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noDEwmbA7sbWIIQABw7igy97jTASglRkZqQpUKkZrn5IWT04X5W94IFBaKUBDKHZ43T55ieaOKIZQ9GworWqRkUFBw7jxRIblyoGwoV+7wQoUKRUVF7d271+VyAYBtW5ZlaJpy8uTxKlUqZcuG6tatXbRo4aZNGwNwSun/HDH9B2LyFjFj4NeFBWABeA3dq7hsK3P7pnljB7eZNrTTjiUTV0/rRTN+fnFtTeKtBYEn0xIud9Ef9ICkca7zQ6e1C/pu4cCmBdEX04cMa11lUONyo1pH96qVe2CDPLP715jQszIojwqHIwAtxZXsMy0d4EV6ugnUBhwwXcxBDJgD4cCyEEsBDQA0RQWKma2nJcXrcnpMldxCPp76ZO3D31Z/OLR6ZAQqWCgsf4GookVKFi9SOhiFhqLQgnkKBCGEghAKRgVLFAjNHoIQioqKypEjR9++fZOSkhyPAoDv3Lnj999/b9CgQf369ZcsWQYAsqz+LYg5cPoPLaZUMGAcbAADAAOotgKg/HD4886ty6Q+O5p8Z0//prmHt8/30/YPHp6Z6X+4MnB3ju+3sSmnekPC0uXd0YYhJSDx+LkN48e0Kfbzzjm/7lt1ce8q+elp3+OTVsLllPsnOjQsd/e3sympCTaA3+QYwAJgwAnVMPFz0B3KHCwKNgP+1k4ISE1xgQDF7wFhAGg9uzT6Ye+il78tcz1a9vjK/NSX38ye0SEkGIUEoxCEwhDKjVC+kOAcCOXNFVK4cAQKQygYhYfnDAvJnj00rHnTZqoitWzR7M3rl4za27ZubtumVb48eXOEZd/11W4QkPgmBQRQyv/nthgAOAgKnAAnwGzOKRPcp6omMMkMCFDy5UX9u1c9c2jBrZOLXHfXe+6u9txf0y0GbZ9X++ftPc5ubH9hQ9uTixtcXtl6TjN0ZVXP82sG0od7Lmwb16gIOrBhytKP+25dOjamdGi7OiWql8h96cz3IKii2zaAR+U2AOOALQMEBlsRwkGsczAoWAxoFmLBgWNmqZLuTwXujama5/ndbzwPV4+ORQ/OT81M2HHpwvL43w/HPTmW8ubKmgUTapWKLBcVVDAYRSIUhlBkFArJgRBCYSGhQQg1bdKIM1K8WCFZ8gLQtNTEtm1ajRr54ZlTZydNnKorGBjIfv1vQGw7OXcADkwA4eJtpdkWFgPTLycKntykTgRxn/fG7Uq/tTL5yjTy+7KUy5PvHBnQsjjqVB5NboW++KDi852TpsaE7hnZ4NrKwb4zqz2/rD0wv1vbaFSxCCpTAlUsHQrgAdtFdQ8IyhnIOvdrYNiQmOh+cPsRUCYkHzATmMG4QYXGQCegU7ApMAogADSVUJOBoKrnzY1Lh/p1q6KnHV8+puQ3i2pw1877v85LT/42PePIyxf7Ul7/kPhgH3iu89Sr3eoULByMohAKC0J5o7KFhQaFBofkzJ6jQP68586eXL5s4fGfvt++bVPdOjXGjB6RI3vob9duDOw/5G3cwP5RL/6X4y8gNgAsJ8cFjAIhgJ2uCQamZmVo2isgL6OLIpL+45W9o/HT9fjJ0vSLYwO3p6kP5qoP5ruvzoKnWzsXQI82z1zQpMzm3g0uLh1+dtlA/6UtQ2qHx9aMGDGiRdEKYfFvrgkIqGqGZSqmQQgBX4BSACaA2lAkshAQDv4AaApQi3GLCY2BSkAnYDqIDYODAMWn2koAhL9Lm/LXzn/2+NeVcwdGJF+ZmnB30dO7y65eW/zpmo5x8V/eu7FaTz6Ycutz5dFO6cG32+b3q1QAlS6A8oajYITy5Y0KQqhL5w4AxLKkoCBUoECuPXu+7NWzy9e7d3Zo13782I+AQ2qS++9BrALoABaABYy8RWwSMAXoDHwAmYGMq9EFUdyFT3/5cuCHTdCzwyPNO4v1+4tenhqpPpj96vSHELepT1kU//Xy8dWKbujd5OqaSWknPoenJ7qUi8yH0OjJPVEedOLXIy41mQERAIkJacBBCIiLSxYCmjVu1adzD+z2gSSDpoFNGMeMGwx0AqoNJgFGARTFxhYAB2EpPx78fO7U2IfXN9w6O310RwTuL+9enPni9829BhQNjkC16iPZf9jzYtOry7Mh6av0X5eD60zizW/zBqGIEBSVKywYoWCEIsPDdmz7bOniGSHZ0Pata1KT4ps1rlOhTMkGdWoDBy1gAAFsiL8Bsf4OMf4HYszApEIzLLdlJAEkt6udXaT8dOfwR90qoH2zm+6d3bhtcfTi9DhIWpl4eaL5eN2Q2kE7xvXsUzLv5g+6/rR03MODK4c1KfXql+P1okv2/jAWFUf7fzlggfky6bVjVf0eTVOJZQEICELZBvXpA4zqaelAKRDGKWPceodYJ8AIgEUAmwAMiOJZtfDDDcv7pT7/8tfjo68dHeyOX/H6+aZde8e27l2qcpMcKBdq1gKBdth8vTrx/Dj1/mLp/gZIP5P08Hil0rnDEMoejCLDwypXLHH1yqmB/TuNGtm7TkxZAK1Fs5jfrp4fOWyoIeu2Tp0+KeD/Y8QYAL9NrjAOxCk6MEEFUAAS8CWmvrpRJDsC9uz01tG+G1v7Vwv6fHSTZcMqP/95dsa9ueqLFa9/XeC9u2tx/3Z9KpfdOLZ//Mkd+1eNGdmpRsLd3wrmieg+ukd4lYjT985lGl4KAgSofh0YqLLm9Xq/P3qkVJnivft0B6AgKNFNIMCpYNxp9NJt0DEwAsAAsAmKVwKq7tz48cwJdT0JW57emvrZsuiXvy++F/fFiOmtuk1oW7V9hcjyqEodROTvvE8WkfhPzMfz5EertJffpsf/dOH0zqH9OzeuVzMEoeFDehYtmLN1ixppyQ/69Gx+5+YZAC0iJwJBbc0ABhkJboH/DsTOTwXAQTgehZNOBEnWCeWy5AWhz53Qf2yvevj12aRLO6/vWrZlcvdVY5t2qY2WTikbd31m/LVP/b8fndO/W508UfOGdr/x45bxg2LWLvsAiFq4RJFuY3uhfOiHX38yADPGgLz10YAS3ZAKl8xfpXb0viN7KRCLYcbf+jWckT9EzC0KXFu/eOi6xW0fXZ/uSV6WkrTgZerqa8+3T980rtXYHs1G9mw2sE31pgWAXXA9Wey7O8mOnx14slhP3JX5+gfZe99SUqPLFV26cPrUj4a3aFr1zMk9r15cP3Rg4wdDYnUlpWp0cWZpQKmwBNP/Ji121AdEVgBCgQJnwAC8AUsAeDJcwPXZY/pt+WSM7/457dFF5cE5970jP+0ce2zfEE/Sl1T+pXaZbBmPHz3+5WrvVg2ii6MZ01r3GVSDgVKiSumSjcuPWjLRwwIUqN/tIZLh3DXEUDCRGraMyVU4zALsY4oGFAMwx3ukjAF+H7HuGGJMgEq7Nk5cOqOeL2Hls4cTbjwcfePVgp8ebarRv17snKkdZ82q2atb2XqldO2i//UGJW4mpC7JuD/DFbembbPQZk0KVK9S5JudX3Rq3zgkCIUEoTOnvvn92cXNm+YP6NcKQCpfOr+peA1JAiKMgOn4Ff9jxE71/t8Q+/2WgUEIAA6K2wVMnzlqULUiueoVjWxdqcimhaPPH139w4Fpg/uWqVgSUTkBCNCAxRSvob2uUSfXzMUDdPCGl4xqMaDdmIWTTSCKqTITg0lAx0RWKDFGTRhWvXHlolWLGYCTFZcFXGOUMuBUMEYYYBuwDbZjyhiAx6P6Ml0A0p7tH3+2tP3rh0vv3Z70OnPlud+XdFnQrt7UXhXHjqgxZmz+BjExLSoG0o4l3