpIkUVBFHmwIT05/6eHRyx4Zs3bezPdmP74jIborUb7LVuGyl7vs5U5rhcfZJjayC1GpiZp5XK1c9tK4mPI33zimarg9MCjdGYT4Ry5FSeZYNgwdmoygF+NGLox1NzNTLlF2p9YTBvSZaqGUB4dNJohKPaIDzy+u2rrh2YxE/7qlCAfBhfDFoUVNstbENng1tuGzUZFnnnoCVVch87h+eUlp2UuxdZenNRIufqeAh8YHD3+8vkG961Pn/rDvl8R69+5895dfL8Evw9Wg00UVHUYtrV84WAujhJxdPZEI3gLE/8jlHbmoqqp/0m/ffe5Ka2qJ5O+6t7m87esVTWZ5RoemA7yg6DpEHiePX7+v1zSinLaV477+MsAxkGXIisZLYZavCYZuAZoiQ1dx9Tfu9MnrkyYsy6jfxWVpGukyYsRsp61o+Yt7r16B36dAB8/zfr9XVniOY4IhTtdx8ON/ZTfq6LQXWCgv0tXMaStJTmpPlON2toiL6UDUJNpTdt99k15as73Wj2vqX3Mp69ChqSJ0TH30+bGjVva7Z6nd1J4oP8pTaTEVWc3FRHnNyh7Yt+dLHbgz8Xiby1q5hiElEXlsf/NQtw5j5k7f8vCoNc/M+XDE/SvS6vZxWMpt5mKXvTwuuo3DUk5U7La1dVna2k0tiQod1lKizGbl93McRB7GsBHPiyzLG4uVDARlWfx3KFVZFnVIRvNMleCtwj1dHiPKt1BppKWViQqSY1vHRRYOG/IoQWXrucwHVyy69uqq57Pixc0vgPOC8+HHL59PittuTjge2+i1iEjvoichVEPx4bcfFifGvO3wbExIxvUfgRAkJrh/3/LYBH3Jxi/f/cWV0PfFl76pYVEDJBY/eAWIKxlaJ7svWHRwJfeIiRZuXJLk8D9zKd/u6P/XuLxblchrOq+B1cDe5lKq/WfG/BTACbyqa7KisZysa7h5HVs3nejcZkqUo7XbUrlty9e6Al2DL+DnxADAs3yNJAksI577/nLvng82ze9uoYyE6OZEWW5HWYynhYXyYqMr8pr0vafXxPXrtvm8IQCBgC/M+DVN4XiZZXWOga5g4TPvPDZpXavKh+7k40RFFlNpXHSrt948Ew6jxgtdRzDE/x2XCq9Cg8CHZUl/csaqhmk9sxuOIGpuphKzqYAoOz62HVFeZcWID98/odeuMLh7lEIyRi4lEaqMG1fFQf2mjBu5aNH8nYvmffj4xM1RjpZE+UT5LntxbFSlw9qUKDvS2YKohKjE4+xAVGSmwrjoFkTpK1a8I/Iwxt94rlaoLwiCkfD9FZcyIAZDNZoKTQYXwPCBC3PTB9/TccHcx3cvffpIZfEYovSh908mAWxStPWTFYur1y5/MTlSW7MYbDVEH344vjQh6oAj5YeYRh+6IgOzHwN/A96f8cMXW+on7rW7tsXEwXsZshcy79uzf11qZnD+ulMfVjtSH2xYNLXynmXlA1a4m46JKR8VVXh/fKM+4NDGltDGaoHMcLz/7+JLSar1Ane4/Of40uh8BINBQAMUWWEAUdHCisoCcijsM4ZiFQmaAl01dr+C42XDWKoKdu08ve+DXwobjzBTMwe17N5h2swn1oRD0IEQW6OBZfkalg1LogYNNTe1jev35mX3iHaXmiknxtOCKDsqopnbWXTfvTMv/1ZrLwGwbJjjQ4LAcbwsigj4oCtYtHDnpldOPDzuJZe9lKixifKt5jKnvXnbVhP27/1FliErkCQIojGLrd6OQGoFywD4kAANosCoCl5e9W5OVt9oV2eiCqICoqwoTyVRgYWKW7ccdeLYBVWFroNlw5JkLBZVjVFJjpVVGZqMzRv2jhw69+nZbzw7Z8e0SVscVOqylBJlE2VGuoud9jyiTIetwGrKJyogKo6P6kRUaKZCh7WpiRr16PFQdZUIDSyjhIK8EVirqsrzrCyLssLfhaYqS7osy8asfcDPQMWFs3yPDtNSY3sP77d28dyjS+cfrSwaZ6HGDwyaQpLCxxJ9tuR5adOr6+ona2uWgQtACuHiVy8mJ+ylxGMUt5Ms3qkTwd2EVI1L329JrbOLbBsdEfjlHMQABJ49fHRZUgPfwo1H3r/uajQup918SriPMga7yx6ixv3iSoY2LBkGEd2i05oTad7rOoT/IS6hqZCl2k8tGPJW11wHRE3nDQUQy/IBPwsNslC7KU+RwXHGsCk4DrqGdWt2PzN3R/3Ee6NsXYgqmhePK2zSx7CsrOD1+q8CIsOEggFWUxD04cdzzNtvfHFPtykmynbaSoiaOG0l5SXDNm44pipgwvDWBGtqajRNARSOY6prArIMSYCu4NkF25ct2f3YpFespsKY6EqiJkRNnfbm+bkDX3/tpKpC1cBx0AFRliRFVFRDcK7dniMzAmPwXAg6vjp1pX5K59Q690a6OthtxURZEe4yl7OMKL9Du3FXfuMUBboG5fZIpKIKqirLsioKCHg1VcRz87dOHrfi5eUHHxmzJsJSZqVCj6M0wlXkcuS7nDlEDYjqO+w5FlNuQmwbokIzFRMVOKylZmpClFEvtcWeD0/IIjhGZxlF4FVBkERRrIWylkuxtoop6bIsC2JQh8RzMlT89L3YocUkj6VD11ZPL51/Ys6Uj9pVTHaa8vrfO5HAogE5Pp+7Ql735rLEuv4VL0IUocr47syChKTDzux/2XM+iW8oLVwIxgslhLNfLY1PeC82ZWNiPVy5CkkEI8gnTj+fnnFj6StH9l+jyA7HLuP4VaR2mGgrHhTfYnRcydDo9J7MTbR3JnWOcIPzA+L/FJeGWFDgldvLTGRANKCUJIVjVWjYsPa9Lu1HZNRrk5PRqXFmm8+OnmM4+EOyCly5xjz11CuDBsx329o6TZ2IKvOzRxClqxpUQJADguSX5LAkCZKoqzIUAadPVr28at+9PaYTZRPl2cxNTZSX3ajP8hf3GvOs0KFpCIeDDBsw6kS6jlAAuoKZ0ze9vuX02FHL83MHRnkqiLKjPW1T6/bMbdxv2fMfGDvSqqt5HZAVTdGMAW3l9lJtaBqgQuYkVeEBSBxcjqYmKiMqcjqKiRpZrU1czhIz5d8/YI4iged1SaxdeCkInKZLuq6KosyzkHicOn7twcEL5k7fuur5g0nR7Yhy3dYSt63A7cpzOrJNpvpE9ez2DLstiyjTasq3UFObqcxKpVZTkcteGhfTPKNh+4njnmKC4FkIHAReNQZBAe1vuFQZ1qtDUmQoIq7+grYV413UqnXJ9GdmHn50zLZ2FZMjrIX395tMCCCdHKef24C39y7Pyg1sWA9JAcPg+uVn4+t+7M79zJy53Rp368nZqL4OxovLlxfHJr6VkPaCKwHXvAjLqApWv7t7Xt3EW2s3HTnwiyWz74s7z14GrgKL3vvKUdDXnNHTqKu3MMW0NBFYn6ww/0Uu/1OdCD4va6gcWJY3XHkwVKPpUu1OCw0hH4hSHZQb564kyiJKT0wslmTIKlRAUjBkyBOF+f2tVEFU4TR1ym30gN2aGwyBk0ROCbB8jddXBSAY4NgwoOCjXd/sfOtfMx9/NTWxM1GuzVycXr9XQZP7Jz3yssDjt0s+SdQURQsEfILAAZooaT6foKu4dhmPP7Z2+7Zve3R9IiqiOVFWakoXony3s0V+7sBnF2znWKgaFOXOMg5jZ5Cs1QrGdEXRoEGXFVlieZ5nQygrGWw3VcR4Otis+WZzI5st12TKrle3ywtL39c1SBJ4TjPiClUTAVmSuVCQEzhAwaC+0+dMe23B7B2ty8dbqSlRbrynMsJeaKIMojSiujZbA6czg6iezZJjNeXnZPUvKxqdVrcPUT5RrsPa1ExZJYVdq64JIg+Rr+WSYZg/cWn4cciyynI+WeEUGSIH/y20rXjISc1bFj827eGdMyfvKMt7kChjyMAphDDSKXL/4pd/3fLmjAapNzasAS+DFfHNv+bZPbsc6YfcGZs9Md5F88B5wQdw/se1ifU/rJe11ByJ73/D5SBuijjx9crGaddWr9i388uIRr08jTruOX31Jw5VwEUd7Uc+Xye7LwRUkKdblAcK6w9U/c9wqUISatU3HCsZJlOSOUBjwoLIAyr4EGyUU1k8pk+XeUU5IzPq9erUYYKqIsTAF5Q4Ac0qehGlW6iMqDzC1rluQq/kOi39ATAiy6tBY9cnx3Esoxhq89c3H13/0uHObSdFOVoQ5RHlERWmJncd99Cq2002LRAIGTVCRZGCIY7n8dabB3e8/cXaNYc6tX8kxtPC7Shz2IuIsuNjO9os5Q5rcWnxoI0bDlz40a/rUDWoGhSttrBy229oqqprogpV0TQO0JggVq/abaQpVmsTmz0rKqqIKL1rp0e//44TeBgBtKoYC7oUQOb4EMdK0HD261tjhj8749EtEx5c46QyovzU+E5EWVGuYqIMm7WRxdLAak0jSiGqX5B3b//7nho9YtXYB9f177Mkr/Fwj7NNpLMFUVad2Kb/OnNZFozEHDwncxynKJKs8LLC3RVi1nIpyWFeCEiSosoI1qBNxUgTFeSkDZk0estzc/fmZfYnynho1FwCi2Sy7lq89MrWLavyGmHtS7gewHUGh47ubdD40+jMg66kt6Pd3qnjUXUFN6rw6Yn3UxvucEe/aonA4X/hzFV8fdW3cMUzUdZryxZ/e/hCSk4fR2LJsbNVSTktpi3deg1o0mOqK6UzRLQ0xzYnAuP9H/PjKqAhHKxdvhgOh1VVvrMASBIgsvjXqUDHlpPrx/eJoE5uU6eE6O7vvnM+HILhqUOsdk/vUVGeAjMVeRwdTVRpopLipv1lBbwiiHpY1liGCdXU+KDhp/PVRw78sHnDkf59ZsZ7WhPlxYTYJyYAACAASURBVEd3iI/uQJRfJ65Tj24ztr527KcfbzFhQdchijzLhkOhgCCquo4hgybHRRcSZZkolyjbZS+1Wgqio1oYQsxIVzOijKxGHUeOmnHx4k0dtVwas7ZGBdf4tkRG0GVJUUKAoskIBpBev5fdWmoyZZktDaOiC4nSR45YpCoI+FUdRpBjJMIKL4REiTXcyMpl70wc8+LSZ/YSFUWYKyMtzc2UZ6YcK+UQZXgiCx32LLM5jSg1Oqpo3NgX5s7e3qX9jMz6g3MzRzbNHVs3obeJysyU73HmvP3mAVWq5VLgFVmWBZH5Oy5VjRPEoFE59t7EkP6z05O7F+cM61D5WI/206Ps5UTpI4fNJIBPdZv3r3hOfv2VV210IiZpl6PhW5T8tSdtH9EX5PrS4TkR49jtse6tm76BXIdik3YRnYz27CPrwZiMNRSzNaFwfVz62jiXsm71mR1fptbrFhlbfOzU1WvVCAOXgQ6jlibn9oeIThEpXT2Ras21f+hD/ne5lAQYKyo01ZhwVa9duwEd4aACFaqAxyasjrS0iLZ2SU8Y3ihldHbDkVZz2e7d5xQdjAAFGPfwLDLVN1FhpKuDmSqJCp955i1FhwSFV4M65GDQr8iQBEx6eF7bFoPqJbcmykqO7USUT9TUaa0wUZHH1dJEhRXlQ5YsXvftNz8AMJo9siwqam3Evnnjwbzce5uXP0iUXSe+ncNe5LCXRHvaWkylbkdZs7Khe3Z/d/WapOvgBVXVoNVuMFeMAFFRNGMRHDQ5HL7B8UGRh6pgyXMfPb9kj8mUSZRqtWUSNRj14CJVAc9BVgAdLCPpuq5DDoZqAAU6vvvm8uQJS2ZO2dSq9OEkT/fstPuJCpNj2jvNRUSNiTKjPSVWS5bdluWwN472lIx+cOnjk1/Lzx5ppTY2al/QeEJB9jiiCpup1GluNGvaMl2ByIPnNMNrcXzo77iUFU7VBFEUjRDrnTc+f3HRRy8+t69l6UNEuVGO4nhPcZ+eYwgqn0D03vyp2PzSAZflJ1vESYo/b83+iiJveNK+pohPiX6JizpOdNIS+W1knWNE39pdp4guxqd+SnGHTPWOe/L2RKVvT026suCZMzu/rV+/z5uvf+kLIgys2n46tmQopXapmz9Q8KOFNbZrdIx44wqgqIKiioIqBWU5LBkLQGVJlLn/Lpe7dh5+fcue+3qPfmDoJCaMy78FBw4YO3bME0ueW//jD15I2LbpZLS9tZvaJ3kGptcZltVgaGJceyPDCDC6Anz51a8mc7rFXEhUFB3Z2WouvXYVkgIVWlj0KqpgNMc5VoUKIYzyokE9O08jKoxzd7RSqd1cFh3R2u1o1iij37nvFaPbLooiywUlmeWFcCjMCgJkESePX586Zf28OdsbpvUkyo5wlxHlERXZzBWJce0H9n8yHK5dTMXxoijytYvXdF2WEA6r1dX8jWshRYQqK8bgjiQi5MeaVYe3bD7tdGSTqT5Rgwh3/vAHnpVE6Bp4QZFELRTkDFvr9/uhg2exZeNHs594ZfB9C4iKXn3523h3xyhHSysVEjWOdBfbbdkx0U2JGngi86Ojiogy83MHxkd1slClndoRtSjOm9i57TwbtTRRkYUyBw94TFcgCWAZJRxmAe02l3dDqRt5Dy+EAJnnRU2FKkHmARkqh2XP7om0VvTrNXNI/5kjhj5O8Ov5Vs/u2TOxec0+D/3gtpy1Jn9CCZ9T5hfm9E8o+jCRUCfnBzJ9bbWesVtOEAXqZn5BdJbiztiSj1Hsr5T2jT1tW1LqxWVrP3v318TU+7/6QvjpF2R2mkI5A51loz0lw5OLBsosish+X2qq5vNzvAwZmiQCgTBzWRTlgE+EDlFQNR2ipMiKpmgqLwqqrujQRFmQFFGHJsqSBl0HREnRAZ7F5vUfPdB/VoS9KVH2C0sPDR282O0qTUlunZJYfuVnGQJOHrk6qM9TMa62MRE9c7MerBPT6vSJKoEFz9aGcSyPDh0eIipw2lpYqGzi+DW6Ap9PArQa7zWjd8eyrCjKsghVxPzZbz87Z1922giiUhMVxce0JspMS+3StfOMa5ehyJBlVRR5UQpJSlBWGFGWBAG6go3rDs+a/ua8J9+tW6czUY7ZnGM25Zmo3GpqkZzY6d7eU6tv6tCgqqqmi5IU0iGJoigKCIfw9tvHy8sGPj5l5aeffAsdOiReZCQJWzcfWLlsT59eM+KiionqEaWbqXHritFrV+9VFciKxnGMrPBGYCOLUCVc+IGd8fgrT057nSg/u8Ggdi2nuszNLFRM1MRha2Kz1a+bUmh31HO7M5KTmrkc+URZdksJUZHd1JKo3EwVZU0n1EvqQ1RqpmKirJL8e/3VgIqa6rDxdUJh719AKemyLMsKo6i8KKjGCnZNha5C5rB+5fGurWdNe+S1mY+vGzdmBiGMQlv8h08+pb760v5Y+sJG24k+TSmSHnzqNUfDT1Ma7SfrDxT5I9nPmqyf2+iY2fERmY6463ySmLHVFvWRI/FWTMGXlLDRFXt1xZYj71+NTLm/smJCUoN77E2HUdloR/lDnpLhSU37QUGlM6pDdJRQVa3rCHt5qBrPXVb1WwB0FeGgJgkIBDmGFTW9tjHDCawG1ajnGdWTYIhhOcFAU1PwzutHx49YRpQfHdnZZm1HVB7hbOt2NCtvOkDlABEfbT8z89FXOreZQtQsObl3WnIbXxUUAZIAXcXhwz98cbLqobEvEBUSNY2JbLvu5SNQwIRUv68GMLoUKscxoshLArgQZj/xxpypHzauNzLW2Z0ojygzJbltRnq3giYjvv9WlyVIksILYV70CZJXlAO8KHAcdAUvr/x4zsx3Zk/fXieuE1FjsznHbMo1UbnN3DI5sVOf3o9VV6lGj1HTGID3+24CYMI4+6/qyY+sJsotLLh//Nj5589f1aGF2dDFizcd1gaZaV2JsiyU4bZn109u5zAVEGW3aj7s/V2HVV3TdBGQw+HwraowVEDGskW7Zkx5rWenmTHO9kRFREXx0e2JctyuUqcrx2ZPJoqMic2Mjcu22xo57XmpyZ2N0RGXtZXb1pqoKCmuh9NSaaISu7k82tE8N6PXpZ9kJoiAn1cURZQYQJQVrrZCJBkTwLVcBkO3eCFkPBOgqqqiSKoCVcSG1Z93a/Pks0/ufnr260PuH08Q0cAeuXPJIva19Qfj3Z/aaEd6pm/xi/jtxrm58xab6dOY+AuUdJHiL7rijrkiP6hTb03d1AvTHsUH284snruypGgTRe+nlLfc8dKq1z/fcyW60dAmzR6Mz+ya2mYMZfWiJvdHFA2pVzbQ4LJTTJxSHeR5QIUmqqHAb6J0SxAkaDDmWowXEWQFoqQIkijKkqwqqgZekG4vlq8towiiDA1vvnp4aN+5PTpOnzh+s9PRPjauZ4Szrd1SUpB9z4VvwxBx+rOrm9Ycmf7oVqLS1NT78hr1/mjn11Cgqzj22Y+Vlf08nqb9+s5JjO9soXKbqayifNjJ45eMnWrhkNdYTFC7olJA9Q1MnbTp8Ye3JUf3dZvaWaj4/gFzxz/0wsQJK1u3ePT895BEiKLM8SFO8PJijSAGOYFnWegKljy785l5Hzz2yOa4qHZEOSZTtsXcxOAyKaFjr56Tqq5J0KGpsqZxgMgyAWO55o63T0RFlllMJUS5TfN71lTL2u13I3Z/8LWZcgb0mRvrKTFROlEGUdagvvNvXqt9SQKQw4zPqO3WVOmH9l54+sm3Jo97pU50Z4+tjcvaKjmhq4UKiDKjokrsjqz4hBxPdFpy3YKoqJzkpAq7NS/CWe6yNW/aZJTb1tZpaZ1ap3dJwdgoV1szldrN5U4qbZDc6dSx6wIDw9j7/DeNpo6s8H+yl6IohWSF01SoCnieZ5gQzymahIVz3+/QfNqLC4+8uOj9kcMfJbByvMX+/trVvq2bdnkidrvdvz31JAI1EAK4+cvSRNcn8fFnKO4CpRwnz1uWyEP39Ed1NWouQLsM4TcEb24r7vhhnfz3IpNqZi7a8+YZV9aA7Qev+oAfGFwBLgIdx68yp7SCitYRCS0sTki1fQshLAEswHKsygTxy0+Bg/tP8zxkGZIMUdJUDbKiCaIsK9CBM2e+37PnsKZB1yGImqpB5MEH8cNX/M5t5xJiu3Tp/BRRCVHhwH7zGR9kBhBx6pPLW9Z9tm7V0eiornUSezes223TmkOQIHIYPHBKXGwRUXpek/5JiV2JiogK+9wz7efzYWgQBS4c8oqirKq6sc5UlfHbRW7KxA2Txr7WKHU4UXm3TtNXr/yYKCPSXdK75/zDB6pkCaIoG9t7BckvSqE79nL2tE1LF308esSqCEelmfLvcGm3tKgT365b1wlXf+OgQ1NUVeFVhQe06lshXcO3X/lzsu71uNvaLGWPTnxRVyFKug4wIWgSxo544aUXDxGlx0UV14mt9DhKRwxepIrQNXj9vjDjA2RF0RQJUPDCoh3THt10/73PxUd0ISqxUnlyQheirIS4CqJUq72By51GFGez1bdYGlgtWXZrflnxg0/NfveB+5fHR3Wzm1oW5IwaPnh1r67z8hoPJyoiys/L7Pv21s+NRpQsq4FgjSSHJZmVZE6SJElS7roCICoqL/CKKGiGOkeRoct4fsGe++9Ztnje/umPrps4fhZBU6PM5o/Wr6vavGVTRNT+7Cb47muoISCEW+fZOY/scziOUcRRSvg0MXt/qy6oYeGrBm5WKRdCCEFl8VPNpgblO2OTsGzNqYO/Ukrn9bvO3ZJw/KdAFfAj0GH88tgm3XUJzW1R/eo1vHX+arPyzl+dvCgxUFUWkFUZN66pQwdNTUos+O7stXC49uktw3ELoqoDDKMNGzYhIb7htashhgHHaTogcEZ/B727Tbeay+z2VnHx3aM9bZ+YslEMI3gLkPDFkV82rD6wcN4up6Ndakq/5JiOb28+IzPQZcx7cqPTkR0X19xiLiQqtFtaxEW1f/mlQ2wQqoxQ0A/IgiBpGgwhAjSc/877+CMbHxmzJdrePcrWKbPBfUSZVnOuxZTbo+uc/XuuGEO0ksxJclhWQ4rKSrIqitAVTBjzwpqVxwfc+5zNVGYzNyVqbDE3MVGpw9qyTny7Th3HXvo5rKvQFF2ReaPTyLPgGOgyNq4/SVSS0WCgLkFXoKoIhTRFgi7jyWlvPjf/fbsp10QZZmocYSseMXhRoKbWXkoyC8iaCm+1uO+jr598YtMzc3Y9NHx9tKNjrKuT3VRBlEuU4XJmN2jYfMHCdcEQ+vSZYLM1jIzIi41u9sDg5+bO2jF5wuZ7ey7MajA0LrJbtKtz1/Zzpz32zvjRmxKiu5qpqFOrSQvmbNUkMCE9FGIARYdwm0tB+v0IkswpWpgXQiwj1Q73KMqvv1w99sm5h4avbF8xvW2zR+slth3QdzRBl6OJdq94qerVN9fUqV/1xAxwITZ0E+FbCFzbk5d+IiLya3PqydimqxMb4pdruBaArrH8rzKu3eSvQ9dwSz07ddF6T5Rv3oLd731pzb4vqckAV53KeSu21ADTXzlkzronMrMjFLRyxXWOSrj8r18S4rJ3vnUEKnzeakWRdBUCi+SEcqK63uranJRhFMNfq7V9C/TrO8ZpT9VVcGyt/EJVAAVXL+ovvXggKrI1USFRYZ2krr16PF77khyHDat2fbD9mxXP74+O7hzl6Rrn6jD7sTcgoOoKtr56jCidKLNB/V5JCd2JSiIcLUYMWwgFAgdAE4WwIEgAakcvNPzr9LUnJr86cfTm9KQhNmqZUqebw1ZgpmyizA5tn1j/8jFjm7WiSIrKqjqj6byi6rIEXcHg/nM3rT/TreMsogKHtZiosdWSZ6Yyp61VYlzb9u1G/XzerynQFBjbfRVJV2UILH4+hxXLPnFa29av23/l0oMSh2AAugZdwTNPbXtx0YEBvZ82USOnNTfSUUSUXVE8cu+H56tvSaquAfKNqsvQEfApj01csunlT2dPfatr29lEpbGuTnUTu5ko12rJNJnq7njvsKJDVTF0yCyXM4coo35K5+lTt76w5NCUR97o22txSf74enX6EzVLir2nc9snJ4ze3Lv7M1G2Np1aPTrl4dVQwIRgcMnxflFiRIkRJfb3Da4SK0qMrIYkmRWF2rWJP/744/NLVnZoc//oIcvv6/pc86bjnaa8USMeI6h8XaJDz670b9o5r15DfPUVRBHBMKrZd5u3f5/Mp8n+lTNzGXlw4hRYpvb9wJs/IngFYR7XGVQD1eJctwU7th08fI7S72mQO/yBYUuuhbDr8++jSvpSvQ5p5QN0Hrlk6pVQX74pZjasmDt9DeMHNECHruDmDTQrG5zXpNeBfWfZMHQNfr9oPFakKDDmYx55eMHAfpMDPugqFAUMK3GsevG87/De888vfC/SXfnQQ+umz9weEdkiJrrizc2fXb+kQMTW9Xvf3nJiUN/5ERHtI9yd7FTZoWJKuBpLnvmgc7vxdmteQnzr3r3mDui7hKiIqGlls5GQYYzbigJjLOgxNkdCw+dHf546adOEkZtiHD2s1IIoz+VoSpRVL6VD21ZT1r98TFeha4bqkdPA6pBUDYoMXcE93aa8seW7NpWPEuU7bSVEWQaXLnvLhNg2bVqPuPC9z5D5yKIii5rI6QEvfjrPLnvuw87tpmdnPhjl7jqk35IJY1648puoq9BlzJv15rvbfmqY0ttMjSOdBdHuUqLs0oJhO946o8gIMxzHh0JhH8fK77y1/6lZ6ze8dKRxg35WqrBRJVERUZ7N0sRuz+jX/yEFEBTwPFq2eMD4dR07avmqFz9duezo9Cnbx496tThvQmL0PVZq5TS3c1vbtW8545Fxr+U2GJqbPmDa5LUyD2jgWEnXVZ//5u9c/n4ZUQqpOqPpkihoLKOwLH/27NnHp8yKj84hyjdRsyhbG6LM4UMnE/hQNllOPr3av+Hd4XEJCHpVvx8sap7ZuI7ivoms87UjagfFX3xkDgJeCRIYDdXsr0uenRobxWz9ALcAFvBxM1IiLq1c9Ob247HFo5JT7o+PbLfn03NVOtqOWhBbOigpvydkdI1N6+BOPH/8fGpyaYS18ROTFxsSh+vXsHbN4dKioRGuooZprbe9cUBVoOuQZPCCyrK6rmHjKx8SpabXa92j60M3rslGM0PXAAUHPvp+zYr9dlsxUXFS3R7DR7xQUjxYFaAJgISNq99/4pGVHke5w9GaqCKCOkSZ272x4eyqZYca1O1M1MjpKPVEtGpV+VjL5o/GeTqmJHUYN2q+JCDoDwCKLKsGl4LAQcOnh36YMnHDQ8NfsVKbezo9M/3xN1pWjiTKSoxvOWjA84sXfngXl4Kx5u8Ol13aP/zW6+cqyx4mynfZy4kaWy0FZioxuGzVctj577yKBE2GJKgip+oKqqvUVcvfe3Hx3nt7PkNUEeXq3iCpb3He4BEPzNJV/PAtu23LmWmT3xj9wIpod6nN1NjjLLZSfnpKj/Gjl/52KaQDksxpugQdY0Y+7rZlEmXWr9M9Pfk+l6lFfGQHl73U5Wxitdbb9vYeGZB1qCrMlE2UVbdOx8ceeXXKpC2vbfz+uacPjh62viB7rMfRmajcaW5no9bFeeMG91t+b5cF8e62M6dsuPqrCg1MWFBVWZLZP3Fp/DXECV5RYkNBPhQUAaiq/v6ufQP7TnRReYKrZ9OskdHOkiH3P0xgw/lk+W7hhqsrto7JbgTOF75VjRCOtR61jzJOmDzHE5LWpWaiJsCJAQEaggoOfflyQp0NMfEHe4/EDQ0iwHKzC+peeGnpnv3nTSn9Xt909eRh6cODF2qAq0BGp3GJTbpDRhlF9E5I3/fGAaK6HlsTO6UpEnQd7+48c0+v6UTZNkuezZTRplV/nquVx+qAruPI4X8NGzIjwtHERI2IGsyZ9ZKuwR9goOPct9efm/dqWkrbmOiWJlMpUX5Z+eh7+8y48osGGdd/5res3T114qoIWylRmcvRxUHtxgx65fVXvuveYZrbWhIbZYjNColKJ0/cSlRIlLX+pQ/ZsLHZIqRpkGW19gEeDS+v2rHkmY/aVkxNirrv/bdujB25Oja6gijLZslLTuzRvHxU1XUFOjiOA+RQuJrlAjogiai5iUF9n9r+xk+FuSOtVG4zF5sox0RN7NZmVnNZ3TodK5sP+fLzS1AR9PGqhHCAh4pdO46+u/3L5Uv2tW3xeHxUb6LKKHuHOjHtMhq0eX7R1u6dH+7YemLTnOEp8V3dtkKi9NjI8ihnM6K8aHfJIxPnBoIsy4YBTZawYN6KCEeGlRo5zUVEeR57pdtaZrM0cbtyiOKuXPcrgKjiwnnBYW1qNRUlxXfu2/vpqZPfmPLIG2MffKVufB+HqbWJKl2W9jZqTdQ8LXlgry4L+nVfWNpkxMOjX5A5GI6OYUKqJvwdl4LklxVekSGLkCWdYTjoOPzx2QZ1enZt9dQjo17t0nbiuDGzCAzXhCyfzVzKvr1nUGodcNXQFVys/r7vzG2UciIlY120q2bLBoghBaLIBHA9vMBTf0dMwvspqWcfnoZLXjkoQhHnlKafW7nswP5fEnPHH94HnQWrowb4FagY9GRUw7Y6i3bupD6Jme+u/9BEaSZKryi6DxpUHTt2fGWzFsXHtiPKJUrr+f/4esvoqs6t7X8u3S5xd8/e2R43QgIJJFhCgOBWvLi7e/GgxYpLoZTitGgLpaX09JSelhZaXKNb11577/l+WJxz+rzP//2vsT5kjIyMfLnWfd/znvP6XRVDONd7W6DNzvl8OH3qKjGdBJDAgjYssKBv3VThUO/h8Ztr9y0ZVQyRDJDk51cKkBEVXZWd1f/ZI0Q3Pntg37Tq6IiBy9q3GU9ThQC52doJw3vv7tp+IQtmgBSa0AKkCEVPZcU8AINO0+P7W8+FAwai1/c+Kuq9Lteu2r947olc44f9a7cunHG+a9VcP1W2TGIgIAXAQEHGJ3vO+rzodDp9yPnQ6fW5vD7kXPj4oa9ntzmf7PynJrk/DZkMYSYJDUloREw2TVqC/Istpp7XvvwVPdjSyHndiF70cjht0srliw+0LRgRoCxjyWIailWiUgmZKWGS587aunr5pySkJ0RWA2hZIl3KatQyi5g0qCUFfXvOv3HtFx8iovfFi2dCT/zy+Xu9a6cEqXNERAZAkpTJIIk4gKBZc1ZzHmx2OJw8bq4/J3jNxHR2YkytLm1AclxdiH+VhCpmIJ+GPDHZhoQ8gMyIoJrqquXdOy6NDKjoWzv3l58a0Isup8fn89gdzf+vfdzpaubcdjeHnBM5l9dmc6AXL537KTmqe0XhvOH9thfnDB06aCqgzRUDcH35pmd7Dw+PDsLGv9DVgk7v8yV7DyQVzRVRD1dOR/erVutT5G3Y0HKtevCJqPSdAJtULF6/gLZmRB5b3kxLDP5txeobZ58Q6m5VlWsHDtg2aurH+dUTes74OLp4cFBqe3RihX9slX/s6Y/PqqVaf6n5wuc/e9zo8SHPY1p6D2GtEjHpt79+4uHR5RJ06fT58OL5uzERRQBJAOkASXfvvHTY0Yfo8fjcDsw1dZOympjoCoIwA+jiE2riYyu++/olb8e71/+qX/Xp8AHL1yy7GB/XTynrPKh2Z48Oa6RQICGz1NIcCjQSsYWlzQSYkxN6k2COi6786sJv6EGfB3nO7fOix+MTWoLoxcXzt82fedSsGT6w5/YwdRcJky3U4ySkiuhchtRPHL+Uc/k8Ho/D2SpgPFqtLuGup65mwZYNt1Pie9OQSYOJIrU0lSFmc2jS4q8qMOhqzpz6Hj3Y2ujx8ejhkHfioP6T2pcODlLnAmQAWEjIBzBLyEyAiPVrjthbMM8ycPvGW7FhVSIy3U9hkLF6EaGPCKyYM22f24U+HwrtXDfne/m8mXch8njqxHfR4flKqYaAKKUy1WypePna7kFsstt5xI4VHwLoSTCqZSWBqnb+ilK5qJgACwFZIrKAhGwKchnIBzAHKjuWl8wpMI8B0LTJHXznm8foRaeTc/OO97Fr/191j9PVzHFOlwMdNnQ5PXa7E7144cyP2oTe7fPn9K1ea9H26d9nPKCDjwXqZv2O37ZsnZ8Yhte+wNePkOPxtffenFVvD2zDZ98hvkFswddvce+n9XTQN7HaYwrp45F90Ponet663z3F336eFah6smTdL1db5OF14Ql9A6I6h6RU+qd1IOLbSVIqYwydkcMScUiVf9yN47flbDoBCQPrZnEO5Hh0uXDtusskpQ8JbhMaXOh2os+LNpunubXF40WXC30eLC8dEerfRkxkFmZ/4OPRw+OzF08RvejBw3uvSph0kshg2RyRpCAmqjNA0u3rL9CFF0/eO7L7+pgha3Zt+S4xfpCfsltG3MgFU85JIB9AIyZ1SrlFxBrUykJ/dVuZuBBAp1bkHT90S3Dr8pxb4CPwPOfxuNGLM6eunTfjiCF1aMeSxULdQ0CKRKRjaa2EzRfRxo9W7UUf+nxotTX5kEPkBRfR9a/+HNh7+ZoVVxJj6hjIocAo6FJYL/2U+UZ992OHrqMHbc0+D4fWZg49uGr5TpqIltBaljIRkElAthjyA5VFABHHj9x0WjHTULd76/cAGoZIljCpDKSpJNmBipL+vRa7Xcjz6HZ7mpqa3nftHWhrQYcNOSf++MOznKyq0WPmcjx6EF++aXJ5kUdUyEwARgJMAcoypaRYLipUSdsykMNAjoQuADADmGVsGwbyJFRxetKAEGU7gLQOpSNfPfMK95cNja8RXX8T5X8eh4uzOV2tHPeeaOByegQI9+mTd9LjehVbpncrX5wW17Wux2hAK5es8DuxdOnbg7vXhil+HdEbm19Zf/kVm3m0utD9DH2POdtjdLTgvQeHglLPy6KPAHUxMgJ/vIn2Pz1vfsbmN1+Pn7QrKs65cue908/UcXXdR2+atPrYkKmbxy09+OGaU6ntR4SktkcrZoGyi3/8920ZEAAAIABJREFUndP3AKJJSBw5eLHXg24P3rr1uqR0DEASQJJcapwxtf596jV6fYguF9pacdWy4zToAHTtisc1vRMu53gXZ0MPfnn2Xz26zRDmIAEsgwasVyvyLp35HTk8uvvayQN3ZozfvWvzPbNxolzSOVjWdVjv7VWls+dOP6wQGwHiFXILQLo+Y4BAaQsLLv3s6PceDm0tbgHq93ddjh+zZP7Mo7rkwWHqmpjgWpa0+KmyVQqLRKQH0AGkfH/nL/Shx+PjPU5hbJ73oM+Lp0/+OHLI+iXzz8dF9hCReSQYSEJDU3qGzKaJLD9lodnYY9/ui+hBpxXdThQ+jLt3HoYGGQCiGTJDzObIxIUKpgggLSWx9PVL9LnRoKk58sn9AEUhQBwJcQykBSjy/aRFle0mCWd3IQzK5XILV9nCNyOMvvt82Nzqc3uFf4VNNtfXt38DSGKJXAZy/ORlEjqPBDNLZAPoCDCxRDaAGcDIErkUZNGQG6SuULH5eaZBO7dcElpoDofLZm/2+hz/1qXrf4a1OZyuVrfb5bSjtcXncnqdDt7nwWOHrqdE1+bpJ3VsMycpqqqudgwgj+GM9MiCea37t+8JZA5HqvDGVWy2YoPT9eaND18hvkBHI75q+qF971NE6HUq6Btp6AmRyjZzGjY9RPtT/O7Ocnnwbkmga+H2q5/8LInqcuzuq2eIbxHfIj5BLO43LyCxLXKYTwZUKmNvHL9NQiwBCR/0n9/wzt1iRzePRnPv4NASgESAeA+HHh59iC3W5mcvnvoQp01ZyUBqiLoUQE+CdvjQRS0tXh+6GxpfP/jl5YFdV8rbjiJAp1KVAmRp0/vWVs87sPtr6zv8dO/X+7ZeXTr7xJa1d8pKFktFncNV3es6fbRi/rmznz3yV2QCxCoUZoCkivbTIsIqaTDLJVkbVp/wupFzoBBA7fPhe1yMF4cNnjVvxhFNwgCAXE38IAqMAAkEJCvlFhGdGx1RYW1BlxPdbg8i39L6DpEX6p79e65NGL1t1tQT0WE1YiqfAD1F6hjaQBNZNJGlVhRYTD23bfocPcjZkXMgerHxrQM9uHL5HimbImIyRIxFKs6TUrkAKVs2nfJ5sOENBqlzdm65RUAaBfFiOkku0ksoo1pS3K1yhteNPI+tLU6O461Wu9vt4Xlva6vN7nA1t1h9iK1Wp4tHD6LV4W2x8Tzijl2naELLErlKSYlC3EZE5gDoZGwBASYAvaBRCiwABhIyFeI2/orS+PBOs6fsdbUi8ujlsbGxEdHd3PL6f+jyfWqgx+VyOV1WgSlra0XO5XM5PW4XfrLzUlJkbU7GhA7Fs5OjO/XtNQ7QgyogLy5f5tq+4ZgajrJwsbgEf3+GLei12jhsQNczfN1yp/OwM8rUm6KoH2VR10F1gQzcTCrx/Cl8+fisNvecX9IZZSyuPvzt8T8gqOTY/ccbvrr2U4Pv4y9+eIKYUzstPK0COSwRh1Wp4s7uvqQUayMDigiI9HnRyeNfj7G6+0x1YB5AfKB/9uULv/JuwUPt8iH/5OmrliY0ZdQCaFnIjgru4OPRZsMW21tEt60ZP+g/HyCBJo0AOpLKDQuuVMrytm249MsP1pvnH21edWbWhH09u6wMDugFUAyQN2vcp7MmHgr1bwMQK5VoAOKViuy8nJEFeWNCAtoTkDZtwkZh9FHIHBGGKQWyep+e42dNOZAUVSeB0qLMySbdQIAkgHiJSO+nLO3WeZbDhi4nejw+RN5qa0T0en3Iu3HTulOTPtwxYcz+8KAugi5pSs8yRmG9lEtyDLqaj5YfRA+6Hcg50O30NTe40It3v3s8ZOC84MBcitSSoCdAF+JX+NdDl8eNL59hcnz54U9+ZCBDTKeI6SR/RSYBaUpRYeeKqU3vhEFdHyIKYF/BCudD3oe8y20XMFXvmq0uHjkPcl6ct2CzSp4LYFBJ2wpLI4AxI61vXtbIIL8yCkw0mGkwAxiD1O0TY2rV8uLEyE7zZ+zjbOh2IvqwoaEB0d3U/Opvsb6e93DTf+uS53nOiXYr8m50OT0OG26vP50QXpOlGVdRNCspqqpPz7GATncULbq0YD4e+mQ/CdeUksPysN2xmXjoEr5pQduf+O25c7nl59S60xD+NRN9BST31eE/ikLOMX6ntBk/VdecYoMvEcFn2CDnnE03Dv2LDK/4/NeG3EEf7rvxa+XIJd++wdyaqVHaSr4BC+mgnuHpR+o/IyCWgARzRhe7DTkvfnvnFSPKAIgXiTQAcXt3XfJ5saGx1YtuJ2fzIf7zp2eV5WP85QUAugBF4d07r30+bGh+7fY4ORse3X/Hou8lYiwMkw2g79F9KYB23IhNW9de/OrMX0tmHxk+YF2Iuj2AWSGu8BOXS6GgS/tZ0aHtA/1zGSpVoTBLxCaAdLWyGCCNJtOnTtrgdSPnQqEJKQTquJwe9GL3Lh9Om7A3JqQGIEebOLB3j+X+qjyKSANIYcjsQf1XNb57zyfyodtmb3oPRPDiqiWHJo7ZPnro9hD/KmEdoqkMscgo3BNJ2ExNWrfF83Z7OORd6HZ5mxutwizL5yfvfHb8XkxUO0GXUjYnIqjkx7uvWprw8UNfQnT56iXnGdAzRCJAhJ/CREGan7SobcGox484nxcddh4Rm5qafD4forep+a3LbfciZ3O0+JBvbG7wIPp8yPHYYsXVqw9npNdRkBMbUUtDtpjKD1S1G9hn/bKF53PMIyVMDoCOBLOUydenD8wxj5YwOf7S/N41c65/+VD4klua7TZbq5t3/O1w+T9CV50uq8fjdnPosKGHR5cTbS1Yv/ZUXGg3c+qYsrwZcWEde9aMAXQ1GJTMqXHj8ZNDJ5UBF0B+XZR4hUg6BwFX2YAzatgHcIOQ3xMlXoLYL0WxX8sDvwJ4LGJ+o4iLFFyUKy4Ryq8VYV/IlPyyTdePPgBp+x+eYeeRmz69z3WZufNuE3YetjI8pVzgZpVJw7489jVAJEBCaJDlbQPHI/IeTEgoB4iTiNOlbNq97197eLTaOB96bQ6r14cbN+xnyQQRqSFBS0DSiqX7XK73p8+WRjxx+Oei/GEMqacpvVScbcwY0LVq3vCBm7es++bTg3+YtQMISGPIDBGTAZBEgImGzFmTD8+ddRQgScRkACRIWGN+zgckaEVMBgHxgwfP9HnRZncL8zhOV6swj+OyYe+a2eNHfpwW13fu1FNrl12t7bZYLs4jIIMhzDJxYVpytwXz6p1O9HjR6+OEKBOe8zltuGj2rrHDN04bv18pKQHQUoRBIjMCkSJiTQAZwf7tkuK7De67UGBHeXkP+tDW4nY78MTRe4vnnggPrhCzmQBpDGFWK3L277/q8eBPPzpDg8rq190mwEBCEkMn0FSCWpkpYTPzsgf/9ZfL53t/yfVvrIDnvUnI6xU4tCiMbjnQ58Vff3k3dWL9zCnH+vfaHBlcDWBmID8lvu+oD3Zvr79bmDNeQucRYKEgC8Bs1A4tKZgKoA/3Lx0/cuOqJUd8brQ2o8eNDrsbEYVu+H9fzim8Lred411Wu83h5B1OD+dCH48L5xyMDa3RJgxtVzArLb62d8+pgPaXCQQ8+Hjn24UrLoXE/uwXfx4CHshNf0D0Y0r9MwF/KeAxIb8Boi8h4jIbc0MUdBPguZT+GeBHmvqnMugOHXAe2KMAnpUb7px7zoTXDRxzuLhmOaRWh7Yf1Xn8Zk3p8MC4EudrrFBF10ZqLhy6QtEJNJkmYpOfPGuxc/joT29kZBuAeIpMBIi+cvk3oUXO8W670+Hz4Renb0SF5wLEs6ANDci//1OD14Mc73ZxvmdPcfCA1QApFGikIhNAioTJTo7rWZw75cPh+wBMAHoKMghIVKt0ADFSNsesGzplwv6KdpMBUmRis1RkAkg26ftmpNcCJMhlGX36TGq1Yavd40F0cS2ILvRhSyM6W7Cq3YRZkw+nxtYlRfUgwMAQFgpMfoo2cnE+S+XIZZl9+030+ZBze168es677XZbs8AqnzFx49jhGyeM2CmAWBnWJJEZCSaVpjQAKSIqKzm++6Qx9cijtdnpsLd4Pe5//fxw/uwto4et1SbVRQRXAWiCA0sBMqQiU0pyu9K2gzZvupwU133F4q8AdBSRzDBxDJ2gUpgkrDknq//vv1s9+B/z+Hsng+AkFjYBjnMKoFe3C3kXXrn0y5zpezasvDF80N7U+IFJMf3KS+YMqKufNPbwhDEHUxP6kJAJYKIgS0QWlBRMHT1sT7eqhVVlkzq1HzdtwkanFXkXohebm+w87+U4YXSj9d+zRTZBoA6XleMddqeN490uFzod6LLh1PG7ooO76ZM/qCiem57Qs3ePGYDOVn+Ab7ZvsW/fdpqVfg/SH9Upn0HQGSrsOBBfUvAvP/Y+yO9DyF1R/G1x3C0Iu0eH/KEKvApwk5FfBcV34P+rOPYrqeLNlLl3L79gY3qGxvUCwphaNRaii5iUTrKEDimW7shhERtQxAYc2XKSJBMpIo0kEh788Zb34b0fm8JC25CQCpAgopIPH7guVBtu3iv0ey6cv5OeXA6QyIAGIP77b1+8L9h92NqC06d8opLnyiUWucSikucmxdUkx/Xs3GFR4yvUpgwC0EVHVMilehGbFBtTDJDRJn/CwL5r/FUFAEkKmTnQrwAgVUQbO5ZPFjMGgIScnO4eL3p82Gxzujgr73EIfmfOiuXFY6eM/SQpqkeIqiJL/0FVxSyVrFBwRVKEOSK87M8/nVY7ujivD1GAEDS9s/s4HNpv3sjBa4b2WQdgAMigGSMjyqDFGpbVikVmmSgvIqTDiEErHa3otPGIXmtrs9PmvXLpF6O2Nsy/PYCOIgwAKUpZHkBSTHThla8eLph3yGIYsmzhZZkojyITaTpWxCYpZAYxY8o09/nppzfvdfnfOcj/oUu73fqen+hFpw2PHby5deOlnfU/jBm2P8swtrxk3sQxh+dMOz162J62hdP8Fe0IsJCQSUEWCZkp8b1ruy4f0GfNkL5LO5WPrl/3Ge98X661tjg5jhOSr/6my/dLpt3Z6vY4XW6nx+d1u9FhF+hZa8P9O1k0ozqVLfq3LjkMAGL/koV4+tOjAN8AXAmIORQU/2L4+N1RMceV1FUJdQOYR+L4GyD/lom4K9V+BuqjwF4OiTgbHHtRGnMbwn8mY67K1Lhuy5XT/5Ik9Zw6+8S/HiEdV3zlBW6//CTC0lcZVYQc5hLKrsGJt8/+wDApJKTKRfpDh7/kfXj7dqNKmUdCOgEpDJG8YukBL49Wq7CVo8OBWzcfk7IpYkorIjJYIu2LUz/4vO+t1p+f+uecmUfCQ8qEayaWMkSFVabE9wpSdzy87+GS+Rd1aQMAUuRSfUR4LkA0gCYhuvuAPh9JRRaB3yKXWCSsOTigrVySA5AiZnVtSwZ5PPiuAT2IAj5FgF9+9/XrscPqF885naUbDmAY2m9jm4JxABoRlRnsX0YRZj913p49Fz0+5Di0O1x2q+3dmwbBOtavx/SJo7cM7bOOJbJJMJKUHshUkUwHEK+QZ4moTLk4r3/P+W9fInrQw3MOu1X4w5lTdvXrsRJAS5G6AP8CEZUJkDpq5PKWZty+5XpcVNeZU04CaGkqiaZjJeIUuVQvoo1Gfc9vvnnk8f1fuvTxbvzPPi6kngm6bHyDu7ZdOLzv+3XLr/XvtTk1fmBawqA8y/j8zAn69KFyUQkFWQRYWCKXJYSBD2Ogqjw1sUf3zpPXrDj09E8XetDagjYr7/Wg0+n8my5tf9/K7c5W3usSdMnz6HTgu1fYv9fSEFXHfNOE6g7LU+Nq62qnA9oxivE/Ub/+1a6NFxXsP5TizTKxbcNafPbXd7Mmr1NQF1Sq7yD4nxDyHSjuSqJOi7UHAwwns4p/HDxkXXTyroDUa7T2G4i9qAh4PHnGqaPfQkzljVu2ufMPLth86hniM0RD1WRldDFy2EYcVBOWdPXENwBxNOjU0qwOHYb84x9vL118oZQX0WCiCR0NKTOnbhGmH9xutFq9LieuXrlHLk6jIIWCNIXYeOLYHZ8HHQ7k3Thn1p5xY3YEB7SRSyx+ylwStCLaXN15QUx49cwpJz9afr1ju1kAKVKxPjQkWyJOZ0mLUlI8f/aJsOBShTRTzOoISBMzpvSUHkF+pSp5Pgna7My+LicKHnOvFxsbm1ubvS+femZO3v7J9u/q19xsVzi9XeHUretvlRSOj4vqopLnA2gAtP5+hXNm79iz94zXiz5Eu9WBPrS34NNH9rHDVi2bd2LiyD0x4dUKSQFB6gCSRDKdAG8R01kJMd0mjdn8+KELveh2cdaWVqfNyztx9rQ9syYfAtACpAKkEqAX0cb583Z7eFy94guFpGDYoB0AWoZOpqgYmTRdKtaLaLM2rfvFiz//TZeu/0uXbvf7sQnejU4b/vFry5b1p/ft/PbjTXeH9NsWG95DRBQCmCnIDQ3opBC3BbAAZFKQJSLzaMgEMPrJ22pSe34wcP6fv7cKRQ/nwuYmm8Ck/bcubf9zENPp5GweH+dyOzne7XYj58KG19indlGIqmPb3Ok9Oq1Oiq7u1X0aYCPGEgGfbdr4eMf6s8HSUyL414Qh2PwU7a/x4Y/1scFn/QN+EMd8B4EP1LGHQbQz2II/vsI//sRnf+LbJjxwfq9Ic0Ge/kVohHNj/e2vn0Bcx3s/+2bP3f+XDdd++u3NZ1g+eK22oD9ymMeoCinVxyv30GQKBTo5nemv1J/67MfPjj9KTugtE+UBpEkZXY/qKe9eoyBN4Z0za2Og2sxAmpQ2ACTs2v6l8Nv7/3w1fuzmD0dtY0g9AWkB6nyAZIC0utrl/op2g/tt8ZMLblptbHQ7gCiZVMsQZimTv3HttUC/IoAEiUjPUBqa0CXEdiFAD6BVSgv8VXkdysee+eJnuwPfvml12Hn04MsnGB5Q6CcpADAwkFNZOru6cgGAniHMAGlixqJSFAFoAKLv32/wefH58yYBz/zowesNqw+OGbpq9uQDH/TbnJ7UTyUrAkgHiAc6USTSyKQWtbxIk1JXWTZ29bIDf/7x8r1TxIvoxsnjtk4ZuzdQ3TYwIB8ggQIjQxo7VY3lXDhp/A5NSu9+vTYoJAUsk0JRMQq5VsxmsJQpNanriRN3PD7kee9/LWCc7z91j83WKrBl3Bx6OPz+9tNPPr66Z/vtretv1dWsDQvoQkEugDnEr1P7klnlbWeLyAICsgBMJGSKyJywwI5tCyeNHLb++OEb6EHOidYWD/rQ6eQQvY1Nb/6XKN8PCLvcTi+6nZzDybk4Dt0cvnuFPbrODfOr6lgyv2fnj2JCq3p1nwb4BlNAfXDOIsfxI9vVzLHkIGx8gPwrbHmMrc+uVbU9q1bfgJAbEHRdEnY6IQP/9QKbXcg1oacJ3Q5sduMnX65XJK5k6ScrVn126i5Etv/0wlMHjw2ISk2nh15sP3h9aHrnlpeYCdJuYfGndn2hkBko0LNgClBZttRfnvjhgaSYPlKmEEBHQVpESMHKZQffvHxPYGtpwpHDFgHE0pDqL88hIGXd6lM+Hhvf4ab1xxfNP7Zo3il/VRFAEkNmyMRmhjR27ji7beGkbZu+X7/6Zr+61cJItkyaLhFpATQByrKliz6XsEaAeDGbIWZ1DJkR7F+WnlwXFthRJSsC0AYHtFm98nMPL3ATeB+P31x9smLhieH9N5o1Q6ODu9GQmW8Z0aVyTkhgKUAaBXqlvBAgZfzY+j27v/J50GZFewtydty59bifNK0kb2hZwThT+pCI4K4SJgdAS9LpBJtMEEkskyGmsyRMNgWp7UsG3f32V48bG942/3b/6aa1Jyd+uDkltkbCZgLEKxRmAE2gXxu1yjhu7JrBA1a2LZpQ03kpgEbEJlNUlFKRwdIahjAnxXc5sP/G/48urdYWRK/H4xOiiU4dv7N3x7W1K87VVC1MiO4FYCYhW0IVZ6QMGdx368DemyV0EQFZwm4OoI+N7DK4//qN6y+8e+1DHza8s1lb38cAc2673dH891rn77p0cg6Pj3O47A6Xk+OQc+HLp9ipfEpkYJcu7Zf07PxReEB5z5rJgM1oZIJPzVrecuDIynDV04UT0PUM+dfoasCHP//Upd15pfIKHXJJFHvYPxqv3ESrDTkrYpPT9pRHF3I8Prefqxu+Kjz41eatFy89oJJq4s2Dvv8dj954K0mvPfMbipN7+SV1RDdm07LOIVFn950DiJVCNgG62LDS8aM2+8nKAbIBLH6KNjRopYxu6MBFbicKoRD2Vlw0b094UKGY1AGkBKnyPxyxrqUB733/es/HX86ctn/sqI/VigK5xEKBhqV0BGgKckYtW3h+yfzzk8cdCgloLxVZWFoLEAeQwBDm5LieUyd9opRlScV6ikgmIYUhM2KjqgRaM4BBLiqMiehUWTGtqQGtzSj0YKZP3Hxo9w/1q28snHm6XeH0cP/KzuWzpkzYB5BGEwaFNBdAw9LmXrXz+/ae9+v9Vp8Hm98KQRc4sG5mkDJPQedSkCVlikVkjkSaFRhcoAq0yOWGAP88KZsDoJeSxolj1nm59wXEowdv1608rknqxoKJIY1qtYWmU6VsLoBGJtHd+6HZbOinSendoWy2hMkWi1IoKkql1Am6TIjtsmf3Vx6f4Bv+r1+W54X4LN7jdSF6OY4XiMkfLT+4YuGxUUM3RQV3BDADmFTSsmB1lTlj5KA+W3p3XwdgATBLmUKWyAbQRoZ2HD6kfuvmS+hF3v2+kGpubvT6OLujGdH9v3QpGH04u9Mm6FJYL50OfPII2xV/GB3crbrD8h6dVoeoy3rWTAZssaeC+MaSDY6DpyaEBuKDu+hpQus7fNOwM0170k98WcpeVkSuAQVu/wQbG9Dd5OPfIPcG3e8abW986EWHF29+Oy8s8NFHG786/4iI7aFM7ytP70un95GYhkHSQLX+gxhTb3ShhWC7R8V/sfcLgFgGDBSYBvZadnDPj6M/2BcX3g/ARIABIJ2AFBpSf/y+xefGF09wyID5XasmqKQCMDJNxhhVkszkuA7rVp/cuOZsbfWCIQM2xMd0BkgKDigSMwaAFLNhwEcrLh898PvQAfXGjIEAKX6qbBGbCpBIgjE+qmb+nONSkQkgNjy0kIQkEZOhkucmxFQL6wRL5KplJVUVs6599dppReTx6IGvJ3+4efeWOxtX3ujcfkGQokJGFYwfuTMlsYYmdDJxJkPqadJIgr5/n5U9auYeO3THx2PTG0QeL5/9aeywVd06zNQnD4gM7EpBLoBersgXSw0EmywSafzUeSyZCaCLC6saN2L9zSu/II9eDpHHt8+xTd6I5JhqljIIWCwSjADadqUjGt5hlnlgUd6HeZkfUmAEiFEoUtQqPUOlA2gTYrusX/eZx4t2mxsR371rFHr9ApLE5/Mg8lZbkwDisjZj/7oZloyeQapiBkwMZEmZwvSkAX17bPhw+L5ulSssulEk5EjoIhIyAfQEGOTivI7tp3+y90ZzI+92u4XWA8cJgX8u3uP43yuloEsn5/Ciu8Xa7ENsbHR4eHz5FM0ZfUSQV9l2weC6rX7SotpuEwG91giArxett+37fEx8HD7+HXkX2t3vFmw8po69opCcoeGYX9iXneqwsQUdzehpQNerl0d2LezQ5vWDfyLyyHuxsXledOiT1fXXzz2hYvtK9cNEppGgH0VaJsgsk2WaoYHpNchjNiMukyuObDogpVMp0CUG16yYd6r+o6uleTPkTAWAScLkkKCTMZlxER2GDljutqO1EUsKhkqZDICkyOC2ctbCQIZKkp1nGbh/9+1pE3bWdFk4ffKhPr2WCXwBgAQ/ZW6madCieZ9vXHOzZ/Xy+OhuNKEDSACIVchMAaq22pQBUybsIyCNpdMk4nQC4hkqPdCvICaiEwNZMraNSloWFtg5NqKmrGTsq6d4/x/vtm08t2LhiZULzo4ZvKt71fKygmlyunBAr9VB/iUAaQppNkPqATIowjR+zO6aLguGD151+fxv6MbWdzh7yuYdGy+fOvLH2iXXxn6w36IbI6ELCNIAZCot1gAkA6SwRHZ4UJfEiGpLRt2KRbvtzeiyIrrxxV/Yq3ph++KJUpEFIBogQSkppsBiNvZyOTEksGRg37XdqhazpIVlklg2VsQmS8UGmSgvMbZ6/ry97xrQ40a7jRMOrC6nt7nJ5nK5BOg6Iu9yuV+9bEIPFuXWAcSrJLksmAF0NGRqUwbUdl3ZrXKZIX1EVEgtgBkgk4IcCZ1HgxkgLS25duGCfQ1vHQ6Hjec5l8thd7Q4nK0uzuZ0Wf9funS47B4fZ7W3+hCbm10eHv/83aNN7s5CbnnRnP61m9SSwh7Vk4DDBjnAlQWrW/d+NjopBV+/QocX3+HN7LrzEP4gLuYwAWsDgvBVg6fxrY9vxeanePf6utCwNXGJByZNxpYWtNqx2bosJvL16i3ffP6Ujh0ktkwg86ZB5lTIniXOniNKG6ZM6oI8tlGq2isVn3z0MQOxSsjpVjJ/7cJzH/RbFx3UXca0Y4lsgAwCMkjQAaSJSdObZ7h3x631q8516TAFICksoBggRc5axKQpLKB0z/Y7Jw//vmPz93Omn2hXMkkQn58qOyy4RMjFycsaGRdZrZQW+quKxKwOIFalyATQdaqYv2rZBYAEAuIpMj4wwExAvEJmDg0qk7EFDOQAmNSydhmpA/v0Wrbxo1OrlhzauPrMwV33Nn/0zZxJn/WpWRvm10klLurUfoaAo1bKsljKAJBOk+ay4mlB6opulbPGj95oa8Adm850bj+6fvW500cebfnozuxJX7QtmKmWlQKhB4gHSJBKDRKxRUQWyNm2MUHdirKGz5+x49b131reIXL46z/4fj1WdO0whwQdQAzLpgt8AZ225u1r1Kb1mDHlcKeKuQDpLJPIsrFiUYpMYmTJzKiwyiWLDnve9wZdXh5bmtw+L/LvsWL8m7fPEd0oeFE8GBOx9XotAAAgAElEQVSeAxDPQAaARsrmytgCCV0Q7FcZHthVKW7PQKGEKqYgB8AipnJpMAGkFeWPOHb0TnMjJyRvcJzT6bQLhua/vf9RJP/3fdzutPkQbTaPh8f7/2hNju3MQE5p3oy6rmuVovyeNVPBju/UEjg7d1nr/s9HRMdgQwO2evGF717J8FMQdVap2CQC945t2GxF5L22Bnzx1+cm/YXIhHUi1eEhI9Du9j19hU3Wj2KiG5ZvvnXqCR07iM2aTBTOhqw5kD0f9DPk+nHq1O4+HtsoVZ1DAj9Zs52AiEhF2dKpX9w89275/NPG1OESqoQAAwV6CZkZqCgRgQVA27XD7FWLz3WrnBUWUCJjzDSkA6SopXksmAC0U8cd+P6md2CfjXJRIYAmLLg0KqJUqGP8VQUsaRkzYkeHspmhgeUAaRLWCBArkxgTY2pXLP5q3eqvpGIDQCwBMYGBBoBIhkr3VxVImByVtK2/ol2IfxVL5KYm9hjzwZraLlPmzzhw4dSzjSu+Li+cnRjR21/a3k/apqJksmAfk7BGCWsESCPB1L/XJhJysg1D5888OG3c5gUzds2btmfsB5vqOi8tMI3Txg2RMaUABpoxU4yGEqUDJMgkOcHqqvDA7rn6sb26LB5UN79fjymXzvwDObx1pbFbx7llhZMA0hgmRSzWEmAJ8e8YHtpm6+ZLfXotmTXtaOcO8yLDKkgilqYjaSqBJtMpMIUHd5g4fsu//tXy+FETetHtwqYGN3rR5fQKYGVEt8frRPQ+efwSPXjq09sKUYaUNgCky0S5DGEB0BFgUUnLAhSVAYpKpbhMRBQCmACMFBgD1IVjR29+8xrtVp+QhyTw291uF88L6ZV/f/6rS4fLzntdDpfdh+h0os+Ld799kxTTSQR5RZmTqzsslzO5vbpPAzc2Rarpk7MXOI59/mFQID57gs1ufO7Gdac2KJM3hAZ9N7IvvnuDj58KHsQ/R4/5MjJuG8AOWeDDzR+jzY1WHt+1rImMeLd8043PHxFx/ZmsCUT+LMicC5ZFoJutzpwRlNHH48Jshi5Xyy4fPt0mt9f8cQc3LrgyediOXP0Qf3E7ACHjI5UGA4BOwRZIqdxxI3Zt23B74ujd2qReUtpEQjoDGSLCKAJLqF95cfakxbPPHzv419qV18tLpwhUcIpIlUmMAMk0YejUYbZZNxQgQ9AlRaQCJM2Z/tm2TT9Ud54f6J/3bypuKEBEWGheTbcZOZlDBfBffFStWlaqS++3bsXpbRsub1l7dfq4g0PqNvfvvrHAPNFP0s5P2qaq3fSQwGKABIpIU8qyKFIHoG9bMLuq3fKaysXdO8/dtOrs9PHbdm++trv+1oHtP0/78HjXdisigmoBLARpAkgEiJVJTWI2m4Q8CtrIoEzFFqfFVnbtMHrquHVvnuC1C++qOy4qzh5PgVEm0wMkAphIyPZX5c2dvW/mtP1DB240aAYRkEFT8TQdCRBNEWl+8rYRIR0zNNXl5UNGj5jDu9BhfY8zaW5ychzvcjkQXU5X89t3L4Xw04bXePfWWxGpYSCDId7HUAeqymPCu0cE1YQHVgNkMpBPQjaAkSUtsVEdZ03f9+4tOu34n6hZYc0U4iH/J87gv4/L7RR0yXs9Lhf6vPj1tSfJsZ3ldHG+aUJl2wUSMku4V29Klss+m7fIcezkzEAVnj2FLTZs9eErvD3ro/trluOLX/HJX2h3Y5MTL10/FBRzGOBqSOT3lV3w+Ut8/gpbeXz4fFV48KsVa6988Qck9BZZxjFZ08E4hzIvIXTzZIapfto+Pg/msEw7pajxwdMrF+7vWHn1UP0/P5r3+bC+azI1w2nIJSBNIjYAaIKV5QCG7lXLtqy9M3vyp23zJ0SHVJKgJSE9SFUoIowk6EPVlSHKTsP67Zo340xt1+VhQeUi2hgWUuynyiIhVSY2A6Qnx3fvWjWvOH9sedkkvbbn0MErJo3f0aFsbq/qNWp5sZjVERCrVqeLRDFyeXJ4WG5EWJuQwJLw4IpAVTsasmnInjn1yPqVZz+uv7b/43trl16ZPfHUgO6bdUlDY0O7qyXFHdpOiYksB0gGSPZTZdOUHkAf5l9rSPtQybbt12Nl725z1y37/NurDVfOvJ41/nj/mvqOxYuiQnoCmAH0QKYyEi1AGkAGQL6ErJBBOwBzoCyvJHfgxFFrf//Je+7E85rKpbnGMSxpEXTprygHsAAkVXWcwJB6AK1SUqyU5UklqQEBGrVKr5CZ/RWlCnERAckAUV0qBzttaGtBtxPRiy6HAGT0Wm3vBOSs1WoXLL/IYaeKCZHBZR3aTykpHCcicwAMMWG1ybH9/eUdATLFZBEDeQAGhjDHx1TNmr7vxXPkORQEJ8RlCEL8zw//S5dOt4dze5xOzuFycxyHPi9eOPNLXESHAFn7fNOE9oWzRWDp3WMG4DteC5ILy1Y27t+7Klj+w7A6bHqJvvcpYOh4i3wDci583oiPWz7N6nCA8bsTl7xdLsVHv6KzxdnUgDb+0bZdS8P8n6z+6OKlB5DcS2IaJTNNEmlnyk1LCM08iX6qKr3O58F8KdsxQI5vW5//4bx/nfvHl56zh38/e/zRuU9fnzjy+OL5v06evP/VuTd7tv7jyzPNY4d9smbp9WH9t+cYRkYGdSBBS4NWSpvkbBYBBhKylEzF3Cnn69feHT1sly69L0sZABIA4gHiCUghIANAU1469dYNu70VG9/i86d46fzTxJi6LMMYuTifJtMBIoOC9IGBWqUyVS5LF7MahTSTBF2Aqm2fHqtruy4d3H99lq7fmqVnvr1qXzr7fNucaQXGSTHBtSRkKUWFueYhIYHFJKRSRJpamUWAloLMmNC+CZGDSchJiu7+Qd9VC6bv+/zIrzs33u5esbR9/px2eXMTo/uzRP779ZJMUSnzVPISBtoClKjpqvjQnvnGId2rpkwfv+3YJ/dWzL/QoWROlm4kBSaKSpFI9MJ9DU1oe/eaF+RfTIKRgSwArVSSGhSUERRoUcotYioXwMjS2vCwnCkTVj960II8OqzIOdDtwpZme3NzI6LLxbW8efvc60WfB18+daMb27UZYc6omzB259CBG5SSYgBDbHgPo2ZkWECNmGwjJosAMgH0NGEICy6ZMG7Lk8fv2S8cx3s9KJxf3ZxPgCZzLu//1iXHu9weJ8e7XG7O7UYPj8cO3Q5WF4X7d8o3TWibO50BU13tdMAWjAfiy7Vrn2+v3x6k3hkdgg9+Qo+1wdlkQ96Kb3nXc3TZ8EXT78Nm7KZCbwTEnqSle4IDcfdWbHmD9iZ8+WqF3rgi2O/JRxu+/OoPSOslNY6RGSaLdDPk2UtAO1OVM1Ot6eWyYSZFd1Apnt797eDOy1/se/DV8VcHtn23cuGpQT03luRObJM3LCG6XC0pllHFIwftPPPp65OHngztW1/VbhaAlgGjnywfIE0EZimZL6eLw/26ThhxZNfmnyrbz1VKCwnIICBNxGTIpSaa0MolORQYQwPLly06q0mpq+k6b8HcY6c+/XP10uv9etYnRHcP9CuQyzJoOpYgIigqRibVAsT37rn4xpWWW9dd3970bK+/u2HNtYWzTqxceKZ+9Y3qisVRAdXmtBGJkb0ADHImNzW+WiY2U0SaiMlQKTIBElk6k4D8QT0/Xr/81s5Nd2dPPtS/x7K+3Zf1qV5RUTQrM32MLmmYv7wjgImkjECmApkCkKaUF0aG1miTh+Xox1u0I3KNQytLJ1ZXTutXu7RTu7kluVOKcifRpAUgQSY1vW9SU4bRIzZuWnd90tj92aYRMnE2QycDRANEk5AqYXJoyFTKctJSOhfl9F4yf5dwJ+p2IfqQ4zgfujl3a3PLa0Te68HmRs/jh44Viw4M6L0wLLg0OrxKLS8mIVMhKg0PrA4L6Bas7iwiCgnIAtDRYGYpk4Q111bPufXNC96NDrvbZnVxHO92exwOh8Phcrs973X5Xpr/FqUw/MY7eK/HxfkEt+6eHTekbE50cHWBeWKbnEk0GOpqpwJ63KES+siqRY379hwPjN0DogsdKvDFA3S/cHMPffgU8Sk+/MfjGTOvJBgvkYG3mYDLpOJCaPRahsHff8E/f/lnr677YiK2B4S9XPnxlYsPIKVWahrPZs4A83TIm0XmzmTNYwINvXg7tlMEd1QEXj/yVaG5V3nOhFF9t0wZu71zxeSooM4iyGVBJwIjDbmGpJFjBu8d1ndrt4o5bfM+DFWXSAgTC8YAabG/pA0LFgYyaTCtWXL54/rvPlpytWeX5bFhXUjQA6QxkCFjzBRoGNDL6GyADAWbV1EyjQQzDZnTJh6vX3uvW9XqIP8OABkACTSdLBanM0yKRGwQtlR/VXsRXWgxjlq1/Nq6VTc2rLp2aNf9lQsuThq1b2ifTaV5kwJkZe2KJo4eumVIv1UV7cZLRMKxL1YiyQBIUInaTBp5cMG000Pq6o9/8uirsy07Nv4wuPfm3t3XtcmbGhHaDcAitEYpUQYj0YllOoJKA0glQMdQmSyVIxHlKmSFiXE98nM+LMyb1LvnutSkvgAGIPQMbVBI8gE0DGHuWbPUoBkiZQoDVeUAGRKRnqU1UrFerciRi/OEdVQtL8o19Z8ybqOtCdGDrc1em82B6HZyjV60OZxNiChw4y988XOwKicxuuqDQRsHD9iUZR4THtwtNKAmPKg2Ibp/VFh3AItUnCdEUEpEWVJxdlnbSadP/dbagpzL934e3sd5vE5h8tflcv3NPuH+LweGt9odLQKIvrUJ373BCR/uUUrbBau7WnRjtCn9JJS+tnocoMcWLiGOLJv7ZlP9JVXSVxC8GySHDFr8+gy+/BFdf+D9K79NHnM8POoMsD+C/x2Q/Ssg5hiwF0Mi/2xXiisXfOpHH1VJ96rC3yzfff38AyK5RmqcyGTOgaypUDADLGMp45AgYy/ejmXS0E6KiH+e/amu8/QRvetnjD26aM6xcWO2lRVMC1N1FoOZBSMJlgLTuBEDNucYBilYg5/MSEECQDwByQApanE+AVoaMkSgmzBq874dd2qq5idEVrNgFhMWOZMjZ7OktImGdAo0YQElEjLTrB04bsSuI3sffHrgr8WzLo4bcSzbNFEhLWXpTLHIKJUaxGItQBKAxl9dEhpU1b50NoClfelslirISB34wzd47JPfe3RaWpQ5tqJ4qiGlvyax1+G993dsujV3+sG2xaNUikyAeDGrYdlUgPjEqK4AOjlVYEwdNG/a5zMnnsg1j/OTlQOYAAwAFpE4R6rIk8gzKVEGQAJAJFDxUoVB5ZcjkWYBYQSwsGyBQt4uN2dCft6kQYO2pKb2BTBRtEWwtgGkAej79VrTs3q1hC4CMCgk+WLGREIqASksrRXRZimbGxpQmZ7Ur0fnBSMGrdq97ZJHSLZG5D0ORIeTa0R0//H7X+hFnxtb36FZ20shygbQiRnB95gtptolxgzSJA9Ty8sBdFKxcIZOFzEWuTS/puuSb7+x+jxCbrOvtbXZ4WxxOJvsjkbe43hfhrt8/14y349j8rzVZm1yOjw+Lza+wTu3HH16rRdTpaaMcZ06LM3PHiUR6Wu6jAJ816QF4utVK7B+x3fSpKdsyi0IOkmptkmVWyIiNiXE1IeFHZUGfs0G/06E/QWBP4L4H6KgS6T6vCp4D8DNpJijLJxSyQ8owhuW7f763AM6sUZhmCi2zAHLVMifDqZRlHFwiLm3x4EloqDOysjHN59MHrF56oiDMz78dNn808sXnxvaZ1dG3MhAcUWkskOmZsDwgasP7b118uidLRuPz525fnD/Kf3qJk6ftH70B8tWLz2+d8e185//snbFsU1rT27dcHbMsE2WjIF+sny1NEfGmAGSARIZSFNJzRSkAKQEqYoZMA7pu27FwvPbN9xdvvB6x7LFQeqOJBgAkmkyTSbRScV6gW4gZQrFVGG7NjOzjKMNmg/85GXRwV2CFWUsWCgwAuikRI6YyDZpBpi1A4JUxQApCplZKtb7qzMZJiXQP5cGLYCmtGD8B/03bF779dF9v1WUzgIwKGVtpOI8kjIDaIFIp1mtTGXyC84KCc/3D8qSKcw0qxcyxRSKksjI6uKiaXW91ufkjB027OOEhFoADUWbJNIspSwn0K8IQJOaUDdl/NG67qs1yX1pMJGgBUgiIJmlNTShA8igwKIQt4kMqMjS9RtQN+/hbzYfj81NTpvNhij0IdHp8HAO5B342dEfqzvOSI6pjgiuykgfEhrYjYACliiNDuuTljhUISkD0MkkeQxlAkgnQU+TlpKiKUcO/rO1+T1kyu12+9Dt9blcnNXNO3ie53kv70aBj8XzHO9x8B4botPltFtb3T4P/nCnYemiz8vL5sRF9i3InlHTZXVBzmgxq6vpMgqw2ZEB8O3qVbhj70UI/AmU9yHwN1nsTSr4qizyrDT0FKiuguo+hDyCwF9A8hsob4P4njLmc5Bc9g86CPBNmP85heKILLx5ye5bZx8wiTVK/USZaQ6Yp0LedMgcy1o+CMvs7XFiGzawUhb29Jtns8btHDtgz0fzv/782OPPjj1dMuv62MEn9m952Pwc//oXPvqNa3iNHg49bmxu5F+9sDa9896986fHhfd/bHz6yHPzysNB/aYfOfDV4X3X+vWan5FSqxBlsqAV6h4GUv0UJoB4P7lFKTEBJAGkzJ66f+70wxtWXSsrmh0eWA1gJkDPkBkiRiti0glIVkizw4LKAQxSprhXzUdzZ5w6uPe3xfPOTBt7YMqYfW1zx2vi6zIS+4T7VUip3GED6mPDOgUpSxhS76/KU8jMfqossVirUljkrElGWQb1WbVy0dlFs09On7B/cP/1Iz/YqtP2S0nqHh3VISikSKHKZMQaoBKBTBDLtIxYI5Ya/QIKwiM6xMZWJyXVaTSDCgumdO60VKsdPH368fyCMQBagHSS0AAk0YSOIcyRoZXFeRMJsADoSDBIRSapWK+QGfzV2SpFpog2MoRFQueFqtoXZ4+aNGbzwT3X//y99Zefn7x4/vbPPx+3ttoaG1rRiw4rNrzCbh0njxu+dfGc00sXXJgz83TnjsviIvsrxJUh/rVJsYNlojKayBGz2QBaAA1NmkkwpST2GTt6++NHHOcUdOnhec7jdXJu2/uJz/+Qgt0et9vl5u1u3s65bD6P1+1CnsN9u29mGofERvZMih1Y3nZxdedVBTmjA/3zBvSZCthqiwE4tWQ2v3fPaSrkB1D9BKpfwO8+qH+F4N+oqF/pqF8h5D74/wyqX0H9AJQP6ZBvQH1DFHQnKPKSSHxVwpyjRSck4bZFu78980AcX+Onmyg3zQHjVMidTuZOZMxDg009eQeWiIIqZWF/Xv9r2uhtEwbvmzP+zOY1tw7u/X3Huj+mj77Ur8v2HpXL1q/47N53z4R5vqYG15PHrx//+ebBry9ePHVcPn/v8UPX7RuPf7r79vMTtzKNFSpZcoDKIqa0cpEhSJ0TpM4JD85PiClLiGmbl9WnrM0HA/rMX7H4+PrVZ86f/mPfzm83rr4yuO9Wo2aklCkEELbvRIlIK5caAVKENUZE5omp/JlTji1bdHbPx/fWLr20Y8OtXfXfzxh/qGPJzNmTjm9bf+fArp8Xzjo1cfTuspLxAKkACRKRLiAgFyCeAQ0NmtjwimkT9p479Xj/rh961S5OjOvarfOsTEv/4KBCikoDiAWIBIhhRcksm84wGpbRi0VmEZMlYrIV0uIg/w4D+tZPGn/o//D2llFVdu3a/3mtTkqxUG9bkYZFCtiF3nZ3Y6CgYKHY3d2KXaioiISAgNSiuxGkYXVf16r5/7C87+d59vs+79jvfv97X2MOxtDBxx/nPM8553Ecc2cd37v7lZvLGgBbEmYHMHLEsJk0siMJHEcMWbhq6dVpEw/YDlsGYEclOZBgJAbDyNgIOtWey3Lv3XPioP6zfV13BIwP377xVsiWa0lxVQop0uKoq0NeX9dSVdGcz69vadRG3v0+uO80h2FLN6y4eSwibt6ss70s51JgPIsSMLDPqlFDN9JIYzFwJ2NuAA4YONKpHgyqz8hhK1cuPV9eIlUrEDIgpYKQSqUKpUStkWu1OEHoCNzwT/u46QW7Si6TmPJDBJ3oWMQLOtkDwI0KE3pbLbDpvcCSO45GsV+1bDcglaIPQPS1E8KXj6LM+lZxBv1kD6wBiy7Mph7My4BdB73aqH/UU/rmYdxcYJUDs4Xajw/mWeQeedzeaXRWEsB3Biea8b/hEvPaDx67MKe1Vo4LdSo0gdFrJqdfY/rPvUG3D2yPunUu93NU48eoX1dOFWxZ+WbhtEsLpx7bG3zjwZ3opITCXz8lGhXS4kilQD/rxI11ys4WVFks/1mtl3Yjk8mKXIR0aqSWIZ0a6dRI0o3amlB9taGAL87J6OJndr95kfv6WV5Q4OUFs/fuC30wYtCcHmbTANwAHJk0d3OuO5vpSKeOBhjGpLlg4NC7xxQSuFlbTJk8PuzCmcQXkUU3L6YeC3+/ftnlRX+e8ONtcxm11s99x61L2acOx86edmhgv5kAtgyqMxmzZbNcAUZYsH4nPy+ee/h4RJS/1yaAkXSKC41suqMfCjCYQhlBIg8BGADQH2AIwDAAOwBbk415rx4BLo4bD+7/fPVSZnDQkxnTw6lkV4DhDLoTmWxLIY2mkhyszP2tzMaPHLJk2sT9k8ftYdLcAUYCDAb4A2AwGRtBo9ix6K4chk8P5uQ+ZjPc7dcvm3f02oWPKinCVQjpf/8UdaHKYvnlM5+njQt1HL5qiv/+mVOPDui7AMATwIdFCfij72r7kVvZ9EkA7hQSj0rmkcAFwJEEPNsRq1ctu/jkYWpdlRjpEfptl/A7i/KfuDSh+Xse1xF6PYFkYvQ1pnjFomNMig+XOaW31QIqTKCRxgI4AgxduTQMkFY9wJwW/fRy7Yvbl+nsRJLZD4yTBbQSYFUCpxp6VEHPIuD+AFoKnZ1vbl0K7DJgVdMHpAOXT7dKx2h5TGYmxzKa0U9+4l/38d9c7iE5berptMygQROZvWdwev/K/Bmx697ODffORMS+fVEYH9v09F5F2NY3sycdGu8eOGda8M1L70vyOpQSVF3W9eldeub3mppSWQlfXFuiryo0lGQT8dE/P78pT/xc9/DW9+MRb9atOBcwaZevx7qRg//sae7FpDgADCXBcIAhNr38r1+K+xJdfetq4qWznzeuvujtsrWv5Uw68JhkFxpmS8WGsemjOQwHFtXRxnoigF0v8wk9OGNth84PD3v6PaHt3fOy6+eTLpyI27PjyQTvkFULL+zYFBkW9OJA6Ds3+3VUjMdljunXexIZ7ACG0ij2ACNtrCcP7DNtrPeWk4eji/jE94SOmPd10e+qIh9m3rqR9OBe2rMnWa9e5kR/KE6Ir437+jMhvjk+ruXDu7q7t/knj8UdOvD52OF4nstmb49tvj5BNn2nUSnOGIxmsZwBBpsuDsjgwGH4kMCNQ/djUccwqDwW3ZXLdra0cLaydLGydDPjuNCpDiRwpIKXJX2K04jVqxef27n1xqeogqK89sY6eV2VuO2XXi1D2wMvbt94Y9XCc0HrHgUHPls6/7KHa3Avy/kW7Fls6oyBfVY52+3gMqeQwMvEJQbOAPYArn/YLJo2cf+a5cejo7JE3SYfLCNB6DQajUaj+Udz+Y8WU6fT6Ux+YN3t6OC++/YjFvQwm+LuHDJz6rkFs6/O/fMcz3l9D0uv9avDARGqXlR4fvtU49sHL/oNyDDvk07l5JG55STzKrAoBYt84BZg3DyaeRqLk0qmV5EtC4FeRu5bwRn4FaCIY5VLoyeRGdGMfrKTkT/ia7ER89kuuxi8CHDdA14HMK/9VNftfdzWIRyNp1tPY1o1Z9ce23/n2J7nty99i/tSlpba+OR+dtCGmwtm7Fk6a0/I5ovRr/lF/LbmevXPGml+VlP8p+LTR56uXnS0F8efDq42llPmTTv44n7By4e5Z499mD/j4MDeARg4UMGJCk4AoyngyCS7AIzqZeHrOGqBi93iHZtvPHvIXzj7wJpl51xGr7FiTSSDExXsyDCMDINYNFsOw44Co9hUF4CRluwxACOZZCe7EbOKcuVJsY0vI/MunvwSFvRw9aLz547G37iQ+fBm4a1L2UEb7w8duIBG4gHYUkkOJMyWQXdhkt1I4EgFFxq4+rpvjvv060eyqKLIkJEmToxr/vyx+uXzvNMn3y1femSM5wr70XNHDJvZs4cfheRCAhcaxYNG9iKDN4CHi+NGABcq2R3A1tLC19LCq0cPbysrDw7LqV+fsWyGO53s3qfH9KkTwof9sRDAkQx2ZGwECRtMJg1m0EdamLtY9/Dp1WOc66gN7nZbA8YdXL3ofNj2u2eOvS4rFOdntxXndeVltZfmy7k0Z+dRy1cvunz2cNKdy4WH98fOmXl2QJ9lDPIUOjZ11JDNnq67yeBLwXwAHAHsAJzImBuT5te/z3wX+w3TJuy4eflTAb+5uOBnYX5VTXVDZ2e3Uqk25f/9y9Lr9TqkkiGkRSop2rjmDIfqxaGP9/Xcv2Lxve2b327f8nzSuFAu23XpwhBASnwgwOcrp4RP7r/hWPPJVrkkbh6JVYSxizBuHtksj2xWhJkVYdw8CjufzC4DbhlY5GPWfHJPPtmCT2HzqbQ0Bvc9y0Z85nHqtzqwXcDghVLdI8B1N3juJ3kd4njt54xYbFAjf4rVdLZFK7/63fNvX94WpH+rr6xoa/wlrq2Sl+R3l+S31JZ2Ndao5EKTERrSa1Bni/brx/wTEZEbV5zeuvbK0tnHZ4zfs3tbZNyHhvSE1sd3Mw+GvnYauYYB3mRwpQKPAm4AjlyajxV7LM9hjZ/HFibJnQKOAKM5NA8yOAHY08DNku1tbeFlznZk0oZzmaN7WriwqA5DBkyxNh/T08zHptdYgEGujrPzc7oyUlpfP8m9cTFu9/YHc47/UTUAACAASURBVKcfXLXw3MlDX04fjo/Y/cHXfRuT4kMCZyrJhUZ2pFLsMRgNYGdtNgnAnuewduv624FrrocGRS6Zd2zahJD+vX6L4xgkRzKMBBhKgVGm/+GyvAEcmFQvKngAuI4bs/vowS8LZp8cNmg+m+FJAnsMRjJoDj2tPGkUW3Muj05xoZPdAdy83LatW3kdwA5gJAlGkklDKOQhLKatGdeJSh4FMJyF+VjSJ/W1mO7junH5giPrV5z8nlBXXabIy+wozhWfP/Heftj8OVMPjh60YtOK+1vXPnYevYlJHQfgCeDPoc10sg3mOe1i0SZSSWPImBuAIwbOFBIPAzdLs6k8p8C5Mw7cuhyfm9lmIBAyoM4OUePPlvLyyoL8kuKiiqzMgh/pueVlNb+a2traOrq7JDo1wuVILkSh2+9aMMcySOPIMM7dOdSbt2fk0FVmLD+A4SuW7AQk1Y4ASDp/WvPgfizNugysioBTgLHyKOwcKjuDbpZJMyskcUuBWwbsMmCXAbcILPJI1jn/yuU7to3wzOPkpDqwW0DxCCV5RoDbbvA6AI57WO77ezisQQQaT+8xr2dvJNYIWpXiNqSWmWSGSK1CHa2qlqauzmZha5NMKkC4Eun+8o5COiQXoke3Eyb5bhzQc/ymledSYptKc2VJsVXRr4oP74kKmHBoqM1iJuZHBW8qeAO4WbEm2w9buWbJ1Y2rbvSxnEwGZxq4cmneAHYcqhcNHAGGUbERVuaONn3c+/Xm9bR0tuQ6c5m/n2lSsWE2fTyDtpwoLxEmx1e/fpqVEFNz9ti7Y+FvTh36dPzg59Btz4MDH/u4bTFn+5PBBcAWYDjAUABbCrj15Eymgbtpv3OzX33tfMr9m5krF5+cE7DHz3Oj3bA5Nj3HWTDdOVQXNsWZTXXBwBZg9F/9pUs/6z8n+O09eST+/q38h3fzdwU/4rmsMqk+AIZiMIxKNlHoAuA8sO/8WdOP9rKazKC60qn2VMoIKmUoi2lrZenSy9qzV09fMjj1tZg6qM+MQX2m9rceO2zgpLvX40ryRA1Vun277syYtGPdsvM7N0cun3txrHvYeK+9o4etMWdPIYEfBv7W5gsn+h0fNyaCRhpLBk8SuALYAziQwAXAyYI7xdVh45zpEds2XDlz7GUBv9WgRTriryhg/V8SJQNCRqRSapt/tddWt5QXtWckN146/WnKuJBh/RcP6rdsQJ/lg/qtGTF4w8B+C01cLpq3DZBENxog/cxpdOdBEql3DViVAiePxMimsdOY7G9ssxSmGZ9iVgrcKmBXAbsUuPkkixyydTalJ59skUdh51FpaQzuW45N17nHiSl1YL+A7BmKeUYAbzd4HQD3wxzPAyYuPYE+nkJG7d3SbqWgBRd3EyqNHDeoVWqtSCgXdgtkIqGwQ6SUqAgljitVarlCLVOpJIRcoJN3I0Sgpir17YvR18+9Ks1tFrfrygq6XkWWBq1/OsxmGYA7gDuHPIEEXpaMqfNnnA4Ler0vJGrimLDB/WYxMHc2xdOM4QUwkga2DNIoMgwkQz86uT+d3B+DPizqcID+5kyHIf39XR1mhASd/BZfUF3RXVspKc7ram9C509GnTn6/tq5b3evZb19VnP8wJcxvK0ATgC2GNixmS5mZjwG3YlGcjcpMXpbTSOBE4vssWX91SK+StaN5AJUW4ZePcrbu+P+srmHxnttHD10tk2vsUMHTh0xaNYffaeb5h77YSu9XbYGbYi8fDr16rnUZfNPDewzjUFypGGjyTCCRrFjMZwB7FjUMQCuAG79e82ztphGBicaxZ7Dduhh5dqzh6uFuZMZ18mcyzOjuVuxvE3JBGQY6jhq5qsnP35WawVtaGj/ycMGTB/vvfXQ7nf3ruQ/vlV292rBkQOxIdtfLpx7ydF2y7A/1k2dcHKi/yEOYyIJeBSSGwb2GNiTwAnAwZwz0cV+w+LZZ1YuPLN90+U3zzPKitsK82sqyutbW7qaGttaWwTCbpVSbtCojUoFIZepFTIjwlFprmLOtL1D+89zd9gy3idi3YqnS+bdmz/r6gT//cMHL+CwXJYu3AFIikYA9v3MecOdR39zmUtmZNDZyWx2HNcskWOWTTUrwswqgFsB3CLMjE+2yKZYZ1N65pEt8snsfAotncF9x/4XLn/XS88D4HGI5hrKGbEYadFElsUsSzMkkWjkhFygk4pwuUosx8USqbKjXdjW0trZ2iIXS7RqDTLqENIio86oJXCFRi3VqiWoo1HdUqdQCJBeicQdmoqiuh8p5U/v5b18VHvhePqMCUcHWi8AcAfwdLfftn7Z3T073p6MiD8RERMe+mrhrKPuTqvths/vZe49qN+4wf19bXq7DhvkOXnC4q2BBw+FX71/+/Ptax+j3+amfqvJSq8TdRuQAZny45EOVZVKF83ZtXHV6Qc30w7vfzNhTHAPzgQyuFLA1ZwzhkF1BhgGMJSE2QLYM6leAE4Ajp4uawMmhcwOCH10N626RPurDjXXoupioq5M396AmqpQUbb03vWkHVuuThkXNNY7MGDinuULzmxdfzdw9Z3Vi69tXnN33oyj/a2nA9gCjGJTXVhUR4ChJBgNYAfgxqKM49Inj/PZFxT4pJfVJAuuF4flxGHbMegjSdhgEjaUQbfFYDCX7tC3h6ef59Jtm05F3kusr9I01eo/vyvuazXGzX7J4L4BS2afOnHgy74dUXZDV/OcAhcvOB8a/HbTusjZARdmB1zw895jaTaVBK40ihuF7EAm2ZNJjgD2Zuxx9iNXb9/4eOOK60Ebrr+ITPvVoOzuVNfVtJaWVFVXNZYU1RYX1pUU1RfmV5WW1NTX/frVKGquM8S8rXIauYwB3kP7Lfdx27sr6MuR8PTw3fGL5l0cOXQhi+G0alkoIBWyAVLsxYuKh49jqX3LoGchcHPIrL+5TOCYpdMtcihm+WRuIYmbR/7NZQ65Zz7JoghjF5FpmTTue5aN4OzjpOQ6sF9AdQ+lukeAy27w2E/yjKC5BnNGLkA6NJ7JmWFORyKRWobjMqSWIw2hJow4jiOZxCDqVki6pVKBRCGR4kqFHlchndao1ek1Bq3S2NEkF7cbZF1I2onUYoR0v7f4snz8/PGUyX77x3qGhu/6cOZI0vpldzetuhcc+Oz+9cKo57UvI8s+vKrN/C7i/5BkpXXzf3RVFstbGrWiLqRRIqMO4Sok7DIKO5GwE4m7kagLSYSI0CCdFsllhEGHJEJ050bU8UMP9u26tWn12bXLz4aHvvRy2djfejqT6mkKCwMYQqWOtLD4bZHQ09IfA9v+vcf2MOcBDBzvuyI/sz079VdG8s+ctJYyvrCmSFmRJ8370VlXQVSV4e2/UE0ZKuITLx6Vbl57+8i+Tycj4s8fT9m/8+30Cfv69ZhCAUcMbMlga87x/KP/dDOWH5Piz6FNAvDk0Ka4OWzpaz3N0mwMh+ViZek26I+xbq7zpk/bumzp/otnXj5+EBcTnVta2NX2S2vUIqRDhBLNnLJ5ot/65QsOLZ59yI+3JSTw8ZbVD6b47x/vu2vF0ku7d0Vt3fRk6oRj9iMD+1rPYVB9MXCmUV0oZDsSZksm2QOMZtC8BtnMnzb20NLZ54MD7109/4mf+VMmNhkBI1yNxEKNRKQVdKkb6tprqpuqKuv5WVXJsbUXj8fy7NYB8OgwfojN2tnTr4ftiJ859Zz9qPVMqifAoBVLdgIikDVQoq9cEkc+/UjvVwo9i4Br6i8zadwUplkyyyyDZpFNtcihmOVQuXyKGZ9skUO2ziP1LAKLUmCXYrQcKvcj00Zs6i9HL2DwQhm8CHDeTeLtB94erk9oT+clSIdcAXwBDG0tcpFS1mWUixFOGHQIaXEkEyFBu1bYplJJdDrVP7DTqQ2iDkVjdXdeekPip+L3zzJj3+UVZDb8rBTUljfnZdUnf21+fLdob/Brf4/gflZ/WnOn+XvsvHEh+8PLxqjntVfOJt+8/D3uU2NnC5J0I6kQyQRI2IFaGvHaqu6q8ra6mo7WZqmgk2huVLa34L8alC1NColIJ5fqTLIYQoOQAV06/+hQ+PWjBx7eu5508nDUysWnp0/YPaDXdAA7CuZoznW3NOeRycMBBlJItiZHTCbdHqC/OcduVsDGD29/VBZ3F+e2FvFbygu7y/M6CzJaCjNby/JFbY2oslTV3ICqSgzN9Sjhc/vaZVcOhL57/qDq7tX8iN0f5k4/NmzAXDq4YWBHBQeAkTSyKxl4AO5s6mQAX4AxA/ssCt3x/MzJLy+e5SV/ayopljc1ovY21N6GZCIkFhjbW3BBp6G5UamQIpkItTfrpk1cv3T+3tCgm5dPf714IuHArjfb1j5cOvec/ajlY7y3LZx3NnDDwxVLbnq4BltwpwA4AdhTyA4k0u/4QABbDJwtOZPYpImjB62e7Ltz3oyw86eflhW3iAQ4rkEaFZKKCY3KJC03GnQI16Cq8rbNa85O8No+evAyDnkClzxt+IBNo4ft8HaLGD5ovbXlTBqJR4Lhq5aFmnxgaO+vXhE+fhrN6FcG1hXArQRWFbDLgJtPMuOTLfJJFnlkixyKWTbVjE8xyyNb8EnW+VjPUrCoAHYl0PLI3BiGjezU73mc7RrKdo0gO+ymuO0Fu60sr63WrguQHo1lUOf0ZCGVQiPTSTuRXISUSqNUbmxu1Odldn37UhH3IS/mTQb/e3VDmaClVtJWL2uqFOem1n1+xT+0697erbe2r7kUFnj9/uXYrG8NJdnN6QnVj27/OHbgw/oVV+yHLzUZNI74Y+HqJZcO73v36nHZ148/P7+vPHH4VVjIzYj9D6Je5TQ36NqbDTIR0mqQXGpsbhL9rO9q+SXpaNW0NCnamjWibp1MolcptSbvZaWCQAZUVd7Gz6x/+STt3Im3gWsvzv8zYva0A34eW3gua1ydljnYzfPyXDp33s61646GBF89EP7g6ZO0z5+KU5OruzqQTIzKilvqKrvrKrtb62XCVkLcqu9uIoTNOnkXqq/S/GowykSoqQ59T+g4fyJuydzTgavvXD+ftS8kauakw0NtFrDI3hRwoYMbi8Jj0XnmnDEALgBuGPgxsMl9rRZNHX/01NGEd69riwpUdTXGnw2opRk1/0K1teqq8o6Ksqa6mg6lHMklCOmRWoGEnagkv/vi6Tdh229F7Hn645s47kNb9MvGK2e/L5x73MdrS/++syzNplqZTWdQxoLpIB1zoFEdSKRRJNIoBt2JhNkBjKZh3lzK5KF9lk3wDlmx8HDUywwdjnA16miTqhRGYbdKLjVIxTpht8aoRwq5NuVboY2VHws8R/Rf4usWNnvyue0bP6xf+Wrq+PM+7vtGDFlpyR3LYjisXbkHEIF6AuX91Ut/cdmzErjVwKoFdiVwizCzfJJFEVgUYhZ8skUOxSyPbJZHtsjDeudj1qVgVgHMCqDnkc1iGP1kpx+lJdaB7SK2ayjb7cBvLl13sry2mtnNQDrkR6fPNGfJquvSvmUnxRSmfavKya7Jyq6L/1IVeSftysno84dfPL2dkBJTUsZvrchrr8zvqMzrykr8+eFp7rWTMeFBkdtXXzsW9uLtQ35WYlNBejP/+6/o16WXzsQHbbzjMnoVl+Y7xGbu1HF7tq6/ffZYbORd/tnj0UcPvjgW8fLlE/7NK/Enj76cO2P7ork7D+y9lvi1qLtDr5QhQaehvQUXdhlrq4TNjXJhN97ZISEIHUI6mVyE41q9DqmVSCpCSilSSpC4E6llqLsVdfxCMiHC1UgsQp0dSChEQiFqa0UKOeruQq0tSNiFOtoMHS16tRzhSiQXos5mY0OVoiS3KzWh+u2z9DvXY86ceBMWfGft8tPrV15cu+zijsCHZ44kHD/wdf/O98GBz+YFnBo1aDmH4kf5HapsRwJHFt3DnDXOnDXJ2vxPJnkiFcaOGrKmb89Zbk7r/Hy2ODss8eStXr/27K0bSR+jS2orJfU1wo5WlQ5H3R24DkdKGTJoUX21rKZcXl4oLciSvIzM+/Cy6ubF1LtXMs8e+7pmxeWRQ5aRwQvAA8CDDJ7m3LE0ihuL6UajOtCoDlwOj0E36Zlc+lvNClx5N+lLR266oKZUppQgYadaJdep5DqpSK3TII0SSUXIoEVN9YpbVz+5jl7OAl8yeFrQpw3qu3L5gntHD/zYvO7t/FlXHWw3MCieAENXLtsNSGPoB9jny+elkY8+MnqXglUpcEqBUQKsQuBkk7nZZPMCsCwE8zzMPA/jFpK4+SQLPqlvHta7kMQuJtGKMXY2xSqa2UN8+t73hAYYtZTuFsJw3w8ue0ieEeC+j+K2jWMXgPTIj2oxg9NTVF77+V1i9PP0pM8V2elNOZnNyXE1b5/yH15Junn208v73xI/8vPSakqyG2uKOuuKxfzkX9HP8m6e+XpwR+TeLfcuHvkQFZltqpc53+u/x/18cjdn/87nc6YeGj142dC+CwPGh4fvfH3vWmbk7ZwHN35cPPll/86n2zfe2bk5cl/w80unYu9dTw7efG2IzaQeHPeFs3d/iiqSdCEDjrra9M2NUolYTRA6lVqqVAv0RgWBK7U4QWj0aoVRLkbCLmNXG+psQa2NqK0ZtTWj9hbU2W4UdCFhN+rqQm0tSCREEhGqrTbwMzuL8yVlBbK0xJYn97IunPq6e8eTtSsvz5ge7uq8euCg6X16T7TkTOLQJgC4jRqyatqEI3NnnL16nv/+Vdvtq0V3r5fs2/XR02W7SYtIJ/mSgUcGFzLmTCXzKCQeCXgAPAAeBu4D+s11tFs3ZWI4Bu42fWaPGLpsvP/uhXOPb1p95uKp13EfS4r5nY01ClGnUS1DuALJhOhnjaSuQtLaoO9oQh2NqLkGVRbo71/jb1pxZ8mc8768kF4WM1m08QCuAO4AbhjmRqG60Rk8FtONyXBl0BxpZMdeZn77gh+V5irErUjehRCBkA6pJWq1TIUMSCXRSbqRQowKs2W3Lqfv2BTZ2/JPNnUigDsG3n16zHex3+Hputtp9HYAbwBvDNwwGL1kSRggta4/wJfLZ+WPHnxkWJeCRRFwCjFGIbBySZwMKjeDYp6HWRaCZQGYF2DcIoxbiFnwMRs+qXc+mVlIoRSSzDKoPT+wLEVnbqUkNsKoZXS3EKrHPnDdA14RwDtIcd3Otp9hNCBfslUAp6+o7OeX98mJ0UU/En7mZrTzM9uT42o+vMx7fvvHk2vJrx8mJ33OK8xoqMhrrSsR1hWLsxJ/vovMvXz088EdTyKCn14/9eXd45yMhLqizCZ+asPbp/yrZ+O3rL3h7x40ov8S11Ebl84+fzD07aNb/OcPCl48zL99OfXovve7tjwN2fQsbOurTStv+bhs9nLatDvo2eVTyfMDDvcyG2/B8JwbEBr1MksuRko5EosUJjGrQilGOi3S6XWEkVAjtRyppEghQUopUoiRuAu1/jLWVauKCtq+JRQ9e/L10qXXx4+92xF0f+Wy08uXHg3Zdv3yuc/XL8SH73q2c+vjmVOPDhu4gsmYhIEPgDuQXEkUTxppLB0mWjBnLpp9bcOqR/5e+1YsurF3Z/T6lffHeu8e0Hu+OWsSDTMdCbmSwI0EThSyE5XiTKU4kzFnEriQwJWMuVmaTdy47u7dW0WL5l+w4EwFcCODD89py9qlF04ceP3mcV5ybG12amNxbmtlSUdFcWtxXmNWWtWPlIrcjKaqYllrPWqsQvk/5IfDPgQuvxse8n5vcNSSORc83XZYcKZi4A3giWHuJBKPQnWjUV2oFHsq2Y6G2Y4cFLA76DY/pV3UguQdSNpulLWrhc2C1obWisLK7LSi8sLOigL1iQOfRwxYY8WY3ddqoZXZDHP2NJve81wdt4wds4/nFDy4/4o+PeZzmZNIwMNg9LLle//BpTTy/z8uecFUzz1/c0l1C/5nLiUVTXEfU9O+VmYnN/N/tGWmNSfGVnx4mff6fvarOz9e3ktJ+FiQm/azJKetskBYxhekxNS9uJt9ct/7fdueRIS8vHEm8c0jfsqXmty0ppyUprgPNZG3c0ICH4zzDHEavm6i956Ny++E73x7+9KPyNs5zx/k3b+ecfrw5z3bn4dseroz8OWGpffXL7nn57qHDZOo4O8wZMPG5feunEoPXHVz6tiQ+TN3373xpbpcJOzSqhQIGZEBRwYc4Sok7tbVV4myUuuj3+Y+fZB66cyH0KCbc2aEersvc7KbZTt8ysABvr2sPa17TMDAmUHluTkv37X91qO76Y9uZR7ZF7VmyVUfXoglewaAFwAPwAtI7qbYEQCvXlZ/bt305OLZjJCgV8FBL7Zsilyy8MLIYctJ4EHBPDhMfyrZnUbxsLIYT8HsaRQ7Bs2RQXOkU5xoZGc6xY1B5Q39Y25f62kcut+QAQuZFH8z5kQ2bdzsqUc2r75x5tDHV4/yYt9XJsZUfI+vSk+qTk0s/xZb9CIy4UTEg6CNp0O3Xbt4Ivrule83zqXMnXJk/tSTB3dFXzqVHr7rw9w/zwwZuJTNmgiYN5DcMcwNMCcS5kDCbEkwigKj+lmNnzt936Ob6eV8RWMZUc7vKM76WZHfUJRdnp9Rlp9Rk5Fcn/Gt88CuKDY2BcDfyXaLl+uOaRMjFs+7sG7l7dXLbsyYfNTLNWTogOVcxgQAOzI2av36A4DUOpv/FJfmBWBegHH+L7k8DO6HqW7BHIdZRgMaQ7IM4PSVVTUnxvxI+1qZkdiYkdL0Panu66eSqOdZr+5lPr/9483DHwnRpfzvv4oyO8r4guIsQUpMw9tHhRePfI0IeX007N2ts9/fPspPianLTW3OSG5M/PTz4c2ckMBHU/32ezsFzRh/aOuah0f3fXpwPef5g4LXj4se3co8f/zL/pAXOzc/Cdn0bMPSh2sX3fd3DbdmzjUjBVjRZtFhPICnm+2mPduf37v249zx97eufOZnNNdXS7J+VFYWNVYU/izK/ZnxvfLj26wbF6P3htzduOrcGLd1w/r/yaa6mwRxVPjtnGE6G//D5s8VS09dPR/35llR5O2ckwc/Ba6+N23socH9VnLo0+m0CTT6WMA8ABwpZN9hg5d5ue8I3HD/5jX+uzdNH983X7mYfuZUfPD2yEkTQvv2noaBo0nAYHr5SyYNo5JH0Sh2VLIdBbOnkhxoZGdzzhgXh9WjRywd0GcWgKO1xTSHUetWLLi4L/jljXMp0S8rEj7WJX2pS0usT/9Wn5pQ/SOpLvZD0a3Ln/aF3N6y5uLaxWdXLzy3YenVsbyQab7haxffCNrweOncizznbdaWMxn0cSTyGIzsAeAK4AAwGmAEBiMxsGWRPbydNx4Kex0b1ZCT3PkjriElpiwtrjgpJictvqAwsyn+U1nch4Yjez73MVs4sOdKDMawqGOHD1oy78+TRw7E3LySc/5U6v6wD1s3Rvp7B5tzvAEGLVy07X+CSxovxMSlD2YVwOmrqGlNictOj6sycZmW0pDwpfzjm7yoR/xX97K+vCpN+/qz4EdnaY6gIk9cliPNTupIeN/w4k7h5WOJ5yPi71/KiH5Wlva1KSfl1/e4+uiXZVfOfNux8cHS2efnTDm+bM7FA7uiHt3Mff245P3L0vcvi5/cy7h46vOB0KdhQZGhW5/sDHy+cfm9Pyec8LDbPrTPit6cOfaD1y8IODt36vHAVTdPH/74/GF2QkxNdnpzWVF3baWoILM++3tl4pfCdy8y7lyJPbr/6Za1V5bPP+U8clX/HjPp4GNSDlGBRwI3ky1WD7Np/p7bQ4Mir59PenQr+/bl9NOHYvcEvVn05yXbIRvppEkmkzAATwB3DPMcMWLZqFErbGxmOzuvCwp6FPm4+PGTkp27Hu8KfbJ4yYnhI+ZR6c4UmhOd6UyhjAYYhMEgCnk4hTycjI0gY6PImK0JTVN+Hocxhsvwt+JO9HTdumXtvePhnx5cy/78ujbhY8O3mPrU+Ia0xPqUuOr4T2UfXxfcv550PPzVxuWXfV228Gw3zp54dMnMc2sWXFu98NqiWed8XHdYcKaamksK1Y9M9TIlyv11HT+KBKOt2OP9PXbuD456frckKbr1R1xbWmzDt4+l2cnVH55/T/xUnBxbnxzTsSfoDZccMLDn8i3rn8yaftzPK2TuzGNhwS/Cd79fuuACzymQTvIxvYil00ZsCtz//8Ylhf6f43IX13Hu31yq6trTv+Vlfavhf2/O+dGS9aMp9VtN/KfSmFdF0U8L4t5Vpn39mZ/eUZzVVZLdXZwlyEnuSPnc9Pll9d0L6ddOfnt0NevD0+KUmLr0+Nqv0SUfXhVfP5+4L+TZ1rW3Vi28tGrhhf0hLx7cyHz2IOvVk+zXTzOe3E++cenzhVPvzh2Pvnjyy6lD0dfOfbt8OvHs0S/XzqY8vMF/fr/43fOq3HRFMV/FTxfERpe8e5WZEFuYk1lbmNdUWdheltvG/9GYFFv58lHmqYi3G1demT0lYqz7zuE2S1jYOBJ4UcCHBr4M0jgzxhQa+PexmjVj4sGj4R8e38mLelb5/H7xjfMZe4KiVi647W4XYsacCTAGwJtC9aMz/AHc+vb9c8SIZb17T6fTvSlUdwBnAFs2x4fN8WKyeWSqI8AIgOGAjSRRRzHoI1lMWw7bjsN2MClA2EwXDpPHZXkO6Dfdpvfvy8w+PaavXXFjx6bIC8fjn9zOi3lTFx9dH/+xJulLTfLX6sSYirTE+m8xtS8f5lw7G79r80M/1yCX4euXzLywddWDw6Gf9m5/u2Xtw+njI3pazCCBN4CHiUsSiQeYEwb2GIwiY7ZkcGBSfHl2W9ctu3V8f+zjm0VJ0a0Z8e2pX2rz01ri3xekfKlMjW/MShLfOJflMCyQARNd7LYM+2PpH/3mOdutnT4pfNHcs/NnnZo59bDdiFUD+/3JZbljMGjBwsD/Kpekvv9ZLnlH6O6hXMe5Rj3yBssATl91fUfm94KclBr+91/Z6U0ZSn0YAgAAIABJREFUafWpSRXfYkvi3xXHvimKjSpO/lqdnforP7M1L/NXdmrj9/jauOjKt0/yb19Kvnnh27N72R9fl6TE1WSk1CbHlcW8L3py78eFk9ERe56GBT3cG/zo3PHoR3dS4j6XJieUp6dUpKdUJCeUJsWXpX1ryEr7VV0uqSoT1lXJBR1IJUXCDiTqREiLhJ1ILUdaDdIoEaFBuAa1tnTl8ctL+D+Ls5vzs5qzvjfFf6yKvJV2LDxqx8Z7vm5BQ/osZJPGs0kTzWlTmTAewAvAk0WZZDt07YYVt69fSH/5sPT147KH13PORMQFrXuydM51L8fd1uYLKTAeA38AbwB3OmMcneHPZI0jUTwBXIHkRqF5cs3Hss3GUBludJabmaWPmZUXjeVMpjsw2S5mXCcrM5ce5q49zHmWXFcLtpsFm2fJ9mRT3TCwY2C8vlZTbHoG9LUMWLnwyv5dr6+eTXrxgB/7rir+Y1XCp8qUuOrUhOrkrxWf3uYlfKr8/Lbs7ZPiG+e+L5h+fFT/ZR6jt25YcuvMwcSTB+Ijdn9atejakIFLucxJdNpY0z7+z/2liUsA596Ws8e47lw6+0J4yLvIm7nx7+pTYxsTP5Z9j636HlsVE1Uc96Hu4+u64MCnQ/stZWHjGODLxHyZmM/fEVUskh8VvNgUHxbFlQxDli4O+h/hkrfbVC9NXGoa2rPTCrKSKjKT6tKSq5O/lSR+LYj7zI97lx/7Nj/ufdH3hIrcjJ9Fub8Kcn5mpVUnfS398j7/2f3UO1fiHt1Kjn6VnxRbmZvxs6ywuSS/KT2lKiWhKuZ90asnme9e5qcmNpUXShuq1aJupJAiXI1M0VpyCVIrkFaDlHKD6YKxvU0kFmoUMr2gS93WIlXI9IJueVenWCZVEQSh0xE6vUavN8qF2tZ6RWFOc9LX0o9v8l4+ynxwM+3Wpe97dzyb4renB3sKAI8EXlQYQwFfGvhbsqf78EL2hbx5cJP/7H7hq8jSN5Hlj64XHNz1aeOySD+38N4Wi6gwkYyNo5D9ADwB3Kx7zfb2CfXy3jlk6HILy6kY2YNC8wRwAMwRo7gAyQFgFIAtmebEYLkwaA4choMZ04XLcGbTnJgUBybZiUVxpYITFVwo4NKTO5GJ+fQ2n7Z8/qVd2yKvnol9/uBHzLvCuI8liTGlad8qMlKq075VZKc15GW0xb4vffEg+8G1jKC1d/3dgsfxdq2ad+XMwcQT4XEHwz6uXHh1QN8FDMpYEubzv517SDAaA3dz9pQRg1ZMHLN33bKbJw/GvHxQ+O1jbUZiQ/KXsvjowuSYii/vSj68Knl8hx+yJbKv5Z9s8lgyeHKp4/paBvQ2D+BQxpHBE8CNRRrDIntgMGTxwm2/5/HYK+dkjx9+YvYqA8ti4BaRmEUYO4/MzaSZZVIt8klWpqP1QhL333EZzbYSn739N5cUj93gshs8D4FLBM0tjG0/22hA4xm9p7N7SasastPyclIqs1NqMlKr0lJLvycVJcXlffuUH/8+LzW++EdKeW5WVUlBfVlRQ0lBXWFuXV5WbUZKdVZqfW5GU2l+e32VqO2XVNCpEHUrZBKDVGSUCJFUiORipJIhXIm0GqQjkJZABKHDcVytxlVKrVJuUMi1CoVCrhBLpWKJRCQWi0UikUgkEYkkIpFILBbLZBKlSqrWyHFCQWjlWp0a6ZERRxoFknSjn9XypNjyaxc+hm2/tSf4/qE9r8JDX65ecsHdcYMVayIJ3EngOXzAkgUzT54+FPvkbv67p+XRL6qe3S24djotfMeH1Qvu+LruH9xvjTnrTwppIpnkT6X4A4zhsgOGD13n7RXmO2Yvz227o8MmR8cNgwcvNjMbh2FuJLIbmeIKYAcwmkJ2IGO2VBhFw0bTSXZMshOD5EwFBzI40MGNDjwauNHBw5o7xdNp84YVN08e+vT2afbndznJcSU/UsozU8tzMioK+LWlhY0/ayRF/Jb6CnVpruzyqZi1i8+vmn9x5bxLq+df3bXp+Y4NT6aOPTCw1zwmdRwFxgB4/gcuMRhl4pJB82LR/XtYTLcbsWay354ls08d3v3q89uy3NTmUn47P63me1xRelL1t6+VTx+kXz79ddaUw8P6LyGBBwY8NtmfifmSwIsEXgDuVqzJAPZsmtPiBcH//Vy6HmJ4hJnmHl+K5WSGhbSqLj+7MDetPO9HbW52bV5udUFedWFuTXHWz6LMhrK8psrSX431HR2tApFAKhHJJUKFWKBWSIxyMVKIkeYvCyjTOz+lAlfItTKJVirWy8RIIUUqBdKof2vwCK0SJ2RqjUylUiiVaqVSrVBK5AqRTC6SSAVisVAkEohEApFI9A8ulXKTiSOhVWm1uAHXG3CkJ5BRi3QaJO5CNRXi3MyWK+c+7Nh86c9pO2dO2bVuxbngLXfXrb40Z+ah+TOPhG1/fONCcuTtrOf3s948Lnh+L//OxcwjYZ/XLbrj47hnYM/lHOp0MowznSRTSBO5rD+HDFjj7hY21uegp3uYk93mUSPX9u87j80eTwZ3CsWDSfeiUN3oVB6H7WnJ9jRjujLJTmSwBRgFMBJgFAZ2VHDi0rz79ZgyeujiSX47t224c/daVsLnn8lxZVlpFaWFjbWVbU0NnW3NImGXUibSSYU6uQghLRJ3oMe309ctObd+6aXw4DdBax/u2vR865qHARMODeqzgAw+AO7/a700cYnBaMBcGAxfS8vJf/Sf72i7drJ/2NH9b7O/d/6qIrqadI1VwtK8hrLC1qLcXwmxxW+f5xw/+HHlwisejoEj/1gy1GaBTY9ZFoxJLGwcGbyZmB+AA8Dw1Sv2/1e5/F/mnn/LJe8Q0zOU6/in0YB8SNzJDHOiqeVnTUNjVXtTjeBXo6i1VdzZIRF2yaUduLQDV0gMSoUO1+h1Op3BoDMircGg0+uNeh3SEghXI1yDtITRpEfW6lQ4odRoNEoFLpdpZFJcLiMUclypVGp1aq1OQejEuFakIcRqjUSllqlUKqVSrVCoZDKFVCoXi/5eCrFIIRErZVK1UkGoVTpcYyBwo5Yw6jU6vUanI/RGHTJ5NukJRKhRV5uxoUYZ96Xs4L670yYFjvFcsWjBgb27H1468+XZQ/7nqIqPb4vfPc97+5T/7Hbm7XPfj+z+tGHJnXHu4SMHrOtlPp9FnQwwBsALg7F0bKpNz2WerrtnTj4bMPm0r0eY4+iNPcym0cg+Jl9tEjibnEFNdpumRYKRdLDvwfEaYjPVYcS81UtObFp9PmTLzfBdT04den/vWlpMVG3m97aWn8qudplMrFHJCbWSwNU6HWE05Zv/9SBLdOLgi6n+2+dOPXBsb/SVk2nnDydHhH5cs+SGm10ggzIWgEcmjfk3XI4CcCBT3RkMX0uziQP6zOE5rA8OvBMTVd7dhHQKRMiRqEMl7FQLOtQNtYLyYkFaYvubxxVnjsTs3PLApOabNCbM3S5wYM+5bMyPATyAocsXhf2/cflP50T/hsuD4HaA4bHTzHmm0Yh8KdwAMwskEalkco1Ej8uRRoVMPjUGHUIEQn8XQoSMRr3eoNHqFDih0OAKrVZriqtWq3EcxwmtktBJca3I9AsqlUqhUMllarlMrVCoVCqFVqfQ6mWEToRrhRpCqNZI1Bq5SqVSKgilQieXEVKJRiJWi0Wq30uokYoJuVSnlBs0KoSrTUIqZCC0elxD4Gq1UqWUqxRSjUKuVcqRVoOUMiQSoO5OVF+jjI8tPXokcumSfQf23rt7Mz7xS2VeVnsxvzsnreXLm5JH19Ijdr1dv/jmBM/9o/5Y18d8Hpc+lU2fZMaa2pM7t4/lYsdh22ZNPR+46snqpXen+B10GLm+r+VMM+ZYBuZOAVeayRmU7GLOdDdnuPa18h01eIaXy7KAiUFrlx0PD31w7vi7W1e+Pr6XGv2m4HtCQ2GOsKnWqBAhpEVaNTJof78b12t1hMbknKo3RUlXl3XfvhK9ceWpsR4bx7pv2bD0+pWTaRePfj8U9mnVomvuDlssOFNJ4I2B97/jkkR1BZIrgAuD4d+/7zy7EasCJu7Zte1mRnKjoEVn1CBCgdQKvVqhl0m0UhFqrjfWV6CCLGliTEP06/IXD/Ovn085vCdq08obAeP3jfXcPMRm0pL/+j7+n+eSF87wDOY6BRiNaAyFFWBmhpRSZNAiHBlxpNMirV6n0xF6HYFwZNQgHW6S1ZnkxnKtTqHTK3V6tdbkeKMhcBzX6Qi9QWVAcr1RRuikGlyqUikUCoVCrlEqcLUa12hUWp1Kq5cROjGhE+OETIPLNRqVWo2rlHql3KCQ6WUSrVRMSET4X0srk+gVMqNKgf6ZSz1OGLUagx7X6whcrVEp1Aq5RqkgJCJcKtbJZUipQEo5kohQa5v25091dkZjekpNbDT/1ZNv756lpMSW5qe3FWWIX90rOnc4Yd2S2z4uu/pazMVgDIA7gAeADwubZDtw3cKZF/duf7c3OGrt4uszJh70dw/ydt3o6bTGy3WNr/vaCb6b/5wSsnjO/rAdN46EP7p24ePTBymfogpSE+uL8wT1VZqOZtTdjgQdSNiJBB1GYSeSCJBcYjpe0OuIv51TCS2u0xFGXIWUUvT5XdaOwDObVp5Zu/js7EkH50w+unbh9Q1Lbs2ffspp5Poe7Kl0sj8V8/13/SUGozEqDzAegAebNWnwgGWjhqziOawPmLDz3LE3Wan1coFBJdFJhAqxQC4WyOVifXe7QdiB2n+hmnJ5RbG0okiRnylOiWtJjm2NelZ691rSsYOP1q/Z/d/PpfsBukcQ22GK0Yi8SfQpLCaSC5FeY1Ab9BojQehwrYbQKrWE0qAhDGqDDkdaAmm1eq1OrdOr9QaVEWkQ0uK4Wq1WK5VqlUqlwRU4IcO1Ig0hxLUSDS5VqWVKpVKpwNUqLY5rCYL4ax+XElr535nDGrVerTKolHpTyZRJ1VKJ6u8llxEKuVat+ud6adRp1Ead2mggkFGr1xEErjY1A7jGIJcRQiHe3aURdGuFAkNXt76zyyATI5kYSbqNnS2aXzXi0txfSTHFrx/9eHU/797l7HOHkkK3Ri2eddndafuAvouszWdY0Kf1t5zv4xy8cfmd0xGJ186mXzzx7eTBTwfDXh3Z9+rU4ahLpz/dvpLw/FFGzPuSlPjagpzOyhJJUx3R2fqbQnE3koqQoNMg6CSE3bhYSEjFv6s+gSNcpcfVOkKj1eKEjtDqCK2O0Gs1Rh2OOprVNy9HzZ2+Y9XCY3uCHm9f92jj0tuLZ5xdFHDGzy2kB3uqyVP9/zD3YDAawBmovlT6BDOzmf16Lxtis8rdYcv8gMPb1l38HJXb3ayRCQhBp6y7U9TdKRJ1K7o71V3tmqYGaXlJa1lxW02FuK5SXVmsrCrRVJVoCnO6czIaN2/6H9jHPcNp7ttY9pONRuRDpk1h05Gsy6hTIkJnwI1arZbQqbU6hV6vRFot0hqRARn1yKBHpiwPnV5tWggZDAaDTmfQ6Qx6vdZgxPVGhc4gJXRSnFCo1Uql0tQaGnCNgSB0Wi2u1an/zjXCcS2uQbgGaTSEWq1WKuUKhUwmk8hkEqlMKJUJZXKRXC5VKuVqtfIvA1wdQRBGLWEg1FpCpSVUuEalVinkcrlUKhcKpDKpWqnUy+V6oRAXCgipHGkIpFEiQo30ODIQSK9GwjZNac6vb9FlR8KeHtz16tieL+eOpl48kXnsYOKuHVFb1kfu2vwiNPDF/h1vTx2IvXY67d6VzKd38t88Lkr42JCe0FqYJakoUNaV4S31RlE7UghRVxsSdCBxN5IKkVSExAKjoJPo6lB2d6o6OyQd7cKuTpFIJJHJZEqlUqVSGXRIr0U6wqjFdVpcR2i0uFqnVuj1OGr/pXl6P3HzmtOBKy/v2/7i6O7Y84e/H9r1OTTwxaKZZ51HbbDmTqeT/SkwBsDj/8AlRvOn0acyGQGWZgv7Wy/3cgpZMf/CljWXP7zit9YrxR0aUbdKKlKKhTKRQCoUyNrbBPV1LRXl9WUlPyvLWqvLBdXlkuI8QVmhuLJUVFct2rBuOyC1bsB/ikurQsyikGT2X9jHya6bWaMnIiPyp3NmmLGRSoQQjgiDkUAmLk02X0YcR4QBVxlxDTKBpdNrdHq13qDRG3CTZbdGQ2hMqZh/zdo6vVqrU2s0GpWSUCp0KqVeo9bjGr1Wq9Vq8X+4z+MGAjfiGoNGo1JrZCq1VKEUyxUimVwok4tMS6H865DoL/N6LaFBRoNRqyFwNa5RERpci+sI3IBrkEKmV8iMchmSSpBYhITdqLPL2NVhkImRWIBEnXpxt07SoW+tVxRlNH+LLou8nnbmUEzYlhc7N786sCvmSHji0YjEowcSzh1NPREed3DXh33BLw/uenX2cMzTuzlxH+rqSlF7A5J1IYUASbqQqAOJOn/jKBYYRd0GUbdOLNSKhYSwWyXolotFCmG3pLtTIOwWSERihVyqVMgUMjmu1mmUOo1Ki6tNO7heixsItUGjQHIRKi/sfv8i9/q5uJMHPl44+u3p7bL7V3LPHknYteXpkjnnvZy39baaaaqXGHhjmCcZ3EngSgInk30zBo4AHkDyA/AHGG/O+rNfj0WutpvnTD20bcOVqOdZteXi1iaZoEOllGllYpVQIBWKZO0dgl/N7b+a25uaOhvqOqsr2qvKuxpq5FVlwvoacX1N9/p1W//tO7f/Wy7/7Ts3jyNMj50WDjOQAY2hsKYyWUgmQgatAUc6HBFavUaPEzq1Vqc2EFoDrtdrTcYMhM40Cf81D+v+5TP88z9MfrV/u+H8ZdSk12q1OI5r/vERGo1GS6gIXKFSSuQyoVQikIiFEpFYIpLKpQqFTKmUq9RKjUaFExqtFtdpcUKPawwETmhwjQrXaox6AuEqJBMjhQSJulB7C2ppRD9rDeXFKn5md3pKS/znyrRvDZkpTWmJdenxdT8S6lNi6mLfVjy7zb9/NevUgdjVi697Oe2wsV5owf7TjDnTzyN805rHl06lP7iZ9+JhcdSz0shbmWcOf7h4IubJbX5qfFdDBWpvQq2NqLUZCQRILDCahjO5jBALlIJOiahbJpMopWKFTCiVdEuFHSJhh0gqkGnkuF5j0Ch1pj9UgtBp//oI3KBR6zUqpJCi1iZdQXbXl/eVT+9n372aeuNCcsTeV4Frri+ec2K8T8hQmwVs2jgqjDFjTGKSx1LBhwpedJIXk+RBARcAJzL4kDA/080qneI3uP+8KRPCNqw6d/Hsh6+fSuqrJd0d2u5OtUiAy8SEWKQSylSdUkW7QNLUJqj72VFb215b3V5b1dlQK6oqb6uvE7S3y5cv3/jfzeVh4B1m8Haa289EeuRL5kxjcZFc/E9cGjU6LaFT/3VSqNf/ByJ/Q0lo/+XT/71MTsk4bmordSbXWp3uP9rNm0qsVovjGgWuUWjUco1aias1hEZrarakIrVMrFHKtBqlzpSz9vtk4C8FtA5HajmSClBrE1FdJiviC7LTOuJj6l8+zr9yLv7Qvpe7gyPDdjx4cPP7m6d5X6IqY6LKY99WfI2q/PSi7PWD/Nvnvh/ZE7V6wSVfXsgwmxU9uXNYlAAKTGKQ/j/e3juqyW/b9470EHoTRLCAvdIEVKSJohQbooAI0hQVRUBBpSgWrAgoSlEQCxa69N5BQMXeK6DUkJ48fb5/RPf5nXv2vneffc5+M75jwWBkPCHJ55llrbnmclwwe8/WjUmRYQ+vXWopvv+uquhryf13l05VHwm9G+ybGhp848KpqvwHb7ses798JoZ+EQN97P4fLOYogiNAYsBlIb/6x0Z/MVkjbMG4AOEgKBf9LT6GCHGREBffkyKR4I9EQiEiEhLiOvz+b0hv91BN2duCe08zUuvjY+4G+1/y2HTc0S7MbKHfPEPPeQbb5kzbNlnDRUHKSoJmNIG2ULyvgy6xRIpmrsKwN9B3W2Ic6LI6Mtj/0pkTeVkZ9Y8Kenp7BoZ/4eOjxNiQcHxUyBoTjI1yxlj8ESb31zD7xwDz+/exb19Gf3wZ6/vK+vFl/OvH4Xev+kaHhdu37fyH9Zf/Iy7/ug5pEitrEvp/45JAUEKA4UIcxUgU+09c4ujf9F9O3PitPyZTfAbCb3xxHCUI4g/QCIqKEET4u28OimEILhIgAh7CGReMj/LHhvmjgwKED2KJeCDkgoBLCrgkn4ON/mKO/mL+7GN+fj/44sn31vp3RQ8fZ6fXnzn+8ER07tGDt0N3ZwR4J/l5Je7bfeP4kYLYQ3eTzpbeSu+4e70zN+Pxvcyu29c6rye1XEmoO7wv123NKaPZO/U0tqgx1inJuSrQ16spuM2cFmBvddTHM+VI2N2LpypSz9ennq/PutJ1+UxTdHi+79bktfaHHVce8ttxMTb6TmnRy662gW8fkcF+qv8b0v9dwB4FEgXWsIg1zBsfZo8Ps1hDLB6Tg/JEJEKgIgxBxHuVhL8XC3AhTogQRCgUInwezucCmwmD/dj716ynj3896RysLnude7MtM7U2+VxpwrH8k9F5Z44VHYt6EL7nur/XBY8Nx7zcjvlvOxMSlBS2JzUu6s7Z+MJrSTV3bnQUPeitLn3TVv+5p/3bp7djo4OIiAcCLskbFwjYQiFHwGfxRFxEwBaxR/hjv7hDPziDXzm/vnB/feEOfuWN9ok+vuhjDfB3bPH7h+vj/9285x9yaRQtY3xAaZ7LP+CS+MOlAMcQ/F/h8q/k/bYHCCJEEOEfM/kXK4tSqJBEhYAIQMQDAQf4bOAygTMGwwPYUD/687uw7wvv6wfmp7cj71//fPdq4EX3xxfdH3s63zfXvawofnI/p+XyxdL4o3dPRucd2pft63Fxrf3hJYsCF83ytbII3eR6Mmx3ZkJcYUZyU1ZqW/bl1pzU9uzL7RkXW5JP1hw7WBDocc1+6WFD3e3K9HXK9A2aah7aap6G+gHLlxzycEs8sOvGkbDbMeH3YiPu792RHhqYExnyMPbQo5iDxfuCs7e6J6xdfcjeKsRz4/HYyNu52V0dTb/ev+R/ey/69oHHHQHuKM4ZFbFH+JwRDo/JQbhCXISIuRQbSwTloxhfHLLjhEgo5HPYgnGmgDmKjA1jI4PE0E9ssB/79on7/jXz3avxV8/Gn3QMPW759bhlqL3xZ1PN99ryTzVl7xuqPrc3/uhu+/W0Y/BF5/Cr7uG3T8c+vhj/+obd95H76ytv6AdvfEgoYOEoHxdyREKOABOKcJEQ5fFwrghjo8JxlD+Gs4fxsQF88Juo7wu/7yP35xf+66ffXvV8/P+HyxgZ4wPK812BgOUSSo7yisBhAo6QCPWHSyFK8DCch2NCHEOIv7D4X2LK/9wiDAMcJ/807uaLEJ44XxEzKBQKRSIURXEcJ//avQnhA58FzCFq4Jvw0xvWyydDPe0/Hjd/ryx+UVXysvrRi9qyV3UVLxuqXjdWv2qqed1Y2dtQ8ayypKfwXsfdrKb05KqEY/lRoTnebmfX2Bw2nhs4U99zqrbbLH1vK/ODWzZeiNp/5/yJsszk1uspbTeSW7NTOrNTOjMT2xKOPDqy/0Gw9411qxKMZ4doKLnRJZ3o0uuU6Rv0JnpbmUfu2HY1Ovzhsai8Y4fy4iLyI4Lveromms/fN13Hc/aU7TZLD23zSNoXfHuXT5aPe+oWl3OeG87t9U87e/zRvayuquI33a19b18MDX0XCNkUKQISAUyAirhCHKUwjEBRFEGEIoQnQrgihC1C2OIjHIVCPofDGxvljI0IWEyMx4HRQeHwT/7wT+HYID76i/j1A+n7LPzxSdT/Be37jPR9Rvq/iPq/iPq/Cn585v34wP7xntn3duTHm+H+98M/v4yN9rPZQwLeqJA7yuWPc/njXAGLg3C5uJCHCrgCDlvA4vFZQi4LY48TYyPw4wf69h3vyfPRhsZPxY+6bt+pSknO9tke9D/j8p+pJzKKkTUJ+xuXq+kKwGKSqPDvckmiYi7/C45/F8rfaOJ/g5ggCJIEigLxGZ04BigCAj7BHkdHhng/+8f7vo9/ec962zve3TpQU/o6705H1tXaKxdKLyUUpl6suHapIvNyzc20+rs3Wh7ebi+811X8oLvkXldx7uP7Oa1ZV+uvXqy6cOJRdMS9fYHXAzyvOtnGGs0Onj3Fd6ae78IZu+yXx3lvST0WWXgpoSYzuT0zuT0zsTUrueNGUkfa+dYzR8ojgu/6b7m2dV2K44oT82bsUVNwl6KtnajqMccgeO3Kk7sDbsYdKjgeVRATfv/wvtx9fjf9t6Q7LI2brLaFRrOk0cwlaMtUFNZYm0V7rk8/sq/ibGzLqaM1h/fnhQdnhQWnJcTdv3KxKO9WY0vNi/cv+kcGuCIODhiQ2N/aqVE4jqKYAEHFdHJxQkRRBI7jPK5onMljjvHHmQIuC+OMo6wxEWsUHR8RC2eNEuPDJHMYGxvERweRkV+i4Z/CoQHeyACXNyTkD/F5gzzOIJv1c3x8gDk+MDb2c4w/zuUyOTwmi8diCzhsAYfNHhsdGxrmjfHGh7iD/dwvn8d7ewdrGz/m5nWlZTWcOPtg9/4LPgFHNrj5e3v/4/rL/27dxj/k0jhWzjRcZcE6MZer5BjAHMWEvL/rx0kUIzCcwMi/CMTCUQpH4O8IpVARIeSjPLaIzeSPj/KZI4KxYf7IL/7QAG/gO+fLh5E3zweedH5qa3zTVPO6+EFP3u3u25ltmZfrrpyvSEooSzxVlniqLCG24OyxosRTZVfOV2UkN9y81nIns+Ne9uPiu73Fd3sf3OzJSWtPS2xKPFkdE1GwP/DWVteLNmaR86fvnDMlYN60ILN5oc4OZ3f53Tp5tCz5TH16UntGUvv1S+1ZyZ0ZF1tTTtWfj6k6tPt+kGfG9s1pGx0vLll8aIqOv7qyh6bylnkz9qyxP+G3Le1QyJ1jkfknD5eciHp0IrIyyCNr2aLISSpbVGVdleWcpH+Xetjc7O63AAAgAElEQVRI0Bwmq3qvtjoZsbvofHzr2bi66PCHwT7Je/0Tw/ekHD+SmZFcWFnU+eZp3+B37uiggDkiEK+PI0IcEaIigVAk5AsFPJGQL55n4HGEzBHO8C/mr/6RkYHxkYHxob6xn9+G+78M//w2OviDOfiD2f9ltP/LcN/nkR+fBsXq/zL889vwl1efv7/91v+hr+9TX9+nvh8ff/R96uv/OjA8MDLQNzjw7Wff9599339++fT93ZuPb56//fj80+vO9+11L8qLO+/kNFy4UBhx6HpgcOIWr2Oum8LXOu1c6+SzfVvwv59Lkzg503DVBRvFXDrIKsDYCCrg/5/5uDjvQYjfIKL/pzDR3xdnHB0fFQ4NcL9/HvnwZuDls29PH3/u6fjYUv+qpf51S93b5to3DVWvq0t7ywufluY/y83qzL7aevlc9anovCOht8KDM/cHpof4p0WG3Dp64O7xyLyzcSUpZ2oyU5pz0jrvZD6+k9ZxN70zJ60zI6kl5Ux9QnTFwT33g7ZlergmrbSMMZ4dstBwzwKD3caz96+1P7tzR87Jo2VJCXXpSe3pSe1ZyZ3ZKY/TzjdfPFYRH1EUEXw32PvGtk1XVlvFzzXcPUVnx1S9gKmT/MwWhzuvOu3hlrjL5+rBvTmxEQ9iwwuO7i8I9s5eaRk7SWWLuIh4Am25NM1GhuYgTVspRbNVknIynORjZxnt43Y1NOj2kf0PovbdOhRyPXJfenxkdsqZvNzrDaUPO58+/iouJur/xhwZ5I6P8tlMPnucJ+Ah7HHe6PD48ODY8C/m0M+xgR8jP74OfvvQ3/dloP/LYN/nX98/Dnz70P/l3Y/Pb7+/f/n5w6svH19//fDqy9vnH18/e//yyduXT94+73rxsufVy6evn/e8fNL57Enns97uFy9737/sff/0yeuex6+6Ol92tPU2NXTVVLXWlDU9yinNTy/KSrx/+eTt00eyDoZc8d+esHnTURencL/tJ4J2HA/ZFRfsG/7vrwteHM0wP6S2cBMQsFxCZTVdif/588tnvZxRAZ9DICiFkuIFPhRDSBL5TZvYFhIokNhviXjAZ1OsUWxsSDQ0wBv4zvr+efTLh5He7q9POr90NL9vrntVX/mitry3tvxFXfnrhsr39RXvakrflBe8LL7f+/BWV25W5+2M9uyr7VcvNJyJfXQk9M6BnddD/NNC/DL2B1w/sv9ebHjeycMlF+IrL5+tz0hqyU7tzEnrvJfZcyftcdaVjvRLrUmn6k9EPTqw807QtkzPdckrLWMWz9wzf/rOBQa7TOfud119fm9Q7okjpYmnq9OSWjMvd9xIak+/0JxyquZcTGlc2P2Du28Fb89wdz1nZXrQQN9XW91dS91dT9trjmHACouIjS6ngrxTDgRfP7z/dkzYw6iQB4Ee6bZLjuhpbKHT7CVoyyVoyybQLGRoK8SF8Qxpe31N9xmTvSeru6nKrTaeHbhqeZT/1qTD+2+fji68eLL0yvmqjJTqm+lVuTdrivNaqsu6m+ued7W/7e35+Kr3y4e3Pz68/fH+zfd3r7+9ffX11fNPL559eP70/ZOOl0/bnz9pe9HT+qyn9Vl3y9PulqddzU86GjvbGzra6jpbatpbatqbq9taatqba9ub6h/X17TXVLRVl7fWVrbXVrZXl7eWlzZXVbSVlTYX5dfn3i2/cT3/aurdS4lZyWcyU46kXD6UkhiecmZfclxwUpR/4gHfC/u8z+3ddjZm37VzR7JS4rP3eBz493NpEie/5KA4vlwhpeZIV2W9/dDe1Pbl3c+fP9hsNoYSQAFQJJAYUAiggr8hiI78Evz8wf7xZezbp5FP74bev/75urf/xZPvz7q+9HR87Gx529rwurX+Q1P1+9qyVxVFz0vznz7Ke/roYW9p3vOCu08K7j7Lv/3sYc6T+9lPcm9038nsvpX+ODu1M/1S66VTNaeOFseEPTy8Lzdyb27k3tzjh4pPHi45F1eZnFCXltiSdaXjVlr3nczuW1c7si+3ZiS1pJ5vTDxRe+xg0f7AW/4eads3pTpaxZnN3280e8/iWbvN5oc4rUwI8r0eHX4/Ia44+WzN1QsNaRcarp6rSTpZcTam6EjIrdCgzACP5A1rTi413jdd30tHw01ba4uulvuMadvNjXc7rT7iu/VsSOCVg3szo/bdCt9103dzspVJ2CTV9TK05RNoSybQzCbQTGQkzCbQFknQjBTlVuhrrZs+abO2ijNDwpZGM2NMWDFVc8PSRcHuTifCdt04d6ws7VLdjdSazCulacnFV5PyryXnXb9WcPdmRf796vKSlurytoaarpaGp62Nz5rqumsrO2rKWhorOxor2+rLW2pLm6qKa8sLqh49LC9+UFJWUP4or7T4fmn+naIHOfl3b9y/lXH3ZkZu7q3inOyCG5kPMtPviZV+9d61K3fPJaQlnEw9cexyzJGLUQfPhIee2L83Liw4+sjOmNig2NigY9GB8UcCT0cFnI3wOxPhd+bUwYzovUnx4Slp5+6E+kf+2/edTTA7RjeLUJzrDATYymquZWiMvnxbV1nfXNPd0/Hx86fRoREhm42xx9GxIXSkTzTwmdP3kfXt3dinV0Nvn/W/7P7W2/n1afvnruYPHQ1vW2tfNVe/aKx4UV/WW13cU1nYU5HfW/rgWdHd7vycrgdZHfdvdD7Ievwgqys343FuxuPcjO57mT25GU9yM57cTe+5k9adkdRy7WJjypm6C/EVp6NLjkfmx4bnRR94cPJwSULMo/PHy5MTqq9erMtMacxKbbl5re1GcmPmpfprifVXztVdPFF5PDI/dOfNQK9r3puS1trEWCzeazp/l/HcILMFu1bZRG/bcil0V/rR8FunY/LPxxclxhdfPF50NibvROTdA4GpO70vea4/6WgbaTo/cMrkzdoa6yZqrdfWWKev67ZgzjYbq71b1h8J3J4QEpi4LzBlt2/KVtcT5gt3aimtlqaZTqAtlqAZSUxYICs9X0pijrTkPGUFc13t1ZO1ndQV7GRpSxWkrOUlrJSkbHTVnIxm+zjbR/l7JO4PSo2PzD555Prp6KzTMddPHk07HnX5WGTKsahLR8PPHT+ceDb+yuULWRmX72an3b+ZnpeT8TAz5XbW5dvZV+7cTL1982pOdurNrCs3bly+fuXc5dTzl69eSE1LvJaWmH7tYtrVC9cun087c/JyfFzS0cgzBw/Eh+6N2bvrcHBgRLBf2G7/8GC/sJ2+YUE+B4K8Q4O8Q3du379zx/5An5Ag3707d+zf6Ru60zdsp29Y0PbwQO8wX6/9OwMiIw7Exx67GLjzX/bj//w8kWkc3SxMce5aMZdOCprjbz4017VWFbc3VD/v6vz8/EX/2zf9r1/09Xb/eNL6tbvlY1fzh8dN78UUttS8bKp82Vjxoq70eU3Js8rCnoqC7vL8nrK87pL7nUV3Ox9md96/0Xk3o+12WkvO1Waxbl1tu32t/fa19tvXOm9f68xJ7bx5pSMrpe1GcmvK2aqkhIoL8WUJMUXxUfmxEfePHsg9vP/OsUMP46MenjpacPZYwcWTRUlnSlLOlV4+X3b5zKOUhJJLp0suniw5E1cYE343JCDdzyPJzSl+5bKwJYsCTeb7mcz3W7LI327FAbf18QHeZ/ftTI7anxEdnhUXkRUXkXU0NOPQntRd3me83Y6vW3XQ2jJ4wUyPSdprNVRXqauv0VJfq6PlZDht/RLTbS6rQ7a5H/HzjPPzPL598zFXhwijOZ7qilbStAWStHnSUvNlZGbL02fLyhrIysxUVjTW1lqho2WvrmBNl1iiJGulJGulRrfRVVs933CLtfmudQ6RW1yPbtsY6bf1yB6/46E7Tx/YlbAvMH6PX0zwjsMhgdF7/KN2+R4M8jkQ5HMg2C9sb+DB/UGRcRGnjh08dfzQ6eOHTh47dDw2IiY67MiR0KiYiMMxEYePHjgcte9QeHBYiP/end5B/h4B29wDPDbtcF+/fZOLl5uz12YXz60uXh7rPDev2ezm6LZp9aZNq9ZvWrV+y+qNHmvc3J3dNm3csmHLls3uW7du9fTy2Lbdw9vHw9vHw9vL3XOHj98OvyBvv0B33388f/m/xqVRNN0sTLzeYyur6ayoxf/040nHy7a61y1175sb3zU2vWlqeN1Q86qu/G1tyauG8tf1ZS9qSp5VFHSXPuwqym3Pv92Sd6s5L6f1QXbzvRuNudcbcq833s1suJ1el3OtLudqw83UxqzL9deTazOTajIuVWcm1WQm1WZcqsm4VJORWJd2oebquaorZypSTpclnyq9cKLwTNzDE0fuxUTkRO3POhRyPWL39Yjd1w+HZh85kBUTkXMsKif+SM7J6JxTMbdOxd48eSQ7PupGXGRW7KHso2E3woKvBmw777XppKPNgeWmgUbzvIzmeZgu3GZh7GtnvXudy0Evt5gA79MhgRf2BV0MDTofGnR+r1/CTu/4He6xm10OOVrvtjTxmWOwQVvLQU3FWlXNTkNtpZaGg77uqoXzN9hb+ax3Ct7sGrLZdf+GNftWLvefZ+iipmgmKzlbVmamPGMOQ3GmgtIMOmO6rJwhQ2GuupqplsYyNeWlivKWErT5MrTFyrJLtFWtDCavWjR7w/Il2xxW+DrZ7XCy83Gy81lru83Jznvdap/NLoEeG3ZtdgnYuNbH2WHLapv1K61cVq5wdrB2cbRZt3q5s9OKdRscNm113rp9k5f/1u1BXj67vHds27hp28ZNXuvdPFw3ujtt2LDK2cVu7Vrr1dYmVtYmVlbGS5cbWS5ftMR6sbm9sYWDmcVmu5Xudis329q529p42Np62dtuX2nv6bjS1XXVmnX2a5xWrFm9dI2tqePyhavN5zqYzbQ3m21vuWCTs52P71afoO3/bi5jaEZH6GZhKgtcgAAbGQ0nhYmCTwPPHr993PixqfpjRenzgoKu/Adt+ffaC+4+Kbzdk3+rXYxg7vWG2+m1OddqslOrblyuuHm1OutK9fWUyszkiszkisykqvTEimsXylLPPbpytiQloST5dGHSqYJLJ/PFuhj/8GL8wwvH8y4czzsX9+BMzN2E6NzTR2+fOHorLjIrKjQ9bPflkIBLe/0T9/onhQQkh+5MORCcErb7csTe5EP7kyNDkyNDL0WGXooMuXRwz8UDuy+EBp/fF3Rxl2+Ct/uxza5RNpaBSxZ5LJi9YeGcDcYLNpubbLW28nNctWejc6jHpkjfrTG+Hkd3bDni6x7lvengVtfQLS6hzg47bSx8TBdtmW3grD3RWk11mYqqlYqSlbraismTbGfPWm1hus5uxZZVtltX2XjaLfO0MNpoqG+jqrhQXtaQwZihpDJDSdVQSdVQXmGanPw0uvxMZaWFqsqmKkpmSgqmSnRjFYaphuKSiapmulpLDKdYLZ6/2tLExdZyg93SjXZLN9pYrF+xxMXKzHnFEidrc2f7Zevtl7uutHKxt3KyXbZmhcXKZWa2S42tjGaams5eYjHfwsp46UpL6zUr7FxXOqxf5bDRcdU6B/s11itslpgtmb9g/nQDA+3JU9QnTlZUmaKiPmPixHm6k02mTVs6c4bt/DmOi+cvm65nM2Oywxx9l0WGm83mei1buMPaxMfebJuzle8m+31ea+OCNqaEed+K3llwIqQsIbTsXERb1vn2u1ezzx5NOBz67+fSJJq+5IDYj9vIaK5laDFffW6qeVz7qLfk4ZO7OS2ZGdXpV8vTL5enJ9VmXKq5eq746rlCsVLPFqSeLfqbLicUJZ8qSDqZn3QyP+lEYeLx/AtxD08dzjkZlXUiMjv+0PVjERlx4elx4emxYWmxYVdjw67GHEiNDr1ydP/lw/uSIvdcOrgnMTT4fEjguV2+Cf5e8b5bj/tsOfZHsb5bY3Z4xPpviwnwjg7YfiRge1TA9qhdPtGB2w77ekT5bI3cvuWw56aDG53DnFftXWrqaTRvwywDx5nTHebOXLNonrOJ8UZLiy32Vj5rHQLXr9m9znHn+tVB61cHuToErLX1Xb3C22rJZtMF6+bNWmswZaWm5jJlpSWKyksUGGaqKhaTdJYZGFgvmmdnarTK3HiVhckak4UOC2bZ608yU1aYxaBPUVI2UFGfrqI+XVFlGkNxOp0xXV5hhgJjrgJjgbzcAjmZeQzZ+XTp2XSZGUqMmTqa82dMN1s4f6npYuv5M8yNZi8zX2i71GilxSI703krjGYvWzTTfPaUxXOmLZ47fdHc6QtmTZlrMNlwivbUyZp6GvKa6rKqqjJKKtIMZSk5FRlpVVlpNbqUnobiNG3V2VMmGc8xXG68eNXypS72dhtXrQrf4RMdHHgu8kD6qdj7yWcrsq603b/xpPD2t8bi/pai0cdl3GdVyMta6m09vGuE9y3w5Rl8fApvH8PLJuipgPYiaH4IDbnQWgBPath3rl5wtouwtvz39s2aYB4jbRajYLJPcaYDYGArq7lGXrOv51VRXnXxvbZ7N1sy0yqTk4ouXci7cObBuRP55+IeJMXnJsXfTjx2+2LczfMxWeeibyREZ50+euNEVMaxQ2mxEVdjwlOPRqQejUg9HHb58P7kqL1Jh/ckRu1OjAy+cHDnubCdCQeCTocGngoNPLU/ID4k4Pgev7hdPkcCt0X6eUTs2HrQ1/3wdrfD29Yf2uoavsUpfPPaMLe1+93W7t+wevdGx92b1gZvdg52d9nl7rLL3TXI3TXI02Wn+5rA9at2uNrvcFnp72S3w3659wpLjyWLN86f4zh1ygq9ycv0pyybbmA9c7bt3PkOxsaulpabbay22lhttVm+xdbK3Wap+/Il682NXBbNcZgz3dZwirW+9lINFSMFxgIFxgI6fYGiipG2jtm0aZazZ1nOm225cK7l4vnL5s8wnzXFVE9zroqCnpK8jrqKrpb6ZA11HRVFLRVFbRWFScqMSSp0XSUZXYbERDmahqq0LoOmJktj0GlyqlKK2nQVLVl5dSnZKcoq05RUpimpTFdWnammsUBH13yaodWsuS6m5hstl3vZ2gU5u0R4esTv2pkUcSDtSFRB4oWylOT6jLTue7c/VpaMdjXhb5/Ct1fwuRc+98LH5/ChF96/gPcv4MMr+PAKutqhpwOedcKTdnjcCK3V0FIBzWVE5T2q8i5ZcQsvvSHKT2XfTRy5mTCSfnrwXPzoiWOjsYdHD4WMhuwYCtjSv33ddy/nHmerxjVWt8wXROlrXXFy+I+6YF72/6gu+O/WuUktiaFND9E03jfVZBMgYCur7qKq87SmISkxPe3yw7Tk4itJeRfO3jl+PD0qKiUiNDkiJDE65Fzs3pPRu09GBR+L3BV3aFfcweCYiD2xu3aEB/kdCPQ/EOB/wC8g1C8g1Ddgv79f2I4tof5uB/zdwv3dDvhtCt3hts9n877tbnu3ue3x2rR766adWzYGbd7o77bBb+OGHZtcA9fZBq63Dt5gHbxuxa51VoHOy/2dlvmuXbp9tYXHaostjpbujkvdHJe7rbHavHaFm5OVm8tSdxfLzU4WbquWbLI1Xrd0wRqTOSsXzLKdM8PGwGCZ3pQlE/VMNPWMNaeaahuY685cajDPZvbClQtN1hibu5iZu5qYrV282HHRAvtZBstnTVtmqG+hr7lYU2GOiqyhsoyBkvwMKRk9KYY+XWmaksZ0DW1DHZ0ZujqGehMNNBW1VWVVGDS6HE2aTpNUpEkq0SQUaTRdBVkDDcXF+pMsZxnYLZrnYmHm7WC/29Upxsf7ZKBfyv49t2IiS86daEi71JWT/uxeWl9DLvNxAfq6Gj40wvtGeNsA75rgQwu8bYY3zfC6EV41wPNaeFIFj8uhvQSaC6DxIdTdg6rbUJYNRZmQfw0epkJOImRfgMyz5OUTyMUY3qlDzLgw1uH948EBbD/fkW2ePzZteL921Qt7627rpZ3LzeqM5tYYzapcaFgyW//BNM1bk5SyJzJuqSuWaU6qUtWtVZxYT1drklVuklZolGFU0xWqtSbeUlNN0dI4rKWatcn138ulhHmMsuUJNeP9SrMcuOPEMjlVNz2DZ01Nhw8fjz10MfZgUszBi1HhZ8P2x+8Njg3cER3gFRXkHrrLfe8u931BW/YGuu8J2BLs775rh3vQDo9d27cGeG7x2+y2bf36rc7Obo5OG9es3rhprY+bo+/GVdvXr9zmaue51tZ9jc3m1TYbnVa6r7XftNp+4yq79Q626+xtne1sXOyt169z8HW12bHWysvBwt3WdOMKIxcrozVWRquXLbRbttBm+SIbq8W2K4xtrE1sbUxtbEztli+0Xr7Q2mqRzfKF1pbzrcxmWxrNXLLI0NRw8rxpunMmaRlqaUzTUJuioTFVS2u6trah7qTpk3Wn6U0y0Js0TV97uq6W3iQ1vUkqOlpympPkNfUVJk1VmmSorD9Lfco8DcMFOjPWWtpusHHc5rQhxNM3NnjfhYNH02Lis+NPV6Wl12Wkt2dnvXx4v6+6kt3Zij3roV70wMvH8LoD3jyGVx3wvA2et8KLDnjzGJ40QU8DdNVDZw20V4mNFjQVQXEaFF2BglR4mAR3LhJZp9D0E0hqLPd8FPdsBDv+wMjRXf1hfp92b33n7/bOZ13vRpteF6tuR4s2G6N6izlVi6eXz5lcOkPn0RTNEj31Yh2VQk3FfDX5PCXZhwzpAjmpSrp8jSyjRpZRK6dQR1esU1CuV1atV1ErlpEtodPLFBRKFRXLlJTKVVUq1dVqtCaWyKqVSWtUSKnVSqg0SKg0Sqo2yKhVyavnSDGuKSinTJ16cv7sk442/2v7KP5+fGkZQzM5SjPZq2jpJgBYLKeyUkunprBw46at/p4hgVtCgzxCdnmF7N6+d5fXXj+3Pd7rdnk6B3k4B21ZG7TZ0W+jg896Oy8X663OKzavWbZx7fJNa5dvclqx0dl6k4vNRlfbTS62m62XOa9Y5mqzbJ2tlautlavdinX21usdVrjaWK6xsVhtY7HaxsLBxsLBzsLeztzB2tJ+iZmVkemyRYvMFyw0mb/AeOEC48WLjU2MjJcYmyxZvNh00XyTeXOMZs1YaDh9voH+XAM9QwP96QZ6U6fp6k2eqKOlqqXEUJOTUZOSnCwvP11JeZGWzgrDWetNzHfYrd63zu3gli3nQ3cmHdqZERt273xMRdrFtnvpz4vvvit/MNBSNdRWNf64Ufi8Hd4/h29v4MdH+PERnvfA08fwpBO62qGjCVoboKUOmqqhvQ5aq6CxHOoeQVUhlN6DvJuQmwF3r0NOOmRchivnsPPxgpPR3LgobkxE/96AvmDfL36e77w2Pd+wtmuNTav90g4r81fmS18tNH0yY0HHlJktugaNWno1KjrlCuqVCpqVChoVDI1KulqFnFqFnGqFnFqlrGqdglYdQ1OsBnnNerpGg5xGg5xGraRyraRynZRKo7Rai5xmO0O7S1H3sbJeg8KkWgWdGoZ2hbxWOV2zlK5RStcokdcooqsXyqsXyqs/pKvek1G6I6VwR0ohU04lWU330sSpaZMN70yfWzLPuNZ0afNy20Z7hw/Bu95GhL86dbwzMSHO2+1/bd/ZP+AyjrYklma8T3GphwBgnoS8k87k3tq6IG8/L0cvT7ut7rbrt65c57lmg6fTxs0O611sNqxcvsF2xSbr5Rusl663Xupqa+lqv3Sdg6WL47J1jpaujuZrV5k5OhivWrnIzn6hrfXCFTZLVy63tFlqvsLCZKnZYnPjecbGsxcbzVxoMc/UYs7iJTMWmE6btVh3+vyJ+nPUJs1U15w6UUV/ktI0PbVZ0zQXzNI1nT9lmdEMW5OZ66yN3Vcu8V9vF7F9/al9vlej9986c/huUlzB9TPFdxLr89N6qu9+ans0+qxB+KYD3vXAj3fw9S18fA1vX8DLXnj2BJ70wJMO6KmDnnJ4XA6dj6DtEbQWQWsJtBZB9X2ouAUlN6Ewk8rLRHOvcLISuamnISUBzp2AkzHCoxGs8D1DewMGArf1+Xs+cbbtcVrR7bisw25Js9XimiVzyhZNLZ2jX6CjWailWaihUaihUaypXqypXqKuVqymWqCoWKSgWKSgWKyoVKqsVK6qUqmqWquiVSmhXk3TqKKpV9M06iQm1stMapSb3MTQr5OdVC2jUymjXSE9sUJ6YoWsdhV9UqW8XpHcpEL6pEK5yQVyOnlyug9ltR/ITXogp12sPK1AWT9fccoDRd1c+qTbspo3JTXSpNRydGbcmjo3b755laVd5xq3tx47vgfsG9gTRp68CBdS4Fo23HkIpTXQ1A5PXsLbjzAwCIMj8GsYfg3BryH49Qt+DcDQAPz4AoM/YHwImD/jQoP/zVxaxMksO0+bu09loRvgYCulvlVtUufN246LTHxXuHpaOLqZWa03X7phhcVG++UudiscbG0srGwWL7Oea2JhuMDYYPbC6TPmzjCcO8tw3mTNyVM19Qy0psyeOGWBzvTFuoYmk2caTzEwmW1ovnCGrfnC9fbLtq9zDNnmFhXgHbfL72xIcNKBvTeiI/POxNddS+65k/224MHHsgfMJ9Ws3greqzr0XQP1sQU+tcHnjt/jhzZ42wIvG6C3Fp5UQVcFPC6FJ2XQ/Qjai6A5D6pzoTQHCm7A/QzqejKkXYIrF+HSOTiXAKdOwInjEHeU2B+E7fbh+XuOeK77vn71G4elT61MeywWdpsv6jCZ07xwZuP86fVzp1fN0C3R1yrWUipToFcxZCvlZf6mKoZ0tYJMvYp8vQq9TlmuTkm2RkFarHqGbLfqxC6liR0MjTa6WousWpO0St0EhRqafBtdo1VOvUlapUFSqW6CQt0EhXqaYpmESp6Cfq76jHtas+6oG15X0k9j6F5VmpymOuWa+tQrmlOvaE1L1TG4qjczfdrczJkL0+caFThvKnLzqtq+syMk/OXRE1/OX/qVmjl6PRstKCHLK6C1HV6+gG/fYXgQxsZgfAw4TEH1Ap4AACAASURBVOAxgccCHhP4LOAzQcACIRPYI8AbAQETBKPAHwPBCAiYgHAAFQKKACIEARc4LGCPAWsYWMMgYgHCAZwPJBK00+9/rQ/M3+fS/DjN5MSE+Qc0jdwBAwdJ5S1ySr3Z2XsdHV2mzHHWm+WoP8Vxpp6zscE6qzkb7YxdHZYE73DfE+B5YLdvdPjuC3GR1y+ezktLqchO7y58+Lyk8ENF2UBDLbuzHe99Bq9fw4fX8KUXvnbD5x742AkfOuBNG7xuhZfN8LwFnjVCTz08roW2KmipgMZH0FAIZTlQmgWlWVCUCQ+vUreTkMyzorTT/KRjvIuxrDOHR4+H/zoS0hex88t+v897fZ96OD9zd+zaYN/utKJlpUWTlUmDxaJG0wWVs6dXGU6tnDK5fJJ2qbp6saJSgTyjSFa2VFqmUkq2WoZeR1doYCg1Kao0K6m2KKtVSctVyMhVSctVytKr6YwaeYVqOqNKTr6WwahmyFcz5CsZ9EoGvUJerpwuWyovWyInXUKXKaHLFMlKFclKFcnLlCrJV6ip3paQy5FSvC2jfFdONZeukSuveY+hlauglSOrfpcxMU99SoX+3Lb5Fs+XrvrksOG9q9cb/5D3YTGDJy5ykzOwzNtwrxDKa6GpHd68h3cf4fMX6O+HkWEYG4GxERgfAxYXODzg8IDHBz4fBHwQ8kHEBx4LEC7gfCD4QPKB5APGIdFxguDiBB/DeSjGRXAugnNFJA+h+CgIERChgCCAICDeI40ggHEwER9DEAzFcRQoFCgESARIIQhZmICFCjkEgXn5+P6v9c36B/byOM3iFM0ySsFko1AIljRJb2Vl6H38qfgB2dEFnV3wpA1et8CXFujvgKEeGHwGH1rgdRO8qIcn1dBZDq2PoKkYGgqhoQjqCqGmACrzoOwBPLoLRbeh4CbcSoSbZ+B6Ap52XHQ5mncxkns2gpNwYDAq8OfBHX37t33Z5f7ed91LzzXPNq986Wrba2H0xmTxy8ULns2f0zXDsHWKfoO2dr3GxBoV9RoV9RpF9SqGaqWccrmMYqkUo3yCfJOcSrOMcpO0UoO0Yr2Uwt/UKKMkVpOscrOcSjNdtZWh3qKo1UDXrpHTrpLRqpDSKJNUL5NUL5PWKJfRrKJrVzJ0quV1KuS1y+S0yuS0yukTi5R1UuQVLqgoJWmoXdbRuqY3OW3qlPRpU9MNpuUaG+dZWpTa29W7OLdvcX8R6P/lwP6v0Ud/Xrv8885NbkkB2VANjzvg9Qv4+gV+DcA4E8aZwGLBOBOYY8Ach3EWsNgwMgJMJrDZwOUAlw1cNgg4IOSAiAMIB1AOICwQMYE/Arwh4AwDXwB8IQhEIBSBSAQIAujv4i6SQgkKRQEVASoAhA8iPiUkKJwkcYL6LRII8e5/Pibkk4gQMCFgAgrlAyoEXASUCAABQACEFAgJQoihIlSIoHwAHAAHIIGCoIB/2Y//k1wujaOZRtOWHpBbsp4AcFFU8pSW6L95rSQsGB6VQUkplDyAoiw87wr7zrmhmwmjmSeFyTHkhSP4uSj0dAQ3LmQsMujXvu39wZ6ffDd83Ob6ZrPjc1fb7lVLW62NGy0XNprNrZ0zuW6mdrWBZpm+SpGOfJ669H0ViXtKtCJ1mSJ1mSJV6QJlyXwliTzFCfkKtGL6hBoZ2QYpeoMUvUFSvlGK0SSt1Cqt3Cyj2iaj1iKj0SKj0SKj2SKj2Syt0Syt1SSt1SCpUS+lUSutUSOtUSWjUSmnWSGvVaqgVaygWaCgcZ+hlstQva2gektR9baS2k3ViWkq+pdVpl5RnXZNwzBTd+7dGaYFi6wemdq1OGzqdvF6szXoW2DY6IFY5NgFuJgBmXegpg5am6DnMbx5CV8/w8AADA3B6NjvkckEJgvGmDA2BuMc4HKAzwKcDzgfCCFgfEA4gPGBRAEwoDCCRDACxQgUpTAcKAAcCEyMEIi4gAqBEAIhAoIPGB8IHoAIQAiAUCAkQUT+ac0DOEERJEWQFEWRQOFAIRQhoHAehXFIlEthPCAFAAgAAUBRQJCA4aRYCEEiBEn8AQ0FQChKQJECihRSIKJAJH4xADGj4qPtCAqnKAIoIBEi2O8/c1kkq/GCptxLU/jf5NImnma5Z4LRaqDAWUIyjCGD3Ug9NkWnxsqh3dy+y9Ti8eIFTXOm1xhMKtfTrpo0sVZJvpkh1yQv2yQv20iXqaNL18tK1cpJ1clIi1UvK1MvK1MvK1UvK9MkI9spJdctKdctKdclTe+Wke+Ske+WZXTLMp7QFbvkGJ0yjFYperOUnFgNsoxHsoqFdJVCukoBXa1QXj1fXjOPoflQUTtfRfeOvFa+xtR7qnppUioZMmoZcpoZKnrn1XRTDeee052WbWZZsGrNgzVrq7y31e8K7I090hAe8uHy+W/ZqeyyB/yaQuhthk8v4NsXGOcAkwXjbBAIgcsDgRAEQmCzgc8HHhdEQuBxgc8FkRBEQhAKfo+sceDxAEWAzQUUB4EQMBJwEviI+HsDjKIQAhAUYbGBIIEEhC8Q9xjjC0QinMIBxhFMBMAH4ANwKEABUIEQCFwwOgYoAgQJBC5kjgOJA0ECiQOCgkgABAkYAkIRhaEAIEREApGQAqAA+EIBRuDi47j5iAglCRwoAoAj4BMAPAGfJOFvIv6zMAowClD4PYp/IYnf+stzSIwiSSBIEidwFEjYuX3Hv5vLGNqicNqyELVlG4AAFxotgkYjU86dVVfNkFN/KKlRIaVSL63YJENvkaN30FW65NWaabKtNJm2CbJtknId0vLtMox2OYU2eeUOBdV2BdU2hkqzvFKjnGKdrEKtDKNGWqFSUqlSUrlCSqVcWqVMRqVUTrVUTvWRnOoDKcYDaYUHcip5DPUClYnFmrql2vqFetMrzCzLrGzrV63t3Lj1pU/Ap5DQ/kNHf0YfE6Vchdu58KAAquug5zl8+Q4DI/BtAH4Ow89BYHLg1y9gsYHLAh4HBCwQsAFhAW8ECBaQHECGRaw+AJ74w+cJuBSQCIkODP9EAUcojIsL/0RSBB8wAZCjGI8p5ABFkCIRyuMBRZI4QWA4APD4yDhPiAJwCYqFUWMYKQAYxQABAAD2yBhQMDY0DBSgKI7hv43TIIsrAvjB4goABADDCCkC4CII9btDHmAYxmGxgQI+m8Nnc0QcHpBA8IRAAAhQsRdlczniU99FKDLOZlEACILgOI6jGFCACoTiPfU8JgsIceNFkiJIwIEiSIr4P0eSBJL8j5ES/6MYAA4UIeaSRIFEARe3q8FxFIAM9PH5V7n8J/MeyxiaxTFZi1DVeatgHHGn0U7JykHmtSuT9fK1Z1arGTYq6TfJazXKKjdIMxolVWtl1ctVJxeq6eWrTX6grHNHaeJNRc0bCuqZDI3LcspXGGoZ6jo5k6fdnzGvaKFJhdnSR8tsm7x2NAYEd4VGvImLH7iUws66iT4sIEtKoecZ9D6H12/g00f4/h1+/YThIWAOw9ggMAeBNQycUeAxQcAEIQtELOCNAcoB7igQPCD4GGcIUC4QCPBFwOKDiAQhBjyUGhkDEQ5CEQgQwHHe8AiQuIjDAQoHigSSBJz8+fYDiDDAyd8iSM7gEBAkj8nkjI4CRQ4N9ANFIiIBUCSQuGB0BAgSZXO4Y2NAAoliJE4BAAXA4yMEgBAHlIJfTB4BIGCxgMAI8WF6BAoUzmaNYhgCQBIUTvzeZwYoAAsR8AEXAPwS8kYw0TiJif3mEIctdp0UAEXB+BgLSCBE+IueXsAJAGhqaayurSoszH/5ojfx4vnYI4d3eHmFBe9urqyyNTOfqqoxTVXj+/NX2OAoPjoOKA4YDigJGA7Y/3Mkf3t3giRJEqNIFHAR4EJARYCJABWACAfc18/7f8blP1PntuiwjGmo1gJnQGDrBNk9NNrguRPRUyZd1J52fdLMh9PnVy0wbl9q9crR6Zub1/ftu34eiuk/dmr8XAqemQ15JVDbBJ098PQVfPoGX77D958wMARDYzA8BsNMYLKAwweBEPgI8ITAEwCPD1wB8PggRADDgMCBxIEkgSIBxJGSEEg+UEKghEAJSJKHkXwRyRPvIGKS3HEQcQD/SbJ/4Gyu+PtDgTk0Lm68gfIxIEHERX734cAA4aHUnx6nGEcIHD6gOAhRQDHR4AhgOP/nEOA4iFDAMMBJEAoAJ8b6fvz2pBSO8NhA4SIeGygcKJzDHgcgBQKB2FxRADiAECNxAATFgcKFrGGgEKAQEuEChQBgABiK8AAQAEyIclncUREh+PT13Y/R/kGEywG4VV5y+uplJoGWNzdar3GsbGrEAYJ275msNwUAmKPjk7R1jRcYyUhJV9bWSNKlaRI0DR3NmLhoc3MzW5sVF84k5N68mX31mjpdHoSI9WIT99Vrf3OG4YDjgP1zwnHAcSBwisQJCsf+QCkAVAiYAFA+iFDAvAL/3VxaxtEsTkywPERf4ILjYEmjearKA28AuD+BxYRxJoyPAPsXcAeA9wu4I8BjgYAHIh4I+SDiAcIHlA8YHzAh4OKYHQESAQIDHAFMSKFCEKAgQEFE/o6f/7RtwVDAcEAJQEgQEcDHgY1SXBEuEggxPp8QCkkUARyjSByApIBESUJIYCjAMJfDp0jRn4xABIABiHCKAODxES5HKOCjJA4IDxW3DxafiAg4jP0YFlsC/sgQEDjF5wKJA4ECiVNCnoDNBAoDTMQZHwYKB8CYw78AML6IjQOKUiIcsGH2EAoIDjgP4+GAo4APcUf6mT/ZKF8E+Cifdb/wYe69nJybmX19HwGQ9++f29paDg5+4wuY6zes0ZuiAYBoaDEamsppEjQ5eRpNkqY1ZdIAa1RTX5cmSct/VGznuEpGnn4h8SKHx9XS0ppAo71++aq9uUWSRruZcf3cuXMIAJNCpDSVH1aX8YCcbbp44nR9vdmGew+G3X5wj6GqrDdtKm0C7e37dyRJikQigiIxiiT+r/rLAydJXJzXY4CigP+xl7gICCHgAgpFAfcK+B/68f+3vTxOMzpOM4uSN3ZHACzkFZdL06jh95TgFwi5IBQAygV8nCKYOMkiQEgARgBCAIIBglIiBEQCEApAxAfROM5nEYJxEmEDxgGKC8AFEB9UTlJAkIATlAinhBgpQEi+iBBgIMRBRICQ/J0DiihAqd+R1p8fQJLijdWkuFW7uGe7SIjzuCIOW4hiFA9FOZgIBxjjsoUYTgHwBSLxFfhcnvg2GPjaBxgJBIAII1EEKFzAGQccAcC5HCYALuCzAXAed5zLG2exR1vbGvML7tfUVhAkQgDGRTk4YGnZ12wdbbgoBwecK+IIcYEA40+fNY0mQaNJ0bLvZOXk3lJUVli63FJ/qt5kfV0KSGfntdIyEyKjwgHw9eucVFUYV1OT1NUUW1trDQx0zyUcA8BoNFppaamRkZHxYqPgnbsMpk23NLe4czOns7VttuGMuKPRaxxWAQWFD/OWW1iqKqtcvJyMANBkpC9lXBUAZbBwrtt27/qO1u5XL1My02hysiiAsYXF9gA/HoriACIg/yb0H0ic2WC/CcYJCiV+o4ljgIv/jgOFUSRC4ASAr9+/nPf8k1yax8tYpsiYHpc03IATsFxec42qGvBHAYQUlw88DFCUwEUIKRJQqABABCBC+SjGxXABQYrEyZzYHFFAUkD+hukPiBiBU0ASgIv11+eIt5+TOPX7An/sqAAh+SghwCghRopwCsUocX8EIAFwILgY4AACEmOJABN7cYICjAJ8jDVEAc7ijrI4Y3wRe5Q5RAGGEaKm1rpvPz6TgFKAH4mOzM65KXa+0TFxJqZL2BwejSbR1//T3GIpQ0EJJygJSWl5huLUaQaLFhuTJAlACoV8RCSYrKsjKymRf//e7ziVJM/Ex8+bbgA48ej+g8qCwrybd2RoEr/6R1yc3da5ugMFUhPkr13JlKTJAgkrzFcsN1u+cMbciUrqVUWP9DW10y8lAUFOZCjmpF6zMV1y/ni8gc4kt7VOSxcbFd7N3eC4RplON9TX15s4MT42RkdTo62pUZJGS09KRdkCxgR64pkLQMAUHT0tZS1JmoSinFLZo/JZM+ZiCB4RHnXkSDRQ8GtwGAUQ/WlB/leJk/G/iiCBoEixvRQbTupPzvTb1+EAKAkk7NzuTwMBPoVGq0w8w8+6USin9Yym2iOh8ESS0TtB8ZmE4mMplU4pNTGXz2kqz2n/zfrLJfG0uccVzU+oLfKiCDCXVLGXUwDmIIULQUiJu6mTv+fGSB4BfBwoIIFCKRIlCYTARRgqIBABiggpDKUw9DeBGCV+MxRBEhSKASK2sn+mJjCgCKBIoEggAXAS0P+g8y+O93fs/9tGchEgobG8vujOw3sZt3tbuoBP7fENSE1OFAdwAiH7WW+XpBTtzPmTr989p0nQHhbdP302niZBQykRAdgIa4gmRdu9L0SAYhTArr0hE7Undz/rVVRSW+m4RmeSPgGAEyApK+fp5XP9RnbK5WskCTwOFyjoaGnVnah9MvaY6cLFCIsLKAEErF5uYz5/MeCgSVfUV9N6Ut+iIs1YbeukoaaXcCqpqaFLWkJx03oPOWmlFz1v1to7nT95Ya/fbkVJRsm9ohmTp1ksMDHQnixHowFGaskr3Ei+rKuqlnUlVUdZJSctfaKqamVJCZ/NWjh3zounT44fi13n6nz/zl3gY4BBbWEl7xcTcBCNcYWjPCAACBCy+eIMSXyTs5hc+Msc0N/mg/4rkf+ZS/LvQClO0jEQx2O7vP1pwMem02h15xNEmdcL6RMfS2q0SSl3SCn00hRf0JR7Jqh2T1AV16u/oSm/oSm8pP036twmmMfRjI/LmUSqzN8ABCyTVFolrwCcMQoTid8KQVAY4BigJBAUBRQJIpEIgBSJBGJDQlEEReIkSQIFQvF0HQUkTiBCEVAgFAoBSIxAAUgejwNADg39QlGRUCjsftzV2txCiGeXKfDYstXPd4fnVo/5CxY1Nbf2Pn+praOrqKSiq6v7+fNXACBxCiiYQJPQ0dSaN3OuJI3WUt+sraHps32b2Njy+dytW93V1VV1dCYSBObl5TF77qyJEzXzCh6OMkcoIEkgJKUl9oXuHxtnAsDByEMMhmLfQL+m5kRZupyamgaLwwYACSnJNWucdu7cmZJyBQAQBAEKgnfuUlFSXrPaUXKChJAvIHECKDifcEaSRsvKyDQ3MZ2uP6WsuESSRgMK9u4JnT5tpvUKe1sbh4aGpsWLjXf4+Hl5bAs/EEFgpJ2NfVtL+8HwiNgjR9NTr5Ioxhod6//2/eePPj6bAyQl/gB/T5v/kfhBESRQADhBIgSF4b9v3D9H0gj5Avz3rmogCIIgKJEIxQlKPK+EkhSKEWy+gAIQX4YCQDFChGC/szdC3KEHuDwBguIoilMUYBghjohwlACSEq8G7A7a+ZvLxrMJaOb1fHmddinNJlnlVhnFFzTl1zTlZzT17gnq3RNUn/5LXIr7DP61/+VqugKwxyhMJG6dgxMUBjgBCAUokJT4gxgbGwMAkiQRBPn58+eLFy9qa2sLCgqePXsmEv1/7X15XE7b2/eWOUMqGUqOmeOYZw2EY+aYh8hwyJx5jkJRJFIqU2jglBA6ZkWpkyIhIaSU5u553uP1/nG519nCeZ7ze87veT/v8z7r4+Oz2/e+1957re/6XuO6br1UKnVxcYmPjweAmzdvdu3a1dLSsl27dl27duV5nqIoU1NTALCysnJ2duZ5nqbpvLy8mTNndujQwdbW1svLS6vV1qxZc/bs2RUVFR07dnRycqJpGgAEQWjcuPHy5csBwNTU1N3dfcCAATNnzgTA1QItW7a8du0aRVGpqak0TZubm1taWvI8DwAsywKAubm5r68vy7IqlWrr1q3W1tYZGRm1a9d+9OhRhw4dWrRoAQA1a9YcNmzYmDFjRo0axbIs9kxR1IoVKx4/fkxR1JYtWwBwycH27dv79u27f/9+Ly+vkpKS4OBgAPjw4UN6enphYaFSqfyMbACFQoEKjEajwQO1Wv1ZpeE4rVar1WoZhgFj47/fOI7jOI7neUH402bB7wqCQNM0x3FY6huFjVKlUam1DMsj7HgBaIZDtznNcASLao1OADDQny/Df1KZAp9cEAQA4DkGgF+6ZDEFWuYHI19e/AqXTynLdBPLRzXNH5uYPaPMsqmGz/8zuPyy/uXfwqXHjp0NGzZ8//49Dp+FhQVFUW3atGnSpMnu3bsBYP369RRF2dra0jR96dIliqKSk5OPHDlibW2dlJTUtGlTMzMzDw+PUaNGubq6AoBWq0XcuLi4mJqaMgzz8uVLiqKys7MBYN26dRRFkVls1qwZRVHm5uZ9+/ZFcLu5ueHURkRE1KpVq3Pnzp06dZo8eTLP8z179pw6dSrA54WE8KIoqnnz5u3bt9+2bRtFUXq9Hu+Vnp7u4OBw6dKlsWPHbt68OTAw8ODBg/itDx8+5OXlAUBVVRWeQVAyDEPQhiCoqqrCjziOw5WAX8F1xXHcp0+fxBjFi8VYxOpiYsBVayzL4krD6/FGeC/8H2+EB3q9nhf+pEatziAYtX88iWcIXjVaPQfACKDR6vUGhjeaoaRDEDgA3nXxrxTomdYUde+gry7sT1ym1v4Tl49MLFNrmafVMntSwyyL+vv7dL+sy/of4JKHvV7eFEVptVochW7duo0dOzYyMvLo0aPFxcXIN5s3b27RosX79+/DwsIaNmw4ZMiQwYMH29rayuXyunXrbt68GbHl7OyMgEMKcXZ2trCwwPmmKGrx4sUVFRWtWrWaPn26Xq9Hhqhdu/bmzZtxXlUqVbt27RBq7du3t7e3Hzt27KdPn2bMmNG7d2+9Xr9gwQJ3d3ccT6VSKQhCYmLi69evExMTpVIp3gg/xYraAICvgI1MM+JALpfjnyqVCk/q9Xo8WV5eTs6TZjAYcC0R0sXCs/gpvoJOpzMYDDjrgiBgAdu/xiXDMEhdeD0Oixip2OdnFAmCRqsnAhpRyHICwSjiVSpTEDY1cJ+1A5YTlCqNAKBQKD58+PD5yf/EpYGxoag7/r7a02GXTFs+qmWVUtvsUc1GOZTZK8rsKWWZVtMyuY55ch2zRzXNnpg0zDL5t+OySZMmZWVlDMOo1eqBAwdaWFiMHDlywoQJHz58uHv3br169YKDgy0tLVetWpWamlq3bt1z585t27atTp06EonEzMzs1KlTvr6+pqamixYtwrflOI5hmNmzZ9eqVQsAtFptbGxsjRo1KIqyt7dHsgEAiUSyffv26OhoLD0MAHfu3Hn58mVBQQFKTEI/ZJ4QHxqNRhAEjuNUKhUeIDIQjvgnEa8KhUIQBGRxgk6WZeVyuSAIBQUFiHJyL3KAX1EqlbgGCFJlMhl8SY2ILTxDRDPKZXLNX+CSPBg5FgSBrCgcUkEQPstfAK3OIFeoEHaoTao1OoVS/ex5dsHHoje57549z85++epa/PXYi5dDToSdPBPhfyhg2/Ydnrv2TJ8xy87Obu/evVVVVQzz2Z28xHURBTRjTVG3D/nqwsLi6rfMMLFKq2X22KTRa8rstRGXSXXMk+qapdYyS6/5JS7/U/WJ/o4c58F7j1e9evUSEhKysrKUSqWtrW3fvn2Dg4MXLFhw8+bNn3/+uXnz5suXL2/Tpo2lpWVAQABFUbm5uUVFRRRF3bt3z8zM7ODBgzzPjxs3LiQkBGcOh/LJkyd3797F6cQRLykpwbFGaSgIAsMwCME/JQsAx3EoqZFCwChPCTmRy8i9pFIpmT+e57HPwsJCMYCwljEAFBUVifsheqFcLtdoNLhC8FEJsMjCQEpDFiS4x26JNMfLiIDGlfMXchyMeiRhdCRIlCrkTzwoK6+sqJTkfSj4Iy095sLF+N9voN1z/reYwXYOQ52G9+zVp3effpOnTBs02H6x69KZc+YNtB+ybfuO5StWLV22IubCxcuXL48cOfLTp096vR5xuXTJ4j/5Un8q7Eq9lk9MrNJNzJ7WaPSWMntLmT2jLB+ZWCZ/jcu/UTfr7+Fyx3Z3iqLq1KlDUdTx48dHjx49adKkYcOGLVy48MSJE3v37n3w4AEAVFRU3Lt3r6ysDJlVPGfigSMTDCK5icc43zqdDg8YhiGUhgCVyWSYsoBIIuKSAMtgMOCxVqvF76I2RhR5lUrF8zzBh0wmw3mVSqVoi5DbIUxRXuMtcCWwLEveC4sg412kUil2i++Or4D/E32AfBGBSBq++1/LcZ7n8RrstrKycv78+QMGDBgwYIC9vX3r1q0tLCwsLS0pimrYyKxP3/7jJ/wycJBdYzPztu066PQ0ywmHAwJnO8/9Iy098X7SxUtxz55nX7wUp9bozkSe37HLK+7KtZTUNAHgadbztWvXjhs3rri4mKbpL/TLVhSVcNCXPhV2tV7LLMrqsYnZM6rRe8osjzJ7QVk+rmGZUts8uY5Z2j+DS1NQSARW9z1cKmRynGkiRHACcBYRGYgwAiM8RixqNBpCHhqNRqweabVapBbsWalUYm+80RrArioqKoiCReaVZVmDwYBfRHLVaDQE6ORArVbjscFgwK8j+RFqxGOEF03TSEv4IviCaOoS3OOT40vhp2J5jZ3rdDqU0QaDAYlZr9fjGQQiiJpgbN/DJd5ULNDVanV+fv60adOysrJKS0tLSkqUSuXq1atR7RYAdHoa9cXAoOBOnX9UKNUCwPETp2bOck5IfBB0NCQwKLjoU8nZ8Mjkh6njJ00d7Oh0Oe6q916f1WvWLVu+cs+ePePGjSsvL+c4DoAHgVv06wIK9Ew7qsa9/fsgPPJKrWaplGmmSZOnVP18yjyfapJDWWbWaJpRp+mjuhbpJmbpVP2/jcs+HkS/tDdpMKpefZBX8YwWWBBY4HhAXPKCgSRH4XCIx5Ro8TiRgiDg5BkMBiQJtVqNFyuVSvFM4GUozcmMIi0RYYdIwk8J0eKUiwXfZ0cGzxM04JV4jVqt0B4EwgAAIABJREFUxod89eoVAMjl8szMTBcXl+vXryP74tfJtxQKBT4n6qD4MGgtEVziCAiCQM7jvYgwRb0WjMqiWHDzPI9w/x7+/qKRWxBBlJ2dvW/fPjDKdxyBiRMnKpVKtKnLK6pQvxwydBjK8cio8zatWu/d5zvxl8mjRo+dNXvO3n2+S5YuP3DoyM27ibEXL9++c+9N7ruKSklCQsKoUaNQmWEZAwC/fNkSCtT6rnXqXfPcoT924k7jNm/qt35ez+p1naYfKPP3VOMsqtEfVIMkyjSVavjMxPxlbfO/X8fao27fdY1/Gm/EZQOQV/G07nu4BF5QKpWoy4NIFyScRAhPLpcTTOBHxF9TVlZG0zSSB4IVD2QyWTUzAr9OTB/sn1xfVVX14cOH69evA0BsbOzMmTOrqqoUCsX8+fOnTJmya9eu8+fPb926VSaT1atXLzo6mqbprl274tfr1aun0+nWrFlDboSAk8lkpH8xkog0R+hXVFQgqvDZZDIZri78SllZGaHziooK8VKUy+XisfqncOnt7Y3dhoeH45AeOnSIYRhegLfv8o4EHi0rr+R4mD5jFgL02PGTw0eMjDr3W/LDVLH1XfCpdOsOzx/atLt1+65KrRUAHj58OHTo0D9xKXDLlrpSoNQMtGp2y8fLEHb6iql1GmVxg6LSqQbvqaYFlFVuLevntVs8rmX52MQsi2r8nGrwhf/y34HLP7VEkEgkSGAEN0TYiYGLV+Ksa7Xaasolkg0YTYfMzExBEC5cuHDy5MmSkhKZTMbz/MGDB6dMmdKxY8eIiIihQ4cCgIuLi4+Pz6xZs8zNzc+fPx8aGjp69GidTtesWbO0tLRhw4YBQPPmzRMSEjZs2PDu3butW7eOHj0aAGxsbJDOz549O3z48DFjxqBJTqYcacxgMOC7IM6Qwgkri5GKr4DHxFAD40Il5CqXy2maJr4kiUSCTPxP4fL48eOo9a5btw5v7ePjI5fLBYDct+/P/xaDlvigwfYo1kOPnZjrMj/s9NnQYycEALlCtW37jp+69ahRu16rNu3r1W+waPES9CKlpKQ4ODh8hUu5qn3t2hc8t8GFmCuWbR43tr1Xp1GmWbMUquYTqt4TyjzdxDK9lsWTmk1eUuavTZr8bb96H486fdb+LVyiK0SMLbVaTWRZaWkpnuR5HtV/nOnLly/zPJ+fnx8YGMgwzNq1a+Vyub+//9ChQ1u2bFlWVta6det58+Zt3Ljx/v377dq1u3btWp06dTQaDfbs5uZ2+/ZthmHatm2r1WqXLFly8eJFAGjbtq0gCE5OTlVVVTRN29vbx8bGjhw5csqUKa6urpcvX967d6+zs/O4ceNsbGwyMzNbtWollUqfP3/euXPnsrKyxo0bo+1CvDk4qQhKoiITvwHP88S3JZVKeZ4nv5eF14jBhz9OCiLuF6un/3W+RJWpGl+6urqisejj46PT6TCWU9+0oWXTZrXr1Ov6U3d0oYeEHu/Tt78AcPXa7+07dKIoE2sbW8umzSyatazX0IyiTKZMnZ73oUAAyMrK+vnnn7/CJcO0oKiz7hs0F86FN25xp4FVfMPGV01qPWvU4nk9q/TaVskm5klUoz+ohtlUk7cm5v8NuCRNq9Xm5ORs27Zt0aJFQUFB27dvP3XqFAB06NAhLCxswYIFANCsWTMAOHXqlIWFRVZW1pMnT5o0aXL58mUXF5eMjIxWrVohG3369Klz586LFi3avn17SkrKxIkTAWDJkiXx8fFoBOzbt+/GjRtKpbJJkyYAsGLFivPnzwNA48aNAWDnzp0uLi7R0dHDhg3LysoaMmQIAFhbW58/f37Hjh29evUCgNTU1JCQEE9Pz2nTpkVGRioUCi8vLzHxKJVKZEciZ9FkQYInvhi8mOd5/C5BIU3TBH/EFUAkCcp9gnWGYTBm9k/hcs2aNQCgUCguXbqEN/L391er1TTDVVZJKcqkZq06NUxq9R8wCNnx+IlTTsNGCAAnToZRlIlt6zbNmresVbtur34Doy/GodcTne2///778OHDv8Yl3bx2javBB6piwoPNmsbUanC7davE1jb36zdJrdMkqV7Th6bNUk2tMupaPKUaPaPq/gu4/FtyXKNS0zT95s0bXPfh4eFjx44tKirS6/Xjx4+vX7++Wq12cHAICwsbMGCAq6srRhEnTJiQlJTk7Oz8+vVrFxeXESNGjB8//syZM05OTgDw6tWr5OTk5s2by+VyqVSamZn5008/ZWVltWzZEo10AFi9enVAQADyQevWrR0dHRFAGzduRFkfERERGBhoMBgMBoNMJhOb8DidyPEEKMTQqaqqwtlFOMrlcoQUEcoMw4htHRAZYcRFj18vLCzU6XQMw3z8+BEATp48eevWrXfv3m3evBm/1a9fP+ywW7due/fu/fXXX/8ruBTL8aCgIOKBwgerV68eANAM97Hw05HAoxjgcXAcinx5OCBwxM+jlCrNm9x3lk2bWdvYWlhaXYi9pKU5/yNHu3XvSVEmv0VfEABu3bo1ffr06rjktaqh/Xrk/nHr04Uz53/8KbJ+w9ON652sTV2tU/93qk4cVe/3mo3u17fIqN/0eQ3z55TpvxuXIADJvcCht7e3d3FxycnJGTFixIMHD3766SdHR8e4uLh58+ZxHNe2bduysrKmTZuuW7fO2tr6jz/+GDNmjEKhoCjq48ePs2bNGjBgACZMDB8+fPDgwWPHjk1OTl66dOmGDRsQGcSwAKNxTTRU5B68AE/yxiwNPEB6E1vZZNoQpkRHJHjFPhGICoWC5/nCwsIXL168evVKqVReuXKFZdnr16/n5OS4uLiMHz9+2rRp+MVNmzZt2bKlT58+YWFhnp6ePXr04DjO2dk5ISFh8ODB2GGXLl1QLenfv/+ECRNycnL+KVzu2LEDHyM7O/vGjRvt27dHXHI8VFRK3Hd4CAAGmh07bgLaPeERUb1698VjC0urho3MzC2aNm9hbdrYvEnT5pZNm9m0ao3ATUpKsre3/4ovBXbDqiXAqUEjgfwPUFAAjx5CTCS9y7Nwoes9uyHhtu1ONGl+trHVxQZWV+tb3mpodce0+S3T1nfr29yv3zi5XqOHdZrerd/yfCNrqW/Y4+vvGrSdZt5rRcO+m6jem0wGetTovaNB77UWP44HFgbUajTctAHIK8GgBpYXOJK9xzLA8jwvcDxN0xs2bMCcGp7nT58+/fPPP0dFRf32229OTk5FRUUhISE//vhjVFSUh4cHwzATJkwIDw9PT083GAz37t1LTU19/vw5ABQVFSFcKisrxYDgRSFErVbLi2wREBlJ6PvERqLPxP2JaBNb08SrhZ5LhmHKy8srKipu3Lhx+vTpwMBAnuednJzmzJmDlDl9+vR3796tX78+Kipqzpw5Hh4evXr1ysnJad++PU3Tq1atOnnyZI8ePQCgQ4cOPM+zLLtnzx57e/uzZ8/eunWrcePG9vb2er1+zpw5jx49sre3x9fp1KkTAOTl5UVERKjV6iZNmvxTuPT29kbrrX379o0aNWrZsqWZmRkACADFJWX7fPYjBEf8PArTiIJDjo0cNUZvYFhOWLZ8ZVOr5tY2tm3atm/R6ocGZhZUjZo/du12NjxSAEhJSUGR+CUueW6d2yrgGdBrQK8DhRz0alArQKMGtRJUSlDKoaQYHmeU/hb92s//zsy5l+yGh9h0CmjQ7FSDpr+ZtYhpZBPeoPXB2rZq/9iiC9ndmo3u2Hmh+Y/Lmjt5UR1XmA3YUaf9vK4D5gMDfS1b9GtQFyoLQC8BRidwvB4AN5XqARhMZjbyEACo1epnz57FxMScOHEiISEBM6yI65jEf1GE4VCK5SDxRfNGXY38kmm1CeCN7hgwBnvISb1ejyjkOI54LmNjYxG7ly9fXrFiRdeuXTEKNWzYsLCwsMDAQBsbGzs7O8xbe/Lkybt374YOHXrz5s3ExEQkaYlE0qlTp+7duwMAxujT09MXL17cv39/ANi+fXtMTEzPnj3XrFnTp08ffCpPT0+WZQcOHOjt7b1z504vL68VK1bMmjXr7t27jRo1mj59emBg4JAhQ7p27RoWFubu7j5lypTc3Ny/C0r0CZDhwjHJycnx8PDA4xEjRpiZmbVq1crKyorjOAEA1USdnuZ46NtvAHo0g46GjBw1hhdAqdJkPM6sXaeetY1t23Yduv7UMzAoFEF86PCR8oqqP/74Y9iwYZgJxbE0AI+4FNa4rRY4nuFYDkDHMSyAQeBonuMETArHXyAzgE4N0kpQqKFKDuUSeJ8PyX/AidO5qzffnrrgtNO0XP/fEv0udLMYbNt6Qr0fpjUeuLZGjxUNurs16ehi1tQOGPihjukgawuQfgRGAoyK51kdgApADaADYIDlBRqAR4YjXkmxHkZQCKJwCLotSVYYwzAsyyqVSsw8IASJRgP+qVQqMREBFTUAiIuLA4Bp06bt3r07JyenX79+Tk5Ozs7OS5cu7devX+/evZOSkiiKun//fnx8fKNGjV6/fo2yNTIysrS01N7eXqPRjB07tnv37lqt9syZM7du3WJZlqKotWvX+vv7C4KwY8eORo0apaWl4au5uLjcuXOH53lzc3MAWLRo0YsXL9q2bRsbG9umTZvHjx9369YNAEaNGoXvdfv27YkTJx48eLCsrOz27dsAcPXqVTR3UAMWh+zJW/9ruERVWIzL0NBQlUrFcVyvXr1atWrVpk0bU1PT4cOHIy4xpci0QaOevfpgDkfosRNoA2EaB0WZNG9hXd+04ZHAkLv3Hkz8ZTJFmVhYWvn4Hnj+/Pm4ceMQl+hX/8yXa1avEuGSYwF0wOl5lhYYlqU5g1bQqYHWAmsAxgBVVaCQg1YDGiWopaCWgFoCGjmUfAKaBw6uJWQFXkx13n22j+sB67Eb63Se077/kradRoEe2pg26mHeAEpywSAFVscJvBZAbeRLXqAF3mAw6JCfSMSZCFb0mCBfEssUx66qqgrPaLVaBJxWq62srHzx4kVRUZFGoxk+fPjs2bNLS0vRyBgzZszWrVu7det2/Phxe3v7uLi4tWvXduvWLSsr68SJE2/fvi0qKhoxYoROp5s6derGjRsjIiIKCwsdHR1//fXXZcuWoQxFME2bNs3e3j4yMjI0NHTs2LEdOnTIycnZu3fvsWPHAMDc3Pzt27e3b9+eNm3avn37xo0bl5aWho/n5+eHtm1GRoaTk9OJEydwUZ06dQrRRtLt8E0lEolKpSK6rHiUsInTIvEAA/T/CC63b9+uVCpfvXrVo0cPc3PzZs2a1a1bl6KoOnXrY2ScokzatG1v27qNAKDR6s+djx4wcDBJvuzcpWu37j1tWrU2t2ph0ayluUVTy6bNataqM2iw/ePHjzGB8D/AJQ2gA+HP7S/AA6MHrRo0KtCqP2/K5mjeoGI1lay2gqMrBVDyoDUAqwKoAigF+AiQA5DNQY4CXhTCrXs5QMPaefOmO/aHinzQy4CjGQG0hCwFELAaBfA8z2OYR61Wo7WRkZGBA/T8+fPt27ejjeLp6eng4ODp6cnzvKOj48iRIwcPHvz48eM2bdo8efKEoqi3b98uWLAgPj7e2tq6srLy6tWrjx49Qgr54Ycf1qxZc+/ePQBYsmSJpaUlAGRnZ48fP75fv37379/X6/XoPB8yZEh8fLxcLq+oqBg/fvzEiRNnzZo1YcKE/Px8hUKxbt26c+fOcRw3btw4TCXOyclZtWrV3bt3Hz58CAB79uxxd3dPTEysqqp6/PhxVVWVwWDQ6/VE60UIqtVqoi0QQBBfgVh6EAiiQob5H1KplKR0oPkPRjXmn8IlRVF9+vRp27atp6fnwIEDzczMLl68mJCQMGr0WJYTfHwP/JGWXlEpme08VyZXYnzczt4RszP1BsZ7r09904YNG5lZt25rUqd+vfoN2rXvuG79xrwPBdnZ2YMGDfqPcMkKNOp8POg5YNCaFOBz+RmaNnCg/XPbG08DQxsLyUl5dZFOWg50qSBIAaoApAAKAC0AJ+CGN4Om8B1wal4j5XleD6AGwNpNnMADpwNOwzKfk3d4ngeA9PT0vn37rly50sPD49SpUw4ODnfu3OncuXNUVJSLiwvLsnZ2drdv38ak4I0bN8bFxY0YMSI3N9fBwWHw4MGbN2++f//+oEGDAGDChAlLlizBxMGUlBS5XN64ceOioqJr166NHz9ep9PZ29vn5+dPnTo1KSmptLQUHeyTJ0/u379/7969r1y5cvz48adPn6ampt65cwcnrLKysqioCKka3SgkRgoASqWSF5lZDMOIHZBgDJAS+0kul6vVaqJbgzHoioo1iBzpYhcBGLMxCIxIYB39o/8ILo8fPy6RSE6ePMmyrFQqpShKp9NVVlYmP0wtr6g6/1sMbuWZMHESEmTQ0ZChTsMFYwrw4ydPKcqkpXWr1u06zvvVNb+gkONBo9ULAAkJCbNnz/4+LlmeA9BwYADQCqBkQGkQVHpWS3Pc522UPMfwBgAlgIRhJQaDnDZoeIYWGAZonUFNCwYGGBZYGng9cDJaW67W6gBoAI2alZaVgUEDnEbQyvQaOSFLLQAtAM+zWKbMoFFu2bJl/vz5OCJnzpzp2LGjp6enRCLp27cvyV2YOnXq3bt3BUEIDw8PDg7u2LHjsWPH7OzssrOzO3fu/PTp0zFjxrx+/bphw4b3799v2rRpaGios7Mz8bl07tzZzs5uy5YtgiCkpKTgbqGCgoI9e/YkJiZWS74EozEk3lEgzicSI48kzGJDA5/AEUROAAxc4QWlpaXkW3FxcYcOHRIEYdWqVQCwdevWly9fiuW12ERD5RufRK1W80Y3Fslr+adwefHiRXSIvn//Pisr68iRIwzDSCSSo8Gh+QWFaFnLFapJk6eiwyg8IsreYQjHA6qbHA/btu/4Iy0dK0RUVEqev3iZ96Eg7sq1VatWfVO/ZAguWSMuNfC5DBxuaeV54DEFCUAHQArM4Z5r0AOoGNAKoOeBZkGjAc4APJarYBUavYCMKzBAa0DQaZQSg8FAyFL7WYjTwKqAVYHAmpiYoLdcpVI9ffo0Ly/v1q1bTk5OkyZNCgoKKi4ubtGiRWpqaocOHa5cudK0aVMAqFGjhkwmS0xMDAgImDFjRklJyYYNGwDA19cXZygoKEgmk6FxTZxBCoUCA4OCIJB8R1RAlUolAhEAJBIJTj+xtAjOcCLRNyQObSNGcV6Liopomk5OTqZpurCwcPbs2Z6engAwbdo0/EpsbOzAgQN79eoVERHh5eW1a9euo0ePhoaG+vv7L126dMCAAaRPFNY6nQ5BzBvTeElDJQE/+mfleHh4eGFhoZ+fX0VFBc/zNWvWrKio0Ov1iMhjx09mPXuR/fLVXJf5HA96A3M0OLT1D233Hzi4cdOWVW5rnOe4TJ4ybdbsOV269ZwyY/aUqdPnuswfPmLkdvedXl5ekydP/iYuVwg8i7hUc6AHUAEUKziJAXQCGAB0DGgNwLHAAegQTDwYaF7QcKARQAegAZCxoAHQsSCVA2sQtDJWL0Fo8gLNGtQgGAxqKaNXAfA6htUZcakD4HgA7jMuDRplZWUljjtN03Fxcd27dx8+fHhYWBgALFu2bNasWR8+fACAzMzMiIgInCoSU8YBJVNCPiJnSG4lyfMAo0BEq7ZawiKxIZAsiRMeN2q+ffv2t99+CwwMTEtLKysrGzhwIGqlPXr00Ov1GzZsiIuLQyvey8srOjq6e/fuBoNh/fr1Pj4+vXv3xj5x15FGoxk3bpydnZ1erz948ODhw4d5nq9fv35+fj4OhThbFIx+WVxFxPlFeBSMG0r/KVxOnTq1oqLC2dn55s2bM2bMoChq2bJlU6ZMMbdoau8wpEPHzkOdhtvZO/66yNVAs6hfjh03YZ/P/uiYWP9DAft89iclpzjPcVm7cUvMpSuzneeu37Bp4a+LA44Ede3addasWV/hEpglrgsBeJYTdCwYALQA81Ztu/Ewe+PuI68K5RoBlDRgZSiFgcUS2DpgDQJn0OmBA06iAwOAHgzFUqABOJ7RqtQqqQAGVlDTrAJAJ7Aqg1YCnBYEhmYZtYHVEc+lYMQlowFWo1XKxCMCoiw1kijJG5MbyGjipzgN6LBEqKnVapLfWi3PCAEtJjlxPDAiIgLXxsqVK4uKimbPnj169GgHBwf89JdffmnQoIG3t/fKlStdXFzS0tKqqqq6dOmi1Wrv3Lnz5s2bH374wd/ff+DAgdevXx81apSjo+PWrVsDAwNx129qauqyZcvQDQQAFhYWNE2npaXNnTvXzc3tzJkzgYGBSJM2Nja44weMOaZ/F2f/Ai5xWDC3FZXUsrKyadOmOTs7e3h4HDly5MCBA9u3b/fy8rp+/XpE5Lk1a9fff5C8ctXqWbPn3Eu4j56jEyfDmlo1v3gp7sTJsPYdOh06fORU2JmRo8YsW7XmdsIDlVpbp259ASD75auioqLRo0cXFhbSNA3AM7R+1crllEGr2LRxLQAvAOhY0APYj57xrEA2acHaWUu3O02cP27mUr+jkQYAGkBpEOQGdaWmqkpVxQErU0gBAAQADjg9DzzIKqSMgcZKVFj9AkADoALQfPZRAq+lGZlarxdAB59rBvGf+VIHnA6AJ9ZoWVkZTolWq0XEkMxtMOp8BMGYKkay/8UC7uXLl1KplKbpx48fBwUFeXl54erkeR6dhZ07d87NzVWpVKamprgbuHnz5kuWLMnJyWncuPHDhw+trKwKCwsTExPBqBHa2toCwMWLF/v06TN37tyXL1+2bdsWAEpLS1++fNmlS5fi4uJZs2bFx8d36dKF5/n69etnZGR06tTJ39+/U6dOCoWiR48ejo6Oy5cvLy0t7du376hRo/AFd+3adf369dLSUqJTchwnzqL6tzYS4yFhLQBQqVSbNm1auHAh7nyfOHGiq6urm5tbq1atRo8ZZ2FptX7DJtvWbezsHZ+/eIn7dMMjon4eOVqnpyMiz7Wy/SHr2Qu1Rnc2PHLPvv13EpMSEh8MdRp+6fKVXbu91qxZM2jQoOLiYpZlAXiBZ39dOJ8CMCxcMIfneR3D0wCno39ftW3/Vp8TCgAJBxIe8qUwbeH660lZSgZYABBg0uifQWBl8kqJUhqfeEcDXBWjrzBolcAbANS0cec6IwgGA4BOpSgG0Op0MrVGLgDoWYHhgRaAFoDhgeMRlyxwNHA0CBzDMMSXrtfrxQhDTQ4LBzAMg8DNzc09e/asn5/ftWvXPD09J0+e3Lt375KSktGjR5eXl0+aNGnq1Kndu3d/8uTJxIkTz58/f+vWLbTQ9Xp969atkcAKCgrS0tJ27tzZr18/mUw2aNCgKVOmeHp6Dh8+PC8vr2XLlqGhoY8ePSLLwMbGRq/XHzhwYObMmffu3cvOzh49evTq1au7du2an5/foUMHjUYTERERGxuL8dKIiIgPHz5otdorV66oVCqSVyo2kkhSKUnCJyErEMUF/t24RF25Wtq/p6fnokWLfvzxx+HDh0+dOtXLyysyMrJu3bojR41p0dJm3PiJDRuZOTgOfZD0EBM4ToWd+aFNO9/9fmvXbahbz7RP3/4dO3Uxt2hqZtms70C73n362TsMmTFz9qLFSxYuXOjt7Z2fn69SqbC0ieviXylGr9iw3g0AWAFoAJclm8bOXFaiAwWARAAFgBLgxUdt4JkrGoDSSp1Bqj3s4Q2MwNPM63dvfQIPVrJaJYASQCoY9AB6ntdrGWNlbQDBYDBIsJC2WqsRAJQqnVbHYj0GngMsI0uqkYAoVoEuZU9Pz59//vnNmzeenp6vXr1Cprlx48YPP/ywdOnSMWPG7Ny508PD486dO2q12sbGxmAwHDt2LDAwcODAgYmJiRMmTACAzMzMOXPmTJ061cXFpWPHjmiAl5WV2djYMAyzdOnShQsXTp48eeXKlc2aNcvMzOzUqZOvr2+XLl127tyZmJhoYmKyfPlyNOcRH4sXLwaA9PT0ffv2xcfHY4A+PT1dvH9NrI2I/1QoFCRAIN7LxrKs2HJH7KLChxj9F/w+f7cROU4qIKAjecSIEQ4ODr169XJzc/Pw8IiIiHj37p2np2fY6bNnwyOjY2JjLlxMfpj6NOs5ynHf/X6uS5YtWbrc7+Ch87/FXI67euv23fSMJy/fvHvzPv/1m7clpeUfCz/JFSqxqwHrbcydM5sCwbBk0TwAUOtYqQ427T4cdjFJCaAAKKFBBlBqgKTs8swPyk9qoAF4GcwZOfNtxmtgoaKs8vK1q0GnQifPnZFT8JYF/lNJMRYSFaR6UANXrj7o43Xx0rnKqlKtXoP+Kr2BYxljSWOOB44XOKPUFz5X8auqqkIH3saNGzdu3FhSUhIdHT1v3rwHDx7odLpOnTpFRUU5OzvfuXPHzs7u2LFjvXr1mjRpklKp7NKly/z5821tbXU6na2t7bVr1/r06cOybEhIiJub29y5cysrK1NSUuzs7HAapk6dOnny5JEjR/r7+48fP57n+ezs7KioqNOnT8tkslevXhUWFn769AmddmR3Gz4b2RGr1WrFrmyytEjOMs/zUqkUFUTCQzKZjOR/YBYwAlSlUpWXl6O5c/ny5fT0dGdn55kzZ4r3g//7GrEL0TWBOrdKpSooKMjPz0dpq1AoiouLdTqdTCaTyhQkRI6uIjxA77pSpamolIgv4AC0NIe5cHgSVyAmYWF8fInrIkqrqNy1c6sgCEoNbQB4+rbCpuuwlBxZiQFkADKAXAksdQ9y9w/f7HO8sIJ7nvlp2bzNUWFxK1032A8aGht7yctrNwC7ccPqTRvXeHvucBo4SF5cLi+oOBd0pvRtUWhQ4Lu8NwLwWF2JYUGjNqhlKmB5UkMWS21jiUrBWE0FjLnZ8+bNa9euXXBw8OLFi5HnrKysYmJi7O3tT548CQCurq47d+58+/Ztfn4+Jl9FR0e7u7s7ODgIgrB58+ZevXph5ZbAwMCKigqwOjl4AAAQkUlEQVS5XJ6VlUXUAwyRkw1rGo2GOP/AaBiJUy3xpFarRaCoVH+uePyKXC4XsyaCGP+XSCQymSwpKenAgQNYCEkikaxYsQJTPymKyszMtLKy+u2332rXrg0A1tbWvr6+Fy5cQL/YfwMuEZpkwyS6OHCLqTgzhrwRiTSWV1QZKxCxmMZRJZF9VuhYHr3rvPC5liAWiqEZjuUE3HZn1GV5vU6z2m0lBaBbsfRXnuelCq0BQMHBnYyPPZ3mjHLeuif0918W71656+Tl5HdWnR23+Z3xCIjq4jB90SY/FYCChnf5FbEX4jJS/jh9NHDx7OlL584wSCtUlWWH/Q4MGTIk70PhnPm/Hg4KxN8u0BhYhgeNlgEBPjvgaRrL+gocMDzo0GcE4OjouGnTJqSfLVu2hIeHJyUlDRw4MCgoyNHRcfjw4Tt37jx9+vSuXbtQDkZHR3t5eW3evPnhw4eYToGhOUEQNBoNKnDE0Ea4fPr0CYUUUfWIhMWD8vJynBiEL0YL0RzGzFwCU57nlUplQkJCeXl5YWHhsWPHFi9eXF5ezrJsTk5Oz549+/Xrt2bNmp49ewqCEB0dvX79+tatWz979uzJkyfYSf/+/fv373/9+nVra+v379+3bNny0qVL8+bN27179+jRo/fs2YPJSugN+G/AJS9iTf7LKh1gzADEA57nDTSLG3p0ehozidQaHaqYKB61OkNxSRlhU5oHDgARjNkeOCPl5eV5eXmP0lLjLl+cP28uBbzObdVSAGAE+FSpMgCoeFABvCpm72R8/CAFJcDvD1/5HovWACgBLH4cbDtwzLaDJzUAH4olLnMXHjscKCsqCvbx9ljrBrwBBGby5F/ORkXSAI+eP/PxO8AZ2ZsDoBkBBGC1emBYYGhgaORLgkuJ9HNaBmpaDMP4+fn5+/uTQByWmMJryHYZEO3nIqAhi5vUo8Jr0POHyZQ46GjvI0BJsARbTEwMRuf9/Pzc3NxIQaKuXbtOmjRp06ZNERERI0aMcHNzW7Rokbe39+HDh1+8eNG/f38MpVZUVOB+NAcHhxEjRnTo0OH06dPjxo2bMWOGu7s7UpGjo6Obm1v//v29vb1///33Hj16hISExMfHL1q0yM7OztPTc9iwYZ07d05NTf2Lfd//OC7xXuhhRbcRGRb0H/HokhOAQBD3+og5Es/r9HTm02cpqWmX464eDQ49eeq05649W7e57/PZf8DP393d3dfX9+zZs+fPn09MuFta8kmrUVEA/JIli1mW5Xgw0DwHoNSwSLaf/wlf/HtXWHY3JV2qYViA5y9erV+/0Wv3HhD4CWNGuy1fhuX1J06cGBEVyQm8WqvZ5+sjGKvRYZgdABgDjb8lAxyL5g75uReG4QhvkdRu3mgJIZjAWCdD7AHGADHZ1EtqSmEJLgJf7K2ysjI7OzsxMTEvLy80NHTdunWPHz9mGOaXX35p2rTphg0brl69unXr1jFjxsTHxw8ePDg7O7tdu3YFBQWYrMSybIMGDVJSUmQyGTqMAKBly5bHjh0bOXJkt27dMEFTqVQWFBRMmDDBYDBYW1sDAO5T69+/f1hYGNrpDMMMGDDg06dPEydOjIqKevPmzfLly9+8eZOfn19RUfH27VudTocpGmK9QjA23lgWULzDHceBqLwYuMJriNZITn7dVTWCrNawB5LAIJVKCwoKMjIyrl27hhnQ/v7+Bw8e9PLy8vb23r9//9GjR8+dO3f37t2nT5/m5uaScG61G1VbGBQArF69Gj8TjJVr8K7fbKQjrC0hCMKtW7e2bNly5coVJIbKysq1a9cuXryYZdm4uLg9e/aISwbgVvy/WKnw5W5UQn5arRbdKDh2vLEGGoKMvFtBQUFeXt6DBw9Q8qanp69YsWLu3LlxcXF9+vTR6XTDhg17//59jRo1tm7dmpSUtHfv3i1bthQWFlpbWx86dOjo0aMAkJCQgDvIvLy8+vTps2bNGrSiRo4ciXsmAaBZs2ZXrlwpLCzs3bv3ixcvMjMzx48f7+vrGxMTU1FR0a9fP6RqiUSCm9Q2bNhQUVHx9OnTe/fuXb169fHjx8h/YCwWgK8g3mUGX+qmGET9uonnlZzEKIPYuv9m43keMUq0RsQNavbFxcXZ2dlJSUk3btw4cuRIQEAAYg4l2OHDh48cORITE3P9+vX09PT8/PxqRSWw4WIgyCGgJA/8XVwuW7YMo1g6nY7sSvkebtAKE4tLvA2SPErMkpKSV69eTZ8+fc2aNRcuXCAVpEBUDex7/WNgGntGZzIqaojpFy9eREdHY3nSDRs2LFiwYMSIEXK5vKCgAE0lrE+ya9curMPk6+u7ZMmSjx8/sixbVVVFUdT+/ftpmra2tnZzc9u4ceOZM2d69uzp6Oh46NAhV1fXjIwMlUrl6ekZHx+/Z8+enTt3yuXyKVOmBAcH29raJicnh4SEoAPf3NycBEsdHBzGjBkDAMnJyRieefPmDdadEoyl28TDBcYgFrpgcDRAJCWqUQCZOTLryCCssXEch+VltFptNecUL7JdCEfyPF9UVPT27duMjIzr16+Hh4cHBAR4eXnt3LkTkXfo0KGQkJBz587dvn07MzMzNzfXIGr4atxXNeLAGCjCpBZxI6T+F5T0BS55nifJOwQ9fxFXFT8E7hattqNKIpFgMBdXIcmHII4xMArTv+hfLpeTLa19+vSZM2dO7dq1BUFAi3XSpElXr15t1qxZbm4uQtbZ2Xn79u3bt2/XaDS9evUiLpgtW7bY2dlt27YtPz9fEITmzZuvXr1apVJZWVnh8+/Zswc5Em0OGxubUaNGubu7x8bG7t69+8qVKxMnTvTx8QGAiIiIR48eYciHNNzHg8ckRRIXJyZ/EAyJxRbhD1KnGL6sYIPRP5RICFz0XGLC29doAFFOCR4XFBQkJydfvnw5NDQ0JCTk6NGjgYGBgYGBR48eDQkJCQ0NjYmJiY+PT0lJefPmDWZgkEnECpdIVeRGfy3iUb9iRVW+vsYrzq9YbeBFSkh1XALAokWLcBzJ3vu/ADLZ8iw2DhQKhVQqZY0l6r5+btR4iK8BM7K+2dRq9eHDh9FvIgjCjh07MPE7PDxcqVRaWVl5eXm1bNlSKpXa2dmtWLFi//79xcXF5ubm7u7uuNe7e/fuEokEreZdu3ZNnTrV19c3Kiqqc+fOLMuOGTPmzp07Tk5OQ4YMWbly5YMHDxITEzUaTWpqKr47savE6gduOkPdAAmA5I3jn+IUTAAgEVTeqGaIq6oSgiSOT6IB49omm8HFDwDGqpMFBQWpqakXL148ceJEcHBwaGjoyZMnjx07FhISEhIScuLEiejo6AcPHrx//55kTolh8U1ggTHBoNpJVAloYyPaIRJwtXWCK5BsikLY4WWkVXsewvrfwCWWagZRQSb4vj8CrySbHEpLS8XFHlQqFdYmBWPlPnGYFYzE+RdyHAAaNmyIQpnn+UWLFp07d06lUnXu3Pnu3buWlpYKhcLV1fX3339v06aNh4fHxo0bfX19165dKwjC/Pnznz9/vn79erROeJ5/8uTJvXv3MjMzlUolGRfCcAQrvHHTD/6JVE18RoIoKCcuZqRSqQiACFWQdHEQlQkmQpyUAMa9MngS7yuTyT58+JCbm3vr1q0//vgjODjY398/KCjI29s7ICBg7969AQEBBw8ePHXq1NWrV58/f07WAHxZLw6MmUR/lkAX2TQEQwRYeBmyBplfTGHGojrfgzJ2S5i12nmxEK/26X+KLysrKz09PcX1lfFBv4cbskVa/LgodMgE49uKN0qLG87r9/pXq9XZ2dkkTUGr1fbq1WvIkCFjx4599uwZpspmZ2c/ePDg4cOHKSkpGJkk+yHBGCfEu5BKWt8MCeJGLd5YpA8fFamObGzA4rykXCAZImLgI7/iTcVJ5gQohYWFarW6uLg4Nzc3ISEhNjb2xo0bAQEBQUFBwcHBO3bsCAgI8PX1DQ8PP3/+/NWrV58+fZqdnc0aq1QS71U1TOAIk1qp4jH8CztXvP7FF5A/VSrV1/Vm8S6E2xhRI9fQNP2lh/zP/nF94hbWb1LSt+V4QECAj4+Pv7//vn37YmJiSK7NNxsrqu8oiOr9ERGAF/Bf5s8aDAayvole/xfjRTrkjSlt+LYSiYSocdVyGsT2BGfcRYBgInsP9Ho9Uf7EM0EmW8w6IGJQ3hjmIQ9Jgj34Ru/evbt79+69e/diY2N9fX2Dg4MPHTrk5+eHaZfBwcGXL19OS0t79OhRSUkJ1mwG0a5znufJ7xPgqxF9jnh/cP5Qoee/VPTJNUTJQ/lL8FQNBIgwTtQIdMjYYrX2agPytR/g684Ru4SD4cv2F1P/BS6roSE3N/fChQs+Pj47d+7cuXPnwYMH4+PjsQAziGJQuJoJ+ZNpE8sC8aMQPiccTg6q+dVIP1/7L8R6N9F7qvkdyNCIh1Lcv1iI8N8yJ6uZrh8/fszJyXnw4MGFCxdCQkL279+/Z88eT0/PAwcO7N+//8CBA4GBgZGRkXfv3n3x4kVBQQFm6YpfVvy+XzfuO+171/9/0iiilgpfZsjiJCmVyqysrKioKG9vb3d3dw8Pj5MnTyYnJxPyI3qVuGqoRqNRKpVEABG1RvgWhwtfIUP8J9GjwchnuI7JVqxqjdyFLIlql5EHpmm6rKzs6dOn8fHxERERfn5++/fv9/Hx2bt3r7e39969e/ft2+fj43P+/HlMF8Lq/9Xk6ddNvFzFr/y9CfhfXH6zUWQIiOnEfekOYFlWqVRiLgIAFBcXp6WlnTp1atu2bRs2bDh06NDt27dzc3PhK00FjJUISP/iOITYrUWuAZHbXPjSoKumXBMUiq9B1xpSXV5eXnZ2dkpKypUrV06fPn348GFvb29PT08/Pz8/P79Dhw4dO3bswoULDx48ePXqlbjyPnmSbzbB6J+rpu8LIv7+ptz8nsD6Hi7/Q0n3P7tRRHEmSCJ2K03T1fy0vFFeE9pgGCY7O/vKlSv79+/ftWuXp6dnYGDgrVu3Pn78yInq9YhRzom8dMKXopx4msgcV4MFwzAymSwvLy89Pf3mzZsXL17EOMThw4fRuxQUFBQSEnLs2LGbN28+ePDg2bNnhYWF1X75BoyqBS8COidyU7OiAB18ydPV2Je8Av8VI+JJ8mr/d6b3/9lGCSKrnv/STBNPAFEoBUFAvBLBLRijXnilXC7PyMgIDw/fu3fvtm3bfH19z507hz96IgaBeP7EmECeS0pKio2NDQ0N3bdvn7u7++bNm318fPbv3x8QEHDq1KlLly4lJye/fPkyPz+f+zKYIYh8NGIMkcf+Guu4vZA8z9cI5kWYI9xMwI08Taia3A6/+L/89681isAORxZHGZ3SvBF2OBOCUY8Uzzf2InzpmEBqIWcqKyvT0tKioqKOHDkSFBQUFRUVHx9/5syZs2fPnj17Njw8PCIiIiIiIjIyMjIyMikpKT09/fXr16WlpdV+Rk58x69PckYbkzwSeclqhE1CduKMEOI3FicWoO4hhrv4Hb+pWohxKUbk39Ku/rdR3LeCS5wxZljNYSuI2IgYH9gRQbDwJQjIAZIKL1LIyBer3bpaD1qtFq2oalTHGXOLqqGBF9k6BK/8d0Id+MxfxzmqNZ7nWdGP2H3dCTplxD/Jw3/rV8a++QDfbH/9PP/j2/8BAXzJzfOVXlsAAAAASUVORK5CYII=" width="326" /&gt;&lt;br /&gt;Brain  Games Chess destina-se a desafiá-lo e ajudar a melhorar suas   habilidades. O exclusivo Sistema de pontuação leva em conta o seu   adversário, sua velocidade, quantas vezes você desfazer um movimento e   quantas sugestões você pedir, o que dá uma ideia mais precisa do seu   xadrez jogando habilidades e ajuda a aumentar suas habilidades. The Game   também vai sugerir o seu próximo adversário que sempre se certificar  de  que estão a ser desafiados.&lt;br /&gt;Tocar em qualquer nível contra o  programa ou um amigo ou usar as dicas e  tutoriais para melhorar seu  jogo. Com vários níveis de habilidade,  Brain Games Chess foi projetado  para novatos e jogadores habilidosos.  Inclui 15 tabuleiros com 3-D  gráficos impressionantes e 3.000 partidas  de xadrez histórico para  aprender.&lt;br /&gt;&lt;br /&gt;Características:&lt;br /&gt;* Tutoriais avançados&lt;br /&gt;* Sistema  de pontuação preciso&lt;br /&gt;* Superior Game Technology&lt;br /&gt;* 15 3-D temas e  tabuleiros&lt;br /&gt;* Escolha o oponente e o level de sua habilidade&lt;br /&gt;* O  programa sugere Worthy Oponentes&lt;br /&gt;* Múltiplos modos de jogo e Relógio&lt;br /&gt;*  Rico em gráficos detalhados&lt;br /&gt;* Exercício para uma grande mente&lt;br /&gt;*  Inclui 3.000 partidas históricas de Xadrez&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://rapidshare.com/#%21download%7C944tl2%7C357924480%7CBrain.Games.Chess.v1.0-TE.rar%7C60138" target="_blank"&gt;&lt;span id="fullpost"&gt;&lt;img alt="Image        Hosted by ImageShack.us" border="0" src="http://img516.imageshack.us/img516/4721/downloadluz.gif" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-555645611131118150?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Hr_kAySdKSzXEBFuvOllKHC332c/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Hr_kAySdKSzXEBFuvOllKHC332c/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
