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[/img]Les pyramides régulières seront de hauteur h et de base un polygone régulier à n côtés inscrit dans un cercle de rayon 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Aw8Nd1pdbBBi4k3EK8Pn48SNK8T2aOmWyVBaKKgJQ3T08ERf3EXYc17du3ZRAPmLESDohbgXsJX7/iMxuxYoVCGHfVFXVYM0xP3jwQDoXJfHD3Hns7yoJ9I5OdTBy5AjUqpnjpIpy9dp1DB08BEOGDcP58+cR9PIlbO3sMHny96hS2bJA8xISErGVDs9RMk1hS7EUr2PHjnDv1086INNnzJKOQwbfZzW2Y8GCeQgOfo0VP/+MiPBwqKiookKFCtKBqlihvKw7IOA8Nm7ehJTkFD6r4qhZsyY83PtKh0MAt3hWjx8/ls/S2NiEz74/nOvXK9Juig8VFvgjFihS8q1qXwVDCDBz9p5HUnQENEzMEfXoNowsLNDauQa+7ZiTbXnuyVsM//7HHIY6uDtaO9kVuvcqAah7TnFiYnyT3nRa2icoq6rChGBiX8WSMqgBWlqVhAGZWzTjpV3n7UTk80ewdKyNDnUdUJHfZ3Ny23HuDs7t94Yp5cop/V3RvIYNRqz3xo27wbBytEcr+8qwYyyukpEWdAlG8cnpZGwirqqGH4/fx5atB8lI1DGKQODWMGdiWhsQiNVbfaGhkvYVoPoh6tl9ONarhZl92qCMgRZCPyaj788+iHzCz9mumX3awpyyZSSTtHoT7EMf3EWD+vb4eUQ3xkFfYM36PShF6bVxfSc4k2WLbF3BZpcSwNNjQjDO0xXuLrUK2cuLWb5ee09AC4mwq2oNdU4qOaDKDGn+Xa18afRuWA0azHQ+dPsVZq/zholuNmYP7oq6lmVkfcm0cVzqJ0SnZSOFE5EuJ9kkTqgHb76Ez5FTsLcuiVn9O6E8s2xPPw0lQ/VF8bRoTBrghg41Kso6REzVY/1J3L98Ez3b1sX33ZrifuhHDFm6H8Uz4tDNtSMcypsyvitgUQnrjt/Ag3MXMHlQR/SlY5G/xPJZDCcTfXTlJga7OksmKuR4wXhH77qIc/7n0K2lA74joH6dp5wDqKcJqBV+laGGhoWhRfMW8Ow/AOPHjS1kV/F9cU7YYlKdOm0Gbly/jpMnj8vrBKB26tQZ/fq5Y+iQQejS1Q337tzG+AkTycLqyYl+4IABGDR4MNq1awNvb19s3ryZQLAVlhUrYvacuZQWn+Dbb8fDwMCAYPiTBPZNGzfICbx///6YNnUamjd3kffbvHUbFv/4I84T+J8+fYb+Hh6o36Ah624LZ+d68D92Qn6/ZetW6BvoY+mSpXxv0rF2zeoCMcsWLVrJ+4wcNVICcrVqVSWLLKoIh6Mv+/eQoP/95ClSrj12/DiuXr2CjRs3yjhzbhHsuF8/D+gy1PLdpEmIj4+nUzAFVatWw/x5P0gHwtOjP8HUCQMHDoChoQH0qQbklkuXr6CBc30MHDQErp07S5Y9e/Ys2rUb65tQoHmHDh/B9GnTMIH3qV27Fi5TZVi54mfs2LVTMstRo8fi5InjtP0Q2qY+KrKdY78Zl+e0CLCdS4C3srLCD5SyQ0JCCPCj0KhRY+kcvXwRhFni3l26YtTI4dizdx+WLV2KxYuXwLyMOZYuXSbViXVeawuw7CKNqPhQYYHfsECRgFrZthI2TfTA1guB2O5zhZm4CaAjiAq2dljQywUVPjOrc48JqJMXQY/LZqYPcisaUIXku/kI1LPj0KiJMxpWt4YOl4z4M+nkJuXD0pQ2W1D+7EtweRWdDPfFe5CVnABLO2tkEkgzKPWoMv6oTgDJTIpF2Ju36FzXnuyoAd5EfoQ3dxEKePIeEQlM/NE1QOUKZmhgroNG1qW5RV/OUpxfAlQvAuqqXwDU6OcP4ORYHfP7d4Cxbg6guq/yRTiZa12n6pjn2R5GjF2Kzz3W+CGMgOpMQP1xYGcsOXEHh70DmC1dEdr6BtyHl1lBZJgiQxdZqYgLD4NTpbJk2k0KSVU5kq8/k5JSMc6jG5rVrCT22ZBFJvvyHzpcuiRkr/03gzB3g48E1OkDu6DBZ7lZXHbkRTwC7j5GZGQ0lMiotGjzWDLMl3fuSel8JgHVwkhXAupkLx+oUJJfOt6T7crJpBaS4pg9lxHgdwatGlXF4kGuOPcsFJN4rY6mMszKlWO/GFmnFK2sokImoIwEMmIXLoEa2a5egX4JGXfEjgDcunwLHm0dMca1qVxXm8w1RSN3XcCNU+cw0LUBRn5mrvnH7O8F1JdBr9CubVvMmz+fk3inXx32M2bOxk0yNH9fnzxA7dbNTcqYA8lWBKAKB+gQGaQoL4KC0NW1Kxo0bEj2Ogy6lF8fMZnOgYl5gq22a9eegFZD3l+UwEePsHb1ajoC+ylRmpIdeRLEJqOZSxP5/dbtO7CMIHnm7Gk8fvSEADASixYtQosWzeT3u3bvwXcTJ2Lu/AUEhgYEtASEUv5t3LhRHqCK59O6VRtYkJV5EWh/qwhA7tGzJ5lsaaxauUJefvPWbfTp1Qur1qzNa5v4XCQvdWjbDn3dPeBYu7a8dt/+/Xhw/z6OnzgmpVxho6ZNm2LE8KGFbi1im63atMa5gADUrlVTfj9k2HDKtInYQuaYC/oCuAcOHExnIQ17du/Mq+f+g4cwMyspZWIBqO/evcXePXsk+751+w56UdYfNGQoAddOPidfPz+cPxeAGzdv4NTJ05g6dQrGjB1LOdtMJhyuJJstxnXwx/z9pDM07puxmPjdd2jZsgVl5GSEvHuPeoyv55etf8ueiu8VFijKAoUBdbcfKtlWwLbv+iMqJQPuczdzDs+Cfqky8Ghkh57OX1ioANQR05ZAz1Af0wZ2+0VA9dqak5TUpFEdzOvfmRu8F8e76Hh4rKK0+jIIpUobYP6ATijJ5JaeSw/hY/Az1KpeBf2YqGRCGVhsciBeJlUdNYSHxUL1U1qBJTbipXgYHIKLT17D+24oUijxVatognFdGqNqOUq+x+5j2/YjMGQMdQyzjLs2yJFAN1ygrLXpMBlqeiGGKgDVkYD6g0d7lNTXRogAzs+AWoeAOse9LaXWHKDND6iLB3XGunOB2LzvJCqXM0Tv1o1hac5kHdEHMh0VDS1k8C1PjYvmzkcGUMknTYo2fUlKSsIkd1e0dyqclJT7IPfdCMK8jQRUvSxM788J3yonfnvkcTh+3BWAjMhXaN0yR54vY6iFXddfYv9+f9S0K5sPUMMwee1RCag/TRyA2hVKyTrEhD1ox2VcpdTZqnFNLB7aBTdfhWHMaj+qCRkY270lStGRkuuTOVmpFVdDNiW5YmkpqEBpXfmrDRgm778Iv+PX0KGhNSXkdlLyDYtnAtL2C3h58QwmUnVwb+FUaIz+XkAVMTGXpi5ka6MxcsSwQvUIUNTS1CSzMcPXgBoZFUU244Y+ffrkAarYgGPL5o159QgZcfWaNQh+9YoxdCMm+HjAjbKvAHLBwsrSwSjDOPanDCowfKYiPjpq1AjKqmkYNHAQ5c7JcPkMqNt37MKSxYsloApgnjDhWyxZskQyMFEEm9ywcROOHD5MMI2DDR1ZISHnl1VzAbVqtWpYvGjhb85uAlB79upNhlcRi35cIK8XgNqTMvmq1WsILs3z6jh9JgAe/fqiLmOk+kzmEfKykGItKD0PHTqY75EBOrt2QZMmTTGaffy6iMSwjp06ccvMi7C1yRm/Y8aOQzgl2q1bNufJ0sLuggk3atSoEHPNrVMAahzf5/XrvOTvjpG9e9L2zVq0kBnLYkmZsHcZMu6pUydj1ao1WLp4Eb9vmbfcTMwftQjsQxjvFUUoBHvptAh2b80M4GFDctivoigs8Gct8NXGDlyHussHlZnlu+37ATBggsC603fxggvy21Uti0aWX5IFxI2vvAjB4ClLocsEkmn9u/wCoD5hUpI3l80wy7eBE2YzKUlPOydTd9K+izh+6gY0lVPQp7UzRnRsjL6rjuLO5bucRCwwrVczSpw5i/73PPiAp0HBAFlqm9o2qGxRBoeZvYv4KNiY6cHJOid+MnHvBRzd7Q19Yy0MdWsDT07Sy4/fwab9ZzkRqmBYB0pBztXx7mMaZh+5jBsXr0NdmYDaKX8M1Q9FAirBJPzRPRQGVH+EPbyN+pSClw5xxeXn7zFhxSHKYGqY1LOFjD+K8io2Q2YlZyeEo3b5EmhhXzCeJK7xuvA8j6F+69EVbQVDzfeUM8hW1ShlC4Z64MYLzN10DAbamZg31A11PrPLmT53sX+3DxyqlcX37h1hy4xnUcbvu4JTlFdrcCOFLwyVgOrlDXx8i5mj3NGG2c6iPIpOw9hNJxFy9Qwn3faY1t0FEdwKse+Kw4gO+4AlI7ugkY1FXsvW3wlH2LvXqEMnoqh+Hbn+FLMZa7Yoo4/VwzpLJ2V3YCRW7DiGrIjnmD2mP1pW/yI75lYsAHX/oTNo4fjrSUli0u9KUIyPi5csKr/0KZKM3Mm2BAPt7tZNAuodSro+3kflbUTiS47k2y8PULW0tLBt62b5vQBrAYzly1vIrNEzZ85i4/r1ZHarGe+0RktO3hMnTpISoyhiOceVK9cYu3OASI4ZQulz+vTpZJgN5fdiQv+JDPXsubMSUIVUvGjRYslGRXnOmKMAfxG/Fcs+hPQbTODeum1LXhJRLqCK2OTSJYvyjZCi/zMXUEWW75LFP8qLbjCppzdZqwDUXHYsPr977z4B1R1e69dxrOfI90IyF/KpSAAS4OpKQHVxaSZl1K+LANQOjINeoKRdrWqOAy6AMYoAKhhqbpxX2Mmd7N2MTs6K5cvybLeYMW4Xl6YyK1v8LiY2RgKqJhPFrly9hgGU0Pfu25dXd3hEONlzIFyaNcWuXXsIqivhS/UhN+lMOFOhzHUQ9n30+IlUDUQ8VigJe/bsxfXr13CESWu5yWe/aUzFBQoL/IIFCm49yMnt6PGrsK5tj7aO1WCoq41ExuPSOIub6TPrkUxVbIcniohHPX0Xjo1eWwheephKhtHGqWqh26w49QBrNxyEclYcmjSuz2SYdtD/DKg+d4Iwba03shIj4VTLFgsHdsQdZnh+xwleLM3p2tQJtuVMcI+bQOz1u4iPrwJhVKYcpvVpCUercuixwhvhwe/RqnkddHeuili2dZX3JQSePoGSlpaY0L0F2taqAt87LzB9wzGoU6qr62SP0pzMrzx8jA8fYpHwIYxrRFMwsGsbmZT0nElJ/X86jJhnD1DHuTal3Xac/HXIUFPQa+lBRHBnqPpM9Jnr0U4yVMFc+y4/itD7t9CwsSMWkmmrMt32u23HcJn9a+7iRFvaIjLpEw5cf4aHp89QItdhVmtT9G1UrZC9VjNRymvHcRiWM0cFqyqUx8XSj2yZJJOekgiNxA+MvdZGdQszPOChBEOXH2K8sxiaN66DUqp0fGpa4jKTxeZv9EcF7qb0TVfG7Qi+fjce4ebjN4hiQoe9bRnMGej6WfINYwzVB0rx71CDk2VNAoQSN9I49zwCt/19GXPUwvg+ndCmuoVs694L97Fw50lYV7WEe8t6DAUwY/tVDI74n0ex5EiM6dUGPesX3uAjNjEF37NfVxn3rde0DrNGLXDx3jO8J2C7NK6FSW6tUIpj7Osyy/sW2QRZckMrLBjm9qvrUE+cOMXJ1hODhw7jRN1XbvMoZMY1a7xYx24ZlxOJQYuXLMN2gtT+Qwck2xKs5/tJEzFn3jx4uveT7EuTgLpz+zbZnOPHT2LmrJnw8vJCdcYpRaJRF1dXzJs3nwk07TGAsqXIav355+UwITMVSUcrV67E9u3bJXh0795DxvD6k1kJcJ4+fQaB9CEuMQnpwf2HTFgaz5je4jzAnTX7Bzx/8TwPRDZu2oyfli3DUW9vVCif8xzEmGjJGKoA1J+WLcn77ODBwzLZpkf3golGAlC7UyotX74CY4iL5fUCUHu4dceatWsLMFSRpduqVWvGZKszxrhYOici7hzINu/csUNmMLfv0BGVK1eR4Czakn9LyPPnL6Jt+3a4cvlyHuiNGDlaAuq2rVsKJE6JBLHdu3Zh46aNcLCvDh8fP4L0COylxOzEPArxOxEn3bhxvQRUkWAmHBhnxpxzHYM5P8zD3bt3KRvvkvYV0o3IxD4AACAASURBVPsQjgHBnkWmslAtRMa3sNPMWXOY7PUMa9eultm9IqY6+bvvcSbg7F+yPleBNP9uCxQA1J98LsPn1gvocFlABkFUJMMIRVK8LBmfctNNcwzG+V2sN0BS+Htk8gWe2Lst2terXsiaG0/dxmaCYTFupVe1cjlKvp3yAFUAwrj1vshO4wJ8xkknubnA2a4STt97gUPXH+Mtl21kcCedBCaNaKopo0SZUqhXyRz96os4rApuMQv5wJVABMVnIZ1pLqnJqfiUnIiSzHa14TZ//etXgRnXn4hTW7aduoaj158gKSNnL2ELSsHanBieEli56BGuDWvJZTMvw2MxfvNxxEWGoUKZ0pjr3pp16FLaTcJIAk90WCgqVyQg9W6Fkqw7jKxt9AY/RLx/hyqMi84WnxOwYxKSsZ07/Zx9Goa0YipIZ7wwg9nNJUz14WhXBe48hq1EvjW1uYbbFHAfW49dlssBPnGTBsG8crZPoLl5Hqq+tirGu7WQMq4ovtceYv+1JwiJSeTGDFn4rmdz1KJsu8b3Ao7f4R7Iuvp0fpSYQa0NXQ1V3OZmClYE4wndmqGCSU5SkmCo2pmx6NuxJW68jcSjVxHISIzjUiA9tKhbE67cP9lY60v2qM/VB9hy7h4SsinzMhqalpQAY20VNK5hix71bWDKpUJFlZCoWPx89AIZfAQ+8bmqZCczQaoCujeujfoVit54YZHvDRw5fRVNa1fG924toany67tN7D9wCMuX/yRvb8hlMWLpSzrBZBDlPgEyojwMfMR1qUPkUpMqzF41YJz7CsFt5OjRElBFfDA/QxVJS3OYePTs6VMJYCKJRYMbRojlJ0JCFhmx06dNR3JyMkGmMp4wg7QNJ/WxXP8owEbIkCt+WoZKBKDSpUvL616/DpYsKvDhI5kBLBhqLoMVWbIiiam0ubmUl0WijaOjI4YNGyJBJT+gCsk3l6GKe3Vl2318mCQXGiLBPbfkMtRylKZzAfX6jZuSoa5mDDU/QxW/OXv2HOb8MEeu4RWOyZs3r/MYvvg+Nw7crHlzKcHmSrviO8FQ23XogEsXL+QB6shRYySg5pd8xbWC+c5gJq/IaBYA/e7tWzRhbDY3eUn8LvZjbJ5zIX4jAFs4OCL7WZNMPjg4GIMHDULnzh1ld/ftP8DEsGWwt7eX8nlkZAQT1cZLhhr4SEjsE2WfhEz8+vVradvRo0fKJVOKorDAn7FAAUANIWiExyezvqycHYTE3vi/ULv4XgBtMaXiZHrhTFTSRxUuUfm6hPJYt3BmwqYw8SA9MYHrKsvLzFVRUplwFBwVz7+zEc/0eQN1bp7ALFZRBJA8D4tEKNc3pmcznZ6syVRXHbYldArsdiSufcXrXkclII3kWVldC6UJgCKOp/HVzkBhMfEI4v2SspRRjgk5+mrFGMdLkZtCqLHPNbmdXwKXnIj1tWkEsySyGztzExjqaHKnpEy5pCaVAdDklCRmFBvDIP/n7IOYKO1K8/PPDFy0LSQ6Dq+4jjaeWbfKahowIdhW4cYOxMUiy1sCYxQ3bvilPeDTGKMrxWSosgTD3CJUhJDYBK7NTYOpljrPTc1ZxC52o3r54SOzqtVgxfZqcL/fUD5fkchhQYA1Yjtzk5KKp0RgOWOo1jzR5vZrrh3kshwzE33YcL/lovbCiU5Mw7OQCCY6pUGFLMzMWB/lGe8mrv5q4TnpeMiNI8I5LgTTsSplws1Dfnlv5peRXA/LLGF1sn5LAvzvOVxdsBQhpYo1pIKZWFlXKSTnPaOU+pxMU1tbG9Xtq+ED43uqzLwT2a4CcJXoSdpaW+X1RQDSzZs35VpRI27sUZPLRPKvDRXS7u1bd5CUnCTjlILJ5hYxqV+/fkMCSmUuHStVygxBlHCrV68ml7yIXZ0qVapYYLcfkUkr2KtwCCzKW8jdfvLL2CKh586duzLGmX8pyuYtW2XWrp+fb4H1lQJsHxFMRLFhv0TcUTgKz54+hzWX6YhEo6/LayYAPrj/QOYwWFO5yF2WIq4T9V1hNu/Hj3GoVbtmAfsKW9y/9wA1KHnnbqggnA7hwHzdD1GXWFN6i/FcYYsyZcvkZSuLOUAAoGirkNbzs2Bhn7tMsJPf0TZf7/4knu9j/lYArr1DtQJrW0W/xW/FsxIOhlibrCgKC/wVFvhLzkP9KxqiqOP/xwKnyaAFQxWAunicB+pVzll6oyj/PAvEEpCWLv2J61Ud8tjaP68XihYrLPDPtYACUP+5z+4vafnxwHeY/PNeZjp/woKRvZkprADUv8Sw/w+VCKYn2FdunPX/oQmKWyos8K+2gAJQ/9WPn7JwWDSuMllJnPpSu0opVM+3H/G/3DSK7issoLCAwgJ/yAIKQP1D5vrfvphhY64f/d/uo6J3CgsoLKCwwH/LAgpA/W9ZVlGvwgIKCygsoLDAv8oCCkD9Vz1uRWcVFlBYQGEBhQX+WxZQAOp/y7KKehUWUFhAYQGFBf5VFlAA6j/ocWeIICeLiiLQ+Q96aoqmKiygsMC/xQIKQP2bP+lYHsG27eoLpPEEHmMdLbS0M+fGFQUPm/6bd0HRPIUFFBZQWOBfYYG/BFAjuWvOR56KUcHMpNApI/8KK/6XOil2FVpz9iG2HToL22qV4N7YHg0tSykY6n/J3opqFRZQWEBhgT9jgXyAmo37HxLwNi6Dxx7x0GhuLSb/fD7qRP735zvlfqfCczDTuCn48Zv3uTWgNqZ0cJSHVivKX2MBsfH+Vu6Zm849fFvVskEdHuitKAoLKCygsIDCAn9PCxQ8vu3ABRy7/Bjm5UvxVBkBqDmNLsa9PMUfsadnMR6UrcLjm8RZhCncv/b5lfNQ4/6tw3p2Qre6VaDBg6bzlwTSrMRPxcRxoHmAXIz1ahbPhs5vbHQu6glPycbN4HCey53IhhRHQ24+oK/5Cxvh/j1tLFt1+X0SYnlMWHHuGWxVypAnvRQt28Zw39q07OLyjNFPtG+x4jkLQ1VpVh72gyzuKaunrgQtYfR/cBF+2q9vc5/TOXE0wFdbMv+De61ousICCgv8L1ugAKBO5/Ft+w8cQ4NGTvJ4MU1uei7YqNgiX4Iqd2xXLU5Wyqlwa8Bd3Hv2Gm9vXoION6OfM6IvmvMItq/LzhvBOPI0mgdQgwCRwU3vCRIECyNuWl5Jrziqm2qgejlTmBRxQkk8wXgKz0y9fjMQ5hXLopujNdo7WEBbVPYPKkcfvMWSg5d5DqwqmvG80W61KqAUj34rquy68Qo+L+NQjCqBsJcoAlKzebxPavxH6KbHYnRHZzhW+udtEZjI7px4k4gbLz8gUWwib6iJdjamqGxaUNXgwTw4/S4F14IiEB2fAG1ujF/PQh8trUvIQ9oVRWEBhQUUFvg7WqDwAeO7fVHRpgK2TPKEqUHR8u1Cn+vYc/AYdEqWQvjDWzAsaYLpQ3qhNc/9/LosPx2IdZu9oVosERV56oc6qZYA5zdxPJosWwUqWYmoWckUY9rV5wkqOQdh5xaf+2+xzvc8tHnQeY8GDuhoX+7vaMNfbZNgnAu9r+Dluw/oVN8B7RzKw4DHqP1SWR3wBOt2n4BK5kdUtKwIZTofWVQLRBGnb+hoacCzVR048zzYa2+i4P84Elrp0TyI3JIn4xQ8AP7vZKyUT1lYfj0MvqeuIz36LfSN9BCflI0SZOtTOtSGI0/6EUUwV6/b4djHY/8SQ4KgzwSsFJ6mk6WsiQ6O5TC8VW3o8mg7RVFYQGEBhQX+bhYoBKh79vihkm0FrBvXF6WMDQu1d77/XezefRSlyRhtKlfAqUMHoUnAmzG0d5GAuirgMdZuPgJVHjDeukVDjOjkIiXby4EvMe/oLR54HUz5MgvDujRDvxZ1C9wvPi0TyeJcVh5qbsaj2/6JRQBEREI6sgiGRR2g/XWfvC48w5od/tBXT8O3Hl3RkOfDfuIxd7KQqn7isV08GhZ6mmrYfysYc718CDApWDC6F+pZ/n1Za8CraMzeewWxgVfg2b0d2tWxhfeVB9h2/C6q25TGIh7kbqKjjvvhCfhmy3lEP7yKwd1bo7mjDaXyOMw8eBURoZGY2a8Z2jsVdtz+yrERF88j/pgbULJkyQJHhv2ReyTz6DhRhzheLf+xa3+kjv/va8WRdeIsUnEEnuKs0P/vp6G4/5+1gDicXiiuuUcK/tn6ivp9kYBa2a4iNozvBz1OBmr5Al0bL7/Ecq9dBFB1tHdxhrN1WYz4fj60eCD5zGG/DKheW71RLDUSjRo4Yf6AjtD6zDAGbzuL84eP8aBvJXRq2xjTeraWbeR54Tj1LBpBIZGMHSqhYgldVDTWQll9TZ4j+kXyE4Lo+bcJCGSMNYGHi+sTZBzKGaEi45NmOl9Y4OU3MXgSnsTD0N+gbpUycORB56Lcev8R9yNSkB75nr8zQR0rC0QmpOLU6zgkxcTARCUDJcuVx5XXH6m5ZsHaoDgcSuvBmGea3v2QjAsvIglyxWBjwHNcS+kVWs5yPyoDF5+HIpETqxHPKbUuxfNF2RdDjV+WrCWg7qRNlJMwycMV7Slzf13iktPg9yQcd9/H4uypCzA21kET53owRDIaEpzEGaMCgq+GpuDmi1Ak8P7iDFrr0gaoU9YIJlpf4q/PwuNw+V0C1NMSUN/aHI+i0nH7TTRBujgaVDBADf7m6xKSnI2LBMig9zxDlGtiLcky61oY8VzTX47rzj/9FHv2+qNyaTUsGuXBGLIWXkfGYZDXcXz8EIr5g9qhWXVLHL37GgvogFmxnbMHdEUZg5wDtaceuoqjR8+jbxsHTOze8lffhac85/TJ4ycymUtfTx+1HWvB0KBwP4qqRIDIylWr5Tmbw4YOgRrDHv9JOXHiFPbu24fpPITcolzZ/6SK3/UbccLM3bv3UMWqcoHzVH/Xj3/jInEu7MSJkzBv3lw42Ff/w1X+kbbduHlLHqae/8zV37qhUGyuXLmG8hUsYM6D2/9IeREUhMiISDg42P9POgsJPF/6Bg+Qd6hh/7vHvrBfBM/7ffEyCHZ2tgXO0/0jtv27Xrvi51U8bJ5O+Yxp8v3+ukRzzhdnENep6/Qfj4lCgLp3rx8sbCrBoV4TZDARqJJucbjVtUFwshIGTl+FYmlxsKpVAwt7ueBDfBL6jp4FPTLZGUOLlnwFQxWAiqQwNG1UB4sHdUZxJjS9jf+EoWt98PLCKZiUt+BE2RBDW9fB648ZWHDyAe7duENA10ZFcyO84+HhKWSrjhVN0LO+LaryRBQRZ1t99Q12HjwBTZ4kbmNpzkPBgedvYmGiq4zujpXhWr+aXGIy99gDTm4noa6SgrE926BXk5rSlqsDnmLjwXPITgxF/y4tMLK9M56Ff8TQjQGIfXYfZjxsWlXPENnpqYiJT5cxZLvSmihbqhSuE8Qz01IRy89F9laVUloY1soJtSrkHLK+52EENvhfRVp8LCqVNeHxaMp48u4jqpQzgGfDanD6fN3XDzUHUAVDzcA49y5oVaOiTOYScVSqpihGhvqRzsPkvefxJjwRyWRTaspZdHL0UDwrFeNcG6OJrQXWXH+HnX5XUDwzCfZVzKVs/PBdHMrwgPYhje1Q//O5pyceh2DGtgBoZMbAmgdeh8UkUW5OQ2hkItR4AHjf+lXQrZ4NtD47Mvcj0jDP9ybePX0KcwKpOQ8qfxoWD30tVYxtUwuOFUoV+T6NO3gDJ4+cQMcmVTHdo5N01JLSMzFiewDuXr2DYZ3qYmi7BjxQPgHvY3lvOgCVeFC6lmqO8/HNwds4ceAoBnSuj/FuRQOqmMAFGJ44cVweHK7GcRYZGcG61DB9xnQ416/3m+/6rdt3cOzYcbh2cS1wwPhv/XDN2nVo0aJ5HiA8pn3EgeMtWzSDqel/Lzv7ER2HPr37YMvWLQUONf+t9v6e70PDwuDvfwzNmzdDubJ/3Cn4I21r06492rVth+HDhvyepslrhJLQpHFTzJo1C+3bt/3dvxMXTps+Ezdv3KCTt5tO11+/MmHX7j3y8PL69Qqqbn+okX/iYnGge5uWLXHUxwf2fK9/b/H19cePi37Eli1b/ueOAbx48TIioyLRqlVLYkaOo56/XKcD0q9PH5y/eAElS/xn4bNCgLpvnx/K0TvJ1DZBxKvXTADKRJvGjnj8IR53z5yFmY0dBhP43DjJXnj6DkMmzYeekcGvAOojeG3z4TVaqO3kiAbVKiMtIwMnbj/B45u3YWhqCFtKxyNdqjGGqo/5p59h26pNMC2tj47tWmFwk2qIiI7CsHXHERsRjSYEyu8IGhnM+O2z0h8hNy6iprMjJnVvzglYD99tP46Xb8IoV+vh+24