l6Ycnuy+8nMlCcLAc5Vr4B+vbDr5xN7t32+okal4gVyo4gwlCcn+v3xSaDPJ4xut3vHokpl8wI1hG06Hpsm079Fi7mT5P6HvPvnXIAQwBhj1ObE4FgHrAI3heE7/t3XXdo26NK+/vHvd4LtB4FtzQABHleKrKYzkDbtXjF7+bSGHZuUiKkwdclcChyAq24fVVSm6ZSYFOiEeVNK1CxXrFpZA6hsqoQQAG6YAQGmRTQGVDZ1x6G0BDAAWTEsUwGQPl8zYfiAyp7EQ/dur7wdt27Bt0NLjKxTauaA6IWTmy2ZFlo2h99z+dm5Ofz1ZyTt87QXa3zeIwf3zyhXGBUIRZWL52tQraLr5eM29apFIHT6wFau3H7420bNd3r10j45ENq/e7vic1sqNtV3bcF/B+I/Fqe0wxhxCoi2bdnEUBW/qvhsQwVOQAAxLUvRTFVjhHo8mQK4YkpJmW8wmC26Nq3Zslb+csUXrP6UASQnJQDjwIilSoRZP1081ahr65j2zUrVqWIAEwBABZYDALoATQBmwCXd0ggoGHQMmAKh3J2ZGvC+jHt08un97/xpP9+799XrwKkPPxtQenLb6BXjiswcVmfuB7M+m+BN/om/2vni7GQW2Hf2zAxL3GnVpniPVtUGtGtwcu+XRcPRs+unfzt9uEAQ+nbDQverH54/3OBJ/vqLdf3O//TVuWOHQZDMDDcwSE8z/xcQa7rk87tkyUtsg2Fbk2TFH8C6AQIcxAbTE90JGMwG7eq26dO2TK3Ki9aulHTZMvX0xERd8oGgJtW/P/cjyhfWd+IH+aKLY+CSEgAOgE1CZAG6AGwLbHFOATK8im6DaQvDxB1j2wAoAJ7pk3tUj86WkHbuwK8bowdXqT6vR6lZvaNnD0L1C998c/bAt9O3LukIxpl7N1eluo+u/HxE335165aLbF29+PqFY2eM64Y9D3/YvTISoUs/bne9OPzi0ee2fLReDdS6cTkQevKbZwAUm2Db/30tdrpF30csyV7KTMFty1SJaYEAoMxQVBDAOVU0mQKRifTa86p9nzate7epWK/GZ19uocBfvXrRpEFdAJKekWRwddO320rEVMhXubgPjGRfhgBuKRpwLsuZAJhxSzcVmzOLva3WWVT06dcXBSFNcyUn3AfwdO1Q/fqDH6Z/Oa3WhNblJrZrsXpU9Lj2a85t2/79ysFD6m5ZMwSsqzduf1GqEqpeP0elSqE3znzTv1WVL9eOWzm/d3Lc0ac39hcIRttWTvYlHE19sVPOPNSkLmL6G0vOsLRMSjUQgG3xN4QefxWxAGITXdckVfHrsmJpOrcJCOCUcU5NbNiAVaYYoNdvW6dig+j2vbtgAM02XO606EplLSwzwCmBpJAC2Tcd3I4KhLyW0xSmU2BAmeb3A1BND7gyUwVwWZVkXcvweA2bjBo3tn3nDqPGDmfc8PuTFSmlcIHQEZMHVRvUsv7MAc0XDi4+oDaqFPTd3YP5ygeNGNtuz575J8+sK1gSfX96ed3GEXdufPvs2ndVCyKAhx+NjH5yc5Ppvrhv07wohF4+2OVLOeBP+65di8g3cVeMQBqABqDLcoBS/od8/7uGwiYG49bbYOXtOAdnhAKAiQ0G3Kd5bcDnbpyt3rxaTOvavYb2d8l+yVCevXjarmMrBqZLTRv20eCZq2bO27AQ5UA6YIXpAU1yrsawpcgB5wP4fB4TGwJ47wF9uvbqNmPudAE005OuagEA8tWOLTmKRPZcMr3e9GGl+tQv1bnSN7/uWrx9Rv5ywS06VWsdW2navN7V6wX/dHb5syffZiadSH58bEC7Yt6kPbbynTdpz5tHu1bNHlwmCsXd2nnz0irZfbJts3wBVzwI0zIyXZkvndak/wXEhqVysLmwVS2gq5pT/LEtDACUE4vhDNmFAY+ZMbpGi+pt+7ar26IRBdBsIz7h99qNa2qgPEy4W6BS/h+uHh01bzQqGJKspPksiQJ//fo1pwwE+DzegN/rFNMEkJq1qy5YPLdE2WJf79utWhoDEAAZLrcAQBERpTt17LpkZmj1wqcen0zSnlZrVKxW8/I1m5U7cnrrmMnt6tRFhnLixYMNaXFf3b+4vmElpGfuSnm5KjnuMyadW//J8CiEnv72dVLcIdl9vnp02Ou4u0AxwT7L8hpmgDLrXVvw/0XEihbQTIkyy9FiTpllmLquG4YhgCumKtmyKtR5a+cXqVakZstaTdq2MKglmVKKLxVlR0fOf9esR+P1+9eu+mbVgi0LIstGZusVbVgAACAASURBVNruVCmdAlUtDQAY4ZZhAvCU5DeK6uvQseWGTasnTR07ZdpEBpQBtyjzywYVoJvw8E1GWJUaH6xYgvJke57+eOLUgWHhKLZf69a9GuYqgs7/usmXti/+5nz3sxXSqy/S47+sXxVRZVfC0/mexI2BxIObl42NRMibcCH+waG012dfPD3fvH5dYIAtlVKFUAPb+t+A+P1ufUecFph/6cRRVfngwf2mpQqgsuZTtIAACgA+n8+5kK7rGtYp8EzdYwFesW1loSqFWnZrUbZSeQbcZwZ8xI9yoMHThw6ZNfjr87s/WjGx7ZDWoUVCAszr0lw2UINa6e5MAEhISPD7vRbWunTtMHbc8CVL582cM0nRvZopURAm4ZJOKEBAgSOnrqCogjXbtRny4ZDz548FB6FZcyaE5EVdh7aZvXTA5cvLXc9WeO5PI68WmW+W37s8bf2K+nL6Gt21LuHxsuQnO77+bEYkQktnDHz15LitxhUvGOpN8wIDwallKgBc05S/CvSPtZgQrKqypilZsxLO6JrThkSp/fLlcwAeE1OzQ8c2AqhPytQMWTcV5xKEECGcvnpuUAsDuR1/p3HnJm36tancoNL1G9d0U0vypMS7XqKcCIWjSesmrT60avGuhWWblFy4cX6GnooB20ATXCkEhE+WLNtUtEDHzm3bd2hx7KfDKBsCwJiqmiEzwRmAaoJJwGSQ7idDJ0xF2cOuXPh5+fxZrRvVLV26cGSx3J+s+3jn/lmpSbuNNytSrwzlzz923xvvSVwB5JuUuFmv73+c+Xwt8N+mDWsXiVDhnMiTfN2dert101pAIf5piqlb2DJkWQaA/0Bt/xWx02HnqCoh2OmUztJljyfT+TEJwWPHjg7Lns2wVINoAqgAajvFW8MAAFXX/GrAZNhteI9fPhFWOHubfm0KlMvv9CrYQJ57XqKi2VAEWvTtkrU/ru0yoWNU5Vx33/ymCF+6nKJQ1RB2wFIp8CmzphQtVXjhsk+2bN8QmTfH+QunFNXDBbZsnXLGAEwKOgYbwAY4dvo0QujB1auDO3fJGxoajFBY3qBcRdGQ0bVM9Tsr4VPlwXj57kj8elrSs4+f3JuopX+a/myunrr18NZhJXKgSIQK5kQvn55VA3HVK5cIZOrUAkPDGJucg98v/WfG4Z8Qm6aelpYCwG3b8fT/0TLutPSqqizLAYzNLl06VatRuVnrpl7ZbViq15/pXEJVVc3QGQAFnqn4MJADJw8WiC7UZkC7ktVKAHBVkVJ8qZnchyJQn7n9N/285eNtk+v2qVm0bp7vfv4Gg6IJ2QZiAvUY0qS5U4Z/NPy7k4fXbFoZWSDX2V+OO40jzspDCDEtSt8214BBxP7v9uUIRTfOna1etHiz6jU6tGw8bGyfToPqr9k24vmLzXfOjQb/Ju3pxyRxrjdhthVY5Xo+g2auz3j66fdfflAmN6pcOHvBXKhXl2rEfFG1ctG0ZI+pAgAYhqbrJgBk9Vn9x5TfGgqMzUDA50z/OM2gWXNriiI5r8TE