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/><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-6086541971434232364</id><published>2011-05-16T18:21:00.000-07:00</published><updated>2011-05-16T18:21:00.439-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">GOM Player 2.1.24.5013 - Final</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" 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" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;GOM   Player inclui muitos codecs (XviD, DivX, FLV1, AC3, OGG, MP4,  H263 e   muito mais) para que você não vai precisar instalar codecs  separadas   para a maioria dos vídeos. Para os vídeos que exigem um  codec separado,   GOM Player irá encontrar um e direcioná-lo para um  lugar onde você pode   baixar uma versão open source do codec. Dessa  forma, você não vai  ficar  com codecs desnecessários no seu sistema.&lt;br /&gt;Play Broken arquivos  AVI  (patenteado)&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;Arquivos AVI não podem ser reproduzidos se o  índice  está quebrado, ou  se o arquivo não foi completamente baixado.  Isto  porque o índice está  localizada no final do arquivo. GOM Player's   patenteada tecnologia  permite aos usuários visualizar arquivos com   índices quebrado ou que  ainda estão sendo baixados.&lt;br /&gt;Poderosa Subtitle   Support&lt;br /&gt;&lt;br /&gt;GOM Player suporta SMI, SRT, RT, SUB (com IDX)  ficheiros  de legendas.  Você pode especificar margem, localização,  tamanho,  resolução, tipo de  letra e outros. Você também pode ativar  sombra,  visualizar arquivos  ASF com legendas, karaoke subtítulo modo.  Você pode  ainda sincronizar  legendas e vídeo se houver algum  desfasamento.&lt;br /&gt;Convenient  Playlist&lt;br /&gt;&lt;br /&gt;Se você executar um arquivo  de vídeo e já existe um  arquivo com um  nome similar no diretório, ele  será automaticamente  adicionado à sua  lista. GOM Player tem um formato  semelhante reprodução  M3U, PLS, ASX e  você também pode incluir e editar  diferentes formatos de  mídia em que  a lista também. É fácil criar e  editar sua própria lista  multimédia  com GOM Player.&lt;br /&gt;Apoio diferentes  tipos de suporte&lt;br /&gt;&lt;br /&gt;Juntamente  com meios diferentes formatos tais  como AVI, MPG, MPEG e  DAT, GOM  Player também suporta streaming Windows  Media Format (WMV,  ASF, ASX).  Você também pode assistir vídeos com  qualidade DVD com  saída de áudio  5.1 canais.&lt;br /&gt;Screen Capture&lt;br /&gt;&lt;br /&gt;Captura  de tela permite a você ter  uma imagem do seu vídeo diretamente  do GOM  Player. Usando o Burst  Capture recurso, você pode tirar  screenshots  contínua de até 999  disparos.&lt;br /&gt;Funções avançadas&lt;br /&gt;&lt;br /&gt;Há um número  infinito de recursos  avançados. Personalizar brilho,  contraste e  saturação. Sharpen ruído e  adicionar ao seu vídeo.  Experimente o áudio  equalizador. Repita uma  seção de seu vídeo com o  nosso Repetição AB  recurso. Avanço rápido /  rebobinagem alguns  segundos utilizando  esquerda / direita chaves. E  muito mais para  descobrir!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.4shared.com/file/bL98R1jA/GOMPLAYERENBETASETUP.html" target="_blank"&gt;&lt;img alt="DOWNLOAD" border="0" src="http://img516.imageshack.us/img516/4721/downloadluz.gif" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="text-decoration: underline;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="text-decoration: underline;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-6086541971434232364?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/5kDldXHsViclgOVuf_sTr-79n1o/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/5kDldXHsViclgOVuf_sTr-79n1o/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/6086541971434232364/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=6086541971434232364" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/6086541971434232364" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/6086541971434232364" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/05/gom-player-21245013-final.html" title="GOM Player 2.1.24.5013 - Final" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-7329272253493333157</id><published>2011-05-02T09:11:00.000-07:00</published><updated>2011-05-02T11:06:50.768-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Jogos" /><title type="text">Jogo de nave Echoes asteroids</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-FjrExfvTrXw/Tb7XS8mIFSI/AAAAAAAAAts/Hm_XDiIROUg/s1600/echoes_6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-FjrExfvTrXw/Tb7XS8mIFSI/AAAAAAAAAts/Hm_XDiIROUg/s400/echoes_6.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;Em Echoes, o jogador controla uma nave espacial em um ambiente hostil  repleto de asteróides perigosíssimos, e deve mover-se utilizando apenas o  mouse para desviar dos pedregulhos espaciais e destruí-los por  completo. A jogabilidade é diferenciada e muito bem desenvolvida. A  nave, que tem uma metralhadora atirando sem parar automaticamente, deve  ser movimentada através do mouse. Além de movê-la na tela, o botão  direito do periférico é responsável por virar a nave, fazendo com que  seus tiros atinjam o alvo mais facilmente.&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-FjrExfvTrXw/Tb7XS8mIFSI/AAAAAAAAAts/Hm_XDiIROUg/s1600/echoes_6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-FjrExfvTrXw/Tb7XS8mIFSI/AAAAAAAAAts/Hm_XDiIROUg/s400/echoes_6.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zBqLjAeTVQc/Tb7XfSGIcjI/AAAAAAAAAtw/ICAl7smftNE/s1600/crack_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-zBqLjAeTVQc/Tb7XfSGIcjI/AAAAAAAAAtw/ICAl7smftNE/s400/crack_1.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-UawRu4e75-E/Tb7Xk5AsVdI/AAAAAAAAAt0/LVSQ1bC-3-w/s1600/echoes_1_t.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-UawRu4e75-E/Tb7Xk5AsVdI/AAAAAAAAAt0/LVSQ1bC-3-w/s400/echoes_1_t.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;Sua única desvantagem é que os jogadores viciam rapidamente nele e logo  não conseguem fazer nada além de jogar, jogar e jogar. Um jogão gratuito  com diversão ilimitada e altos riscos de vício que promete prender a  atenção rapidamente!&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.binaryzoo.com/games/echoes/echoes.zip"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-SHTX9LtWs58/SGmI3BtkKaI/AAAAAAAAADE/BG4aoMJ9HUI/s1600/Clique+aqui.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="background-color: transparent; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-7329272253493333157?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/StrB99pYlD_ifJ2QtJS59Cx847w/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/StrB99pYlD_ifJ2QtJS59Cx847w/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/7329272253493333157/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=7329272253493333157" title="1 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/7329272253493333157" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/7329272253493333157" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/05/jogo-de-nave-echoes-asteroids.html" title="Jogo de nave Echoes asteroids" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-FjrExfvTrXw/Tb7XS8mIFSI/AAAAAAAAAts/Hm_XDiIROUg/s72-c/echoes_6.jpg" height="72" width="72" /><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-2279773603314168809</id><published>2011-04-10T13:32:00.000-07:00</published><updated>2011-04-10T13:32:50.178-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Curiosidades" /><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Astronomia e Astrofísica" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">Stellarium planetário virtual</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.stellarium.org/img/screenshots/0.10-new-interface.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://www.stellarium.org/img/screenshots/0.10-new-interface.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;Este programa serve não só para estudantes de astronomia e astrofísica mas,para todos os apaixonados e aficionados em agregar mais conhecimento!&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.stellarium.org/img/screenshots/0.10-starlore-window.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="298" src="http://www.stellarium.org/img/screenshots/0.10-starlore-window.jpg" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;Stellarium         é um planetário de código aberto para o seu computador. Ele mostra         um céu realista em três dimensões igual ao que se vê a olho nu,         com binóculos ou telescópio.&lt;br /&gt;Ele também tem sido usado em projetores de planetários. Basta  ajustar as coordenadas geográficas e começar a observar o céu!Endim é um programa maravilhoso para quem realmente quiser se aventurar nos céus de forma virtual! &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://downloads.sourceforge.net/stellarium/stellarium-0.10.6.1.exe"&gt;&lt;img border="0" src="http://2.bp.blogspot.com/-SHTX9LtWs58/SGmI3BtkKaI/AAAAAAAAADE/BG4aoMJ9HUI/s1600/Clique+aqui.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-2279773603314168809?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/L7MXbeoKqqo7bMQEmOfvxHzJykA/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/L7MXbeoKqqo7bMQEmOfvxHzJykA/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/2279773603314168809/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=2279773603314168809" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2279773603314168809" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2279773603314168809" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/04/stellarium-planetario-virtual.html" title="Stellarium planetário virtual" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-SHTX9LtWs58/SGmI3BtkKaI/AAAAAAAAADE/BG4aoMJ9HUI/s72-c/Clique+aqui.gif" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-5385018442330731530</id><published>2011-03-26T06:24:00.000-07:00</published><updated>2011-03-26T06:42:17.473-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ferramentas de fazer música" /><title type="text">Ferramentas de fazer música</title><content type="html">&lt;center&gt;&lt;object height="380" width="480"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/images/piano2.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/images/piano2.swf" type="application/x-shockwave-flash" wmode="transparent" width="480" height="380"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/center&gt;&lt;center&gt;&lt;a name='more'&gt;&lt;/a&gt; &lt;/center&gt;&lt;center&gt;&lt;object height="150" width="370"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/embeds/HOUSEEXAMPLE.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/embeds/HOUSEEXAMPLE.swf" type="application/x-shockwave-flash" wmode="transparent" width="370" height="150"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="400" width="400"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/embeds/drumset.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/embeds/drumset.swf" type="application/x-shockwave-flash" wmode="transparent" width="400" height="400"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="507" width="400"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/embeds/beatbutton.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/embeds/beatbutton.swf" type="application/x-shockwave-flash" wmode="transparent" width="400" height="507"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="430" width="400"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/embeds/mike.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/embeds/mike.swf" type="application/x-shockwave-flash" wmode="transparent" width="400" height="430"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="285" width="335"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/soundsphere/soundsphere.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/soundsphere/soundsphere.swf" type="application/x-shockwave-flash" wmode="transparent" width="335" height="285"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="410" width="463"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/drumbutton/drumbutton.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/drumbutton/drumbutton.swf" type="application/x-shockwave-flash" wmode="transparent" width="463" height="410"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="320" width="320"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/images/scratchweb.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/images/scratchweb.swf" type="application/x-shockwave-flash" wmode="transparent" width="320" height="320"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="400" width="350"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/images/playbuttonscs3.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/images/playbuttonscs3.swf" type="application/x-shockwave-flash" wmode="transparent" width="350" height="400"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/center&gt;&lt;center&gt;&lt;object height="400" width="450"&gt;&lt;param name="movie" value="http://www.buttonbeats.com/cube/cubes.swf"&gt;&lt;param name="wmode" value="transparent"&gt;&lt;embed src="http://www.buttonbeats.com/cube/cubes.swf" type="application/x-shockwave-flash" wmode="transparent" width="450" height="400"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;/center&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-5385018442330731530?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ykT1KcXXYsQybYZtcuBfB7c1cuM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ykT1KcXXYsQybYZtcuBfB7c1cuM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/5385018442330731530/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=5385018442330731530" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/5385018442330731530" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/5385018442330731530" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/03/ferramentas-de-fazer-musica.html" title="Ferramentas de fazer música" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-3388601732283311026</id><published>2011-02-13T04:18:00.000-08:00</published><updated>2011-02-13T04:18:44.511-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Geografia" /><category scheme="http://www.blogger.com/atom/ns#" term="Curiosidades" /><category scheme="http://www.blogger.com/atom/ns#" term="Astronomia e Astrofísica" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Documentários" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">As Dimensões e o Universo!</title><content type="html">&lt;span class="blsp-spelling-error" id="SPELLING_ERROR_0"&gt;Nassim&lt;/span&gt; &lt;span class="blsp-spelling-error" id="SPELLING_ERROR_1"&gt;Haramein&lt;/span&gt;  é um físico nascido na Suíça que dedicou toda a sua vida em pesquisas e  pensamentos no campo da física quântica e teorias sobre o hiperespaço,  espaço de uma maneira não muito convencional mas profundamente  esclarecedora, trazendo novas e corajosas discussões e revelações nesse  campo e relacionando-as à nossa realidade, à nossa existência e ao  conhecimento das civilizações antigas.&lt;br /&gt;&lt;br /&gt;Ele um investigador brilhante que me deixou perplexo com a  quantidade de informação cientifica que consegue cruzar. Para quem já  contactou com conceitos de física moderna, Nassim Haramein leva-nos um  pouco mais adiante em temas como: buracos negros, expansão/contracção  simultâneas, geometria sagrada, vacum, cropcircles, pirâmides,  dimensões, paradigmas das leis quânticas e newtonianas, espirais e muito  mais nesta palestra de oito horas. Tudo de um ponto de vista  cientifico.&lt;br /&gt;&lt;br /&gt;É muito interessante o ponto de vista desse cientista, no qual nos traz conceitos novos não só na evolução de nosso planeta mas também de todo o universo!&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/d2Q_YaMPdko" title="YouTube video player" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/rLLSvCNeMLU" title="YouTube video player" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/6230cNHQX8k" title="YouTube video player" width="480"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;iframe allowfullscreen="" frameborder="0" height="390" src="http://www.youtube.com/embed/KSyh6G2cXuA" title="YouTube video player" width="480"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-3388601732283311026?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/S9JRyxTOOER5wl0yZYF-mgZufow/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/S9JRyxTOOER5wl0yZYF-mgZufow/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/3388601732283311026/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=3388601732283311026" title="2 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3388601732283311026" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3388601732283311026" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/02/as-dimensoes-e-o-universo.html" title="As Dimensões e o Universo!" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://img.youtube.com/vi/d2Q_YaMPdko/default.jpg" height="72" width="72" /><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-2675639784390205667</id><published>2011-01-10T08:55:00.000-08:00</published><updated>2011-01-10T08:55:04.297-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ferramentas para Músicos" /><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">Piano eletrônico</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_CDLJ32La2hQ/TSs4tCfXY9I/AAAAAAAAAsw/X5qMqigZS3g/s1600/piano.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/_CDLJ32La2hQ/TSs4tCfXY9I/AAAAAAAAAsw/X5qMqigZS3g/s400/piano.png" width="360" /&gt;&lt;/a&gt;&lt;/div&gt;O Piano Eletrônico 2.5 é um programa Freeware (gratuito) com o objetivo  de permitir que o usuário toque Notas Musicais,  Acordes e sons de  Bateria pelo teclado do computador.&lt;br /&gt;Mesmo não sendo um programa para fins profissionais, o Piano Eletrônico  2.5 se destaca por não exigir nenhum conhecimento da tecnologia MIDI,  ocupar pouco espaço em disco, e ser muito simples de instalar e usar.&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;div class="Bloco"&gt;   &lt;div style="float: left; width: 47%;"&gt;    &lt;img alt="Piano" src="http://www.pianoeletronico.com.br/images/piano_ico.gif" /&gt;128 Instrumentos Musicais (padrão General MIDI) &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Bateria" src="http://www.pianoeletronico.com.br/images/drums.gif" /&gt;47 sons de Bateria &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Acordes" src="http://www.pianoeletronico.com.br/images/chords.gif" /&gt;Toque de 12 tipos de Acorde pressionando uma única tecla &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Violão" src="http://www.pianoeletronico.com.br/images/guitar_chords.gif" /&gt;Toque de Acordes simulando as 6 cordas de um Violão &lt;br clear="all" /&gt;   &lt;/div&gt;&lt;div style="float: right; width: 47%;"&gt;    &lt;img alt="Vozes" src="http://www.pianoeletronico.com.br/images/voices.gif" /&gt;Combinação do som de até 7 diferentes Instrumentos Musicais &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Recursos" src="http://www.pianoeletronico.com.br/images/features.gif" /&gt;Seleção de Oitava e Volume da melodia e dos acordes &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Idiomas" src="http://www.pianoeletronico.com.br/images/language.gif" /&gt;Suporte aos Idiomas Português, Inglês e Espanhol &lt;br clear="all" /&gt;    &lt;br /&gt;&lt;img alt="Código-Fonte" src="http://www.pianoeletronico.com.br/images/module.gif" valign="center" /&gt;Inclui versão simplificada com Código-Fonte aberto &lt;br /&gt;&lt;br clear="all" /&gt;   &lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://www.pianoeletronico.com.br/files/Piano_Eletronico_2.5.zip"&gt;Download&lt;/a&gt;&lt;br clear="all" /&gt;   &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-2675639784390205667?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/absiIRrTmztegCyNqFKLQF5YABw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/absiIRrTmztegCyNqFKLQF5YABw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/2675639784390205667/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=2675639784390205667" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2675639784390205667" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2675639784390205667" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2011/01/piano-eletronico.html" title="Piano eletrônico" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_CDLJ32La2hQ/TSs4tCfXY9I/AAAAAAAAAsw/X5qMqigZS3g/s72-c/piano.png" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-2739743814251184261</id><published>2011-01-01T18:35:00.000-08:00</published><updated>2011-01-01T18:35:10.338-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Curiosidades" /><category scheme="http://www.blogger.com/atom/ns#" term="Mensagens" /><category scheme="http://www.blogger.com/atom/ns#" term="Notícias" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">Vejam o que este homem pode fazer com os pés!</title><content type="html">Isso mesmo eu falei com os pés, porque ele nasceu sem os braços! Toni Melendez é uma pessoa especial,nasceu na Nicarágua, e vive hoje nos Estados Unidos. Ele provou que deficiência está muitas vezes na mente das pessoas! Ele se superou de várias formas tanto, tendo um sonho de ser músico, aprendeu a tocar violão com os pés, aliás faz tudo com os pés...até dirigir! Vejam por si mesmos e se emocionem com esta pessoa especial, e nunca digam que não são capazes pois ele é um símbolo de superação humana!!! Por favor! Tenham essa mensagem como um belo presente em suas vidas! Porque as mãos de Deus é misteriosa, e nos acrescenta dons, muitas vezes nas nossas maiores dificuldades!&lt;br /&gt;&lt;div style="text-align: right;"&gt;Mensagem de : Danibyo&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;object height="550" width="550"&gt;&lt;param name="movie" value="http://www.youtube.com/v/Swy3nmxhezw&amp;amp;hl=pt-br&amp;amp;fs=1"&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;embed src="http://www.youtube.com/v/Swy3nmxhezw&amp;amp;hl=pt-br&amp;amp;fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="550" height="550"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-2739743814251184261?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ixY8JwB8GvIywQpBm-nLzR2BOK0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ixY8JwB8GvIywQpBm-nLzR2BOK0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/2739743814251184261/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=2739743814251184261" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2739743814251184261" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/2739743814251184261" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2008/12/vejam-o-que-este-homem-pode-fazer-com.html" title="Vejam o que este homem pode fazer com os pés!" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-315127918990288481</id><published>2011-01-01T18:33:00.000-08:00</published><updated>2011-01-01T18:33:00.933-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Curiosidades" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">Confira os QIs mais altos do Mundo !</title><content type="html">&lt;a href="http://3.bp.blogspot.com/_DhH6_7kkXWM/SW-JMUM8opI/AAAAAAAAD4U/HrCX8kdQ3Y0/s1600-h/QiLogo-with-Gray-BG.gif" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5291598931858072210" src="http://3.bp.blogspot.com/_DhH6_7kkXWM/SW-JMUM8opI/AAAAAAAAD4U/HrCX8kdQ3Y0/s320/QiLogo-with-Gray-BG.gif" style="cursor: pointer; display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 272px;" /&gt;&lt;/a&gt;Em primeiro lugar vamos enfatizar o que significa QI !QI significa o grau de inteligência intelectual de uma pessoa, ou seja é o Quociente Intelectual do indivíduo! Mas se analisarmos mais a fundo vamos notar que o grau de Qi é muito importante em nós, mas com algum porém!&lt;br /&gt;A Intelectualidade do ser humano, é o seu próprio conhecimento de todas as coisas, e a forma de compreender as mesmas ! Vejamos...todos nós temos uma visão de mundo diferente um do outro! Isso depende da forma que fomos educados, onde estudamos, etc...&lt;br /&gt;O Qi é muito importante mas é o Qe que faz a diferença!! Porque?&lt;br /&gt;É simples! O Qi é o conhecimento! E o Qe é a emoção! O Quociente emocional são nossas próprias emoções! Emoção é uma das maiores características humanas, e também influenciam em quase toda a nossa inteligência!! Se você analisar a lista abaixo você notará que tenho razão! Porque o que realmente mostra a inteligência pura, é o lado emocional que nós temos! Não basta termos todo conhecimento científico em nossas mãos, se não soubermos como proceder emocionalmente sobre o mesmo! Muitas pessoas não tem instrução alguma mas são sábias! Por isso que esses testes não significam muita coisa ! Em uma empresa, para se contratar um novo funcionário é avaliado priorizando seu comportamento, se é ou não participativo, se realmente vai se adequar com a filosofia que a empresa lhe propõe. Hum... bom agora vejamos a lista!&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #3333ff;"&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Pessoas vivas:&lt;br /&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Kim Ung-yong&lt;/b&gt; - físico e engenheiro coreano. Com 3 anos de idade, começou a aprender cálculo diferencial (matéria dada à nível superior). Aos 4, já sabia ler e escrever em japonês, coreano, alemão e inglês (a ponto de compor poesias nesses idiomas). Entrou para o Guinness Book - o Livro dos Recordes - com seu QI de 210 pontos.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Christopher Michael Langan&lt;/b&gt; - o homem mais inteligente da América, com um QI de 195 pontos. Criou o "CTMU" (Cognitive-Theoretic Model of the Universe), teoria do relacionamento entre a mente e a realidade. É autodidata e trabalha atualmente em seu rancho.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Philip Emeagwali&lt;/b&gt; - engenheiro de computação e geólogo nigeriano. Em 1989, ganhou um prêmio do Instituto de Engenheiros Eletricistas e Eletrônicos (IEEE, sigla em inglês) por seu trabalho com supercomputadores da série "Connection Machine", que permitiu um grande avanço nos estudos sobre o petróleo. Possui um QI de 190 pontos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;span style="color: #3333ff;"&gt;&lt;b&gt;Outros gênios atuais:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Garry Kasparov&lt;/b&gt; - russo campeão mundial de xadrex. QI de 190 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Marilyn Vos Savant &lt;/b&gt;- autora e colunista de revistas norte-americana. QI de 186 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;James Woods &lt;/b&gt;- ator norte-americano. QI de 180 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;John H. Sununu&lt;/b&gt; - político norte-americano. QI de 180 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;&lt;span class="highlight"&gt;Benjamin&lt;/span&gt; Netanyahu&lt;/b&gt; - político israelense e ex-Primeiro Ministro de seu país. QI de 180 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Andrew Wiles&lt;/b&gt; - matemático britânico, professor da Universidade de Crambridge. QI de 170 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Judith Polgar&lt;/b&gt; - húngara campeã mundial de xadrex, a melhor enxadrezista mulher de todos os tempos. QI de 170 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Robert Byrne&lt;/b&gt; - jogador de xadrez norte-americano, considerado "Grandmaster", o maior título que um enxadrezista pode alcançar. QI de 170 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Bobby Fischer&lt;/b&gt; - outro jogador de xadrez dos Estados Unidos. QI de 167 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Stephen W. Hawking&lt;/b&gt; - doutor em cosmologia e um dos mais consagrados físicos teóricos do mundo. É britânico e possui um QI de 160 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Paul Allen&lt;/b&gt; - um dos fundadores da Microsoft e uma das pessoas mais ricas do mundo (com uma fortuna estimada em 18 bilhões de dólares). QI de 160 pontos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Sharon Stone&lt;/b&gt; - atriz e modelo norte-americana. QI de 157 pontos.