uXBtrjIXH7mHL5n0wZBvGEFDdGjpIO645G4hVZEOaap/Q37UlhrapixcRcRi48iiinz9C2WoOqGdbHj0cKyLg4St4EUiyk6JQpnJlONlWglutirj65DWWH72BzKRodGleB1PcXPAkKhXD1voi5tENdOjYGsNb16dkXRxLGUvd5nsNdWpZyj6UNyn8InudfwqvfaehZ6iDslZVUFx4UkxIEjmxiWTYDcubwKOlE2ITU+B9Nxjr95+FqU4WRvZoD4uSBjAUGdC0zegtJxD67DHc2jTBkLb1oKmUhfE7A3Di+DU0b2iHGX1aQ5+x3NNPQzF1gz9SPgTDunZNeDapgVrlS+DM3edYdPAKmS0wx7M1GttYIIUOy4Qj93Bm3150bl0Xwzs2g7mBJm48DcZoPh8LOj+LPdpIkM1fkgVw7r6IW2cvwaNDXYzp4sJsZzoI9BTG7L6Ei2cuo7tLVUzq1UZ+/nW58iEdUzb6IiX4AeaM7ofm1SoUOT94rVuPOZxcF/y4iCDQFKoE0vDwCEyePIV/f4Cvr4+Ue8RB3KoqqviU+QmJiYny5REea1JSMu7dvw91dXXUrJEzRvIX8buo6GjGtZVhZlYyz4sNehWMtm3aYMTIUejQoR3rK4nizHZP5zgvXrx4nuSbQWcoJCRUyvYmJsYFGIA4x1SPTlFySjKio2Mos+rCxNi4yH4KxyGcTEKdSs/HuHgMHDAA69atQ1W+t4JhaOvo5E0Yok9p6WlFshTRHzU1NY6x4ngfEiLbXLbMl7BBFh3FZP5eQ0O9gEf/9t07pKbl1GlMVpm/CGYk+pK/bV5eXqhW1a7AdaLuEN4zI+MTStNB7dvPHS4uTTFk8CB5XXp6hmxTFsM94vloaxdO4hOA2rJFS0ybNh1t2+aoW6KEffiABD5XLU1NWXdRZdbsH/DgwQOsXbtaPndRSpmZccx8UVly+yJlQgN9GBnmhMAEM47mOPjazklMtDOgTcLoiPTs2QsNGzbCMDoIRoZG0KJzKsqH8HDEJyTwWeughOmXSVvcK4XPPtf5EvaJIWPSUNeQvxV9FUWMvfiEeP7WtBDLEv34Mi7i0LlDR+w7cCDP0RKSZ2RUFMejCsqYly6Spfn7H+ch9UuxfsN6lLfIUfLEsxDOVQaTJIXzUdS4FDYRbdTS1KIil4gYrmjQ1tKCGcMmooj+CcUo14biM6EGib7o6ugiLu4jDGjf1JRU1hOHUnxuSiQwoh7BHEW/TU1M8sZBSmoqEng/YS8x5hP4TojvdXS0+U4nIYzvu3j+4pnmFmHTTxxvxblKRdQtimhzZGQUdPk83r8PgYe7O06dPimfjWif6LcYg2XMzQuMjSIHFT8sUvKtVsMKPZo34IR6ERlxkdA2r8jko7swLF2Sk7Ejvu9Un1m7yjhPQB323QLoCkAd3AOtnQq+NOKmq84+woZ9p6Bnagx1NjouMpaEjlm+lHCdmPxUpUxJNKtcEkYaSohjVm/3pQfx7tZVVCWb6EeAcqhQWi65mX/4Io7t90NJc0NM7tceztWqoPfyg3j9MhQ16tdEH2db1DA3kPHFT5nFyBw/SlZooqdDQL2PbdsPcjJVx+gerfMAdW1AIFZv9eV1afDs3CIPUAet9kXU0/uo27AuplBetDDSxJuYRHj+7I2oZ4GoUcces/q0QzlmqYZ8TEK/n30R8fQBGjs74KehXbD1xhssWbEFZcoZo2f71mhRvYJkmU8pYU9aeRBIjsLonm3Rt2mNQs9FMFSvPSegTvm2bMXy8nfMi5ZLmLJSk1GXcvwwAr9gbofuBGO211Ey8izMGuKGepXMZX2xSWkI/xhPRpsNVUqW5sb6kr1vDHiIrTt8UKNqGcz07CDXDAtAnbLOF0opkRjv6YaujpY5LwATgTwJki/uPIBnJ2eM7dgQjxjfHEob4ONbfDOoL+pVLi3vkZlVDJO2+ePR1ZuYMaQzujYoKA/GMjFr+I7zeHTlBgaTYQ7v2FgumRGy9FgC6rlj59G5mR2+79MRHAYFysOYTMw4fA0vz51A7050Dto3gr5q4QU3YhJvT5bTpKkLFsyfW6AOIQFv3boNw4cPlS/Gwh8X4x1BQSwDS2Gs86dlSwlMH7Fs2XI8f/6MwKICKysrjB07Ok9GvXDhEjbTa4+JiebE8gm1a9XGyJHDCVyamDJ1mvTohVxp71ADc+fOwd0797Bp82YsXLhAevpiUliyZBkB+558mcuWLYeBAwegBiVHMTl0794D1avby3YL5iRAcPas2WjQoH6hvixdtgyvCeLlqaBYlLPAYeYxbN+xQ4LHwEGDCUqD0aRJI/m7rdt38PtD2MAJ8mvw+2n5zwgMDIStrS2uXr0q2XynTp3h4cFwj64uhOTrTqDbvGWznJTFRLWN9R0/fkyqNYYEimHDhsKxdi15ryfPnmERbfuets3fNmE3W5svoQsB5OvXb8TJEydkWKlhw4bw9/ODW3c3DOjvSVAIx+rVXrh566a0VeXKVTCUwFS5UqUCtpCA2rIVptH+AlDFxL9z9274ePvI67KySAbo6PTt26eQhDdv/kKybz+0bt0GDx8+xKugl+jStRvGjhktZf5nz19g5cpVePPmtazL2NgEI0YMl46WAKYxY75Bt27dyKpzgPzIEW9s3LQRixcvxr59+7F29WrOcUaoUbMWvv12POxsbXDo8BHs2LGT73KWVE+6du2Cjh07SIdr3/4DOMzvd+/aIesTQDJ8+Ei0btMa7mz/kqU/yWdlKECH42XmzOkFgE20V4yLV5RrLcqXR8WKFbGZ7TnIZy/uff/BQ6xeswahdFLEs3N2bsDx17+QoyUAdRnrWbd+nQRUMW5/plR64+YN2U4djgtPdw++Z3yHP4OSaK94FrNmzZHvlA4dult8dmmpabTZCPaxPa5cvYb58+djwYIFeWNBsOE9dM6XLl4E8TxEEcAs9jdYuHC+DGV4ea0jYIbL76ysrOU7J9SS5y9fYujgoejeozuekI0/om1Ev3v17Mm23sSlSxcJ0nEY9804jukO8vfiHh/obK1Yvkz++/adu1i+fAXC+Zm1jY0E57179iDg3FkkJydjxYqVePz4kWyTeDfFvX8rtFB0DLVqJcZQ3bHE/zpOXgzkEg7KmqnxsKhaHT/0agKb0iayQecev8XwyYso+Rpg+iC3ogH1s+SrqZyIhvVqw65sSSk/Hn8ZTchQgaW+MhpZmjGD0wYvo5LgsWQfimUkw4ovcCYHXiaRRHplwvsKeo50Sqge7RtjGCfW849fY+PJG3gTnQwlDXpOJU3hyM0PqpfUgkNZYxhThhTlPwHUmOcP4ORojwX9O8JIVxNhcanot8oH4YF3UadONcz35Oc6GvJz99U+CKPDUb9udSwa5IqVZL57KEVb2lWGIV/EVDIVMdAE0wwLDUP8+yC0cq6BaT1aFkp6yU1KMtRMx7f9usCJMd/sz1m+WQRW4eWZ6mkydqmM/TeDMHeDDwE1G9MHdkGDKl9kuSexjC8xFhr0Koj35yDl9W9jk/D0JpOA6MDMZPstjHQloE5mYpNqWjSW8pnnZtsKu43ecwln/QLQulFVLBzYCRdffMC3dAj0ufynHNlzOr09AfjKZDixsR8Rznt1425O412bSLvnFiHtDtt6Bvcu3yZDdcJo16aSiaZzCdUoMtfLJ87Bs0MdjO3WosCa0ztRnzDf9xZeXjqL9nQ+hrZrilK6Rcc0b966jaYuzXD61Ek+t9oF7v/1P8Z+Mx6+3kcxnIyyYcMGqELFYejw4chk8peIF4oJZ/jwESjNuNyG9V6S0fbt24/AY4dvvhkjPVrx4rp7eOLb8d/gVfBrdHdzI5gNki+viYkp9uzhRLFkKXZTUqxgYYHx305EICduIacJFiNe5GvXrsL76BEY07O2ImgIcPnhh7moWKkixo8fLwHimL/vFzvyHeg/YCDi2J4lS5fIBIt1ZOUnjvnD79gxTvpGEiCmTJmaN9GLiXjL5k30uk8VkrGmTJ2O5SuWc4JZLtnh/XsP+NvJGMd7e3q4Q8jf9evXx8WLFyVoCgVg27Zt+GHOD7C1s6ETsQ1nTp8m4G5in03Qr58H2V6inDjzt+2Ijzesq1TJ68fKVWuwbMliLP95JSeqqjh58hRmz5yJeZxse/fqiQkTv8OzZ0/pmMwlgBhImwibb9iwroA8+zWgigmyv2d/yrnT0LRpE0r/J7F40SKs+PnnQtLr/AU/wmvNaowYNRod+cyucsKfO3s2trB/9erWwfeTp9K5es42/CBZz4QJk2T7d+zYRraVQJDohCFDhqAnJ3RRtmzbjgXz5sGXjoEur+/bl++Sk5NkqMI2165eJwiPwaTvJqFZMxfZNmH3RYsWS6dp/YaN2EwH7MrlS7K+XAfRjY7W+HFjpU22b9vK339PMKzPsWiTp0IIB2/QoCGIopw5m33Q5v3XrF6LnTu249KVy5IVdnfrwVwCRwLcMF4Xje8mfUdQbIpJE78t8Hp8DajimQtnUSggQlURIHOFde7luP6aYYu2vg5+hUWLl6BqVVscOHAIO7Zvl+EIS8tK6NihE1yaNeO9J8h79h8wSLLFdWvXoGu37rh7+xamTp/OGGYdOVaHDBmG8gTJUaNGELATpKPYgorE9GlTIJzk2o5OlmF/iAAAIABJREFUaNO6Nd+VcXJ+HUnwForTd99P5nvtLB3YgLNncDbgrHQmR44ag9evg+HL8SicIjfeU5eMe9bsWTJpVDyLq7T/1evXaMcfEBoayrE3B5qaGhg37luyWF2s5ZjJr2J8Pbf8Ypbvju8H4gWTRoYu2gNkJMHQvCy6MCY5tPkXKUwA6oipi6XkO21gt18FVKW0KLRwqU/5sLNkkbeDwzB2wynEvX+L0ub6WMBkJUMDI/RacgBJocGoX9MGLetU5wukjeJkY7qa6tDR10Hwq/eM8X1CXevyeX15EPQWN5+9weknoQhmjE9FORP2jFUKJmdTpgQWkKFu334IBnoqGNOrLbpxCY4oGy48xopN3kUy1JjnD+HoSAfCoz1KMpYrdi3yWOWL8Ef3CKjVMce9HUpwLWmo+HyN32dAtSegdsa6c4HYuv8UrCqYoGvj2ihJh0OJaylVqZ/qU7oSABsfFQMnMkqVrzbCyJ+UNMHdFR2dCicl5XY8P6DOGNQFzpVzAPUyY6Vzj95GTNBjNKhtg4bWFmTqGvDnetjDR86gpi0ZKh2FL4DqDRUy1KXf9mebcpI7xIQ4ct81BBw5hlaNqmHR0K64RjXgG7J3I80sDGrXSCZnZRdTZt+UuZxHHUoq/JOeBGtK7/mD/szTxvhd5xFw5iY6NbbB5N5tZQw1MpHS+M5LeHrhHMb3bcPlQF9inJc+MJZ++BLC7l5Dl5Z10L+lM0pq/3LSk0hqada8BS6cP/ebMaNv+HK8f/8ee3bvlO0U3q4rmZlgKM1cXOQ66aNHvXH44AHcvXcPyuyfSH5RJ3MpTu85nVLQqFGj0IDMauXPy6W9GjVuQnYzFp07d5T/3rN3Hz37n5kRv0vKvi3YtgULFqJduzbyexHj6tm9Oz3xHwmCLZkEUhUeBAMB0KJs3LSZLG69ZFG5CVW57ZxDQMu9jwC94cOGkTlulzK0mOgnMZFI1CmKSMTYtnUr/Px9CkyA4rvJU6YRSK4Q0LhMi20UZRC9flHWr1tLNv2ATLcpzpw5LZm0mPQy6NCNJggJu71+SyWGgCUmIjtOoG3btCPQL6UNcxyq3LZt3LRJytGiCCehF2O+JThhrlq5Qn4mGEDr1m3Rm0zMrVtXNG7UGPXqO6NTxxxbXiF73rF9G3aRfQqmnFu+BlQh9V6/dkM6LEKZeUm2JgB1ytQpst78ZfacubLv4vkIGVNIsYKdj6ST1ad3T1y7fgPxlNMFOIl3Yc3atQgP+0AmuVeGC1xdu2AAFYbcenfs3I1FCxfC29dbMijXLt3QuHFj2mqEvO1iTu6HqCR8T0AU8X2RAS4m667d3OQz37xlq3RWBACIIqTZLl26ksV2k3UIQA0MfAhvOoJfZ42/fvMWrp1dMWPGDMkGRRHPrkvnzjhx6pSUpz09PAgoo2FjnTOfCPVEgMupkycLJN59DagPHgbi3dt3dPqMpfQp8gv2k1UeOnK4gJMkJN1evXujUiVLLFu6WN5DSLE9e/bme9VVxsYFOO8hA/Q+elTKuj169JTqQsuWzdGZ9tSkRLyTz1kUoYYIJ0dVVRVqDG2kJKfQXj9IFrqRjpVg5M35rq5bv4Ex0RbyN5796WwSKA8d3C//feZMgHRM9/PflmTs48ZPoOLwBgcP7JOMvQffv/UbNuTlVpw/fxGjR4/mONtF9j6QYaMWcKHTIcD6bEAA6z3I98j3V1lqIUDdtdMbllw2s2PyAAKQLsZvPY50FW20q14ezaxKSjaSWy4+e4thU3+CrqEepvXv8ouAunaLN5TTo9CQsc457u25wUFOQHjUDmb5nr7BrN8M9G3tjEHtm8B18X4E33tIychUXmtfKUfHD2TGbEhkNFI/RsKytDHKmZniYUQys4cTYKjGTFNzM050GRi58ywunbpEyUoVQ5lo5N7CCYv872A7ZWfuP4HBHZuit0ttfGKd0w9dg5/fOagrFZZ8/zig0puv64AlgzvD/+4rzFl/lF6RBr51a442taxkH0jUcCmUMa3YSOhzKWXdKoXX1eYBqlICJvfvija1fxlQ915/wYzY44yFpmIOJV+xNlWUxWeeUe45wEQtA0wd2B3VGdsUZbbfPezf64uaVcvlA9QwMtSj1GzeY+5YT8YnK8pr331MwfBdlxEUcBzdXZthRs9WeBsVj77LDiItIRYLh7miEYE6t9wIS0YsJ6ASXN1kb5ETN8lftp1/iGW7z8Caz3XFkA4w1tVGwOsYzNx2DolBdzBnjDva1MiRm0+/S8bSo1eR8OIun1cT9Ghak1rGrxcBUE0aNcImAlEuaOX+Qixhuc8JpnJlS+mtC0AV8SnBeMTkJNitG1/6cnxZxTIXMcGLYmRkjJ9+WipjjGLCE8Aj5EczxmW2CybDsMSa1aukBOxCdjx27FhObJ3kb3MBdR8nHzHxN2/aDL4Ex9xsWTGBd2jfAcPIjAUbrF7NHgPpgY+irCSKYDxrVq2Ct8/RPCAUANWdMuM2yru5yS4iW1XIskJuFPEiAaiT6aG3YDKUKIINbuHk+UuA+uhRII5ycswtEyd9j1evXuEAgUNMOo3pKJzlJC9ioMJhiWF8tyKl13RK0oLJi8lmypQpMhbrxrYdOnIkL5krt20ihpoLqGLiFUymQYMGbGcO6xOlew8mNVLebMnEria8p2Dtxowhi3izKNraOpg9Z1YB2TcXUKczhtqmTSuqMcFYxaS0t2/fwprAkZ6eDj/GzSezfb169igwgASg3r17h6xwkwRUAcadaLthZDke/fpSfj0qZXQTUxMpqwvwFfFkkcQk4poCUAcx3tuVyWui7KYisWDefCYBecusbgEQwhnJBdRvyXB9CIa2dJyE7YRDIuKFnpS4e1Dq3rR5C52GHbT1aVmfkHw7EyQFqOYCahCf9R5O9l8zpLv37qNf374ErHWSXYvyMuiVjOv7U7l4Tjbn6ekBe3sH6WiIIpxCK9po4YL5RQLqho3rpWNw+cpVstKfZXtFaODFixeSxR0iKNpa58xroohn4U4p2IEhjxnTp8rPREy3G0GrjlMdySrf8Lm0oYLy00/L6ZhlsL1eMhQhYrLCXiKEIMAytz4hnfv7+8vwiJBj/fx8yXQrYysVEQGoLZs3l8y+eXMX+RvBeIWCt4NMXhQhM0+cOBEbN26kCmUpAVWMDTG2AwLOSwnfm0lblRg6EUWM98FUmYRTKP42pdMn5gMxBsU4N2Vcde7c2YUc0zwj8D8K7pS08wSOHL8Cmxq2GEP5zYwbO7yOIWixsgpG6qxYbH/3+QgxlWK4wyUZ0+cthw6Z2i8B6krGUNduOgKlDCYUNaqLWf3akaXlAOoGMrlVe04jKzESzrVtsZAs68C1x1iy5TjMKlsQYBugoVVp3ApJxHLJVq7CgLLu1N4tCLRl4LHhLGLDwtGSCVKj2zghi22auvMCzuw9gJIVymJSX653JJjtomy9iECrRZbWvXUD2JZj0s2tQFwJfINYxhRUspMxoEurfElJPjKGWqce42EeTDIhMxYMtS9jpeEPb6Me5dof8jHUfmSuofdvoYFzLfxIaTSZL/LAlYcR+j4K3QkI/RpXRwozdHdcfQW/4xeghlQyPMaI+fnXZc05JiXtOg4jMwM0bdwQpQy0cmwu1qAyEQRxH9DYrjysKLufefSGEuwRaGirY6BrC1gaq8HOzBC7rzzBqq3+qFa7CmbQBoY6ajjB5Si7Lz3AOw4aB9uyXJLS6TNDDcOU9T7IjAhG45ZNKNk6QkNLF/vuhsCfko0mEjFlSE+0ZhxYrKldyKzoXd5X0boVk5LIUikcIOBFDNYcuoC0yDcY1dUFvRp8YRG5/Xsb+RFD1vggIjwWvV2ZQFahHPbfCMI9v6Nwqi4AvotMcDr6NAqrjt9DSvg71KtTAzaMoWsyU1vYIJMesnpaIhpbmUm5PX8RzKcPZVkhh27fvrVAZq1gD7OY5XuUk6sNY6MCUEW230YyQBEvC379hpOBO9nJSBnXEoAa/Po1gl4ESaYnPN2xY8cwtvQT5bqm8vtWrdqgHKVcIQkLQBWTp4gX5UqAuYC6a9dOyUiaN2uBiZMmyslTFMEg3NneeZRHRfxPAGp/esVjRo+U3wsA9yIrEowkN1ElhBJUK8YMv/v+eymNiiIyF0XbBHsTMdRmlNQmcBLp4tpZfi/iRgcPcGI65lckQxXynWDBIutRJG2ICVxMJEIOzWWopykXi9hhHwJ3GfMyMkYs1oaLSVTEim1srSW4tmrZmrG9mXkxq9y2baXzIeJ4ooh7DODEJ1jfls0b5WdCUhfscAD7LxwGIVv3de/HWF0/aVvBdB4+YO5CTYcCS4PE/QXznz17jmQ502fMwk3Gz8SEK2wmgEbIhKOpHAjWmb8IQL1NiVEAqlAARPJJZ7ZhDJ2ili1bSDuPoAohwFWUGTNn4zzVj4NULTSZ7CJitx5kff0JVKKsXuOF1atWSslXAGpH1lWfLHvihPHy++WUSs+dC6B8ulkm64i15deuXWdMUkeyfwGo4nmL5yHASzxrAfD9CFLCyRIM9cWL55JRf70mWLRdMNlvGC/s1jUH4C9dvoK+ZIynzpzBR9pXyM0ivlu3jpO06fMXLxHGBDkRa8+vJvn5HZMx1B07t9Muhkyy60i712R8dIZ0PkVMXkjjh729CwFqP44PwVCXLP5RtkEw564cT8OGD5OxcVEGUpoWY0XI4MJhGscQiigCUPX1DUgENsh/i2VnAgxFW5o2bSzzDDw9B0hg28W25QKqYL3i2YsiGGoa50ghy4v4rnAGJk2aVABQcxmqcDi60WY//vhjHiALdj516lRsJSCL5WL9+/fn+9BZvu9C/n329Dmc6jj+6nKiAoA690AATgWGwtiM2Wcc8CLmrColyWykizUb+YroWDqDzu/u3QDVTEyhlNu+XmGAWH3iFnf+8edyjxQ41qpKabczDD5PhpdfhGAcY3LZKXGMH+lgFhlpLeuKWOl7CacevoWqti5U+aJHRcYjOTQIJcxLobG9FQZx6YWOugr2BNzBzsuBUNE1YMKRHuJSM/CBg06PGwTUsLXC0KZ2XBuqg4i4RMzZdxa3noZAXY/rESkZG+hqQJPHoT29fZfxvE/o3a4JRnHZzHOxbObng/j47jXsqllhYf/2dCx0ZfKRx7J93IjiFarZ28jPpRTMuGT/nw8h4uUz2Ndg/7hBgZCCbweHYrXvZbznYQN61O9Ts5QRwywyLaVUytl2GOTiADPGQr8ua8/cx8bD56HFeFgxZRVkMk4pC+2dGsvMQmYkT+vXAU0Iqgnsr5ffRZy8/xqfiqkQqNMxvU8LlKYtp2w7huDweJSraAFlxilUCYfFsjNx++otVKNcPp2OTQVmGZ9+KhiqN7SzYtCEcYenEQmISmFSEicxzex4tKET1K9R9bx4dMz/tXcV4Fkl2bKQYCG4Q5Dg7hbcBwg+uAd3CxbcXQf34O7uOrhLcIcEd5JAgFfVmT+ThDC7M8PbZd67vR8L8yf/vX1P9+06Ved0nzc+mLXlELafvwOHeFQstDXlwWNuHvZiXJhZwqUZ/yCAh9YOXbqFsWv34yFPyQofKQo+vnlOtcEBrtyDXIyOk3hhl4W7cPj0DUSl1B+GyUEfPzBO+5tD8dH3A8ciPEa7su/cUhOyKYbWlDHGtATN8uXLG09eWbWK41SqXJnZoL3Mi9a6TTuzSCvGJEDVyzp69Fiy2LNo2bKliZkpeUSHGsjbVUKSFqTW9Ghz587NJAhPdOLC60KGKUBV0wJqbx+Vi1pHMoGsWMEkkzFcwJYsW2pY1chRYyiXbaa852YyeGfNnsOF7gVjU9PNXtmMTIpo3rIVurp1NteTlDWZMcbtO7cFAqEWQmUSKwFjQP8BhoEt4gJ7aP9+bKV0ly5tGlQmq1F2sRJHJKtJRvQlQ99AKTJozEv3UKbrRMZQe1CGLFKksJHYZpMxDB023MRgxdydnZ2Z4HHQxKXXrdtgZGyBXZbMmbn4H2bm9EYmw4wx8l+LVq1xmbaRjBe0b5u2bg22+M5lgtj4sePQpasbUpD9SU4T0x9GyVQg+sukKdjCxKdWLVoiiWMSY0vJnbOYKBN0C5IYUAWOgWKVWpgXLFxsGNyQIUO5nkRn3zZhHpn7MMrqIQG1d59+JvlrMWV/qRYCsLI/lUVnNzcCWUXOHxcDiHXr1jGS52DGUiXdS7ZVNqmcCyVftWGs/b2vDxbwmby9vWjnjSaZR8Dx4MF9I8OmY76BYqLNmTAmINa2DTG9mQSDTp06GXYtxtSS+56bNG3G7ycnWzpnnted8XAx1PZMgrrCrVhr1635ClClwPRmPPwmcxjUHzGqpcuW8RjZFcZpcEycBO3adzBAJgdACY5KUEqdOrVJbgqaXCTZszsdv/ac79ou1Y5xR631XTlWUidm0AndR8dg125WwAqSaCblQTkFnkzi6ctnVuzTg6EGJXxpDioxT+0wnYhGDRogDh0eZRLLwVWTg6osX1tSluzRrVtXY4/8ZN2yh4A8W46cTBxabBLgnPMX4Du80NhPrXadegZQV1LS1TPZHLqFdGo1P9u0bU9H+RY207HW3JEErnewTZu2eMfY68JFi3Di2FEcOXaETvli7uM9hmZ08mLFjsVnWGBi55MYpghty41tLQoGqFcePsXdR08NmNqOuwt1ZeSHGpRwZA7hGE+47/0EGZMnRM7UX0uYl7nYPnyufaQ8x5cLQLFsaeAgWsOmI+VOMCaqTNFH3BKTPEEs5EsfQL/vej/FZR7X9/S1D+EuDBxixWEsMgay8XAEbjsNbE+Zzep5xxv3ySD9yFLsufXAMVE8pI3ngJgK1v7WBD5nr9/Bw2ev8SWCPZIljkeQ+cBF5x0PPuChEIwBFs7khKc82OHiXS86EJ/wzscPhbltJpYDeRr7f+LGfUoVPL2JC3uhDPo8Ml4yo/Yst+losfOjpps/XVLE+o2B+xEMLty8g5veL/COz2rP9PAkzJROlyAG+xb60fDXvJ9xf+kLZsF+NixAXo05y1cODpOzPjCjNhVZaCraytZu01b3n76EChGkTBgbafjnNfeqHvO8hTtPX5nYRPbUSfHlk2TzlwZgM/KYwnh0KmxJSXY8eGN050aIzzTbY5fv8qg/O77YjkibIA4Povi6r553H9Luj/GaslUUbqtwSpoIaWj3aP9Cm3366g2OX77DM3rfctGLifQpEsMpTlST9askpbO3HuAVX069xOYcaVuJI9mA/7PjVphMychQycpDa9r7uIBe9FEmFkhWUjytarVqRtK1bV0YRfBUoYJ+TF6xHdygbMY5c+YRPPeZ7MRUXGyaU9LTHj4B7qJFixk7WoFIfNa69PwvXrzE7SSRAxMsdpLFDifbVJKDXrqLFy6ZF3TAgP6GsegakwgUkk+V/JQ5SxYmkjQ1IKifKYmlKlmlTZoUeClDcyzjUUGzc7XwKxv51MmTRnrNy61oe/bu5cLd1wC3ZGFtI3nD7QjatiF5Wsk1vXv3/ApQxejEmlyYHb2HoOZPezVnoo2N5WgvrUBgCjNWJfnKU1+/fqNhw9qyoGetz317P5HFi71om8tIZvkq+Sq0vtnGSwAwf/5CJrYsNey9EmOl5xmrE6hLMlf8bAljbesoK2qbQ2JmZms7Q8iMZ7HdVavWsH+Tyew7MI5dmPHcMYyjHkEqSnylKQnu27ef6gBP1wqxT3Xa9JlMfLpCu/Uxkq8crM5uXcmQa5jfFUOazOtKGi1H50zbgC5fvkLno5sBVIUYJDULRPPndyYzS0VGfJox0h5mvCU3Kktb80WsXfNIYDKTjpIybZWMI7vXr1fXzEspLNpDvWzpEiTgmFWoUIEZpp7ImTOHUSPGjZ9othkNYdw1tMNGtJVJ8+IcncKk3P9aqFBB41CMGDncxA/1c2VWHzt61MRClaCk+R3y0BEB40Q6cnp/hjLJShm3AwcNwlMegqGcgeQEe42L4r+SUW1NakHTps3NtSW3y1nRtqIeTMLKnStg37+t5WEykcZU2em2plCD4qUDB/Y3YKgtKysZs/SgUhOF9qlStSoekJAow3kg2bLk4+Z0Wtzd3TlvCpnLaD7LmRg8eKC5hhSWX/gsffr0Ns85lvZRdv/oUSMMK9f8lvx8g2xdWb465EPJYjPpJGvt8fBYAKkzHzk2SbidTA5PLo7HH7XvUg/1D+9g/fCHtoABVG6bsfN5bAA1Pw/I+Kc3LU7aBiOvz44vacijxrSgC9TsmSAW1Du3fU+LgvbTianamhZvJXcIVCSFif3qpQ+6uClz0I+HfcSMEYvy9CcDBsoQtElqusZTJpto20QMKiVBvyuPWfEtW8KJHDQt5pH5/aB9VH/Uh6fcm62tFwIDLYKKYdpia7Y9jbZ9kiF/bnumHj17GeanrQJv370x+3aD2kr9VZKHbBE0bqfn1HYj7dcNadt/1beQ9tTWFtnLOIwqvhFkH6j2/MopcmD8NLR9qDZbKN6o6lcaL9se0bBcMOWIaKx13ZAyqeyte2qxln31rEp8EXDaxkvPqQVc99fnvnS0go6HrqGs5m/ZWVL2R5KI6FQgbGOt72jvpcAj6J7MoM8iZ1KOoJ5Fzp2eXU6X6W8oBxLYbKrfeU1VIiwdb506JbameWGbP5pTciQ1/2Tzb2Wr6jrKltX+UPVbfX7z9o2xg8A/tPkkQFUmvOK0vdx78v3jmDDWrO1XQR2pM5Th2zG00ovSqi3fQD/Xu+RDpq9M2qDzXY6u5oDeOTXtHbfZQP2QrWyOshwxNdtcMfaj/TVPbSCtezjQibONsb6jfbMaD0n/mi8R+W/93Mwl3l/rQVSqT9+ag0HXSwtQ/+no8Tf7v/XCPXQbt4SJWT4Y06UxCpFhW+3/hwWU5at9sdpGEBK0/39YwHrK72UBW1KSstUHM3kstKZ459QpU83WmYFUbmxA+L368CNcxwLUH2EU/ot9OHv3ETYdPmeSnsrkzoScKX4/WeS/2C3r1v8BCyizVcwgaVJHC1D/A/b+v3wLsTlJ/mLE3zq2T1nf2oqUntnBf8S0/8l2sgD1nzx637nvfpRBdQKW1SwLWBawLGBZ4M9bwALUP28z6xuWBSwLWBawLGBZ4CsLWIBqTQrLApYFLAtYFrAs8B0sYAHqdzCidQnLApYFLAtYFrAsYAGqNQcsC1gWsCxgWcCywHewgAWo38GI1iUsC1gWsCxgWcCygAWo1hywLGBZwLKAZQHLAt/BAv+rgGqr2hH08OXv0GfrErSATnaRfWXb/8amfGtsrWloWcCygGWB4Bb4U4CqY5l0dFUclrUK7TzJkMZVTcebLKk0iCdn/DcW/R9xsHW83SNWoFelhZDHof2Z/t5jPU8d6F72Jx22HVAP8D/ZdNbsfhae7s8zZIMe0fef7IN1L8sClgUsC/xIFvhTgKp6g6r5OHLUyGDFZb/1QCoddfz4MdafWx6sRNCPZID/dF9UdUJVLRYtXmwORv+rTafcNGrY2BRlbsADtv/TTfU6dQasrUDzf/r+1v0sC1gWsCzwo1ngK0BVpfgNGzaasleqLFC6dAlTpUL151R4dfmy5axPVxw1alRnrbwKwY6Q0kHCG1jh4P69+zwkORtOnDiBa9evsRizh2GoV69fx84duwzLTZ06lak7aDs8WQc379i+kxUbzpjjq4oVK2pqMIbWVKZr69Zt5mDkggUKfFWFYvWatdAhzLFYDqhkyRKBtRhVfeAOa1+mcErBqh97TDmeChVcWDg3A9auXc/vnEFmVtWoxPJNYo+SNbdu3W6qiuhg6r379plj2lQVRAdPqwix6uSVL18usLCv+qvj3FTZXs+SIEECU+8yKasVqEKFiggPHzaEQNiABaYrsIhwZXMgusomHTx0yNxHZZNULitkO3/hohkbVejIxGK/k1iAWvU7bRVKjh47zqohe801nPPnD6zCEPI6OrRb/VP1jMSJE5k+qIKGranQ7o4dO3ko9jtTpqs0iz6HPHdz0eIlfP61LC3VDudZTky2LFq0CIsJ5wm8js731Dhd5dyxZ8UbVRMJOqayx47tO8wB7BlYoaJq1crBDq3expJkquqig8JdXMqbslhWsyxgWcCywI9qgWCAquoO7dt3ZJmwMCxTk4sFcI+Yk/ZVQkp/Dx8+AsuXLyfgVDY1/SQ32uQ+LZ767nUCqMpGPSETO3TwAHKyfqRqSgoMVGrH0TGpAWoV0k3GWogqR6RT/FVgdxmr3qtEkEop7dyx3VSKV0HnoE118nqzHE/x4iVMnzax/mC79u1MAVuBch/WOdS1VXdQ5ZlUn28Y+12yRDGWhFqG1qwXWJ6Ls2RrsWdVc3AmKKu6gqpS7GV5rU6sWdm2TSsTp1RR2/0scVWJdSZVSWTXjh1Iwxp+qhyv79y/f4/lf65h+cqVpkSTqhcMZj3G06dOoVTp0gSty6Zu4gTWnVRFg9msgzmE5YVUXb5cubKsO1negNs0FhfORxBUZYX169ZSJh8cWKhZz6/alKr1mY7AI/udY33A26zNOmjwYBbxrUoHYa8pt1SwUCHjaOzZs5tAWdXUUgzaNE4DWQfTNk4HOUZvXr8xBYV1BueGDZtor2EsG5WLY+VIB2qZeQ5Ju0Fl/hUsPt69a1fkYhmoTJky4QbP6Tx54rgpwl2qVAlTfHrIkGEsy3XOzAeVnjrEuppTWLhaRY7l3AwePASJWBQ7CUs5rWbh5mIc02FDB5tqFkOGDiOYXqCzVNg4LSpLNW3GNFOizGqWBSwLWBb4ES0QDFDns6jylEmTWIduJet2JjY152rVqk3mUM0UPtYiWLdOHUydOo2LZMFgz6OYWle3Lpgzbx5Zo7Mp+eNKABDorVi+FD3de+PWrVtccMcgIVnb5StXCQTVMILFf8XgBDCvuQivXLHMXHf4iFEsJhwXjRo1DBZ/VS3LxawzeeDAfgPEi5cshZeXNwv1djCg0qpFc0ybPgMlCKBquu8lguoRe3buAAAgAElEQVRKFttdt249ix/3ZnHn2SjgnN88nwsLCas4dF+CtMoZde/hzkLLv2LL5s2GlakK/APGK1ewaK3YtIB/BOtejho9hgzdxbDRvHnzmTqSrVu1gOpi9u7dCyMI4qrTJ4Bt1rwFnJycDJDqnqlSpsIBgouNzbl17W4KAW9jIWb1YcLESaaun57JVnaoC2s1ClhsxXN37tyNLl26oA9relapXAnVWH0+S5aspoi2EpU8KMmqQPUiFtcNWrdQUnGpkqVQt1591m7sZpyQLl26oh5l4zy5c1GFGG9KjAnY1MTCx44by4LbC5As6e+VaJZSqejXt6+p72ibC01YD1Hqg/p4l0WZx4wZy/lT09harULFSlQAsmDokEG052r+PYT99DC1NsWuVcR3MmuJ7qCK0Z/VKAYNHETHqaiZS/VZ0FnAO3HCuB/xPbL6ZFnAsoBlAQQDVMU8J04Yj5JkJKrFKKZz/txZuFSoSIAYCkmtDerXN0VZxUKCtvETfsHSJYu5GO4IZK2jx4wzRXcXLZiPRmR6h8kcs2TNZq6rPwdZzHkgF9XGDRuYwsW9ermTsSQ2LEsMOFu2rF9lsZ5jIeKWLVsiPGVSFfYVw1ORZQGRivCqQO+vBERbEpSk1DZtWmPb9m0EyiOYyRJCywjwqiPp/egRC/w2YFX6dgYc1QaTVS0ieBwgc1M9RQG9FnIVtbUBzOw5s8meJ5oq9AKk8uVcUKBgQQJMbwPwfXr1QuasWU19SYHbbVaJT58+A+bMnombt24T4NIYydlWMFmsW4V47VlzL0/evEZKz01ws2Xwqi5j1SrVUI/xUtfGjUw/BIytWrVmset6lGRLomiRYiwGHJ6FsdMYqVr1C70o24+lTF+sWJHAoZIDMHLUaGOnDBkzUaYtStm4qpFVJT2rFuKRw0dx9dpVVrN/BU9PT8Owp8+YjpSUym1t4SJJvmswg6zRVtdx6rQZmDd3DjZt3mRsp8SpgwcP4dGjx0YiX8h5UJHqhhwLVabo2LEzrpPdSyFQQeQKLi7GSVqwcDF69eyBTLShajJqrlyl2uDEQslLly62EtyshcuygGWBH9ICwQC1/4BBRioUWGgBlASqeFyMmDGM1Hbs+Ak0btQoVEAVmC1fvgy7du0MjKuK7QhQ53vMI9N0NcVjXSnNasHXtcXCHB2TIDFlPzWxt82bt7JK+k5cuexpJMHKlSt+ZTjFajdu2oytlEovMX7XjOywVcvmrDQ/2fRBwG1rBw/9SjnYFVu3bcPp06cxZfIUSr+LEZdZtg/I+ASobdq2QTXGRdUGUA5dQlZ38NDBQEBVHFSsSk3MavasWUbCFfMTALmUr4AiBKa+ZIdK1pk3dy7BtR8cojkYhq5nVZHbzJkymlh0xgzpaed9wWK/AvdNfKY9e/fiLPvZrXsP9q2OuadinpJvXZs0CUxAeujlRUehLerUqWtk8cKURltRznYmG/zAorq6p/4o5hs0Pmqzy4mTp4zUrIr0avOoLCTlWKiq/S7av2SpUgb4xaSPHTuKOXPmGAciKKCuXbvWAKoK86rNIFuVbbZTrlfyVS+qA3EZm81DhycmiywPHToExUuUDLSlwH3btu0mNi0pvVSZMiYEsJjJTh7sTy/3XogZK6DQsppsmJ5y+7cKI/+Qb5jVKcsClgX+31ggGKCqAKwA5+zZ04EGEGuNHz+eiVGeZqJPrZo1MWvW7K8SgcRY3MmyDhLMlICjJinzLkFy+bIl6NipC7fQ3DDxQVvrQIZSgYk5kj7HT5hoEk8Uh1SrR4nvOYFz88YNgb+vmOYw9icFF3ZbIo6AfP36dVjBTOJfDx02svM2Ls7JkwXIk9Omz8QCMqONvI4SoqZPn/4vAVVMOyhD/TOAum3bDnTr1o2gsAQZWfdPTYzrJUGxXdvWuH7jJtlqejK3gybxSM7BdPYxL2ORNpm6HWPRJxiPtDkGAm1XSs/qxzjGs9XE1Nu3b482BNHKVSrhpzJlTfy5f78+5ueS1KdNm46mTZsEJmXp88NHjppEoXaMrYpFimGnS5MWfQcMQGUmY4kJV/v5ZyNfq2nr0yKGAmbOmhmMoYqJTxg/ng7GisDxbtO2vWGSO3ZsowqwgsA5FLt27zT3UStRohRy8zmVlKXwgi+3YTVv1tT8bP/+g4Z976JDd+3qdbLXDhynpcYJUZs7z4Nx+afo1rVL4Hyw/mFZwLKAZYEfyQLBAFUynCTEBAkSmszPa9euYx1ZSF/GyiSJKtGkJBlG+gwZzUKYmwlHtkQVMaaqZFFRozoQDOubbNqZ06che86c2EDAU+ao4q9FihYzMqMygPdy8ZzHGJqYkJtbN5Mk1KpVK8OsxJKVWGQDCJvRfpk0hXG2X+DOWGjkSJGxatUqAn58Lt6DDZtW3PYFQaoRF+f79x9gzepVaNm6NRqxT1qUBagbNqw3DFWSZDXGh7u4uaEms5bVFENdOH8+zpw7Y36nRs3azIRNHAhkApLJzK6dNXuW2ToksCvCpJsSjEvaEmqaNG3GxKpHaN68OZ49e25Ys55LToDYprbNZGRl+yZNXJn8ldNIsAJ8MU6xsClTJpu4rIDH1pQs1JbSdfOWrSiLJzRsdteuXYxnT6GTUwOrVq9BZ25pat+xk8ncXbVqtfnqlCmTzHPY2i2OS+PGjZGETs/PfHaN21KC/8ABAymh50ODho1MLFt9k1SrbTE+799j+YoVXwGqrlORcVFlAd/mdZcwtj2I41C3Tm0y/F/RkspBPWYzp0iRHBeYlKZYbFs+o8IHGzdtgTtlXcVyxTp379mDC+fPG2cnUsRIZswkNbfgNZT8JYbctm071Ktb+0d6f6y+WBawLGBZINACX22b0V5TJR0pAUYZmOXKlkVRxuBsMUkl/kxlRqrAtHnzpiYWaWtiRb8wEebV61fM5MyPKEzq8fXx5aLYzHz/1OkzJvFEbC1evHioSSCwbaMQ0Cwiyz3LbE4BoxZ3bQlxcHAIFjMTS12xYiWlyl1GTs2SJYuJOdq2VGjbjxjfpUuXArbNlCiBsmV/MsC/d+9+Iy+2JVMUaxI7nDJlmtmio0QqNW2fkezav39fxIwRwzDcaJRubYz4yNFjJv5Zv35dODK2qoMaxjGmLOlaCTh6TvVhwYJFjDmfpBwaCyW4zUjbdxQfVJPcO2XqVOQhW2vdqiUisG/ahnKI8UZl+epzxTVDSrVKBNKzK/tWz3WZbFCAXLRoYXPdLVu2GVan2GtmbnepVq1KsEQi2zhp+9KSxUsJgrcJ4BFRnQlNBQsWMFKqxnAOWakyrQvQJo5JHM32Hz2vEtVsTbFR2SIWJdkjR4+amHt5xrOrki3bTsZSXHwlHR7Jvj9Rzr3G+0Z1iIq6dCz0O0rgUhz2PQFbc602P89AOdxmQw+PBSabWduoFFNXVvTfOQzDeu8tC1gWsCzwv2mBP3WwQ8iOCNz+iScg2Y7s+yPD/pVn+yvfkeSqZKAfvf2VZ/vWM/079v/R7WH1z7KAZQHLAiEt8LcA1TKnZQHLApYFLAtYFrAsEGABC1CtmWBZwLKAZQHLApYFvoMFLED9Dka0LmFZwLKAZQHLApYFLEC15oBlAcsClgUsC1gW+A4WsAD1OxjRuoRlAcsClgUsC1gWsAD1HzAHvH2+4B23lnz+9BEJY0RF1Ag/flbwP8CsVhctC1gWsCzwXS3w3QDV2grxXccl8GIHbj3DuE3HkMDBDpVyp0ORNIkQKXzY/52bWVe1LGBZwLKAZYG/bIFAQNU+w49fwiAc1+ovvJz+qH3z789MEebPP/AXdp++jvM376FB0WxIHi/gXFer/X0LvPH7iIFrD+PyjbtoXrYAKmT//XD6v3916wqWBSwLWBawLPA9LRAEUD9j8dFbOPXwNSKECwMfHrAukDXgav7Wv3TgejiEIepG5GEEkXj0n9eda7h3zxtlnbOhSZFMiB4l4vfsn7mWjkb/yP97wVJo0SNHQpQI4b77Pf63LxhwvDvw6v0H0Lx8jgj/1i0fPXuBMOHtEC961H/r961fsixgWcCygGWB/44Fgkm+7gu2YN36XcifJzMKZHRCBJYDI4LyNCTSVv4dLnw4hCWQ2keJhMuP3uHIjYe4yiLkEcP5Y3D7hiiZPeAweFsTEJ96+Ap3fcKR+YY1RwWK8+p0pQhhPiEy/BE3ih3SJoiOb0HkqrMPsO/CNcSNGhlpEsVDuSyOcIj4z4oher/zx+SdZ/HZ9w0yJHdE8fSJkTBapFBH/NSDF7jznrYOF97Yy442V/P/9Bn+H/zg99QLWZLHQybH+P+dGfM37/rqI3D37Wd88P+MGGE/ImnMyLALRcF+z6ly681nvPXxh334L0gYJSxic65YzbKAZQHLAj+qBYKXb1u8DUuXbUbG7Gkxq0sjxHSIEmq/jxMkB8xZx5qbfvA+fxyxE8ZFn+Z1UDZPQGWQoO2XPZ5YsvM8z4n9ggg8N1Yl2z59ItO1iwT7aJER7cs75E8RB42K5UC0EOzW0/sF2s3YjM/+H1GlaC7UyJ0K8R1CB6If1cBvPnzGuG0nsWX3UZQplB31C2dByjgO3+zulL2eWLzvMsJ+9qW9IuATgUctDB0Sv9cvEenLe/RuWAHFMibHk3cf8No/HHzfv0aMiGGRONbv5yr/iPY48cgPHqe8cPmSJ/x9feAQMxryJY+NOnlTIXns321y1PsDFp+8y1qsl/H5I0vR8dnjx4+FCukSohxl73+aQ/UjjoXVJ8sClgW+vwWCA+qS7aw8sgkpMzhhRuf6SBw31ld3PHz/FXr8shT+Pm+QJnMmHN+0Hg6xY6Jvi9ABddLui5g6ayXsw71BxVIFUTwrK7R8/Ix1Z27h+I0X8HvujagRv6B91RL4uWjOYPe75fUUVx88RpjIDnBOnYjZrf88qdfHzx8nr98zsebMTkkMI/+jNo1gOnX+RsSM+A4tqpRCqkRxyFQDotphqBT4fA4Dx/hx4BQ/Jtafu0fmexGR3txH5+olUSRD8u8/Q77TFR+8+gD3HddwZtsW5E8fD87pkmPpmft47P0a5QqkQacKBREzSgTceu6DzqtP4fbxo6ji7IRCGVLhztMXmHvoBj6wso97jSKokCf9d+qVdRnLApYFLAt8PwuECqipKPfOc2uIOLFiBLvTjZf+aDN1DR5fv4xyZQojR4pE6Dd8POxZPLpfy9ABdfKeS5jusR5h/J6ieOF8GNGsCiJQxnzPhJsGM7bC88hJRA73ARVKF0C/euUD7+fDfz15/4VyMhA5fBjYMe4Y+RvJrQ98v7CM2mfKxp+NPBgragT8Lgp/wZsPYfCJH7x89orX+YLEcQKe6y2B/SMIUu/e4QtZsD7/8InXImj5MWj79tVzOJJ9P+X1P374BDtGc6NFtoP9bxrlQ37u/9vn0fl5lFC0y8cfv1DeBOwjhoH4PonkH7bp+69g6qItcAj/Hj1cq6N8ztRf/f4nSunv2cf1p+5gxJQVSBg/Avq3ro8UMaOYPsYOoix4+fF3fSgd874O7EPMEB3wJQP2JQP0eeuLWJHC4Qsrzjym3cOyqHcM/v63nBiqtnjG35OLEz1yGDj8C19n8ekHGLdgG2J88sKE7i2RIVFs7Dx/C+5zd3J8P2JIUxcUTJMUOz0fYPzy7UgXJyJ6Nq4eKPOO3Xwcc5ZsQ82fsqNP3d/nyfd7FawrWRawLGBZ4O9ZIFRATU1AdXOtjXcEnIif/VA0XRL4sdxWq1k7cYp1K9PnzIaBtUswcekj6rTrh+hxYv9rQPV9jILOLC7dpBIc7CObXjfx2It9y1ciVoI4qFWhGDpXLmI+33LzJVb+eoFl4N4jIpE0TPgIiGMfARliR0bZbE5wjB3N/N7F5/6Ye+AivFkuLSIzfd76fYJD9GhIFiUMSjJOmT91YiZUfcacY/ew9fRV+HndQt3iuVCzSA7z/WWn7mH16Rt4d+cqXPJmQsvyzrj55DVG7ruBZ7evwCFyRCRI6oTLXi/wJUx4RI/wCelj2CF7muQ4evclTt32BsLaIZrdJ6Tl59XzpUfqBAGs/uYrfyzh9c9eu0n59qOpKGPvEA1Z40VB6QyJkZIMM7RmA9SoYd/A3fVnlMv9NRvzfvkOI8hM7zx/j4cs4eZAAE2UPBnePX6ANuXzUQ5OgXNPP2DJsRu4cfceHCIQMOkgRIkaFdkSsZxcunhInzCg6PfBW08w8/AthH12F8VyZsUZr5e4/YjPGzYcUsaNirIZknD8E5tEKjX6Blh79RW2nLqKd5SgIxOpw4aPiFyOsVAusyOSBZFugz5f743nsG75BpTOlxKDWtYCQ6J49NoHLQiody56okP1ImhUKi986Wj5+Pkw8S0CYtj/Lu8P3nYJi+cuRqsaxdGuavFQbacSeGfPngtIouOffPnyohKLpv8Tqvn8vdf492/v2LELO3buNKULVf4wVUonPH/xwpT9u8Hi9rJLQHm/TKhUsWJgScHvdf8/e51dLOEXOUpkOLNc459pqut78uRJlCldmvP/+yfsqX7zGZaSrE4bRokcsF79Ubty9Zqp8eziUh7RowWsT/+UpuTTHdt3Im68uMiRPdtX3d68eSvLVH5A5coV/9YjvWVS6Zat25A+fTpkypjhL13rAcuKbty4CVUqVzIlQE+fOYvnrDldokSxgPWMdZhVMrRkydDXiL900z/xpa8AdfnyTUjCmpQRHdPj+d27iPLlDZqXyYtbHyJi7sz5SJgyBRqVL4wGhTLi4NX7aOY2lIAai4BaO9QYqhjqtLlrEQmvUblccXSsWhL+3Ee57eIjTFi0GT4PbyBTnlzoXqUAMiaOi83Xn2HQrE3wf/kQLsXzolh6R+y+/AAbD1zgxA6HcnnSokvlwnjp+wkdKA2e3riekyAtWroUxDPGdMdtPI43j72QOnkCjGtRGYlix8CQzWewYNZyRI8dEZ3rVSSgZjcmmiw5mrHgiOHeo2mNcmhFQL36+BWa/LIBz6+eg2PmbEiVJDZyJoyOLZ4PceP6I7IpPzoA8ZGMwJkrcQxsv/wQl696k3n6oSq3DblVKYq3TOntvPIEjmzdiTw5UqJh0ex48c4P0/ddxLNHz1A8dxq0Lp0bSX5zDIKO1/T9lHzJUOPHc0DDn8sjefzY+PSZFySgf3j1BGE/+iB90gQ4cfkWDt7wxvaDnogV5QMqFmQMmpnDuTOm5nVjocXCfTi7Yw/KlshugOrZ63cYRjs893oMl4IZ0KVSYThEssN2MkL3aZsQ1ucxnFhDNV/SmEgdNzpWnb6Js57eLA4eGz2rFUZO2lOZykvOPcHUZTvgGO0zWpTKyQS1iFh+/Dr2nbiGMs4Z0cklP2LbB8/09ucL227Jrzi4dTfqu+RBpxplyKQBseN2i/fh6L7jqFsmG7rUKB1EWQCeM0Z86+0XnLn3FOv3H0PKSB/QtlppI3eH1gqx0Luvjw+qsHC6L+XhXbt2olSp0qaQuWq9/jea6uX+p+49a/YcTJ0yBTVq1oK3tzcB5wRrDC9kzsJnFrX/CclTOKFw4cKm/uyvhw7BnvV5p02bikQJE/7bplG9XNXADVmr99++QJBfPM+i87PZ5wYN6oe6kAe95isWvb/Ce+fJnct8rO8uXLgInTt34Lvy/RP0ltMBmUJbrlmz2tRF/ldt3boNGD1mNJYsWRysbvC/+t6P8HMB6rhxATWda1T/+asuNW/ZyiSVTp0y+W91d82adfj18GF06tThm3POj3WVVbv6W001tRs3bIQly5ciQ7p0kN09L19G504dzXsmgJ0xYwbrV9dBoUIF/lZ//8qXvwLUZcs2IV3W9HBMkRwHjlyCnf8rxHVKC6+7XrBjQkzhIgXgXqkAYnLR3Ot5F616DEeMuLHRt3mtUAF10u4LmLV0B+KlcERKGkDbbZ488caLJ0+RIGpY5M2YFmWyOiE5sz3fccVuMmcnTq5bi+z5c8CtTjnkSZHAPFfj6Ztw4tBJJE4SE33qlEXaFEnx84jleHH3NvIUyEHQz4PcSePg3I17ePn6LR69eIM8GVMiGQFpxJaz8JhPJsx7tK9VFjUKBwDqtD0XMXneem7D+YDGVUqjZbn8uEZAbTZ5Ax5fOgPnYs7oUKUYMieMieO3vNF+6ka8u38DufJlhxsX/wwJYuDC/cdoOXkz3jy4hcL5s2BCy6rYe+cl3EbOR9RPz9GrTSOUyRKwf3TPxdtwm8KYs304tKxQCLUKZflqzKYzhjpj5W46D+ERlczfj6ybadFmQ/B7MtCSdCjca5Rin8Nj7anb6D9tLeJG/4zBrWohr1Mic72HZLC7jp4luLxH9iwZkOu3z0duPgEPOjG5czihX8OKSBEnGnbSIeg9eyv8X9xHk5/LoOlPeQ3YXfd+jmbTtuCV1wO0oAPTomw+eL/9yPHZDe/j+zCue1MUzuRk7udHTbv6uJV49MAbA1wr4KdsKYM910tm6rYhcJ4/cARNKjmjLW0qhdifz9Rx6UHs33YAVYpnRA86O0Fl/UPXH2LwmqP4SNZaNJMjatNeKWMHFGkP2bQolC/PZK1ixdCtaxfzYxVkHzZ0GJby5UuflrF7guyrV68QnnNQBeaDNhWF/8Ksanm9QZsKravF5u/bCqfrv8X6/Pz8ECVKlGCMRAD67PkzhOWYbdiwCZHJburWqW22oD15wnwA/i/kPYLeT1786zev4RDVIZB5qWbuZ4KiHReMp+xnhAhk79GDJ6BpIWrYqLEpZN+0iau5ZK5cedC9e3cUKVIIlatURZcuXVCtahXzs0ePH6FmzdrInj0Hxo0dHao9nz6hA0c2a7PV3Xv3eI2uLDxfAA0b1g8VaB7zO6TBwez1nk5OpEiR8P7de9jZ2QUumAcOHDLPlC9vnuDzhWPkw+/YbKtx27d3Pzq0b4f1GzciMYvRR6UzoM8j8Hq2cXnx8qUZk+i0TdBC9Lb7vyYof+DP/8j+T589Y65CGBxk32bPmY358z0Cbf3s+XN8/PiRzx3zq0VfLG4SAWfWzBmBYKExlw3VQrunxiysNv6zPeN9Neb29lHIBj+a5wjKvPW7auqbHOxwVJB8mNhnY8N6djmRuoZso6brhOdOjY/8+8XLF4HXt70HQe2k39V1bXazzVf7KFExcNBgOmWfMGb0yMBxMu8Lny+kY6Xf8/dneIzj+oLvSDSydSlEb968xa+/Hkaq1KmQ0un3/fS6j94x7fzYtXsPNEaNGzUyjDgKbaHPNf/9fP3Mc0k5aNOmDWbNmoV0adOY90rzKiITXm1K1K+Hj+DVy1co81Np8339juypZ5OdNBf1b11Xdtf8iRsnzlfvwF/5IFTJN1O2NOjVqDJ6Ld4Lr9t34ZAwGV5dP4cUWTKjS5XCKJTW0dxLgNq650hEZ/JS32Y1CKiZvurDZILWDDIu+4j+SJ0qOT7T03nFmN7nSPZImzwp0sSKTLnQATlTJMSD1x9Qc+gC+D69j6KlSyJD0oSwJ+sKzwfeeuoK9q/egIhkqe3qVkAzl0Lot2w3meslxEyaDEkJsBniR0e2xFGRKlY0JI4ZwQCDmgB1/oJVfBEihQDUC5jisZGypV9wQJ2yEc+unIOzcw4MbVSRMcnIeECQajhpIx5dOov8+bJiuGslxmojUbb0RX0CsNe50yjAvbijGCOedvAqPDxWI1vujCich8yR23zCUjN9QcY1d9UOvL51FXXI0nrXLPWVvST5Tlu8hfFMH9QrXRBOCWwLP+O4jO9GdnBArlRJ6JiEw3JKukNnb0AcssV+TX/muCQNdr0XBKwbXm+gAyI+UvLdc/EONm/cjezpE6J/48oms1aA6j6ddv34HKM7NUTelAGgzFuhCeXYk3uPwIUsd1jD8jhx7znajKdjYh8WP5cvyTG1M5J6OL4wKw+dx9ltO9Cs3k9wq1Yi+AJJQG21YDcuHDoGVwKqJFvFuBlRQPsl+3Fg614y17xwq1km2PapR6/e4ert+7j++CU2Xn5i5oKrcxoUDSX5KjRA3Uk5sX27tli5epVZyMfTC9dCrRcqf/78qFWrBkH0CxfOuTh+/LhZfFIkTwFX14acK7Ewz8MDJ0+dQqSIkcjUUxCAqiNhggSQtLxl61a+lJENcFQlSIk53bt/H1OnTjcMUAxRi9+Agf3hmCQJ5s2bbyTKiBEjInee3KhAaTA2Zdmg7SKznz085puFSAtwhQouBmz0uZhc0qRJ6Y17wtvLC+3atUfJ32QuXUOLw7Xr1w3YqL/nL1zAwIEDzZ84dMyqV6+Bjh07omaN6oG3XLxkKQb070+JeAeSOga802r3HzzA9Okz4cX7yCEoTidFi9OUKdMwjaARlaEL1yZN0KpVi8BFTAvm/AULcfjIYS7cfAdTpUbdurWRIH58jBw1xiyayvBv1qwpkiRJbK5148YNY498+fKZsdCCKCdk3fr1ph9x48Y1to1ib4/evXph0+ZNqEUnoD2BNRpDO3PnzEOPHt0MqKxfvxFr160zC3niRInpXJVDzhwBjnNP995mYZczdZn2y5+fc7Bdm2BSrkBm0qQpZh6ko+Ovhf327VtYMH++AbYtW7Zh85YtfIaPSM45Uq1aVSOn21pIQPV+9AiTJ0/FLV4jGu2VMWNGysdVgwHrihWrcO78efOcp0+fJmBERavWLZnZ/wmjRo1Gn769kTplSuM4DB06HKVLlTJbF+dwvsYhAKRIkdw4T4s4jrt27jJzXNdo1KghsmXNQml0s5m/MWPGZCjkrHFQpFSI0Wkuamy7dnUzwPQLn92Jc7x8+bJmHk+Y8Au8H3lTOciBTXRi8uTNS+d0MN4RvKSEnOJ1o1Cqz5kzJ+fWz4HALil++vQZBqQErm5unQ2IzfdYYOa1A9evwoUKoWzZMpDzpfdFoKb38jkdll693M2/16xZi27d3AxgSxUZSsd49KgReMrfad6sOd+H2UibJjVk9ztUUlu1bG4ciDlz55GlniZmhEfq1KlRp04tOkQxMGLkKA1EriwAABvaSURBVPM+PuE9m7doTlUjrnknr167SpXNHrn5/lasUOFvh0BCj6FmSgmPHk2w6dRNjF64A198niMaB9CleH50rZCH8bSAgNreS3fQutdoxKDk26dpdZRlHDJkM5LvPMqqn17AhVm+HclOtFjP2X8Rqw9dw2efF0iRIBpGuboAEexRa8QSfHzphXw5MlJWJSugJxbWLiIXrwgI4++LG7fuEFCcUK1oDvjxBd16/DJ2X7yJSwQOn4/hEYWLVCyCd5b4UdG4aFYkJLgGA9TaZKjcvqI2Y+8FTJoXOqA+v3oeefJkxeBGFZCA5+c+fPU+AFAvnuECkBWDGrogfnR7ssH3aDR1kwHUggWyYWTTKpiy+xwWr9qJjIw9Z0udlAdlcA8uJ1iECJG4aPBwB06sRNGiog7jufKggrbAGGq4dyYpySVXmq9savvABqhxCah9mxBQ0wUA6mtu1Zl/9jF+vXAF0cP6I338GIhLReEIAXHfnmPIljb+V4BqR8l3TJfGyJc6SeD92i09hN3rd6BM0cwY3bwa9lF67zFjE7Trp3A2qQ18abRPOZwdF7KIePf2NRmkA6oUyBI4R3QxPy4QrefvxfH9x1G9TFZ0q1nWJGe9IftuS0A9uXM/OtYujqblCwXeW5uFguZvzdxxCpNXHkDeLIkxhNuG4kQNLisLUF0qVDSxw0aUhMREZs+ZY9jcnDmzMHjwUOPBt27dCqdOnsLEXyZS7pxmPmvVsiV69nRH2vRpMWL4SNSvV4+gEZWMqD0G0TuPTUCaN8+DIOiCtOnScNFrgyaursiWLZsBuqfPnmLSxIkYOmy4WbS7kiEfPHgIM2fMxGqC+Rou9Nu3b0dXNzfDcMaMGWtiu7Vq1gh8Xnn83bv3ZGwzs/nZtm3bzaI3iovIrVu38TNl7LbsT7FiRQ3onj59CjsJhKHFhycTrGbNnIkSJUuaReg6Y6f169dHhw4dgt1TnryeY+68eYEsUXZ0JwDdf3AffXrz73v3MXjIYAwSMHNx69q1K8EhE5o2bULnI1kgO5xE8Ni2bSs6dexkmMWwYcNQrlw5tGjeDLXr1MNjAky7du2ocBWizebSPgc4JoMNcPXt0xd9+/ZFuvRp0Ni1KeNjlVG8eHEspuNy5SodTEqvW7ZspfLgRqVpAfLSyZDDMGDAACxetIi/c5ULtxvBupmx3+rVa3Dp0iWMHz/WsMV8+fIbubtt2zZ48vgJ+tOJmEEmmZeOja1JOuzbpw+GsN+JEiUkoEyEF+N1W7ZsMg5NH/6sGRfyNGlTYw77LzDSgm9jdCEBdcbMWdjKeGGfPr0NQKh/sk316tUC7zmWDp7H3LnozpCEQFzPKwVi0KABlMEbokaNmgYoTnC+unN+TpoyCTev30TdenXRu3cfo0bY09lo3Lgx53VrkzMwceIk3CcgLlu62ADfjOnT0a59B6Qh+IwdOw53CPBuHEM5Z73ce6EonaVe7j3QoWNnE1cXQPcfMAhHjx7lPXoZdivQLVW6DIYOGYT5lNlXrVyJfv36GQepZ4+eaEAAb1i/nnkuxZJr16pt5l6lihVorzTm3XOkw6aY/iHGONeuXcu+jDb22bVrN4YPH8ZwGsnB0KEc33m4cP4i7T+B83KOcWAl79esUYMO1WbDNJs2bRoIqHP5Xp6mDDxxwjiC8Doj07u7uyN+QjpyI0YxxFGIc78eKlasbByKpnQE8+XPS1l4Fh5xTjbn/Hz44CEdil/Qhu/13429fgWoS5Zo20wKLOjZhItleDQcswR29CKL5cyIOvlSGxCxtb2ed9CmzzhEZ0ylT5Nq3wRUk+Xr+wSFC9LLIbOLyribTgyqN3k9bp/3hAOTiJqScdYsQ2lqxDJ4XTyHVE4JMYi/mzllsmCA8pyxyA884CAB9zDa2uv3vnjz3gfHLt+FYpBeN+/wxCagS82fUImL+8gtZ+CxcB2iO4RFa8qa9UoGSEyTuUd22ry1X0u+ZKghAfWBgHPyHwHqKUphOTCaDHXJ4cuYtHALEsSOgF71XSiNBpdAde/Hr96GevqRDVDtw75Ft4ZVUCnf13t7bc+97Oh1DJuzkYzR3zBU27aZhcyoHT93E2LavUI/bmcqmCax+crYHecxZ/465MqaLAigepGhrkO4d48wsotroPrwgd5l88VHcWwTEwAo9wrEztx9hBYTKJGHfc+s3MpwTht8bHSPN8x6VqJS+BCOQv/Vh7Fm0yHkzZoEI+h0xOQcuPXsPdouOoB7R/djcNtaqJg/M1aee4ArTIzKGdcOP+X43ZnYzTh1D8Z640Z6h6lujZE01td7eQWo5+mJZ8uRwzC2TFr4mzVBmlSpjFR0lZ6uFsJbt28bwBk7dixSpkppFvqEZHZiYokSJkLWbFkIKA/RpVNnhhiSMOGhuPk8c5ZMiGofFfv27TeyrE4KW79hvWGMHh7zCAr9uXClQbu2rck8LpiXd/6CBVwwRtCzf0egrGRkNQ960ZmzMDzABd/WlEwhAJc0m4p9us4FZsXyZZhJaUtOgQBnwYL5Rn5U4pEb5dsduxhKIciFbFqAz5w5Q9a2ngyuR0BsjItzSECV5KoFdMmyZYExTMUqixQuiiJFi5LJ5aOc/wFDBw1Ce4JBG7KnJk2bc547w7Vxo8DbSo6sQNuXYoJQVzIStdt37nIMPhqGpe8ULFSQsa8GXBA/kO3+BCenlAYQFN+dMH48KhFE3Xt2xx5Ku2/YBzFXMcIrZFObCWqKn9ZlXOzgoYOGMeoZR4wYSelvBubO9TAMbC4dJ7VrZL7169VH/3798ROZddlyLsa2+rdYTLWffzYgVLVK5cBnaNqshZGKbbLmajKkOXTI1q1dYxSMqVOmomWrlobpCgQuXDjPRK/lRn1QCwmoYlUXCPoR7CIwy/69cUjkiLVt0yrwngLUhwRtOT1qJ0+dNrK87rt7926y9Q3m/lOnzcDNmzcxauRww8QnTZqErdx+Jmdc9txJdir5V0xr7fp1OEP2ePToEdPvS3QGbM80jM6iVIFZM6eb+w0i0D18+MDERrv95sxVq1aFdqlGBcI1MJ7amTK/wiQjRwwzzpGcQjF0jd306dM459NiNsdB7RLHq3u37gT2icbh0ntXt04d2rw6nYa0ZIhyPicQwCYbdi4lR/1TCKIK7ytAfMrfEcDp2lI4Lly8hAb1G2DN2tV0TnyDAaoA/gLfteHDh/I97mDsVIf3C0cSI8dK784UOiKtW7cl0NfiPC1vGLPma8ZMmTjXCxuneiIdqBo1a5o5+HdaKAc7bEJmnng0tVN9xInugOPMZP0cLhLyOn4dmD907T5a9B6PaDGioY9r1VABdYpAi4Aa1u8JihTKiwENXBCDpx6pDWcC0dL1BxDO7wUK5EyPkS2qo/+qA9iw8QASOyVAg9L5UK9wVih6MG7/HVzzvIB3L58zySYPsqZOzuzdu3j76A7iMN7YiXE+7dN0X3scq+YvR6y40dC+TgXULpINk7adwsyVewnkX9CgXGE0LZMbp++/wNDVB3Hz/CVEhG8wybc5Gack36AM1QDqlE14dOF0KAx1MxnqSUrE2ZkIVRWXHz5Fs1HLYRfuExq4FIZr8Ww80D4cdt15jVVHrpBCejOumQSulFJDtun7r2Lqws0E4zDo3KA6cnH/LUmDaSTreP3yLdndF7JmB6w9cR0DZm9mNvJndKlfGS7ZkxvJdMD6k1jOAzpyZUuOwU2qwDFWVNx76Yc+a3/FqX1HkCNjkmCA2nvmBvg8uMZFtyLauTgjGvf77n3wHgPm78SLC4fh3qo2ahTMYhKrXCevxc0rt9CKcnWz0jnN/R6+9ce0I/fwzPs2SqVNhIq50wZjl+r7rgu30GPmZgKaHbrXKYMSWZJh/pknmMGEtbgRXmBytxZwYjLU6I3HsID9zJOXYQfurU0egwsSvz9+P73u+cuQL00MjOrQ0MjoQZtN8s1LacqtS2cTm7JlZyouOZqs0MvbC7lz5TKsSpJR7169UbpMKTygxLl7z16cPHGSQHTaeO7yVL34su/gYnX82HF60NeN5xs3flwMHzbCAGdqxoPOMAniKhnSggUeJvtwBuWu0mXKUC68bWRlLVCNGrkyphrWsCfFnbQ45cieHaUZ1rC13bv3kqF243d/MmBik++UWenl5Y3Ro8dgJhdCyZvbKK27u/c0EqgWHDUtEkuXLjfSqS2JplNnN/Oskjfr1q1nJN+fuRDamhb0pUyi2bJ1S6D8rDhhAecChpHE57XVbzU5FVkY8mnZsrXx+pu4Ng68jmTAsmSj9cjsm1PSDdkEJIUo89WpXcvE0mSftGnTGUlOTfZwpq1iUQkYy3FKSFaZgYmRAtFTpziX6VgIGBo2aGAAVU6FDVBlE8mGkpRtsWDJrdWq/cx54MZFuhLBugoBtQNZb1HuHHht2J8Ye1Bb1KxVh9mn6QnCfUyfJJeKxa5csQLTqTQspDOjZDeBicYmfvx4vHblwPjqxk1bTILXHMZdJcdK0di7d5+RsxMwiXH06NFc6Ot+Bahir2KIagLhjh06YszYMYzpUaanEyT2vpFObSkyvnLlfjIsbB6dt9WrVpqxFXuWY5GKTqNYqNjagQP7mXR20ADqHTo2/fv3NeA7lPNWrMzmyA0eMszI+pMnTQwE1IoVXShN1zDOl+Rfte493M2pbQJ02UCnuGXn/NVcli0kZ7v89rsXeRjLwAEDMZK/m4ws+NjxEwTD+qjK8ZAzq7FWq0l1Rs5Ez549+R6UMXKvWGzbNq2p5uwgu55lbBmLcvVVvnu1atQygKqqWy2at6B955lYrAD1Ihms2HPzFq3MO16oYCHDngWm6cn8CzI5qTPfhXp165r3WlJzRQJqVj6DYxJHIwXrj+Z1QTqLf6cFA9QeHpux4/AllChdmEw0Ouwps0a045LJBf0jGYukWlvTkXg3vZ5gNeUnh5jRGUP9GRWYlBOyjdt2hhNtBcJ+eYWixQtgqGtlxPwNULedu4VuE1bjAzN6UzL+N4Esxe9LWLQjEyGBRaYcmbjXNSGuPXqJA7sP4dPrRyheNC96MY6rgWk5ewvOn7iC9AVyURpNx72j/li26xieep5BbueccKtYEGm4PeTAlbtwm84Tl76EQ6os6RDP3s5MpLe+/rh7wZOxVsoIzPJtU6EArvBejUavxPNr55G3YG5KuJUMeAlQa41ehUfnT8G5SG6M4PYfsXV9XmfsanidOQFn9m0MGWpMypFDV+3H6l2nkChtKpTIHSCBbj56CfdPHmOySDp0q8EYMbewhGy/7DyHGfO3Ik6qZEiQnDFnZfiqKTjv+47bWx6gHbcXiY0qcagFk5xev/FDykxpkMTuA+oz0/jeU8poBK+o3EdcuVQByr12OHPjDq7cfYybp84ja9bkGMrxSkHtdudlL/SauR7h33rBMVMOpEyWDNFixsYhqg+3D+1ByQLp0bVW+cCjEnecu4l+8zYjQrRY+KlwbjjGi4FD1x/j6K59SMf49UDXikjJz0I2X8q+Q+nUrN9zDomZMi/P3vPSVfjcvYgu3Fdqy7y+8/g53Dy24ea9l0idNQPSJk3COPV7nDt5HpF8mUDVsBIPB/l6b64AtexP5VCIHmfvXj2D3f4mJdOyXMQlwylBZ8+efZTrupqFSC/Snr17Kc31MvJpxUqVudCnMWz17LlzxmMVq6nNxTBDhgxInDixyZw9sH8fmYcPZcWJOHz4V8MelyxZhmPHjjFGmMTEsmxxth49e5kX3MZExDIEVC4u5QL7KVm2davWJolIWwAecn5u2LDRbMO4f/8BPfDhZoERWIoNaSHavmNrYIarkqS0kDR2bcIYcCMC1xs0IzOsSFYsUK7GhVBJS1WrVjagcPToMcrbw9GxUyeTNGVrYvZNmjRDJnrvtuQuSYeSJOWMtGQf5Ux06dwpWPZyx05dyH6uG8YYgfL/yJGjjdwnVir2V7gIdwZQqlRcrX2HTib2PHBAP3PbhYuWmBjuTcqR8yiBLlu2hIlQcTBq9Fhu59hOB3u92fIj2W8N5ULFzo7T+RkyZAiBbgEZ+06MGz8O08hoUlLaXb1mjWFIM6lCaHuGGGpnPmepUiUMoGosG9MWimnamiTrVQSphQsXmHkg2VyZ0Nu2b8VWxk/Hk0UvWOhh7C2QOMe5of7YEoekGgwZOsQ4aprbVatVIyMuawBUY1udDK0RWXGH9m0D7zmeccrtO7bz2uOQKEFCSpweZKRrmUyn54/N+PtgbKHTlCdvPjM/lTgj5qzn0u8pq1X9XrZsKRntLnPdUYxXr2GY4fjxY1Q3ZpOx3cJgSsgCXwHoA0r5tmxdSbsPvR5iBh2BLm7dkImSb0NmXMsBVFxX93zx4iXnUTPkYKxUDFXXEKuc9MsEcz/FgQVclSpVMP8dII/3ZVhjtGGoisc35Xxq27atme9yqJZSEVHyoN6VVatWm7mma5QuXYpzLCcVgD1kz4NM2EDqiqThkZyrO/mMYsU/07ZTpk41kr0H4/Zn6dSOHTPKxOrl3E4mu1Wm8M6du02CYJkypQ1DFbBLpVBMWv8tB7czM47VlBchB6Bgwb+XGRwMUFcdOodTlPUiMqnhA18seSDfajy3xxyk4P/6OR4zYadOyXwoEeIsX31300kmE526QC3+A72N6GhXqRii/7YP9d7TV5iz41ceKvAOT8i8GpZxRuEsaXDpwROsP3YZd1/6wJcvf4Qv/khCDTcjGYFz2sSIz4Mb1B7yoIa1BKkbL95DJ/R99PNFXCYtZeLWntxpHJE8VsDRiYKkTcc8sec895wyQUdH1zlnSkvKFxbHKUn4MIMsN4GvXkkmljx7A4+dR8gEnyOivQPaUoqOT0B98sYXs7b+ipfPn5qDLFqUdSagRjWfz+Tnr188Q4xYseHKLSrxCLS+9D62HfckmN/BS55fq4Mj4oT3R/bUTiiQJS0cmXEcWtvM/Z0HznqaRB8tbkGHQMfw2XHiVSWg5/4tc/f0rQfYf+46vF++MfGO6sXzIFfKxFh14CxZ4U1zsL5qqObhZ9qmcvjsBcRjnLEGj3JMGiQpKdLHZ2hTpzJuPHmFq17PYf/pPfIynloiTzYkjhG8r6dvPsBmjuudV76cATzUgXHaHIljMQM5CxLG/Paxiq/e+2HtoTM4dO0hwcgXSaNFQJm8WWmPVMG2y9x89Bybj5zHDToGL3nEVIRPfkw4i8rrZ0XGZAFJUyGbbFWVoFG0aDEu9h2D/ViyWG++5FcZj8uWLbsBt19/PWS8/3SMm0qqVZPkd4+ZrB07djDJIwMHDjIvumIvSqhQMkxk/ltxRHnTSR2TUpq9bqTNXyhjKZHjxInjTNTIZbIUr127ZuKxmcnshgwZau4hoNVL3oLxuJBp/UuWLjP7RXVtxWKVCCXgUhLJBALEJMZ9bZJv3359jRwYNHtUccDpJss0kQHUGDFjYNCA/tzb62ckX72DTilTGVDzoQxZsWIlLjL1TGZp0CbAUDwrCb13xay0DnTr3tVI5wsWLmb8aTpqU35t0bxpYAxVGcCyo/8nf5OEo+SPDh3aG49fACqZ2JYQpUVXjFtOsdi4+qo4nY6YdKejEIvvUVpmZWtxlBwnyU6/14IMRNK54pICiBEjRxq762fDKWde4Z5sOTxKcqlaheGS3xb56mQ3bRhjLFq0sAHUZgR4yZC2n+vZpUa4de1msknlMCi2+/LVS8bBp5uzzJXUcvHiRcZXExlnvByTnmoRUG1bogQcHficYvXDhg2hWrDMSLZZsmQ182crVQBXxquDSuVKBBKIlyxZyrC1+/fvGfCSLKkmO+Vg+ELzsDvjtWpr167H4iVL6NQFAL8k1i6du5ixEku9zP++xySdnTu3G4YqZ0wOpuwlyVdMUExTTf+tmK0kV/defYwD1IiAqlCAtgDFjRvPzMVDBw8GyvmSZvv2G8AchQ9mLksZcKWjUIZKj5r6M4iOwFA6FwJUW58XMtatsdFYy0ZKVlq7dh0dmIV8DwobBuzp6UnAK2OSnBTH9/S8xD6lNXk0Uo5sW5LkoGkOy0Hdy/DLScn/lHw1B8eOHY+3b9+a2LLes4aUip2d85s4ci1KujZV6AgdyvHjJ5icC7MtkU1zJAudir/TvlEP9dtAGvxmAQk15rRZfkW7O/6o6YQfW0JTyN9TgtFnZbEyc9TW/AkQHwSo9DZsUkFo11emqc87H5MBF5EZnH/UPnMgtBUgZPPh1o/IIQp367MIZOgh++zLz+1C+TxkIo3tHpJ1FFJUzO17tG/dR9cOamMthH5ckCKxQk9Asb2vmy3LNzyTkiZ0a2KAWo6J4ubf+o7tKh/5Un367P/b9f/9Gq0aA70Qcg7+VfMnCIRjJpfk/D9qAk3FZBInThTqHreXBKgTJ06ZRUiJJc+4GTwut3uJcSir8bLnFQO0qdKkMnE/NX1+5fJVAyipyYqSJwtI+lKM7io/T8r/jknQevX6DZljdIJnAzRjkoOSigSo2mKixVQJE2Kcl3iAhZ5bC5dtsQn6TGLZ5xkPUiJQTOYlZMvGxZgymeTcR48eG0lP0p22dkjKy0SpLeiePV1bsuE9HuahTOYMGajG0DHQ9yWZvqPjqoUrPGW6ZMywtz1naHYVq7p+7bp57+R0JOFiqKZrnTl91mTTKjkoaFKUpLRzZ8+b31Pyli2+6Emgi03pLij4Kxv0GhNYZNu0jK3ZbKsF+fbN2+aQAcmqiuE6UakRIEhp0HcU41Ys+x7ZlhipQE0MXcksyrB2YtKiwN/WBEyaF3JG5Hhd5TXixo3zVfxZ460xUgZxMo7tW4J3Ks4F2VyythSLF89fmHHPnOnr3AbZ3uuhFxWonFTDPpM5nTMOgeL0H+gMS12wSfTqmyR3OR71yNzv0B7JnZKbvZXmPeZYioU3Z6KVBzONs3MuqAm43xAwtA0s6PPdpm2SkM3F5h50ze2sdOJkL9nXtk1F42Ay1n8DOv1czSlFcpNMFJnrhC3bWzZTn/Ss2pJiz3ls268s5+P8uQsB1+azBc12lsNym99L6eQULGNW43rrxi2T5avxU+hC8rEc4OZ0zPS+SNWQU7RyxTIDjnonlUmcnP17TrsrxKIkMP3sLud4diYFPn/x3IxTWjpBGie9Z/qeze5SMzTmly9fMWMe1P6K81+mRK05njFTBpMA9Xfbdysw/nc7Yn3/v2OB7TywoueUtbDj0ZDK8i3w25ao/05v/rl3lYw0mhKlvGzFAPWSiinVqV3bxO6sZlkgpAUkaWvh79Pb/SvjSAmYSbXBxaVCoPT+f8mCch6VIb933z6CXALjMEkFkjwbNLb9T3tmC1D/aSP2nfu7x/M+BvFwC57siB71K6JAmt+3zXznW/2fv5xiqkoKEYtRsoaYneIyVrMsEJoFxNIVw7ex86C/oxN/xDSdnfP9W0cf/lMtrOQybybdyQEVE9We2H9yswD1nzx636HvL9/5MqnpLXiGP6Ix7hCXJfWsZlnAsoBlAcsCf94CFqD+eZtZ37AsYFnAsoBlAcsCX1nAAlRrUlgWsCxgWcCygGWB72CB/wE6eDD+F8VAKwAAAABJRU5ErkJggg==[/img][br][br][img]data:image/png;base64,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[/img] [b]Exportation en STL (format pour l'impression 3D) de pyramides régulières "pleines" [/b][br][table][tr][td]Penser se mettre systématiquement [b]en mode souris[/b] [img]data:image/png;base64,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[/img] entre deux actions [br][b]Bouger les points ![/b][br][br]1. Bouger les curseurs et les placer tels que r = 3, h = 4 et[br]choisir la valeur de n [br]2. Cliquer sur [img width=36,height=33]data:image/png;base64,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[/img] puis « Fichier », « Exporter en… » et « Impression 3D (.stl) »[br]3. Dans la fenêtre, modifier l’échelle 1 unité = 1 cm et cocher la case « Solide Plein » puis cliquer sur « TÉLÉCHARGER »[br]4. Nommer son fichier en veillant à bien laisser l’extension « .stl » et cliquer sur « EXPORTER »[br]5. Pour visualiser le fichier au format stl, l’ouvrir avec « 3D Builder » par exemple ou sur la plateforme en ligne « Free online STL viewer » à l’adresse [url=https://www.viewstl.com/]https://www.viewstl.com/[/url][br]6. Modifier les curseurs r, h et n selon vos choix et exporter à chaque fois en STL comme précédemment[br][br][i]Info[/i][br]À cette étape, le fait d’avoir cocher la case « Solide Plein », il n’est pas nécessaire de désafficher le cercle, le plan, les axes et certains points. N’ayant pas d’épaisseur, ces objets mathématiques seront désaffichés automatiquement.[br][br][br][br][br][br][br][br][/td][td][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][/td][/tr][/table]