1GzctEGbjq1/vXVFw6pua0xwwqgA8AX8qmkQYBZQC8jeEwdQHjR85kgUgQSngtg2kEeupygKRTbKN2rjuDUnVrYb1zJHOfTDhW8t8HvNDJfmtoBPXzZ3wLjBh84d3LZ/a1TxiKOnj+i2mpGZKkl+RqgQghBmWjYXb9PlBrWXrP4kKBitmD+7da0avVo2xYGUX28ezVEY9fiw2oBRFdMSd8bfXEDSNmU+nkkylyXcH/Py5kgjabnn+coLhz/Ki1AkQkvm9pV9N5KTL9atU9Ln8YMATVM0XXIAZc0d/seUkWUZuq66XOmcU0eRHbvhaHRi4htn6VNV+f79u9GVy5cqX7LvkD6KKTOgumnYlBiWaVgmEVyzDZfsNQDfeXk/skyePBXzHTx1AAQHSnym/5k3vmCT4qh66ICVg7vP61q6TZFu49r4eZIOnjQpEQPpPXzghzMmHL545NDFwzGta166d9ECkwL1+n0AIBjYFuFUAAAhxLJN4UxJgNS4Ta2c2VDv1k1++Gqj+/Xty9f2FK2CGvcqWaFp6NM33z1+9OWLu2sDr9a/vDaKZyxSX89OezTVSF6X8XTTT1/PPbh9fnrCqccPvzGtuyXLBHl9GZwDAOHCBKCGoWU1DL5P+S87bYTgpKQEB6jX687yIgIBn8/ncTQ6JSUJgFesVK5i1QpTZ09hQB/FPTSxJQAyMl0CADPqlrwZkseLAygX+nDm6FJ1y2To6bLP68lI17j6Sk9ERVG+NsWm75tZY0j1Eq0KLPlqhgUeVWS61JTRH4+es3Lx2p2bvv15X+NeDQ+cP5hmpGIgFLii6sQWBHNDw4IBAJimbjODCiNDSV6x89NWvZs0qFfx5s8/jO/XLuXJuWdx33foX7FE45z1+1f7/re9kz8Z4Mk8l/R4g/lmaeL1IYG4KfLLOemP5wZebcuIO/Li7mGgtx8/2fE6+XuPdLN02QKEmn4pxcQebCsAzrTpH1D+C4idRhjGiF/ylS5bKiQseOLUj06cPXn+ygWLmS53hmGpAqhf8piW2mdgr9jeHYOjgs9cOU2BMKBJ6ckCwKYEE9txzpL9qQUrFhn00RCUE/lFgAvb4063wEIFUPfZfcPqRYzf/lHrSS0LN8k3auFgCTK+2LMmrCCatXLmuj2fH7t+slH3xl8f362CYoGZ6k/TsC4AMCaaYhoaBg4E25ouARBF9/545lCZBmWrNq/y6s3D+7+da9ugoq0+v/jr171HNyvbrkSfTwahSPTB/JHxKVdevTj84v4KM22DkfLpmzuTPC+XP7+zXMi/NqoecvLY4osX17188yOHpBat6h4/cTQh+XcBpsefgYkzbcreb379y4gty9I0zbB0BtwG2rxD61pN6rTvGRtdu8oXX2+xgWKwAoafAdEtWbI8YUVDG/Zo2H9Cf6/tCWA/AWLTt561AK7bms/0ozA0auZolAO5bDcFotgBL/MUqVN08MKhOWvn7jGnd5UeVat1rno79caqrz+t0rzCil1L1uxdduTW/jKNi3/zw07VVixmWMy0qUmYTSm1bVtVVcYYADiOvD/gBqAoBLWIbfl7UrxsBNyetPETRk6aPvqXm6fLNCrXcmSn6n2b5W9eqWKXen2mDbj+6lK69ig5/WTii899Set/v7NId38nZ5w+f2JdjmwoXxRKeP1bWno8AB0+ckSPPr2TXenOiupyZ5qmyRjTNM2xUaqqOuwopQAgSRIACCFs28YY/3sbMnL+cHszLW67ZC8G3rxz63FzJh84faTXyP61mtUxwLIB+w1PujfZa2YGFw8eMncoyoXSrDS34UpyJQqgzrCgrEo+xdupZ2zLLq2LVi22evd6N/WmK+ke05NJXSUblvjqwo6gSqhYq+K1+tbpOrn71+e/qdmh5lfHt2/8bt3Pz44XqJtr74UdFMz09FQnnnQ27BCCOc6hM1cE782V544MT0hN9Mi+5IwUWxCDWhVqVTl66VTRutGlW9fu9ck4VD5PthpF8zepVLdfu5iuzbsObw1w/7erC5Ne7379Yu+j+3sAEh/fP/XFpsV5IkLcnnRJkRnAsZNn2nTs3KRNu1mffKLqGgA4PjIAKIoCAJZl2bYN4HQygqqqDlOPx/O+sr9FTGzLUUDMbc02XmUkSUwrUaVM16G99p/6bvikD1EokuyAwVUKGIN59uHZsPLZ+0/pH1k2EoMpmQEGlAmbEKzqCgMaWSRq8NihoYXCfr57XgfTa3llJqdZqUGlULvxbUp1KlVveL3sMTl2XNhZs0uNI1cP7z711crdy1FhdDH+lAY+xQ44EA1Dw9h0ZjQuX744YcK4rGl8J5q3LEM3NQI03ZPBgTHgBjHrNW/08dJ5PccNy183uve8cah8fpQHFWlZo+XIXi2HdOs7sc+6LyeleM+8Sj1x6/HBJNcNn/pcgObxp332+dqIqMirN24yAEnTm7ZskT0815e7d1SpUuXixYsej8fRWQBw4gBHc1NSUoQQhmE4xOGfPZB3WswoozYAt2yTAbeBB2zFAtqqW9silUtu+nrLrGVzS1Ypee/5PbeWaYJx4OIBVCyoy6hupWqX+uXGuSRPomrJHp+Lc+r1ZzKgBUoVHDV1VFDekG9P7jPA9FpeHdToZhU3/bSxeLtiBdrkbzC2QUidkOajmu385asVu5fP/2xOjmIhZ26dkMFjgZzpz8iaNXQW20ePHmTPHqqqst/vdV6R30vFCeCGpRuWLoAL4Lv3fYNyBJWoXbn9qEENh/Qo27kZikTlOzXrNHF4p9FDmvZpO3bhiGXbZlyPP+tmSQZoGXp6puY1BPVIKgXo0LnbzxcvCYDbt2+2bdeyYaO627dvLVGiRL9+/e7cueN2uwEAY5xltQDA5/M555xzwzD+vfsNccsyZRkEp9Q2sUGB2UCTfWlu09frg76FK5VYvnn1wLGDen7QywLLAPOpN67LmK7V2tZo0atFmZqlbcCqJTMglq3rpiLpgaiieboN6lakcvGTv502wMxQMzRQ2w1tM2Hd+DYft87fPk+ZfiWz1Qva/3Dv0n1Lzj06U7Rq4SNnD+pMkrE3JTPBpqbj1Thzh9evX82XL8/WrZvfj4ac+Mjv9wJwbOtenwuAcmG7XOm6bew8uBeFoQ4jBzcc2KPl6KGoYolyHVtV7dy+9QeDh8yeWq51nQ5j+i379osluzYu3LbxYXqqCmAAKARcAZ0C9Onb/9ixo5rqv3r5XErKy8OHDqxZs2b27NkIodjY2I0bN3bu3PnKlSvp6ekA4EC3LCsL6L+sjfC2+ZVQv8sFlGiawoEpWLGBBoic4E2u165xmZiKw6d+OGrG2O9+/iFRSVZAm71xTp7ovC17t2zWuenGnZ8FTK9iSrolE8AUSFTRPA3bNuw1vHdc+nMZNIlKBuilG5daemhRdP9yeWMji/Qo2HdNr7kH53y8ZUrsiA4Fy+ejgDMyU53xINu2nAFaAH7lyqXIyNzffvuN45vbtpWVnKLvonefP9MfcBu67MpIAeAmNjyavP/UcRSevdP4UR0mjCrWokmOapVQRG5UtFi12A5TNqzLXataUIUyfWZMr9S2w+AZc+es3ZS/bNXNuw86e5SomtGubcvkhPiLP/+UmvRClvyEkMOHD//000+1atXKli3b1q1bEULNmzevVq2as9wJIRRFoZRKkvTvbZxIc3uAcWAc2NtPz4AmZiSqQg9Qxc/V8OJ5hk4ZkaNY7s0HtqtgvpBf+yDQZUS3pl2bVKhTftz00RgMChgLXdL9Sa7EwmWLNO/UctK8qQaQdCNTA330/DET10xsMqZR+/ltgpqhYV8OXH1l+Sffzf3w0+GoAHqZ8Zwwi9rE5/ICB04ZIZhS+/r1q0FBaMeO7YyRhITXWVkqAK7ralbk6QyAgKBqwCuIDcBlXbty7w7KmT26bctmQwd1GD8upnef4LLlUfZwlDMiW5ly4VVrRFWPKVy3YfYylaq0ii1fr0Wj9t1Xfv5lbI8BKFt2CxMQrHbNKrevXzp/7rjP6/Z6vQBw//798+fPX7lypVChQkOGDImPj1dVtUKFClWrVl2xYkVcXFyWm5E14eQseggYl9IzgHHgnGHLxqYAqlqKDSTBk2QA/mDKqFIx5VZsX1OoWomvjn3tBp8KWu12tet3qDdy6ggUig78tFdnioz9FHC9pnXb9+hQpEKxlV+stoAkyakyqOOXjI+dFNtved/QZtmK9S/04TdD5x2bsfbMClQQXfv9igE6ISTgloQFlmxxykxTv3Hjev78eStWLL9v37fOVijO0Mv7kZFtW07O3iY6MBsENSTJ68oQADpnh37+OWe50qWbN+866aNuE6cUrtsQZY9AYbmnrFzrA5ABFIB9Zy42jO3Ztuegdt36t+3cu3O3vgUKFps375MypUuCoMOHDvB70jd+/tn69evHjx8PAM7ggqZpR44cqVGjxsCBA3fu3Kkoyv79+9u3b7958+br16+/j9ihjICyd0KBUc4I45hyjMGygVhA0nT3tOWzeo3q16pfBxSBVNCfuJ4duXikevNqvUf0KFap0NmrJ3yWO2B7M7X01l1atYhtXrpa2QmzPvLZsgTqlfhr3Sf1XPnDipgRNYv1LthwZu1tjzetOLe4cu8KLYY2eZb+RDIDhmFQkwEBS8bYtI4e/b5atSoVKpS7fPmiYxP+dAcfZz85bgHFQCyBscDYtqlBqQGw7+yZ4JKlek6a3HXMxALVaqO8RVBkwWkLFimUyJh4NcOrmQYHCoApCACbwPp1G9euXR8TE9OwQb2tWzZqauDKlStr166dNm1a7969O3fufOvWrQULFkiSdPPmzfnz5/fp0yc+Pv7WrVsA0Lt37+nTpx86dMg0TUKI82NQShFQBowBoQ5ioIQzzDhmQAymB7BkAbn88Gq+CoWmLJleN7Zx5+Hd3cKrg567ZPjQiYMKls+3de8mmXol4rPBrN6gWpd+nWs2iUn0JvuxrAPecWJXla7Vxn0xpsH4ukV7FWizsHmjKXX6fdq9Vt8qHshQIMCAvnz5Ejj4XH5m8V8vXylVqkRERPi9e3ecmoszzfzHW6oAY8KmwuIMC2IJjLllEWxjm75Kz9ABoipUbDVwcJsBQ1v2Hpi7eDkUnH3OvLncKdkA1zUlPTVNlmXbppqiOz06Ho8PAC5evLhz584qVarExMQ0btwYAM6dO3fjxo1mzZqFhoYuW7bM5XJdu3YtJSXlzp07iYmJ9+/fB4CNGzcuW7bMsRgYY13XneWOAX+rwg5ioJgzbJiyxQxLmDaQAJOmLZ05csaY2MFdG8Q28XJ/uplRuXGVZp0bR5XM/fXRrzBoMvcl+RL6juhbuV7lTn06m4Bt4DLoO87urNavRsdZHUr2LIIaoDlHp7X8uHHJdoUHzu6rg+LR3U71JBAIBAKBIkWKFC1auFKlinFxT23bwti0LCNrJ4p/FyaoDTYGTDlm9C1ihm3bpn7VcOtmiqqWiqnTsEOnCXMX5ileNk/BIgvmzADDB5bMdT8QHYjltPQFPG5iGiAgIy0dACzLdiqEANClS5eIiIg+ffo8efIkIyOjUqVKZcqUiY6OzpMnT1RUVGJi4qpVqxRFSUpKAoBBgwaVLFnSiZkd04ycHYAE/yfEQLGTpWVAKJAMNeP7n3+o27bB+PmTilQtMXTKCANMHYychcNGTB0akh89Trqvgzzn0xmV6laM7RvbvkeHVH96gitFBzx23YRhnw3rtrhr5SHlKw4svenqulYTm6CiSAEfBj3dk2pigwP7/VV8uSrlOvXsVKJU8Vu3bjgrm1MigD8fAydALbANwLbAlFkCYzAtbtkE2yahNoAGUK1x4zLVanQfOBgFZ0cIfbpwFjANuG7508CSgWOgWAt4gGJBLNvQQQA2bQCQJf39uO7u3bv9+/dv3rz5wYMH9+3b51TU+vbtGxQUVKNGjWHDhi1btmzx4sWxsbGhoaEY46zVDznOBOf0LeV3iDkxAAgDLBsBG3BKIOXbY3u7DOnerGvrWi3rXHxwyU08UWUie4zolrdcVLqVbIG2+LMFRSsWrhBToW7zejZQxdICIAfXCF1/bX3MmBrBjVDHua0nbB2NyqANh9akyokqDmBsYmy+SXldpmrZlj1bFSxf4NK1i7qupqQkvT9F7/W6/wyxAVQFYgIhzOY2BtMC02LYSk1NZQAqxU8TXoZE5ELZ0KbNX3w4cvikcSOlzCTgBmAZiA4CA7eZrYOgliabqmLqhqlbgoGm6LZNhRA+nw9jbJomAOi6Pn78+JUrV44ePbp58+bLly+/fPkyAJw6dWr//v0dOnSYMmUKQigr1NZ1HTnaywR9SzlLi4XtKLJFNJ0pGldTpdSilYrtOLgrR5HwPT/t00FDudDcNbNRDvTCG2eBNn7O6BpNqjRq1+hZQpxHC3gVKZP7UFU0du/YckPL5m6TI2ZE9bYTW4SVRSoEGGBNlVVZkeVAifLFB48fFBkdeenZZQrESVIHAr6sMXt4b5fA98UWRAOqADGAYP4PxNyyiG0JoBrWTW7OWTA7OBQR2/B6Mh7cvw3wdispYuumISuyj9gGAGXYIKZhKLKparaOmUWdwWDLsgKBAGNMkiTn9lcUJRAIXLp06dixY40aNapYsWJsbGx0dHSuXLn27t2rqqoT5r3LUbxremXinxEzLPszia0DEJ3IFLANOE1OQ7nQiCkj85cvlKQkHrvyY1A+lK9C5AtvXIBnzl01M7puuXyl8vmtQMBSKcC5+xfK9S3/4Z6RlUdH5+sUNXv/jJg+1QpUy5uhpGJLkz0+ouPChQu27NQiokzue+47MvgxWADcqbM4tvj/gBgLogKV/gWxZYBlBDwuxi1VlwSQ3V9/GZwN6ZJXUwMMwAbI8PlUbGJGGYATeQNwG5sZKclvN1HjADbVZQUE2LadVSpVFIUx5vf7HdZCCNM0NU3LAkoIIYTYtu28oijKWy12EHNOOSMOZctUpYB71+7te/btooAtMAO2V6JSv5EDmsW2KFat+P6z+4/fPJGvct7c5cIfpz2wQJu/anad5rXyFs9jA0lwJ/tsGRVCO25vz9YCZW+bvVjPEi2ntEGR6MKTizZgWfElJryMyhPetE2Tms1qnbxx8pX2JslMtsEUzt1jqobqV2QvADaoZINig0KFxrjBOGaMUM5MYDJwCZgJjFJbYMyxwWzVJqpBFYMqAkhyyhsQdMkncxNfxoPgfkXHAIppUwBZNyzKLExUVTcMAwSA4KaqUMuUvD4QgDXLcTOYsJMzkixmCCBO0zu3MQAVYHsDLgHUsvW0tDRVVgSnmioDgGbohokZACK2oRuyYSoByeOEp0lJCRxY7wF92nVplzt/ePa8OZp0aLJt/1YLdA2UG/d/Q8FowvyJOUqHH7t7IlflSFQ8WwDk60+uRcdUbNepTdnKZTDgBDlJBj2qdp7O05s3nlAjZ8vwmPFNC3eu0nhUl3gpUQYtLulRkfL5Bn3UL0epnCdv/ZxpBDADt9/nJ24bFE1zcTMgDB81XLZwSeKNAakZ1lMJv/JJr3XdA8A1C2MABSDd0BVVBwZC1xiWbFBSjcRXyksddAZU9vmBApEsS7ace9+V6eOcU0qBC2BADAocdMnAmuX0P9q