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;span style="color: #3333ff;"&gt;&lt;b&gt;Pessoas que morreram (dados de estudos realizados em 1926 sobre os homens e mulheres mais importantes entre 1450 e 1850):&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;1º sir Isaac Newton&lt;/b&gt; - QI de 190 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;2º Voltaire&lt;/b&gt; - QI de 190 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;3º Leonardo Da Vinci&lt;/b&gt; - QI de 180 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;4º Michelangelo&lt;/b&gt; - QI de de 180 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;5&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Johannes Kepler&lt;/b&gt; - QI de 175 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;6&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Blaise Pascal&lt;/b&gt; - QI de 171 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;7&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Michael Faraday&lt;/b&gt; - QI de 170 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;8&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Antoine Lavoisier&lt;/b&gt; - QI de 170 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;9&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Lutero&lt;/b&gt; - QI de 170 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;10&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Galileu Galilei&lt;/b&gt; - QI de 165 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;11&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Johann Sebastian Bach&lt;/b&gt; - QI de 165 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;12&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Thomas Hobbes&lt;/b&gt; - QI de 165 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;13&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;John Locke &lt;/b&gt;- QI de 165 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;14&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Ludwig van Beethoven&lt;/b&gt; - QI de 165 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;15&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Renè Descartes&lt;/b&gt; - QI de 162 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;16&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Albert Einstein&lt;/b&gt; - QI de 160 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;17&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Robert Boyle&lt;/b&gt; - QI de 160 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;18&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;&lt;span class="highlight"&gt;Benjamin&lt;/span&gt; Franklin&lt;/b&gt; - QI de 160 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;19&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Linus Pauling&lt;/b&gt; - QI de 156 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;20&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Rembrandt &lt;/b&gt;- QI de 155 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;21&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Miguel de Cervantes&lt;/b&gt; - QI de 155 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;22&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Charles Darwin&lt;/b&gt; - QI de de 153 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;23&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Wolfgang Amadeus Mozart&lt;/b&gt; - QI de 153 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;24&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Nicolau Copérnico&lt;/b&gt; - QI de 150 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;25&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Abrahan Lincoln&lt;/b&gt; - QI de 150 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;26&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;Napoleão Bonaparte&lt;/b&gt; - QI de de 145 pontos&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;27&lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;º &lt;/b&gt;&lt;/span&gt;&lt;span style="font-family: arial;"&gt;&lt;b&gt;George Washington&lt;/b&gt; - QI de 140 pontos&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;span style="font-family: arial;"&gt;Danibyo&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-315127918990288481?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/ohaHcO81HTE_PllNAYo37tLc5wU/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ohaHcO81HTE_PllNAYo37tLc5wU/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/315127918990288481/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=315127918990288481" title="2 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/315127918990288481" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/315127918990288481" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2009/01/confira-os-qis-mais-altos-do-mundo.html" title="Confira os QIs mais altos do Mundo !" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_DhH6_7kkXWM/SW-JMUM8opI/AAAAAAAAD4U/HrCX8kdQ3Y0/s72-c/QiLogo-with-Gray-BG.gif" height="72" width="72" /><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-8990837028857046449</id><published>2011-01-01T18:31:00.000-08:00</published><updated>2011-01-01T18:31:35.757-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Mensagens" /><category scheme="http://www.blogger.com/atom/ns#" term="Ecologia e meio ambiente" /><category scheme="http://www.blogger.com/atom/ns#" term="História Geral" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">Carta do Chefe Índio  Seattle</title><content type="html">&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/_drQSoqT6a4c/SOUsq8yC9RI/AAAAAAAAAb8/YISZ44Pj77M/s1600-h/gse_multipart32483.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5252653656779715858" src="http://1.bp.blogspot.com/_drQSoqT6a4c/SOUsq8yC9RI/AAAAAAAAAb8/YISZ44Pj77M/s200/gse_multipart32483.jpg" style="cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-style: normal;"&gt;Q&lt;/span&gt;&lt;span class="Apple-style-span" style="font-style: normal;"&gt;uando escreveu esta carta, endereçada ao Presidente dos Estados Unidos da América, Franklin Pierce, em 1845; o chefe Seatle da tribo dos Duwamish, nunca imaginaria que ela se tornaria atual até os dias de hoje. Um dos mais belos e magníficos discursos em defesa do meio ambiente já escrito, a carta, era uma resposta a oferta feita pelo Presidente Franklin Pierce, para compra das terras dos Duwamish, oferecendo em troca uma nova reserva. Os índios Duwamish habitavam a região onde hoje se encontra o Estado americano Washington , no extremo Noroeste dos Estados Unidos, divisa com o Canadá, logo acima dos Estados de Montana, Idaho e Oregon e era considerado um paraíso na terra. A carta original encontra-se na "University of Washington Special Collection".&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;i&gt;&lt;span class="Apple-style-span" style="font-style: normal;"&gt;&lt;/span&gt;"Como é que se pode comprar ou vender o céu, o calor da terra? Essa idéia nos parece estranha. Se não possuímos o frescor do ar e o brilho da água, com é possível comprá-los? Cada pedaço desta terra é sagrado para meu povo. Cada ramo brilhante de um pinheiro, cada punhado de areia das praias, a penumbra da floresta densa, cada clareira e inseto a zumbir são sagrados na memória e experiência de meu povo. A seiva que percorre o corpo das arvores carrega consigo as lembranças do homem vermelho. Os mortos do homem branco esquecem sua terra de origem quando vão caminhar entre as estrelas. Nossos mortos jamais esquecem esta bela terra, pois ela é a mãe do homem vermelho. Somos parte da terra e ela faz parte de nós. As flores perfumadas são nossas irmãs; o cervo, o cavalo, a grande águia, são nossos irmãos. Os picos rochosos, os sulcos úmidos nas campinas, o calor do potro, e o homem - todos pertencem a mesma família. Portanto quando o Grande Chefe de Washington manda dizer que deseja comprar nossa terra, pede muito de nós. O Grande Chefe diz que nos reservará um lugar onde possamos viver satisfeitos. Ele será nosso pai e nós seremos seus filhos. Portanto, nós vamos considerar sua oferta de comprar nossa terra. Mas isso não será fácil. Essa terra é sagrada para nós.Essa água brilhante que escorre nos riachos não é apenas água, mas o sangue de nossos antepassados. Se lhes vendermos a terra, vocês devem lembrar-se que ela é sagrada e devem ensinar as suas crianças que ela é sagrada e que cada reflexo nas águas límpidas dos lagos fala de acontecimentos e lembranças da vida de meu povo. O murmúrio das águas é a voz de meus ancestrais. Os rios são nossos irmãos e saciam nossa sede. Os rios carregam nossas canoas e alimentam nossas crianças. Se lhes vendermos nossa terra, vocês devem lembrar e ensinar a seus filhos que os rios são nossos irmãos e seus também. E, portanto, vocês devem dar aos rios a bondade que dedicariam a qualquer irmão.&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;a href="http://2.bp.blogspot.com/_drQSoqT6a4c/SOUrEv7EeeI/AAAAAAAAAb0/r6KACo3o21Q/s1600-h/33.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5252651900981246434" src="http://2.bp.blogspot.com/_drQSoqT6a4c/SOUrEv7EeeI/AAAAAAAAAb0/r6KACo3o21Q/s320/33.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;i&gt;Sabemos que o homem branco não compreende nossos costumes. Uma porção da terra, para ele, tem o mesmo significado que qualquer outra, pois é um forasteiro que vem à noite e extrai da terra aquilo de que necessita. A terra não é sua irmã, mas sua inimiga, e quando ele a conquista, prossegue seu caminho. Deixa para trás os túmulos de seus antepassados e não se incomoda. Rapta da terra aquilo que seria de seus filhos e não se importa. A sepultura de seu pai e os direitos de seus filhos são esquecidos. Trata sua mãe, a terra, e seu irmão, o céu como coisas que possam ser compradas, saqueadas, vendidas como carneiros. Seu apetite devorará a terra, deixando somente um deserto. Eu não sei, nossos costumes são diferentes dos seus. A visão de suas cidades fere os olhos do homem vermelho. Talvez seja porque o homem vermelho é um selvagem e não compreenda. Não há lugar quieto na cidade do homem branco. Nenhum lugar onde se possa ouvir o desabrochar das flores na primavera ou o bater das asas de um inseto. Mas talvez porque eu sou um selvagem e não compreenda. O ruído parece somente insultar os ouvidos. E o que resta da vida se um homem não pode ouvir o canto solitário de uma ave ou o debate dos sapos ao redor de uma lagoa à noite? Eu sou um homem vermelho e não compreendo.&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;a href="http://3.bp.blogspot.com/_drQSoqT6a4c/SOUpbJ4XViI/AAAAAAAAAbs/lX9ELLLTZqA/s1600-h/chefe.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5252650086883087906" src="http://3.bp.blogspot.com/_drQSoqT6a4c/SOUpbJ4XViI/AAAAAAAAAbs/lX9ELLLTZqA/s320/chefe.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;i&gt;O índio prefere o suave murmúrio do vento encrespando a face do lago, e o próprio verão limpo por uma chuva diurna ou perfumado pelos pinheiros. O ar é precioso para o homem vermelho, pois todas as coisas compartilham o mesmo sopro - o animal, a árvore, o homem, todos compartilham o mesmo sopro. Como um homem agonizante há vários dias, o homem branco é insensível ao mau cheiro. Mas se vendermos nossa terra ao homem branco, ele deve lembrar que o ar é precioso para nós, que o ar compartilha seu espírito com toda a vida que mantém. O vento que deu a nosso avô seu primeiro aspirar também recebe seu último suspiro. Se lhes vendermos nossa terra, vocês devem mantê-la intacta e sagrada, como um lugar onde até mesmo o homem branco possa ir saborear o vento açucarado pelas flores dos prados. Portanto, vamos meditar sobre sua oferta de comprar nossa terra. Se decidirmos aceitar, imporei uma condição: o homem branco deve tratar os animais dessa terra como irmãos. Sou um selvagem e não compreendo outra forma de agir. Vi um milhar de búfalos apodrecendo na planície, abandonados pelo homem branco que os alvejou de um trem ao passar. Eu sou um selvagem e não compreendo como é que o fumegante cavalo de ferro pode ser mais importante que o búfalo, que sacrificamos somente para permanecermos vivos. O que é os homens sem os animais? Se todos os animais se fossem, os homens morreriam de uma grande solidão de espírito. Pois o que ocorre com os animais, breve acontecerá com o homem. Há uma ligação em tudo. Vocês devem ensinar as suas crianças que o solo a seus pés é a cinza de nossos avôs. Para que respeitem a terra, digam a seus filhos que ela foi enriquecida com as vidas de nosso povo. Ensinem as suas crianças o que ensinamos as nossas que a terra é nossa mãe. Tudo o que acontecer a terra, acontecerá aos filhos da terra. Se os homens cospem no solo, estão cuspindo em si mesmos. Isto sabemos: a terra não pertence ao homem, o homem pertence à terra. Isto sabemos: todas as coisa estão ligadas como o sangue que une a família. Há uma ligação em tudo. O que ocorrer com a terra recairá sobre os filhos da terra.&lt;br /&gt;&lt;br /&gt;&lt;/i&gt;&lt;a href="http://1.bp.blogspot.com/_drQSoqT6a4c/SOUtwSFk3fI/AAAAAAAAAcE/7TdQ7DqC2no/s1600-h/7.jpg" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5252654847909748210" src="http://1.bp.blogspot.com/_drQSoqT6a4c/SOUtwSFk3fI/AAAAAAAAAcE/7TdQ7DqC2no/s320/7.jpg" style="cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;" /&gt;&lt;/a&gt;&lt;i&gt;O homem não tramou o tecido da vida; ele é simplesmente um de seus fios. Tudo o que fizer ao tecido, fará a si mesmo. Mesmo o homem branco, cujo Deus caminha e fala com ele de amigo para amigo, não pode estar isento do destino comum. É possível que sejamos irmãos, apesar de tudo. Veremos. De uma coisa estamos certos e o homem branco poderá vir a descobrir um dia: nosso Deus é o mesmo Deus. Ele é o Deus do homem, e Sua compaixão é igual para o homem vermelho e para o homem branco. A terra lhe é preciosa, e ferí-la, é desprezar seu criador. Os brancos também passarão; talvez mais cedo que todas as tribos. Contaminem suas camas, e uma noite serão sufocados pelos próprios dejetos. Mas quando de sua desaparição, vocês brilharão intensamente, iluminados pela força do Deus que os trouxe a esta terra e por alguma razão especial lhes deu o domínio sobre o homem vermelho. Esse destino é um mistério para nós, pois não compreendemos que todos os búfalos sejam exterminados, os cavalos sejam todos domados, os recantos secretos da floresta densa impregnadas do cheiro de muitos homens, e a visão dos morros obstruídos por fios que falam. Onde está o arvoredo? Desapareceu. Onde está a águia? Desapareceu. É o final da vida e o início da sobrevivência. "&lt;/i&gt;&lt;br /&gt;Esse post foi publicado no blog do &lt;a href="http://www.musicaquemudouomundo.blogspot.com/"&gt;Fred Benning&lt;/a&gt;. e também do &lt;a href="http://talentodaterra.blogspot.com/"&gt;Víctor&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-8990837028857046449?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/CoEFSddTaV8UjxMx8XSqowhayb4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/CoEFSddTaV8UjxMx8XSqowhayb4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/8990837028857046449/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=8990837028857046449" title="3 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/8990837028857046449" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/8990837028857046449" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2009/06/carta-do-chefe-indio-seattle.html" title="Carta do Chefe Índio  Seattle" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_drQSoqT6a4c/SOUsq8yC9RI/AAAAAAAAAb8/YISZ44Pj77M/s72-c/gse_multipart32483.jpg" height="72" width="72" /><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-5442955114273385971</id><published>2011-01-01T18:30:00.000-08:00</published><updated>2011-01-01T18:30:25.318-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Astronomia e Astrofísica" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">Nosso amado planeta Terra</title><content type="html">&lt;span class="Apple-style-span" style="color: #666666; font-family: Arial; line-height: 19px;"&gt;&lt;span class="Apple-style-span" style="border-collapse: collapse;"&gt;&lt;span class="Apple-style-span" style="border-collapse: separate; color: black; font-family: arial; line-height: 16px;"&gt;&lt;div align="center" style="line-height: 1.3846em; margin: 0px 0px 1.3846em; padding: 0px;"&gt;&lt;object data="http://vimeo.com/moogaloop.swf?clip_id=1250929&amp;amp;server=vimeo.com&amp;amp;show_title=1&amp;amp;show_byline=1&amp;amp;show_portrait=0&amp;amp;color=&amp;amp;fullscreen=1" height="335" type="application/x-shockwave-flash" width="500"&gt;&lt;/object&gt;&lt;/div&gt;&lt;span style="color: lime;"&gt;Vídeo espetacular combinando &lt;/span&gt;&lt;b style="color: lime; font-style: normal; font-weight: bold;"&gt;7.000 fotografias condensadas em quatro minutos, destacando a beleza do céu estrelado em movimento&lt;/b&gt;&lt;span style="color: lime;"&gt;. Não é surpresa que os antigos acreditassem que havia literalmente uma abóbada celeste, um enorme teto arqueado cobrindo o céu com pequenos furos por onde uma luz divina podia ser vista de relance. O Sol, a Lua e as estrelas passeiam placidamente, perturbados ocasionalmente por meteoros e essa novidade dos satélites artificiais, e em contraste com a agitação das nuvens, do mar ou das criaturas humanas sobre o planeta.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="line-height: 1.3846em; margin: 0px 0px 1.3846em; padding: 0px;"&gt;“Nossa vida diária, o calendário e nossos relógios são acertados pelo movimento cósmico. O nascer e o pôr do Sol, as estações e o movimento da Lua (marés) têm um impacto importante em nossa vida. Esta é a principal razão por que o interesse na astronomia surgiu em tempos antigos. O dia é marcado pelo nascer e pôr do Sol (a rotação da Terra), o mês pela trajetória da Lua em torno do planeta, e o ano e suas estações pelo movimento aparente do Sol na eclíptica (o movimento da Terra ao redor do Sol). Este é nosso programa de astronomia diário já há milhões de anos, e por muitos a vir. Estabilidade e tranqüilidade em contraste com o nosso amado planeta.&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-5442955114273385971?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/yk1jVm9SFCrxdNOUkbFqsZt3nvs/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/yk1jVm9SFCrxdNOUkbFqsZt3nvs/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/5442955114273385971/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=5442955114273385971" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/5442955114273385971" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/5442955114273385971" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2009/03/nosso-amado-planeta-terra.html" title="Nosso amado planeta Terra" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-972530306419507053</id><published>2010-12-11T16:18:00.000-08:00</published><updated>2010-12-11T16:18:03.314-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Grandes mestres da Música" /><category scheme="http://www.blogger.com/atom/ns#" term="Ferramentas para Músicos" /><category scheme="http://www.blogger.com/atom/ns#" term="Clássicos" /><category scheme="http://www.blogger.com/atom/ns#" term="Meus vídeos musicais" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Música Contemporânea" /><title type="text">Concerto de Aranjuez</title><content type="html">&lt;div style="color: yellow;"&gt;Para mim este é um dos mais belos concertos que existe!&lt;/div&gt;&lt;div style="color: yellow;"&gt;A música é um misto de clássica com a moderna. A profundidade do som é penetrante e emocionante! Com um ar romântico e misterioso com o som do oboé. Uma bela música! O mistério que ela invoca é como se fosse algo místico que, nos traz a beleza do sentimento musical!&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;object width="450" height="450" class="BLOG_video_class" id="BLOG_video-85e43fdfb721d113" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"&gt;&lt;param name="movie" value="http://www.youtube.com/get_player"&gt;&lt;param name="bgcolor" value="#FFFFFF"&gt;&lt;param name="allowfullscreen" value="true"&gt;&lt;param name="flashvars" value="flvurl=http%3A%2F%2Fv17.nonxt4.googlevideo.com%2Fvideoplayback%3Fid%3D85e43fdfb721d113%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1307742940%26sparams%3Did%252Citag%252Cip%252Cipbits%252Cexpire%26signature%3D6A17C777475688B24824733EBC04336A6770793.32F307506BFBE9B7503CB0F6390FB049487F1C49%26key%3Dck1&amp;amp;iurl=http%3A%2F%2Fvideo.google.com%2FThumbnailServer2%3Fapp%3Dblogger%26contentid%3D85e43fdfb721d113%26offsetms%3D5000%26itag%3Dw160%26sigh%3DUGhMekOSaCP9XBhe1coHZU2TB0M&amp;amp;autoplay=0&amp;amp;ps=blogger"&gt;&lt;embed src="http://www.youtube.com/get_player" type="application/x-shockwave-flash"width="450" height="450" bgcolor="#FFFFFF"flashvars="flvurl=http%3A%2F%2Fv17.nonxt4.googlevideo.com%2Fvideoplayback%3Fid%3D85e43fdfb721d113%26itag%3D5%26app%3Dblogger%26ip%3D0.0.0.0%26ipbits%3D0%26expire%3D1307742940%26sparams%3Did%252Citag%252Cip%252Cipbits%252Cexpire%26signature%3D6A17C777475688B24824733EBC04336A6770793.32F307506BFBE9B7503CB0F6390FB049487F1C49%26key%3Dck1&amp;iurl=http%3A%2F%2Fvideo.google.com%2FThumbnailServer2%3Fapp%3Dblogger%26contentid%3D85e43fdfb721d113%26offsetms%3D5000%26itag%3Dw160%26sigh%3DUGhMekOSaCP9XBhe1coHZU2TB0M&amp;autoplay=0&amp;ps=blogger"allowFullScreen="true" /&gt;&lt;/object&gt;&lt;/div&gt;&lt;span style="color: #003300;"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="color: #003300;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="color: #003300;"&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-972530306419507053?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/x6wvN5iG45jU7-Bt5ZGDulgBkAY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/x6wvN5iG45jU7-Bt5ZGDulgBkAY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/972530306419507053/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=972530306419507053" title="1 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/972530306419507053" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/972530306419507053" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2008/04/concerto-de-aranjuez.html" title="Concerto de Aranjuez" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-4897953774187568439</id><published>2010-11-14T13:23:00.000-08:00</published><updated>2010-11-14T13:23:21.478-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Jogos" /><title type="text">Brain Games Chess 1.0</title><content type="html">&lt;h3 class="post-title entry-title"&gt; &lt;a href="http://filosofiadoconhecimento.blogspot.com/2010/03/brain-games-chess-10.html"&gt;&lt;/a&gt; &lt;/h3&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5444732890301876194" src="http://1.bp.blogspot.com/_ly2AEXZK4jU/S4-Tt19UR-I/AAAAAAAAfJU/SbGc9650doA/s400/Brain+Games+Chess+v1.0.jpg" style="cursor: pointer; display: block; height: 271px; margin: 0px auto 10px; text-align: center; width: 221px;" /&gt;&lt;br /&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5444732887483359938" src="http://1.bp.blogspot.com/_ly2AEXZK4jU/S4-TtrdVIsI/AAAAAAAAfJM/yPMkzoj4NwI/s400/screen2.jpg" style="cursor: pointer; display: block; height: 300px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;&lt;br /&gt;Brain  Games Chess destina-se a desafiá-lo e ajudar a melhorar suas   habilidades. O exclusivo Sistema de pontuação leva em conta o seu   adversário, sua velocidade, quantas vezes você desfazer um movimento e   quantas sugestões você pedir, o que dá uma ideia mais precisa do seu   xadrez jogando habilidades e ajuda a aumentar suas habilidades. The Game   também vai sugerir o seu próximo adversário que sempre se certificar  de  que estão a ser desafiados.&lt;br /&gt;Tocar em qualquer nível contra o  programa ou um amigo ou usar as dicas e  tutoriais para melhorar seu  jogo. Com vários níveis de habilidade,  Brain Games Chess foi projetado  para novatos e jogadores habilidosos.  Inclui 15 tabuleiros com 3-D  gráficos impressionantes e 3.000 partidas  de xadrez histórico para  aprender.&lt;br /&gt;&lt;br /&gt;Características:&lt;br /&gt;* Tutoriais avançados&lt;br /&gt;* Sistema  de pontuação preciso&lt;br /&gt;* Superior Game Technology&lt;br /&gt;* 15 3-D temas e  tabuleiros&lt;br /&gt;* Escolha o oponente e o level de sua habilidade&lt;br /&gt;* O  programa sugere Worthy Oponentes&lt;br /&gt;* Múltiplos modos de jogo e Relógio&lt;br /&gt;*  Rico em gráficos detalhados&lt;br /&gt;* Exercício para uma grande mente&lt;br /&gt;*  Inclui 3.000 partidas históricas de Xadrez&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://rapidshare.com/#%21download%7C944tl2%7C357924480%7CBrain.Games.Chess.v1.0-TE.rar%7C60138" target="_blank"&gt;&lt;span id="fullpost"&gt;&lt;img alt="Image        Hosted by ImageShack.us" border="0" src="http://img516.imageshack.us/img516/4721/downloadluz.gif" /&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-4897953774187568439?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/Zrtjj3hrTQuW-Kopgx1SyRn-vVo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Zrtjj3hrTQuW-Kopgx1SyRn-vVo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/4897953774187568439/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=4897953774187568439" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4897953774187568439" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4897953774187568439" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/brain-games-chess-10.html" title="Brain Games Chess 1.0" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/_ly2AEXZK4jU/S4-TtrdVIsI/AAAAAAAAfJM/yPMkzoj4NwI/s72-c/screen2.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-3983147878564573968</id><published>2010-11-14T13:08:00.000-08:00</published><updated>2010-11-14T13:11:17.196-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">BrOffice Atualizado Full (FREEWARE)</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBQbQq1m7I/AAAAAAAAAsI/exk-uX05_vQ/s1600/BrOffice.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="273" src="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBQbQq1m7I/AAAAAAAAAsI/exk-uX05_vQ/s320/BrOffice.jpg" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_CDLJ32La2hQ/TOBOcLetW9I/AAAAAAAAAsE/K0AHV_6PlpM/s1600/broffice.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://4.bp.blogspot.com/_CDLJ32La2hQ/TOBOcLetW9I/AAAAAAAAAsE/K0AHV_6PlpM/s400/broffice.png" width="318" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;BrOffice.org,  a  brasileira da suíte de aplicativos OpenOffice.org, acaba de ganhar  uma nova versão. Famosa por ser a melhor alternativa à suíte da  Microsoft, este pacote está com vários recursos melhorados e alguns  retoques visuais.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;A  versão 3.2.0 traz mudanças cruciais no Draw, Writer, Calc e melhorias  na suíte como um todo, além da correção de mais de 800 erros e melhorias  nas ferramentas comuns a todos os aplicativos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Com  diversas funções que não o deixam para trás de nenhum outro pacote do  gênero, o BrOffice.org é também uma opção para quem não quer pagar altos  preços para ter editor de texto, de planilhas, de apresentações de  slides e outros softwares do gênero, tudo isso com qualidade e ótimos  recursos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Um  fator interessante presente em todos os programas desta suíte é a opção  de salvar arquivos em diversos formatos (inclusive os do Microsoft  Office da versão 2007 e PDF).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Em  outros softwares congêneres, para salvar arquivos em PDF, você teria  que salvar o arquivo e então usar outro programa para convertê-lo, como  instalar uma impressora de arquivos PDF. Com o BrOffice você encurta o  trajeto, salvando qualquer documento em PDF rapidamente.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Ao  todo, são seis programas diferentes que compõem esta suíte, cada um  direcionado a uma atividade, tornando-o uma das mais completas soluções  para criação de textos, slides, planilhas, base de dados e, inclusive,  fórmulas matemáticas. Todos eles possuem corretor ortográfico e a  novidade da última versão é o corretor gramatical.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Tamanho (Size) : 155 Mb&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Link: &lt;a href="http://www.broffice.org/download"&gt;Download&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;&lt;a href="http://www.broffice.org/"&gt;Homepage&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Lingua (Language): Português - Portuguese&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-3983147878564573968?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/YNrveBEh5uNCXt_RZPPZQ6Xat3Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YNrveBEh5uNCXt_RZPPZQ6Xat3Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/3983147878564573968/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=3983147878564573968" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3983147878564573968" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3983147878564573968" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/broffice-atualizado-full-freeware.html" title="BrOffice Atualizado Full (FREEWARE)" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBQbQq1m7I/AAAAAAAAAsI/exk-uX05_vQ/s72-c/BrOffice.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-4568739016655579621</id><published>2010-11-14T12:56:00.000-08:00</published><updated>2010-11-14T13:00:22.111-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">Editor de textos AbiWord 2.8.6</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/_CDLJ32La2hQ/TOBL8WaeeaI/AAAAAAAAAsA/3wrkdTUumkI/s1600/AbiWord.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="http://www.abisource.com/screenshots/abi-win32.jpg" height="376" src="http://www.abisource.com/screenshots/abi-win32.jpg" width="400" /&gt;&amp;nbsp;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;span class="" id="result_box" lang="pt"&gt;&lt;span title=""&gt;AbiWord  está rapidamente se tornando um estado da arte processador de texto,  com lotes de características úteis para o seu trabalho diário, as  necessidades pessoais, ou apenas para divertir escrevendo alguns bons  velhos tempos. &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Software  pago ou programas gratuitos opensource? A eterna pergunta. Se falarmos  em editores de textos o AbiWord pode ser uma resposta interessante.  Ocupa pouco espaço, é rápido de instalar e permite trabalhar com textos à  vontade. Está em português e é grátis.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;a href="http://2.bp.blogspot.com/_CDLJ32La2hQ/TOBL8WaeeaI/AAAAAAAAAsA/3wrkdTUumkI/s1600/AbiWord.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="280" src="http://2.bp.blogspot.com/_CDLJ32La2hQ/TOBL8WaeeaI/AAAAAAAAAsA/3wrkdTUumkI/s400/AbiWord.jpg" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;O  AbiWord traz as ferramentas habituais dos editores de texto e não fica  atrás de programas como o Microsoft Word ou o Wordperfect. Roda nas  plataformas Windows, Mac e Linux, entre outras. Quanto ao idioma, o  AbiWord fala mais de 50 diferentes que podem ser escolhidos durante o  processo de instalação.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;O  funcionamento do AbiWord é muito similar ao dos programas do gênero.  Assim, é fácil escrever e editar textos, inserir imagens ou gráficos e  gerir planilhas. Os menus e a barra de ferramentas tornam o trabalho  mais rápido.O AbiWord é capaz de ler e escrever nos formatos de texto  mais habituais como TXT, HTML, RTF ou Word.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Inserir  cabeçalhos e rodapés, contar palavras, formatar textos, definir  parâmetros de alinhamento e espaçamento, adicionar notas... A variedade  de opções disponíveis é enorme. O AbiWord ainda pode ser enriquecido  mediante a instalação de extensões e novas funcionalidades. Completo,  muito eficaz e fácil de usar por qualquer usuário, o AbiWord faz tudo.  Alias, faz muito bem. Editor de texto pago ou gratuito? Isso é você que  escolhe.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Nesta versão estão incluídos todos os dicionários de linguagens disponíveis no site de download.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="font-family: arial;"&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Tamanho (Size) : 37,2 Mb&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Link: &lt;a href="http://www.abisource.com/"&gt;Download da suíte&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;&lt;a href="http://www.abisource.com/"&gt;Homepage&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style="font-size: 85%;"&gt;Lingua (Language): Multilanguage&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-4568739016655579621?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/wZtd_PnHx8J7nCAQDA3GSLtS5Oo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/wZtd_PnHx8J7nCAQDA3GSLtS5Oo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/4568739016655579621/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=4568739016655579621" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4568739016655579621" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4568739016655579621" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/editor-de-textos-abiword-286.html" title="Editor de textos AbiWord 2.8.6" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/_CDLJ32La2hQ/TOBL8WaeeaI/AAAAAAAAAsA/3wrkdTUumkI/s72-c/AbiWord.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-4090173036155796112</id><published>2010-11-14T12:33:00.000-08:00</published><updated>2010-11-14T12:37:53.185-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">Aimp v2.61.560 + Tools</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBIjACRSBI/AAAAAAAAAr8/FRmZEb9nTG8/s1600/Aimp_Classic.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBIjACRSBI/AAAAAAAAAr8/FRmZEb9nTG8/s320/Aimp_Classic.jpg" width="312" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5461445066687170322" src="http://1.bp.blogspot.com/_ly2AEXZK4jU/S8rzWigyxxI/AAAAAAAAfvQ/ecvkxGpbvDA/s400/errtt.jpg" style="display: block; height: 107px; margin: 0px auto 10px; text-align: center; width: 393px;" /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Artem   Izmaylov Media Player (AIMP) é um reprodutor de áudio em alta qualidade,   desenvolvido pelo russo Artem Izmaylov.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;O  AIMP é um   player de música que surpreende pela qualidade de som e por  funções   simples e bem interessantes. Funciona como um DJ automático.  Diminui e   sobe o som na passagem de uma música para outra.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Apresenta  um   sistema de equalização potente e completo. O AIMP ocupa pouco  espaço e   facilita bastante a edição de listas de reprodução. Se você  acha que já   viu de tudo sobre players, precisa mesmo experimentar o  AIMP.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Integra  uma   série de utilidades que facilitam a vida de quem usa. O AIMP  reproduz   música em alta qualidade, converte arquivos (a OGG, WAV, WMA e  MP3),   grava qualquer som que rola no computador, edita e organiza  músicas. A   manutenção da biblioteca de arquivos do AIMP realmente  facilita a vida   porque tudo é bem direto e intuitivo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;A  interface   bonita e prática do AIMP agiliza o acesso a todos os  serviços de um   jeito fácil de interpretar. Tudo muito compacto e  simples. Isso ajuda na   hora de fazer as listas de músicas, achar  arquivos e tudo mais. Por   oferecer tantas opções, vários players  similares acabam confundindo o   uso e a organização. Isso não acontece  com o AIMP.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;O  AIMP é   grátis e está em português. Sua maneira de ouvir música,  organizar sets   para festas ou por a biblioteca em dia vai mudar  bastante... e para   melhor!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;AIMP é compatível com:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Formatos:    AAC, AIF, APE, CDA (CD-Audio), FLAG, M4A, MAC, MOD, MO3, MP1, MP2,  MP3,   MP4, MTM, Ogg Vorbis, S3M, UMX, WAV, WMA, XM.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 85%;"&gt;&lt;span style="font-family: arial;"&gt;Conversão aos   formatos Ogg, WAV, WMA e MP3.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://www.multiupload.com/0P17VP331J" target="_blank"&gt;&lt;img alt="Image  Hosted by ImageShack.us" border="0" src="http://img516.imageshack.us/img516/4721/downloadluz.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-4090173036155796112?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/nt7MgKdzKG-aGx67DaxbZ5wRuyY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/nt7MgKdzKG-aGx67DaxbZ5wRuyY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/4090173036155796112/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=4090173036155796112" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4090173036155796112" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4090173036155796112" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/artem-izmaylov-media-player-aimp-e-um.html" title="Aimp v2.61.560 + Tools" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/_CDLJ32La2hQ/TOBIjACRSBI/AAAAAAAAAr8/FRmZEb9nTG8/s72-c/Aimp_Classic.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-7069097733869626619</id><published>2010-11-14T12:28:00.001-08:00</published><updated>2010-11-14T12:29:57.781-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programas para download" /><category scheme="http://www.blogger.com/atom/ns#" term="Utilitários" /><title type="text">GOM Player 2.1.24.5013 - Final</title><content type="html">&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5351721928704853298" src="http://4.bp.blogspot.com/_ly2AEXZK4jU/SkUivVEfBTI/AAAAAAAAbZM/hwu97FLAtO4/s400/6qe4gx.jpg" style="cursor: pointer; display: block; height: 381px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;GOM    Player inclui muitos codecs (XviD, DivX, FLV1, AC3, OGG, MP4, H263 e    muito mais) para que você não vai precisar instalar codecs separadas    para a maioria dos vídeos. Para os vídeos que exigem um codec separado,    GOM Player irá encontrar um e direcioná-lo para um lugar onde você  pode   baixar uma versão open source do codec. Dessa forma, você não vai   ficar  com codecs desnecessários no seu sistema.&lt;br /&gt;Play Broken arquivos  AVI  (patenteado)&lt;br /&gt;&lt;br /&gt;Arquivos AVI não podem ser reproduzidos se o  índice  está quebrado, ou  se o arquivo não foi completamente baixado.  Isto  porque o índice está  localizada no final do arquivo. GOM Player's   patenteada tecnologia  permite aos usuários visualizar arquivos com   índices quebrado ou que  ainda estão sendo baixados.&lt;br /&gt;Poderosa Subtitle   Support&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;GOM Player suporta SMI, SRT, RT, SUB (com IDX)  ficheiros  de legendas.  Você pode especificar margem, localização,  tamanho,  resolução, tipo de  letra e outros. Você também pode ativar  sombra,  visualizar arquivos  ASF com legendas, karaoke subtítulo modo.  Você pode  ainda sincronizar  legendas e vídeo se houver algum  desfasamento.&lt;br /&gt;Convenient  Playlist&lt;br /&gt;&lt;br /&gt;Se você executar um arquivo  de vídeo e já existe um  arquivo com um  nome similar no diretório, ele  será automaticamente  adicionado à sua  lista. GOM Player tem um formato  semelhante reprodução  M3U, PLS, ASX e  você também pode incluir e editar  diferentes formatos de  mídia em que  a lista também. É fácil criar e  editar sua própria lista  multimédia  com GOM Player.&lt;br /&gt;Apoio diferentes  tipos de suporte&lt;br /&gt;&lt;br /&gt;Juntamente  com meios diferentes formatos tais  como AVI, MPG, MPEG e  DAT, GOM  Player também suporta streaming Windows  Media Format (WMV,  ASF, ASX).  Você também pode assistir vídeos com  qualidade DVD com  saída de áudio  5.1 canais.&lt;br /&gt;Screen Capture&lt;br /&gt;&lt;br /&gt;Captura  de tela permite a você ter  uma imagem do seu vídeo diretamente  do GOM  Player. Usando o Burst  Capture recurso, você pode tirar  screenshots  contínua de até 999  disparos.&lt;br /&gt;Funções avançadas&lt;br /&gt;&lt;br /&gt;Há um número  infinito de recursos  avançados. Personalizar brilho,  contraste e  saturação. Sharpen ruído e  adicionar ao seu vídeo.  Experimente o áudio  equalizador. Repita uma  seção de seu vídeo com o  nosso Repetição AB  recurso. Avanço rápido /  rebobinagem alguns  segundos utilizando  esquerda / direita chaves. E  muito mais para  descobrir!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.4shared.com/file/bL98R1jA/GOMPLAYERENBETASETUP.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"&gt;&lt;img alt="DOWNLOAD" border="0" src="http://img516.imageshack.us/img516/4721/downloadluz.gif" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-7069097733869626619?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/R6aUpiq-7qHtGzEkv4kDlwp6KoY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/R6aUpiq-7qHtGzEkv4kDlwp6KoY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/7069097733869626619/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=7069097733869626619" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/7069097733869626619" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/7069097733869626619" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/gom-player-inclui-muitos-codecs-xvid.html" title="GOM Player 2.1.24.5013 - Final" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_ly2AEXZK4jU/SkUivVEfBTI/AAAAAAAAbZM/hwu97FLAtO4/s72-c/6qe4gx.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-1425452995458650461</id><published>2010-11-14T12:23:00.000-08:00</published><updated>2010-11-14T12:23:41.753-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Dicas/Truques" /><category scheme="http://www.blogger.com/atom/ns#" term="Notícias" /><category scheme="http://www.blogger.com/atom/ns#" term="Informática" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Tutoriais" /><title type="text">Google Public DNS: sua internet mais rápida !</title><content type="html">&lt;div class="art-PostContent"&gt; &lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5412064631031047666" src="http://4.bp.blogspot.com/_ly2AEXZK4jU/SxuEG4oPpfI/AAAAAAAAdfA/6pokVEldAfQ/s400/Google-Public-DNS.jpg" style="display: block; height: 334px; margin: 0px auto 10px; text-align: center; width: 400px;" /&gt;DNS  é o sistema que traduz os endereços que conhecemos e digitamos no  navegador, como oglobo.globo.com, em números que indicam para a máquina a  localização daquele site, o famoso Internet Protocol (IP) de cada  página.&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;"Nossas pesquisas mostram que a rapidez é importante para  os internautas, por isso nos últimos meses nossos engenheiros vem  trabalhando para melhorar nosso DNS público e tornar a experiência de  todos na internet mais rápida, segura e confiável", disse Prem  Ramaswami, gerente de produto do Google no &lt;a href="http://googleblog.blogspot.com/2009/12/introducing-google-public-dns.html"&gt;blog oficial da empresa&lt;/a&gt; .&lt;br /&gt;&lt;br /&gt;O  Google anunciou nesta quinta-feira o lançamento de um serviço de  resolução DNS que pode ser usado como uma alternativa ao fornecedor de  DNS padrão, tradicionalmente o provedor contratado pelo usuário. Para testar o&lt;a href="http://code.google.com/intl/pt-BR/speed/public-dns/" target="_blank"&gt;&lt;strong&gt; Google Public DNS&lt;/strong&gt;&lt;/a&gt;,  basta configurar sua rede para utilizar os endereços de DNS 8.8.8.8 e  8.8.4.4 respectivamente. Com o Public DNS, o Google afirma oferecer uma  melhor e mais rápida experiência de navegação, segurança aprimorada e  resultados sem redirecionamento – diferente do OpenDNS que oferece um  serviço considerado como proxy.&lt;br /&gt;"O servidor DNS traduz nomes para  os endereços IP e endereços IP para nomes respectivos, e permitindo a  localização de hosts em um domínio determinado" explica a Wikipédia.  "Existem 13 servidores DNS raiz no mundo todo e sem eles a Internet não  funcionaria. Destes, dez estão localizados nos Estados Unidos da  América, um na Ásia e dois na Europa."&lt;br /&gt;O DNS normalmente é resolvido  automaticamente pelos provedores de acesso, tornando-o praticamente  "invisível" ao internauta comum. Quem quiser utilizar o DNS do Google  terá que mudar suas configurações de rede. O Google preparou instruções  completa de uso neste &lt;a href="http://code.google.com/speed/public-dns/"&gt;link&lt;/a&gt; (em inglês).&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-1425452995458650461?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/qGxNxpV9gulEvUSdn0sZQ3Yj4uI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/qGxNxpV9gulEvUSdn0sZQ3Yj4uI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/1425452995458650461/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=1425452995458650461" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/1425452995458650461" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/1425452995458650461" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/google-public-dns-sua-internet-mais.html" title="Google Public DNS: sua internet mais rápida !" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_ly2AEXZK4jU/SxuEG4oPpfI/AAAAAAAAdfA/6pokVEldAfQ/s72-c/Google-Public-DNS.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-3015928554219833340</id><published>2010-11-06T07:01:00.000-07:00</published><updated>2010-11-12T07:57:26.430-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ecologia e meio ambiente" /><category scheme="http://www.blogger.com/atom/ns#" term="Realidades de nosso Planeta" /><category scheme="http://www.blogger.com/atom/ns#" term="Astronomia e Astrofísica" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Filosofia e Pisicologia Humana" /><title type="text">Até onde podemos chegar ?</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" height="129" id="BLOGGER_PHOTO_ID_5192811625640358514" src="http://bp2.blogger.com/_jy9QBrIOdL8/SBCSqSvP8nI/AAAAAAAAA3c/BofWY1CI9QI/s200/terra_450.jpg" style="float: right; height: 277px; margin: 0pt 0pt 10px 10px; width: 429px;" width="200" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: #33cc00; font-weight: bold;"&gt;&amp;nbsp; &lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: #e06666;"&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="color: #e06666;"&gt;&lt;br /&gt;&lt;div style="color: #f1c232;"&gt;O ser humano cria, inventa novas tecnologias para poder atravessar as barreiras do impossível! Pisou na lua! Orbitou em volta da Terra,criou grandes telescópios para poder ver além do horizonteplanetário,além das estrelas das nebulosas e muito além das galáxias!Para que? Talvez para encontrar vida? Mais tecnologia? &lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;Sendo que a vida começa em nós mesmos, dentro... dentro de nosso ser ou semelhante! Cada um de nós pode ser um centro no Universo,pois DEUS criou-nos imagem e semelhança de sua própria imagem! Por isso somos seres inteligentes e capazes! Por isso somos assim!!! Pena que muitas vezes inventamos máquinas de destruição em massa! Para que? Para mostra poderio perante as Nações.Devemos fazer o que Deus nos predestinou, criando ferramentas para promover a Paz e o Amor entre as Nações, sendo humanitários e solidários com todos os países se ajudando, acabando com a pobreza e a fome na Terra! Não ficar gastando milhões em tecnologia espacial que virará sucata,mas sim gastar investindo em tecnologia do bem,acabando com a poluição,cuidando de nossos mananciais, de nossas florestas enfim, do futuro de nosso Planeta, criando políticas sociais a favor do bem estar do futuro de nosso planeta! A seguir eu postei um pequeno vídeo que fala de nosso amado planeta a Terra, que Deus nos deu por herança e que devemos amá-la e preservá-la com todas as nossas forças e covicções, fazendo a nossa parte e sendo feliz e amando o próximo e a natureza! Terra! Nosso pálido ponto azul!!!&lt;/div&gt;&lt;/div&gt;&lt;div style="background-color: white; color: #e06666;"&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="color: #33cc00; font-weight: bold;"&gt;&lt;object height="385" width="480"&gt;&lt;param name="movie" value="http://www.youtube.com/v/boGZnB-ta7w?fs=1&amp;amp;hl=pt_BR"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/boGZnB-ta7w?fs=1&amp;amp;hl=pt_BR" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-3015928554219833340?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/NGTfM4YFS8gnf2M487f5yALG94U/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/NGTfM4YFS8gnf2M487f5yALG94U/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/3015928554219833340/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=3015928554219833340" title="1 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3015928554219833340" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3015928554219833340" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/11/ate-onde-podemos-chegar.html" title="Até onde podemos chegar ?" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://bp2.blogger.com/_jy9QBrIOdL8/SBCSqSvP8nI/AAAAAAAAA3c/BofWY1CI9QI/s72-c/terra_450.jpg" height="72" width="72" /><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-3891279236253365311</id><published>2010-10-31T14:13:00.000-07:00</published><updated>2010-11-01T05:17:51.022-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Curiosidades" /><category scheme="http://www.blogger.com/atom/ns#" term="Astronomia e Astrofísica" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">Nasa descobre que galáxia é cheia de Terras !</title><content type="html">&lt;h2 class="date-header"&gt;&lt;div id="fecha"&gt;&lt;/div&gt;&lt;/h2&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/_57P3SqGjkE8/TM3TMB7lMAI/AAAAAAAAWPg/onQancEyGi0/s1600/OBS0987.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/_57P3SqGjkE8/TM3TMB7lMAI/AAAAAAAAWPg/onQancEyGi0/s1600/OBS0987.jpg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;"&lt;i&gt;Os observatório no Havaí que possibilitaram a análise de 166 estrelasparecidas com o Sol&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="color: #38761d;"&gt;Paula Rothman, de INFO Online&lt;/div&gt;&lt;br /&gt;“Um novo estudo, resultado de cinco anos de observações espaciais,  revelou que nossa galáxia contém bilhões de planetas similares à Terra.&lt;br /&gt;&lt;br /&gt;Os dados mostram  não só que planetas pequenos são mais comuns do que se  imaginava, como também aumentam as expectativas relacionadas à  existência de um outro mundo habitável.&lt;br /&gt;&lt;br /&gt;Segundo a pesquisa conduzida na Universidade da Califórnia e patrocinada  pela Nasa, quase um quarto das estrelas similares ao Sol na Via Láctea  hospedam planetas pequenos como a Terra.&lt;br /&gt;&lt;br /&gt;O estudo é o mais completo censo planetário do tipo. Ele levou cinco  anos para ficar pronto e foi feito com o observatório W.M. Keck, no  Havaí. Com o equipamento, os astrônomos observaram 166 estrelas  similares ao Sol e bem próximas ao nosso sistema – todas estavam a no  máximo 80 anos-luz de distância.&lt;br /&gt;&lt;br /&gt;Os pesquisadores buscaram planetas de diversos tamanhos, variando de  três a mil vezes o tamanho da Terra. Todos os planetas analisados, no  entanto, orbitavam próximos às suas estrelas - cerca de 0,25 unidades  astronômicas (ou um quarto da distância entre o Sol e a Terra).”&lt;br /&gt;&lt;span style="color: #666666;"&gt;Matéria Completa,&lt;/span&gt; &lt;a href="http://info.abril.com.br/noticias/ciencia/nasa-descobre-que-galaxia-e-cheia-de-terras-29102010-26.shl"&gt;::Aqui::&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-3891279236253365311?