27RR83+5dB9wG0wTVgIAlfNT2gykBxyA0BhKGgAGSxRViW9yywTKwJuuqJmm6jCkGQIKaAARbGmdYCEaYbdm4Y5fObTu1n75g5uavt33x9Rcrt6zqMKD96RunVAhIun/a3I9L1ixVolHZ089/QYVQh3Gdq7atce72z+EFc/cf0jcoB9JBC4DcZVKPsZ+PazGhdrkeBXK1iKgwsHZEy3Kf/vhVCiipxBNeKlePUZ0jKoZfjr+sA7YB3BkKcPBjWSI+AB2YAnIyiFRFvYPhQYpyToNbNnsI/DVwj+xOFox7NSNB8esAloHBpsyTCVyxWTKFVB+LNyDFtjKBESGZhkclBvV6JMukACD5AyConJnOdQkY9qe8BmZS2QNc56aP2zKAKUkuYsnALeAKBbcFaRYkE54CZgboHrACQDzA0wgk2zyF0QwwfaD7WSBV6JkgMADFQqiMI2dN0zUJgGJsenzuCR9NRNmCps+dWbpK2Sbtm1epXyVXkfAug2JzFsvx4PVdGfsXrF5QoEqh9qM6oVKoYPPiLUa2zlez4O3Xt3MXydVzYLfmHZtlWOmvrIRa/19p3xkdxbGtWwgJlHNGOWehiIRAIhqREWByEDlnTLIxNhiDDbbBRBuTswBhgsg5YxEEQgiBBMqTp2c6d1d37/djBM/nnnvfej63Vq3527O+3mtXddUXhqYF9wsNGOjtle/kne81cNXnrZNcvzv5652GZx7t/TMHZucOzfOP9+WB5hSWk/j6umZFadEcKCYCzE1Avi6/9FN9+c6MJFQw0LpXd5TfEZHvT9b9VQTaKsA8RRppYGvJepIy6mqqG0sfNv917c29g/UvDr56uKWu4nD53QPE+yeioQkwz8uCAKClSDPH0DQJCgecVv/hyb2SnXUvTje8OPX2wcFXt/eryi9V3i1qKr9afueYueZe3eMz7/86Xfn8xKuyooqyouqnxY0PSzT3L2rvXWx+WPK+9NSbZ0WVT4+/LS2qe1hcd/90bWnxh7Jzz+8VAxAUpTGYNAhABEXgWFKRBUkSKysrvH195i5cMGPeHEpgGOC0rJ4HPiI1PK9/J9QGnbt+9tDZg0mftc8e08ktx8ct12fAkiEu7d0uP78UmNTO1rNNje4tCeY5P89LGpGaObNj7vK81nmtc+Z0jBwU7tul3Xuo9+oUnDsxP6lvRufBeQKwCvBmk45lzKIk6E1UVY0aZLhx7Pfin2YWrem3sJ/NgsEIVD+Zq1fxDeu1pcvWTvKb1dtx+9Le21eOB2gm8Xuz3ATAPrt5JdgKrRnXd1G/0Pn5Dt+O8Zrb33bOwHZ50a2BrAGgJBBJmTOKrJYxKyATulpQ1INyfacW+E7qZ/v1pKBlo/2mfOaydHjMsAzHZEc0o5f/F0NDFw/yXDDYbdZw15kj3WaP9Fo0zP+rwSHfFoSv6he8YkDgoiG+c4d7zh3utmCY2/IhnssH+y0eFrZ8YmanuDakqpQ3v1ewHgk8xTImCbd8U1ZUVBw4eLhB1YwBjLRJQ+kaiCYe+F92/eQd7p6alxQUF0ADFd4lIrhHWIfJOX75AeGDol0yXC+Ul9iFtGnra1PP112pvOyX599rSX7i9FTbfm6oI8qYlurbzf33m1u2X/3Vr3tw+ti8sO5JC9at4EVGMBOAsUSbBZFUgAWJObV/w4LPww98mfRgeyq8nsaWjnh6LKPuel9T6Ujj/QLT/c9Btars+IDvJvtsWJoF8MpoeCZTKqr27Z6Vi6tObYU3e6W7C6mrY+DlIni7YcuSTvdLNit8fUXFYwyYAWgyG2iB4sx1N4o3rlvQQWn4Eb9bIFZ+CAAAHmdJREFUzL6abvprGlSuf3Fo0q1fhi/qYsc/WEfcnAPPC6XyIeybYczbkVzVWKlyIpRPhRcz4MlkeD5RflUovhkrvhmlvBkJr0dAxVSpcp3myaY+aa1E9S2Q60FRIwARiwxpNgDIlvMLC2nYzNAYZAyykSd44BqIuvzPe3TslZnaNWnRDwur5feOmc6uXd3tOjuO+WmcYwfHi1UXvFI9nKLsmqFhw+kNXt29+n7bP25WSsDUWL/x4bHjolonoeuNpwO7u0cVRCV8nhbTO/09qQEAXm+iGhplUi+IWgDtpVM/rZiUaC5dYrpVQFzO0J6NZe50U1/pprvRly8d9u54Arwc+K4ouvFSDtTNO7A+/qfluaDUgKgHkTq+4ZtdCwfXFU1Tn+wj3+hDXMxVXx16cXuv5VPSQGkATgcgsqCoWLMCGBT99/O6F/2Y9+RYVk1JStXp6IaSHPxodvGypN/GhX3ZxVp1cipxcZjpSrrhZoT6dlTTnZjm23GGmwnclXh8KZ47H81cjDFejdPdjNPejiXuxLK3YqgbHWvOj6i7s2pAOtJWHAP5g2R4jSxkbAtP0HKZaiTMIpYlAD1pxCDXqWtVRCMPzKDRffuN7NVlSOfEXnEa0KIYFFeYZJXTJn5CMgpFKApNWDMOOaFSwyP7DNuO83LajQgMmx6LclDyko6hY0NREnLuiLIK4/styUe+qEExMABGHSnoGWA5kGiQ1W/KTwzJQ5XnR3w4m8HcSNQVezUc9RDu9irdmfx0b9ezq0OMV/M151O5hx2Iu8kvT4Vq7g/5ZqTvo4PfKw1vQKBBNCwblfnqyEjDxT6mksTqwz5c6aALW9Om9XfXV1wAgZAJopkwMiCDghVD1eXfph9aEcE+7Km/Eq66EEDfyWks7rd3WuCFL7uvyXd9vnVA84n+2j9TVefC6ksiPpSE150Laf7T33jCkzrmQh1zIY57qE/7N54JaTwfoS6JMp6P1J3PfH1qyOuShX0TkeblMZDqwFyDKNKoyC1G95Ik8TyvADAsT7KcBEDxtMX8isKmbbs3jZ05IiU/ySbC+tDTw+M2jXfs5eY+0Dt0TETo8HCXzi79FvVCbqhCKkMxKOeLnJg5ca6jff2mRAdMirbtbWffrVXPZZnZU+I8su1n/ThTr5AmgZdF4AysbDaDQEhsbdHu+QdXpzWV9Go6GVp3oC1/wR9fS7n1Y8iqfuirfo6bJgT+Ot76fVGnV/tDmy4klB0PqTnXs+TbXjumD+CqXlC11cDpZw1Pv/l7v3fHsxqK2gm34p/84V1WlDepG+LfXgJ1PWgICcDI0SDyoK74clC7sl15quLwxiJ7zTmPxj9jHm3J+LKnDbw6MiOtbX3xQs35qcSVocYrfdRX+jRf7qG+kEOcSxaKg+UTPspJX1wcQp1tbyjppL/8meFyX+pyX9OVYYa7S1+cW9o5DEnq+0DXAq1CH7/3LQPkljMLUAAYjlVApnjSzBKcTEnA+kV59p2Ynz06y6+H3zuoRp2tkxekuw7yzFqY5dbVJax/8NdHv+wyq3N8YUzU5Mjo+dGoC0pa0sF7TAjqYZU4Pz58nH/v5XkoFGmVBjWhomieIkVZBBA5xlAPijo9APGPv3z0Q3DdLp+6nQ7E0cBH33v9OsZdffkn4m4RvL56+Isem8f7qs8Nv/NzTFNJwfO9/Y2XfhyX5K/Uv6+vrOBp3cuHR5eN8nx5pLP+TOzdtUhzJk78a/Q3o9zWT+4CJi0QvE5nUABknebRwU2re3vC41nVO12I026vd9u8Oxb74sCg3oEIam6NSfUrzHYdl241K7ft+BQ0uSP6It9mWXdUtilJ83sEHI8nfw8QjqW9+y1rTR/0dV/7OZ2spqehmTk243PsJnzWrlNka03VHUHfADL//4KY40VRwpzAKoCNlL5ZUxvZPmTFr8sSBiWgOHRGdQ6FoW7r8lMXZzr1cXbp6tgmvfXR8gMOOW3T56b