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/2t8R8_d69Hh7kJeKl-h6I40SlGQ/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/2t8R8_d69Hh7kJeKl-h6I40SlGQ/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/3891279236253365311/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=3891279236253365311" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3891279236253365311" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3891279236253365311" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/10/penultima-zona-nasa-descobre-que.html" title="Nasa descobre que galáxia é cheia de Terras !" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/_57P3SqGjkE8/TM3TMB7lMAI/AAAAAAAAWPg/onQancEyGi0/s72-c/OBS0987.jpg" height="72" width="72" /><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-4768939241216917131</id><published>2010-10-06T19:22:00.000-07:00</published><updated>2010-10-24T06:43:30.747-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ecologia e meio ambiente" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">Poluição do ar</title><content type="html">&lt;div style="text-align: center;"&gt;&lt;a href="http://upload.wikimedia.org/wikipedia/commons/4/47/Factory_in_China.jpg"&gt;&lt;img alt="Ficheiro:Factory in China.jpg" height="280" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/47/Factory_in_China.jpg/800px-Factory_in_China.jpg" width="400" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;small&gt;&lt;/small&gt;&lt;b&gt;Fontes de poluição, efeito estufa, chuva ácida, combustíveis fósseis, conseqüências da poluição, &lt;br /&gt;combustíveis não poluentes,  poluição ambiental e poluição atmosférica &lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img height="150" src="http://www.suapesquisa.com/poluicaodoar/poluicao.jpg" width="200" /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal"&gt;&lt;b&gt;Indústrias: poluentes despejados no ar ( poluição industrial )&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Introdução  &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;A partir de meados do século XVIII, com a  Revolução Industrial, aumentou muito a poluição do ar. A queima do  carvão mineral despejava na atmosfera das cidades industriais européias, toneladas de poluentes. A partir deste momento, o ser humano teve que conviver com o ar poluído e com todas os prejuízos advindos deste "progresso". Atualmente, quase todas as grandes cidades do mundo sofrem os efeitos daninhos da poluição do ar. Cidades como São Paulo, Tóquio, Nova Iorque e  Cidade do México estão na lista das mais poluídas do mundo. &lt;br /&gt;&lt;/b&gt;&lt;b&gt;Geração da poluição  &lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;A poluição gerada nas cidades de hoje são resultado, principalmente, da queima de  combustíveis fósseis petróleo ( gasolina e diesel ). A queima destes produtos tem lançado uma grande quantidade de  monóxido de carbono e  dióxido de carbono (gás carbônico) na atmosfera. Estes dois combustíveis são responsáveis pela geração de energia que  alimenta os setores industrial, elétrico e de transportes de grande parte das economias do mundo. Por isso, deixá-los de lado atualmente é extremamente difícil. &lt;br /&gt;&lt;/b&gt;&amp;nbsp;&lt;b&gt;Problemas gerados pela poluição  &lt;br /&gt;&lt;br /&gt;Esta poluição tem gerado diversos problemas nos grandes centros urbanos. A saúde do ser humano, por exemplo, é a mais afetada com a poluição.  Doenças respiratórias como a bronquite, rinite alérgica, alergias e  levam milhares de pessoas aos hospitais todos os anos. A poluição também tem prejudicado os ecossistemas e o  patrimônio histórico e cultural em geral. Fruto desta poluição, a chuva ácida mata plantas, animais e vai corroendo, com o tempo,  monumentos históricos. Recentemente, a Acrópole de  Atenas teve que passar por um processo de restauração, pois a milenar construção estava sofrendo com a poluição da capital grega.  &lt;br /&gt;&lt;br /&gt;O  clima também é afetado pela poluição do ar. O fenômeno do efeito estufa está aumentando a temperatura em nosso planeta. Ele ocorre da seguinte forma: os gases poluentes formam uma camada de poluição na atmosfera, bloqueando a dissipação do calor. Desta forma, o calor fica concentrado na atmosfera, provocando mudanças climáticas. Futuramente, pesquisadores afirmam que poderemos ter a elevação do nível de água dos oceanos, provocando o alagamento de ilhas e cidades litorâneas. Muitas espécies animais poderão ser extintas e tufões e maremotos poderão ocorrer com mais freqüência. &lt;br /&gt;&lt;br /&gt;Soluções e desafios &lt;br /&gt;&lt;br /&gt;Apesar das notícias negativas, o homem tem procurado soluções para estes problemas. A tecnologia tem avançado no sentido de gerar máquinas e combustíveis menos poluentes ou que não gerem poluição. Muitos automóveis já estão utilizando  gás natural como combustível. No Brasil, por exemplo, temos milhões de carros movidos a álcool, combustível não fóssil, que poluí pouco. Testes com hidrogênio tem mostrado que num futuro bem próximo, os  carros poderão andar com um tipo de combustível que lança, na atmosfera, apenas vapor de água.&lt;/b&gt; &lt;br /&gt;&lt;h1 class="firstHeading" id="firstHeading"&gt;&lt;span style="font-size: small;"&gt;Poluição atmosférica&lt;/span&gt;&lt;/h1&gt;&lt;h1 class="firstHeading" id="firstHeading"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;A &lt;b&gt;poluição atmosférica&lt;/b&gt; refere-se às alterações da atmosfera susceptíveis de causar impacto a nível ambiental ou de saúde humana, através da contaminação por gases, partículas sólidas, liquidas em suspensão, material biológico ou energia. A adição dos contaminantes pode provocar danos directamente na saúde humanaecossistema, podendo estes danos ser causados por elementos resultantes dos contaminantes. Para além de prejudicar a saúde, pode igualmente reduzir a visibilidade, diminuir a intensidade da luz ou provocar odores desagradáveis.&lt;/span&gt;&lt;/h1&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Definição&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;br /&gt;Poluição atmosférica significa uma introdução antropogénica, directa ou indirectamente, de substâncias ou energia para o ar, resultando em efeitos prejudiciais de modo a pôr em perigo a saúde humana, danos nos recursos vivos e nos ecossistemas assim como nos bens materiais, pôr em risco ou prejudicar os valores estéticos e as outras legítimas utilizações do ambiente.A influência dos contaminantes, ou substâncias poluentes, no grau de poluição depende da sua composição química, Concentração na massa de ar ou mesmo dependendo das condições climatéricas, que podem influenciar a sua dissipação, ou os mecanismos reaccionais que podem dar origem a novos poluentes.&lt;/b&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Poluentes &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://pt.wikipedia.org/wiki/Ficheiro:Factory_in_China.jpg"&gt;&lt;img height="225" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/47/Factory_in_China.jpg/180px-Factory_in_China.jpg" width="320" /&gt;&lt;/a&gt; &lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Uma unidade industrial Chinesa. &lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;b&gt;Os contaminantes do ar provêm de diversas fontes, como fábricas, centrais termoeléctricas, veículos motorizados, no caso de emissões provocadas pela actividade humana, podendo igualmente provir de meios naturais, como no caso de incêndios florestais, ou das poeiras dos desertos. Os poluentes são normalmente classificados como primários ou secundários. Poluentes primários são os contaminantes directamente emitidos no ambiente, como no caso dos gases dos automóveis, e os secundários resultam de reacções dos poluentes primários na atmosfera. Neste caso, o ozono troposférico (O3), resultante de reacções fotoquímicas entre os óxidos de azoto, monóxido de carbono ou compostos orgânicos voláteis&lt;/b&gt; (COV).&lt;br /&gt;&lt;h2&gt;&lt;/h2&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-4768939241216917131?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/QYb3SWYfsX6OJ61WgIV-TGmU5UY/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/QYb3SWYfsX6OJ61WgIV-TGmU5UY/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/4768939241216917131/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=4768939241216917131" title="1 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4768939241216917131" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/4768939241216917131" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/10/poluicao-do-ar.html" title="Poluição do ar" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-3140525446417916992</id><published>2010-10-05T17:05:00.000-07:00</published><updated>2010-10-24T06:44:36.059-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ecologia e meio ambiente" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><category scheme="http://www.blogger.com/atom/ns#" term="Ciência e Saúde" /><title type="text">A Reciclagem</title><content type="html">Reciclagem de lixo, plástico, reciclagem de alumínio, reciclagem de papel,  respeito ao meio-ambiente, coleta seletiva de lixo, reciclagem de plástico &lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://www.suapesquisa.com/reciclagem/reciclagem.jpg" /&gt;  &lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Símbolo Internacional da reciclagem&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;b&gt;Introdução  &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;Reciclar significa transformar objetos materiais usados em novos produtos para o consumo. Esta necessidade  foi despertada pelos seres humanos, a partir do momento em que se verificou os benefícios que este procedimento trás para o planeta Terra. &lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Importância e vantangens da reciclagem  &lt;/b&gt;&lt;/div&gt;&lt;br /&gt;A partir da década de 1980, a produção de embalagens e produtos descartáveis  aumentou significativamente, assim como a produção de lixo, principalmente nos países desenvolvidos. Muitos governos e ONGs estão cobrando de empresas posturas responsáveis: o crescimento econômico deve estar aliado à preservação do meio ambiente. Atividades como campanhas de  coleta seletiva de lixo e reciclagem de alumínio e papel, já são comuns em várias partes do mundo. &lt;br /&gt;&lt;br /&gt;No processo de reciclagem, que além de preservar o meio ambiente também gera riquezas, os materiais mais reciclados são o vidro, o alumínio, o papel e o plástico. Esta reciclagem contribui para a diminuição significativa da poluição do solo, da  água e do ar. Muitas indústrias estão reciclando materiais como uma forma de reduzir os custos de produção. &lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Um outro benefício da reciclagem é a quantidade de empregos que ela tem gerado nas grandes cidades. Muitos desempregados estão buscando trabalho neste setor e conseguindo renda para manterem suas famílias. Cooperativas de catadores de papel e alumínio já são uma boa realidade nos centros urbanos do Brasil. &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://www.suapesquisa.com/reciclagem/reciclagem_papel.jpg" /&gt;&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: center;"&gt;Sacolas feitas com papel reciclável &lt;/div&gt;&lt;br /&gt;Muitos materiais como, por exemplo, o alumínio pode ser reciclado com um nível de reaproveitamento de quase 100%. Derretido, ele retorna para as linhas de produção das indústrias de embalagens, reduzindo os custos para as empresas. &lt;br /&gt;&lt;br /&gt;Muitas campanhas educativas têm despertado a atenção para o problema do lixo nas grandes cidades. Cada vez mais, os centros urbanos, com grande crescimento populacional, tem encontrado dificuldades em conseguir locais para instalarem depósitos de lixo. Portanto, a reciclagem apresenta-se como uma solução viável economicamente, além de ser ambientalmente correta. Nas escolas, muitos alunos são orientados pelos professores a separarem o lixo em suas residências. Outro dado interessante é que já é comum nos grandes condomínios a reciclagem do lixo. &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://www.suapesquisa.com/reciclagem/simbolos_reciclagem.gif" /&gt;&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: center;"&gt;Símbolos da reciclagem por material &lt;/div&gt;&lt;br /&gt;Assim como nas cidades, na zona rural a reciclagem também acontece. O  lixo orgânico é utilizado na fabricação de adubo orgânico para ser utilizado na agricultura. &lt;br /&gt;&lt;br /&gt;Como podemos observar, se o homem souber utilizar os recursos da natureza, poderemos ter , muito em breve, um mundo mais limpo e mais desenvolvido. Desta forma, poderemos conquistar o tão sonhado desenvolvimento sustentável do planeta. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Exemplos de Produtos Recicláveis &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;- Vidro: potes de alimentos (azeitonas, milho, requijão, etc), garrafas, frascos de medicamentos, cacos de vidro. &lt;br /&gt;&lt;br /&gt;- Papel: jornais, revistas, folhetos, caixas de papelão, embalagens de papel. &lt;br /&gt;&lt;br /&gt;- Metal: latas de alumínio, latas de aço, pregos, tampas, tubos de pasta, cobre, alumínio. &lt;br /&gt;&lt;br /&gt;- Plástico: potes de plástico, garrafas PET, sacos pláticos, embalagens e sacolas de supermercado. &lt;span style="font-size: small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: right;"&gt;&lt;span style="font-size: small;"&gt;Fonte: &lt;a href="http://www.suapesquisa.com/"&gt;Sua pesquisa&lt;/a&gt; &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-3140525446417916992?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/MolAo-1x2q6w1-NP9rdN4HtuF4w/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/MolAo-1x2q6w1-NP9rdN4HtuF4w/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/3140525446417916992/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=3140525446417916992" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3140525446417916992" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/3140525446417916992" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/10/reciclagem.html" title="A Reciclagem" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-987020551666757736</id><published>2010-10-05T16:46:00.000-07:00</published><updated>2010-10-05T16:46:52.859-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="História Geral" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">O Arcadismo</title><content type="html">Origem do arcadismo, características, poetas, arcadismo no Brasil, principais poemas do arcadismo brasileiro,&lt;br /&gt;literatura brasileira, obras poéticas, cultura no período do ciclo do ouro &lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img src="http://www.suapesquisa.com/artesliteratura/arcadismo.jpg" /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt; Arcadismo: valorização da vida bucólica&lt;/div&gt;&lt;div align="center" class="MsoNormal"&gt;&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Introdução  &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;O Arcadismo, também conhecido como Neoclassicismo, surgiu no continente europeu no século XVIII, durante uma época de ascenção da burguesia e de seus valores sociais, políticos e religiosos. Esta escola literária caracterizava-se pela valorização da vida bucólica e dos elementos da natureza. O nome originou-se de uma região &lt;a href="http://www.suapesquisa.com/grecia"&gt; grega&lt;/a&gt; chamada Arcádia (morada do deus Pan).&lt;br /&gt;&lt;br /&gt;Os poetas da escola literária escreviam sobre as belezas do campo, a tranqüilidade proporcionada pela natureza e a contemplação da vida simples. Portanto, desprezam a vida nos grandes centros urbanos e toda a vida agitada e problemas que as pessoas levavam nestes locais. Os poetas arcadistas chegavam a usar psedônimos (apelidos) de pastores latinos ou gregos. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;O Arcadismo no Brasil &lt;br /&gt;&lt;br /&gt;No Brasil, o arcadismo chega e desenvolve-se na segunda metade do século XVIII, em pleno auge do ciclo do ouro na região de Minas Gerais. É também neste momento que ocorre a difusão do pensamento &lt;a href="http://www.suapesquisa.com/historia/iluminismo"&gt;iluminista&lt;/a&gt;, principalmente entre os jovens intelectuais e artistas de Minas Gerais. Desta região, que fervia culturalmente e socialmente nesta época, saíram os grandes poetas. &lt;br /&gt;&lt;br /&gt;Entre os principais poetas do arcadismo brasileiro, podemos destacar Cláudio Manoel da Costa (autor de Obras Poéticas), Tomás Antônio Gonzaga (autor de Liras, Cartas Chilenas e Marília de Dirceu), Basílio da Gama (autor de O Uraguai) , Frei Santa Rita Durão (autor do poema Caramuru) e Silva Alvarenga (autor de Glaura).&lt;br /&gt;&lt;br /&gt;As principais características das obras do arcadismo brasileiro são: valorização da vida no campo, crítica a vida nos centros urbanos (fugere urbem = fuga da cidade), uso de apelidos, objetividade, idealização da mulher amada, abordagem de temas épicos, linguagem simples, pastoralismo e fingimento poético. &lt;br /&gt;&lt;br /&gt;Bibliografia indicada (sugestão de leitura sobre o Aracadismo): &lt;br /&gt;&lt;br /&gt;- Arcadismo - Coleção Clássicos da Literatura Brasileira&lt;br /&gt;Autor: Editora Harbra&lt;br /&gt;Editora: Harbra &lt;br /&gt;&lt;br /&gt;- Arcadismo - Coleção Roteiro da Poesia Brasileira&lt;br /&gt;Autor: Proença Filho, Domício&lt;br /&gt;Editora: Global&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-987020551666757736?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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&lt;a href="http://feedads.g.doubleclick.net/~a/KdurNO0XcWHxxa46ia-acsh6EfE/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KdurNO0XcWHxxa46ia-acsh6EfE/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;</content><link rel="replies" type="application/atom+xml" href="http://culturadoconhecimento.blogspot.com/feeds/987020551666757736/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="https://www.blogger.com/comment.g?blogID=7907586693913523138&amp;postID=987020551666757736" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/987020551666757736" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/7907586693913523138/posts/default/987020551666757736" /><link rel="alternate" type="text/html" href="http://culturadoconhecimento.blogspot.com/2010/10/o-arcadismo.html" title="O Arcadismo" /><author><name>Danibyo</name><uri>http://www.blogger.com/profile/00986950425560421588</uri><email>danibyo.fs@gmail.com</email><gd:extendedProperty xmlns:gd="http://schemas.google.com/g/2005" name="OpenSocialUserId" value="18165538519196892090" /></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7907586693913523138.post-7488966603346894222</id><published>2010-10-05T10:36:00.000-07:00</published><updated>2010-10-05T16:53:27.205-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="História Geral" /><category scheme="http://www.blogger.com/atom/ns#" term="Conhecimentos Gerais" /><title type="text">A Arte Africana</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;a href="http://www.suapesquisa.com/artesliteratura/arte_africana.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="arte africana - máscara de madeira" border="0" height="200" src="http://www.suapesquisa.com/artesliteratura/arte_africana.jpg" width="133" /&gt;&lt;/a&gt; &lt;br /&gt;A arte africana é um conjunto de manifestações artísticas produzidas pelos povos da África subsaariana ao longo da história. &lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;História e características da arte africana  &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;O continente africano acolhe uma grande variedade de culturas, caracterizadas cada uma delas por um idioma próprio, tradições e formas artísticas características. O deserto do Saara atuou e continua atuando como uma barreira natural entre o norte da África e o resto do continente. Os registros históricos e artísticos demonstram indícios que confirmam uma série de influências entre as duas zonas. Estas trocas culturais foram facilitadas pelas rotas de comércio que atravessam a África desde a antiguidade.  &lt;br /&gt;Podemos identificar atualmente, na região sul do Saara, características da arte islâmica, assim como formas arquitetônicas de influência norte-africana. Pesquisas arqueológicas demonstram uma forte influência cultural e artística do Egito Antigo nas civilizações africanas do sul do Saara.  &lt;br /&gt;A arte africana é um reflexo fiel das ricas histórias, mitos, crenças e filosofia dos habitantes deste enorme continente. A riqueza desta arte tem fornecido matéria-prima e inspiração para vários movimentos artísticos contemporâneos da América e da Europa. Artistas do século XX admiraram a importância da abstração e do naturalismo na arte africana.&lt;br /&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;br /&gt;A história da arte africana remonta o período pré-histórico. As formas artísticas mais antigas são as pinturas e gravações em pedra de Tassili e Ennedi, na região do Saara (6000 AC ao século I da nossa era).    &lt;br /&gt;&lt;a href="http://www.blogger.com/goog_1190675622"&gt;&lt;img src="http://www.suapesquisa.com/artesliteratura/arte_africana3.jpg" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;Igbo-Ukwu: arte  africana em bronze&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;Outros exemplos da arte primitiva africana são as esculturas modeladas em argila dos artistas da cultura Nok (norte da Nigéria), feitas entre 500 AC e 200 DC. Destacam-se também os trabalhos decorativos de bronze de Igbo-Ukwu (séculos IX e X) e as magníficas esculturas em bronze e terracota de Ifé (do século XII al XV). Estas últimas mostram a habilidade técnica e estão representadas de forma tão naturalista que, até pouco tempo atrás, acreditava-se ter inspirações na arte da Grécia Antiga.    &lt;/div&gt;&lt;div style="text-align: left;"&gt;Os povos africanos faziam seus objetos de arte utilizando diversos elementos da natureza. Faziam esculturas de marfim, máscaras entalhadas em madeira e ornamentos em ouro e bronze. Os temas retratados nas obras de arte remetem ao cotidiano, a religião e aos aspectos naturais da região. Desta forma, esculpiam e pintavam mitos, animais da floresta, cenas das tradições, personagens do cotidiano etc.  &lt;br /&gt;&lt;br /&gt;Chegada ao Brasil  &lt;br /&gt;&lt;br /&gt;A arte africana chegou ao Brasil através dos escravos, que foram trazidos para cá pelos portugueses durante os períodos colonial e imperial. Em muitos casos, os elementos artísticos africanos fundiram-se com os indígenas e portugueses, para gerar novos componentes artísticos de uma magnifíca arte afro-brasileira.  &lt;br /&gt;&lt;br /&gt;Fonte: &lt;a href="http://www.suapesquisa.com/"&gt;Sua pesquisa &lt;/a&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Arte africana na atualidade&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Introdução  &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://pt.wikipedia.org/wiki/Ficheiro:African_culture.jpg" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img height="640" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c3/African_culture.jpg/250px-African_culture.jpg" width="414" /&gt;&lt;/a&gt;&lt;/div&gt;Muitas das chamadas artes tradicionais da África estão sendo ainda trabalhadas, entalhadas e usadas dentro de contextos tradicionais. Mas, como em todos os períodos da arte, importantes inovações também têm sido assimiladas, havendo uma coexistência dos estilos e modos de expressão já estabelecidos com essas inovações que surgem. Nos últimos anos, com o desenvolvimento dos transportes e das comunicações dentro do continente, um grande número de formas de arte tem sido disseminado por entre as diversas culturas africanas.A arte Africana tem uma coisa interessante. Você pode achar semelhança entre doia paises sem eles se assemelharem. &lt;br /&gt;&lt;br /&gt;Além das próprias influências africanas, algumas mudanças têm sua origem em outras civilizações. Por exemplo, a arquitetura e as formas islâmicas podem ser vistas hoje em algumas regiões da Nigéria, em Mali, Burkina Faso e Niger. Alguns desenhos e pinturas do leste indiano têm bastante similaridade em suas formas com as esculturas e máscaras de artistas dos povos Dibibio e Efik que se estabelecem ao sul da Nigéria. Temas cristãos também tem sido observados nos trabalhos de artistas contemporâneos, principalmente em igrejas e catedrais africanas. Vê-se ainda na África, nos últimos anos, um desenvolvimento de formas e estruturas ocidentais modernas, como bancos, estabelecimentos comerciais e sedes governamentais. &lt;br /&gt;&lt;br /&gt;Os turistas também tem sido responsáveis por uma nova demanda das artes, particularmente por máscaras decorativas e esculturas africanas feitas de marfim e ébano. O desenvolvimento das escolas de arte e arquitetura em cidades africanas, tem incentivado os artistas a trabalhar com novos meios, tais como cimento, óleo, pedras, alumínio, com uma utilização de diferentes cores e desenhos. Ashira Olatunde da Nigéria e Nicholas Mukomberanwa de Zimbábue estão entre os maiores patrocinadores desse novo tipo de arte na África.&lt;br /&gt;&lt;div style="text-align: right;"&gt;Quer saber mais? Visite a &lt;a href="http://pt.wikipedia.org/"&gt;Wikipédia&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7907586693913523138-7488966603346894222?l=culturadoconhecimento.blogspot.com' alt='' /&gt;&lt;/div&gt;
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