5j/UNnhXSaqC19+iAduPD7Ae7xsyLT1+YkjUjFfkiNV1LmHQsLWDJsr3HrKkRqNqBybami/PV+zoxRxL54zGqXaFr8tDDTYOe7fsa6Eagm+Hd1dGRqObgpA9Hx15f1/XDiYUH5vTv5mublxAFCtYTzbTxVe9k1Fgy+tFaV+ZkbP3ugLKtUX/MDtmzdADomoCRRR5jjgWO0l459Gt/b2JfD+Nuf81eR01R8IvdidM7oXcXt+mf3KQqn2ieXzq7Y8Xjoz/f3r32xu+rL2+e+8Ow4GsrEqo3hOk3BzT96PV2XfDj77OWdXW4s3XR9S0rH+/94eZvq6/u+ebUzi93b1zW+PYZKJgy0/8GsdQyTQQtCBhjzHEMAKY5EwCvIusdwu1yJ+amjE9BcSjtiw4oF0XOjLXNd3Du7tQm02r12a9tslDM5KiY+dGtBrf2nOKdsSzDvp+jyyifqLkJCbPboyh0vrRYAZoyGMw6guMlWhQ5iTEZ60Ttu3VTez7+ZdD7rTmlK1yaNgcSe5M0+/OWdkJrhoRXn950f8dKaLq9sSByTXeP+UloXX5gF3v06/TBLy4WXTh9VGNUcQoLoAe+bHgYIg/2ev2Vs3ZTkG5P5u6J3rvmd7+2byuwEkiKQpkNj25NjXM1/DG5bm0S/3tUwybXFxt9/tracUpnx9eXj1Y/egiiDBL96FrxX5eKK26er7p98cO1YxtHty+aGabbmYT3Rij7orTb4h+u6bS0m2/lmT1VV8/V3LpUful0xc0zDy8ee3L76pMHD0QB9AT/yUte+b8u8vJHJ0UAluVZlgbAvEAZCRUjG5EDGvHViKxpOSjbOnRSlN0g57BpUTHT461zrPIWdLLv2CauMCp5ToLzCCePqZ7uk93Dpgc7DXJoNzEkcVGGT0Fw/Ocpj6sfmWkdyLLCiwoAJ/EK8AA0yOaG+ycKApHu0LDmbdmGHe2fLXV9viro9a9d3+4dvbq3++KOtr8ND3+wqu+z1QVFY9Pgzn5QPdc/uFz18HpTQ+XLt0954D/UlrHVd8fGIDg5Xb06EXamv/7CU/3HoHGx6ML2dSCKIApA6kFVuSjJybDpc/2a9sT3gY1rfZp+yz40I3znwgGvb5UABpGR1M0WJ0+hxaiD1e+d2//guEDzznRms5/qG3v1xuirizPXDU6tvnJGUWvBaATMA2ZB4kGSORaLCvAAnxIR4L9AjEUwmymeFUCRJMwpMt/c/F5F1H6/5zufHJ+OMzqHjIzwGx3UbkJYypKMkMJwmzybjvOyURIKGxkcPzvOcZiDy0TXdvP8g6b5Bk30cxvikT6/U9sObgu2rKBB1JkNoEiM2cSxpInQMoxB5IwgUrK6vIc/ajw2sfTrpIqVEYaf279e5lv7Q0LpiuDHX0Zpdn52sdBtZw462NP2xMCAXflBf4zMBbMG9GqB02IwVzS8lIACyXBh/YLtPf2Na3sYvggmV0XoNuRO8EcNF/a/u3MDSIOiroG3dxfFIG5zQcP8YNVCL35jyocfcuckoQd71t778ziwmCJFBYARWRND8DyrUAJQpj+mDNo1wJ/4sT3xlYt+ubNpffLtBblr+2VVnDtL1WsZvQEUUSJNgpnAHC+ICiUC94nT1jKU/37qdRrSbKBIgwDUzYobyA3lze0WNjqmTb5D2PRY//FBfiMDUBZKmdrev79X4FB/1wInnwneNqNsIr+McBlrh7qj3t/3CSwIzxzbzQBilb6ZB5BAlmQeFB4UFjAl86TIkbK57vHxb2Zno4ffdFNt6PNyWrDuq/g3s90bvwrUrAlu/jrQuCqKX9eBWtO1fnmXe1MyDgzP+mXcKOB4gaw38bUkGN9p3jCkTvXg+pxIxzfzutRP9DHN9a2dF1r2RW5hhKPm3jWg9EA1Tk52uTA1rXxqqGFhGKxNqZ8b2rSuz9JUuwe71gOhBQneVdfyksxKPA+8CAJgAJY/MGPE/j6BmuXRmhnWulm2VVO9Lhemz08Nr758XVvTKAq0JDMg8SJDAsiCrPAAFAD66Jb4bxDLQJMcQ7E8y4Eig4JlkdGZm542PAnsEtxtQc+sBbmoq7X7CL+0ZdlB40JRIhqwpj9KRR3mpjsNsEf5KHJFpPdcn3bzfNxHO4YMD8os7BjRNdkEYABQY0HP06xACqQaOCM2qil9s8lkNGjrbpz4qTDTdffwjD8HJjCrhtcXJuhnRJrmtHs9BHELvfQTHLUTPOhFKXUz29ct7f5u7eR5KalHVn0HWA/QTIPeBHQTTQAWy3/b8EuyHXyfVzfU6t1IB/Oa/DntbMr/2EZWPgOheUKCdenyPH59bsXQ1upJ3k3TI7enoltLhjzZvQF4s/rDWwBM0gQGlgMTLWtBwcDSRbNGHe8XrpodTE23g8U+jVP9H07J/TY3qen2bVqtBjDzsgYUEmQOQGREmgeZkJj/EWILmfejX6Vs0Ktpk0EC3gTk5vNbUSBKmZbpPsDXsb9HUGF41NQ4976ewcMCfQd6RRaGuA118hzn5jLJKWhxIOqCkr9IiBgWmlyQtP3E7wwAAQoFYAYsAGZIDYgUNmhl0mQ5FmeJGsCN19av2JiXvCbA4X7/1PpJWW+G+JMzIuuGODQMsKdGB2g/D3w3wO9quvXbSd3PDin4vsdnzKu7lKHcqDTqgaIBBBN1+Mt5W7tHlo8IbhjipB3sUdU/oGpGwbA2CN6/uLXj298Gxj0qTLySgeSZkVW97Yn52T/GtLr6xWji/kWx+QMoPMOaWIE0czoBzIyiA2CB0e+fXLAv169yoAcxxI4osK8p8L44MOGHHulPTx6mdY0YjAIYGUYHIIqYITkzBwIH4r82iv9uWFq15bSeBU4NhllbFvh0D06blJM0IdOuq2vg8IioCfF2PRwjCiP8hnt7j3Br3QclLonwneoaMNPbqk+r+OkJOdMy24QiAcycaKYFigOZA2AAGgmNgHngGGBYMJBYrWU4khZNCqGFmspXv2//Ji12oZf1/dHdb+bHvRqc9LJbYEW2Gzsg2tjVT5vl/j7DVz+izwpnK/rmKaDrON5kYlmFBxBl86sH3/WKv9g38nU3f6pneGOG76u86C0hDlBftjDe52h20PMuQUy/8OZsZ9PnscXt7bd0Cnm5ewOoaoFleJ7nsMiILMWTLOYUEBWgQVbvmzN4e4ZX9WeRZG47Y4Z3U4/ok53D1vdKeVJykON0GEQzR1nu52QZf2RYyf9fEFs2dJIkscDrwVwNjZnjO7cfkx0/MjV6VLJX/4DMBTkoDfmM8A2ZFOQ5yq11HxQywyducbD3WCeH/k6p09NRJHpcd5Pg6gFoWeKMJgMPoOYZBkAAIPV6RasHWgRGBFFkdRrgefjwAeqbqvftU+37Y7qvy8a0yIOdYq/1iL+XHVDW3lWT4ckmuxqiHTVZUbc7JU4Jc6u8eQ4kmSExiMA2qADrl+S335rqoxreuczLWhXmXhHldjrU4d3iSce6pT3oGPs4xMGY6tOY6Fye5XcwwfnM1IL6SyfBTAicyHKYl4CXsIBFLAIAyECC1Pj7jL4/xzu/zgg3Jgbpwnxr08KPpQSu7Rr3+NweltNIABSPJflfRE7wX5e7/xliCxWOUzgz0PWg7jS+q1Wcbf6SgV69/dz6eYcURqBs5DnKM2Civ/sIF6ehbfwnuKUsi7H6DKXNT8+Z0wmFIzNojGQdR+sARABZANCJHA2KkSZBwWAkzm/e9q7oVMW2Labjhyt++KEXQp/bOZX9uBHUDfDm6eXvFs5s7/t1muemRKfiWNsXCY6mJHdNmMObMK9j7dwWRPreP7Tr5d0HIEFzdROIGJN1OxaN/LlDwJVkXy4nud7Dwdg+4raf872ctL2+7lf9nJvbh1UH21Unuu/zQL+leL/9Y51Q9QwEnmcxz8mWjD5ZEgEDKKAoJIgNv0/svS64zZMo38Ygjzov5zfhvgcivNZ1jHlevBuTGlBA4GX5n0L89xLGGPMypxH0jbIqLj8pdXimc45750VdUTKy6WPnOdorfHa4zUBr91GuwVP9gyb6hE8JRFkobXaH4H6hfWb0MiqNZqYZgAcFK4pioMwmzPEAOpPeoG4CgR+RlT0qKGhma/Srj+sPLo5n8vJ+CIncnJMLpY+hrgqIGiBeQ+VlKNk2E6Hy7MAnjqjcHv3l4fAoO228o/XrU8c//PUcmyWQQN3YIGINMFWzQ9qcTW73ws+l3s2pztu91NnxjJ3dg6CgUneXSl/n+mjva77oYsegNYme5jt/gr4RJFlgZbDEASkYRA4kACyDZAZRvWdCv+/9bB4Ge9b7ude4OpUHeB8Icv85K/5N8QEwqkBUZF5RpH8C8ccu3IIvxliUBDMmSaCuvLzmnuYZOTg6ZVqa70g/1AlFLohK/CoR5SL/yX4J82KCCwPc+jt59/eMGZlg297pQtk5HswykAJtwgzDUDTFsYyCVSaDpAggi7JG3T8xaUn7pAupUWddbcqS4g84Ot3t3GOpvat06iyoGoHXS03lQFQKl/dsDLa9FOpc4WnT4Ofy2Nu9JDpyYaB/2b492heVIIKu2SCD9EFXCXz11FinA4ntzrZC1Q7OjS4eH5w976E2jYERmsCQKnenZ/6OTzqEr/RAd7+dRZXfUygDSCB+dIIAUQCGBgzAiSCYgNcemTRkvY/dg0DfOj+/966e5X7+hwO8t2en1hYfBW0zMBjYfwLxJ3z/BWKRpxiSlRkGaBSI8mbmJU5OjJ0di3qikHlBYYvDUBcUuyA6fnZcwIgA557OHWfkBOVHzP1lMQmUjm0WRdKkU4MoggIUQ7OSKIEMgNW1NcCS5OvyMT7uNzIi7/i0eRjgeS8k+JiH357Q2ImtbOHmXf21S1D1HN48frV+2TyEzvq7lHs4l7s6X3F33xMQMMbBVnXxoqa0nNcxLCViAAYogGbqXtECR9TYJfeJjf17R6+XyJYOinuKWr+zd6kLDrzuZX8pPXJ1vK/28jFT9QvMUoolFkO0GLkwwFAggcLwwJmB0x+dNGK1h/1VP583PgEVzl6PPf32+/jszO7QfPokqFRACcDJgP85xJYujDEWRRELosCwGnUjIeoLZgxMHZGcOi05alo46o2C5gc4jLWzLmidtDghenJMwOAgv3z/jLFZaUOzjUBqRK0ALGHUgiwzhBkU4HleAqBZCkssSCxgFihi26jBGzysTvvaFHvaFnu5nvD02+HgucUvYraV42wPv4EITXV0mGPd6nhkeJGjw117l2KEzoSGrvb2XJKc2HT5ilKrBhZAhlpN83tTLUHXQP3jgQgVBfjfdHS/gdqWt/V45+j9qq3zPWR1rhW6HBU0HiF86di9A9tpTYMsyyCBRAOwABwGjgZZAAUklgfGDByxr3D4Ise2h11cb7l4XbdxOu/gvtnZY0tGZtOpYmhWAyWACP9JFf+thEUsiIABZFkB/q3+dZvYVrkLshNmRqPuKG55DOqD3Me4Jc5PjC6MDSuIjOgX7dcxcOPhTTTwtfp6vVkHIDMEYdluy7KsgCxKAoAoMQRIrKiqYx7cGIjQgTi/FQjt8HDe4eK23cVru2fAj86+W4KidkTEf+/ms90v8Hho5J62zrsQ2tPWcVEr9F1asr7k7JszZ4GRgFbq3zVgABr4JmMVmKuLpo9a5+byp19QcVuXy7auJaj1RWRVbGV1wt3pO7tWI1uhu5u/J99XYJZSAEACyQyKGcskKwk0gAgAAsfLrAl4845xwye0afWzneNhe9cDrex+t3b6xs7ph7TM2pPF0KQCWoCWdJ1/vtxZ8BUEQeIFEIHTmyjSQIEeeaLcmR2yF6db9UQZK9NQT+QxzCNzQYd2/QK9c/16z+yPvFuZgNHQeoIxKyBbTMcspk2SJGEsYCxgkQGeBJYAmgCT+tLy+UNaozneTtNsrZa7Oi1v2+ZnD6+NDi4b2jisRdbHwmKXIrTJyWOHV+AWz3bLHZzXZWc0nCl6fGQf6LRg5oCSAYOIZZNMmwUtr64y3Dw7yb7NWjf3rW7eKxHaatNqa1u0wRqtskGLvZ1PzZxYenwfp20UeQGL0GIPIAJgmZdZSqZJzJsZWhJIMGsPL1vY3wotsbff4uW7ycH1Zzef6a3bfpXe4fXJU6DTcmYK/k0z/R9BTAqs1qhq/FBZ/+LOu+u2yVYRw4NRJxQ6McR7uFfQiKCEcYkpo1KDu4SH5USW1jxnQRBA5gSeoiiOYS0ZmzzLSS0NSMAi22Kyx5qBIqChofnc2bUD+o4J9O2BUKGD9VzH1svsrNY62K5EaJuP/2oHl9nIuhBZj7Juu7h9ytvTx28f2f3k8jnJqBN1RqJeY9lmCQA8cDKt0z65MzYkcLR920VeHl/5eU6zQotdWi/zdprsYDMrIujPVSveP7gDWBBF6e8QK5LMAEcCy4KsJ400ZQTGcPS7r3vYtxlpa7PE02uBreNcB+fhbe1X5HV9ff4ckGaaJhmMJeU/gvhTL5Z4gWo2/LJmXVA776AI75/2r3eIbzNk5UCUjLLnZgUODgoZENJxUo5fll9Cz+TkrinIqfW2XTteV1YpALyAtVq9xYFA+jSwgEUWi6wo0JingKHByAEtPz5+8u7+vUsLPlvRN2dll6TOCI1tiz5HaDhCU1wd8q3Q9LTkr4YOvnfiyL2S4puX/lQEiiUJkGQQFIEUQAGaFxiOBUUEUv/z9Cl9/b2yEeqIUOfWqJsd6u9i3cveZtWAPuV/FoPZCIosiJKIPy50MsiyTINgAl5FESJIAKJMGzYsnh2BUCZCQ12deluh7gjlWree173bw9OnRMbMg8SAJP4vIZYFETDcLLkwfdL4Tnnptl6tkQvKGZVlHWOVOiIFeSG3dA/XRLfW7WziOiX0HPIZskXRsTGbN28xk7RisV/DkgSAZQnLkiRJMpYsQlFe5HiREzhe0rKgF7RVH8iG2tLrZ8/v31R7++SRldMOzR99aNao38YP2T1j3PpJo8/u2nb6yN6nTx5Wvi23BPqoVE0iL8hYYkwsz2IFgGFFUAAkXPXgzqEN321eNOOn+RM3LJ64ZsaoH6eMXTN65OVt25pKn8kUTRAEK4m8IrUwCBVQFIUByQQipYgSyILIUPrmh5fOHNiwZu/XS9dPGLVnweyfCseuGT1y18ovH1+5qNU06QWykTL+Y4gtKP99RwGSXFdVWfb0UemTexU1ZWUfnpQ1PD1Xeu72uzvP1M9vV919a3j74kPZkbNHPmhqb92/3dTQaGFEMwJPMBSvSBbrekmRJcXy8mQOS6wkURJmRZlWk8ABYCANWlk037x26lrJwbOHf31y+diLK0XPL564e/rQX9dLVI019aq6qvoaCaBRrWI4lhP4ZrXKzNAKAMtJigJYBIGVWTMDAodJnUKrMd0oiTqRVgNJQGMzGEihUQeSggEoEGjgMQgAGBRZURReURhFZkVBFHnGbJRoM/AUSBTwhO7tSxAp0Dfjhg9icxNv1Esyz4BM/gdV/F8KGYu8LLAgsiBxvEApwGtJlVk2c8BzwGs4LQe8jtO9a3qLQTQxRknmQQGREUiS5LBoaXQ8KARDiS0QK1gCTgJKBkJWSEmWeQUEBWTgWJoXKJYjWN5gSc4ETAKwhL6J5yiWZyQAUQGK5o0GUqPRKQCcjGlZtAQQsGwLAZw28x8D6UlG0FFAUbwZaBZ4ABb4RoImGbPEm4AlgOGBUyzmv7KCLRIBRlAswU8ylnmaJNS8SACwDKkRKR1wNAgcT5nMlEmPWZ3I/K8hxgJNGVs0CpglTDoTaRAUXgBspE0YZCNtsqifFBA1+iYADKIEoiRJEgZFAJkFTMoCwTMYQFRAkkGQgZGBlMEAQMgyLwsMTVhEXqTR8Cn9x2QiTSZS+ciVFGkeOAk4EI28JdKBYRhKEkwS/96g5QBYS4yaBDwDDCuKgDFwAvAMyAIAq2eA+5hcooBeIPVA64FkgBaABRBBAUUCxfK6KI5VaYFhLGFJlEwTsomUzBgEUESQMciigHkKMAvKfwIxAPwdYpNZr4AAgHmBtrDYjSZClDDD8ryAPx09W8T2HEtjjm+5BhQFk0AzIHKgMAoW/waxpYpJGUhFoQUKQBQYEiQJZOBMnMUY3XL1xbCYYTHHiBIjWTSNIIJEYhCBYThWEjkACmTWovOSQGQBZBAxSACUSNEKaxRZAYA3CyAAGCQQAABoEIzAEkAzwAqWKlYAMAAP2MSCIIOAgRdAkSXAJkzpsJkDLACWFUHiOQkLWBY5UHiA/7CKP31Jy7IsSoIocaIkYFm0rFot1ICPepyWgO5PFm8KAIAMiqjIAsgsSIyCGQWLoGBLpLcMkgxYUiRJkVqUXjJgy/xoHCnBJ72PLIH8d1+5j0+00BNEpWVKf7tNb2EuWFrTxyCWFnshDLIsi4osgmRJ/JNBUj6texZHQEWx/MofnbR5kATAgoX33hJM3vJn/33T9n8AW+b0wzbMEF4AAAAASUVORK5CYII=)
=> téléchargement gratuit de cours après inscription en PDF
http://svt2a.blogspot.com/
http://neuromatiq.net/pour-telecharger-neuromatiq.html => vidéos sur le cerveau, cours PDF à télécharger.
http://xymaths.free.fr/Lycee/1S/Sujets-Devoirs-Corriges-Mathematiques-1S.php => cours et devoirs corrigés seconde, 1er et terminale (format pdf)
http://membres.multimania.fr/profs/ => Cours de la seconde à la terminale
http://www.labosvt.com/bdr.html => Moteur de recherche
http://www.courssvt.fr/ => Cours gratuits de SVT de la seconde à la terminale accessible après inscription
: VivelesSVT.com est un site d’information pédagogique sur les SVT, Sciences de la Vie et de la Terre, dédié aux élèves de collège et de lycée. Découvrez chaque jour l’actualité des sciences, des fiches pour mieux comprendre, du soutien et de l’aide pour réussir ses cours, ses contrôles, ses devoirs et ses exposés en SVT.
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http://www.maths-cours.fr/ => cours de maths en vidéos : seconde, première, terminale.
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http://coursenligne1s6.cwebh.org
Site de cours en ligne fait par des élèves, pour des élèves, pour les niveau de première terminale et bac. (remerciement à Nicolas pour son lien)
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http://xmaths.free.fr/ => Cours et exercices à télécharger première et terminale S
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http://www.printfreegraphpaper.com/ (Imprimer du papier millimétré gratuitement)
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http://maths-au-quotidien.fr (site consacré aux applications des mathématiques du collège et du lycée dans la vie quotidienne. TP téléchargeable, exercices intéractifs, ...)
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http://jl.maths-lfb.fr/index.php?page=liens&classe=seconde => Maths en sixième,SECONDE, première et terminale ES avec contrôles PDF + corrigés, cours sous forme de diaporama pour la plupart, exercices corrigés, fiches méthode... à voir sur ce site : http://jl.maths-lfb.fr/
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http://tfontanet.free.fr/premiere-L/index.html => Cours à télécharger seconde, première L
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TI
http://www.science-fr.com/ti/ti.htm
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http://www.bacamaths.net/ => Seconde, Première S, terminale S et STI.
http://jellevy.yellis.net/index.php3 (de la primaire jusqu'aux études supérieures)
http://homeomath.imingo.net/index3.htm (cours collège, lycée)
http://www.coursmaths.com/
(seconde, première S, terminale S)
http://laroche.lycee.free.fr/profs.htm#conferences => cours de maths niveau seconde, première et terminale à télécharger
=>Seconde à la terminale
![cliquez pour consulter les fiches méthodes](http://www.vivelesmaths.com/images/bt_met.jpg)
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