LES SÉQUENCES DE COURS, LES DOCUMENTS, COURS AUDIOS, TRACES ÉCRITES
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En cliquant sur votre classe, vous trouverez des résumés audios des cours et des documents préparatoires.
6eme :
5eme :
4eme :
3eme :
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=> TOUTES LES CONSIGNES DE RÉVISIONS ICI ou ici
=> TOUS LES RÉSUMÉS AUDIOS
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OBJECTIF DNB en histoire-géographie-EMC
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LES PADLETS de lien entre le collège et la maison
Les chapitres jour après jour, pour retrouver les documents, les liens, des résumés audios… pour rattraper son cours…
![](https://www.edumooc.fr/wp-content/uploads/2020/09/capture-decran-2024-03-18-a-110549.png)
Toutes les séquences de cours (comme en classe)
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13N506dqwjNvgFscEgdEhn8F2vk5AyrMHusxdgTln0p7i/36CHORim1Z+aiEFi8ombvHGXLkZiDLXjIkDn70beK8r8C5Lo52nUyz5DXOOTkQaTDP6v9CS22Wrzzc3SYOvMy2Qn4LxcQdUtCldFE+NoYO1vu+8+Ux21c0U1ijBkonZBBtuRyKs2i4Br/wX52l3ozM6QwN/DbY3KKvEzytCZhaUvMO1Z0fvvvmtupn3qEBNwF0QOx6KIH0W6ex8Kzsv90u1kMqWljhxlb732WrMZC+i8SjVywHm1djH1ugVo8FulCC2smJidLyaJvFdiPkRRMbggUfHSPBOIbZbkq5PyEMKcj64CCex+Ia2XaOX+GSh4xwLW9AIWEgupn+ZBsmcLHTfSUBZHnWC+WacXTDv8/6NC9EJ4nMXkC6cd/l3OeoXzLuW3yu0ru++57tkWtj7q7pi0MFhDvIMWkVWeTho3Jry37DFx4l6Vkl5JoEzWpq6EI0Zepei4Bcu4yrXSACHP+iYxbnT3LEdeWddlPjjIUt+rU3baLQ4sd7Z2x5SLel4dyEc6sXKLliUtKM54VuOWgtn0UhYwdLtOlsquO+xgWoubKI5YKcTxbQk4aNtvtVUpqSSKuz96hnZgZXxsCxdiYZgJuwvvRLqWZZjw4fxL+S080827dq1RWHdlp6+WROeze7du3qTTnqjyElR+3Ju33GCDVCKjvLRCP6Rj2kT3ce7NqUnlo0/XWWMN0xVmVFoqaQKKm3jrVVeZFXGU2YTKNGEwJ/4QT/j/d3DZLqf8aA8Qp/ufc471XVd02VOumn1PP90cjAX2ArlOT9xGoXb1dXamZjZkot37BnBVt2GytWDAqZ1Whct5G30e57PPV77Y50o/V0+Jc5Sf8lX+seKf2ESjX26/9dbmGnRtl2bzKLrvA32g8jVjLGzM4nQbyvxxp4HoEsx9apkwpaxY8mEgLpX0LWUlkOQ2qQOgjhirYpmQ1unk3KpE/yfPOvJX9yQscWnY773bbhbLQ4P1DHzL7Y+J0ZeoThUqt9roUVxhXXDlldGysejs7VPVTdy8M7ComIZDyVLaW9ANPRGtTJJRria0IybLWDBueoBRktjY2KXBt+4zEqYfc9hhdpKtgGhlFBb6svqWFYb6qk2JzJVAdjX/Uqd/4hz1sH/8w+avMsyPLHEtdhenr1snTokPhLsjsckkuShISCpfS8bSmpRPY6oUsoL4Ui6Ryrwtwu22669fSjnqJa5kUUchahh6xx01DBcaTrASl/bta04Bf0QkW7Ni7c0mqLNS7oLKa3UGb6kk12nzR91fWVAE0PSVWP8l0kh8Ez7w+OMWA0doZZoEUmqoN2JHkZnYhhw3y0nLYuirT0NSSUfQhix4MXmPxfPv0HvvrRE1aNAKfYud4uJrr0kFc6AJ3dD0G7uQd8F0miuqaykf7q0fA78hF97lokpxgVCu+rp85ukJaDFcwhw5jm2Tp0w1E1McPbxHO3ZW76RwLd3Yvlmo3hVOS5nor4oe3lQDp5Q7SZn6J1U2cfc6qTslpeWlZBy8dykB2q8FO6vF1UyaYCWHZ7dvD2e6XNShIYF5y1XJiHyatuDYEicNq5TJWQnl2IR77k74rLO4JdpZ9QEv5h+77mrWxLq+wYnFwLLWdVQOf+IWHO5geeFR02sDh/DYI47ItkpR5cMsbF3wdnZDpJUlVcJ48eH6BOvZ/HIYEvNx3PAdAaSO9B0OFxvyiKWdLEsclGADxP0vC3jpci4BxL24pq3geN0KJudFVVXmCbiqeiYZ3+lwU50IQLaGP2KJL9WphRMoFiiOFkKHOxNXrsh3DO7WcA6XAbcm3FcajD9MnVrjKDIkIJeidEcYUS1gtNTEqzYrtF/OnHXSSaYrPvYcTSG+BOxqi1RE+YQmvXxAuVp5b0ge555xRh6MxXc48lR50jo3lRLALGSI35OOb1ynqkOCSBqzM1icC7nVa94JuY4bPHXSZ8CNAZB2rTIKyOuUIfdgmpSZM9aI8OWlyd7v8svN7SgiTyffNYEjlAPJTeDSyYxpIJgywufUwBY72tGop582FyC3kvfdtsDp9TroIHMCkBhxK+E3iBP+DY7KU1hraAJshTPOAeeea5ZNilTNQrkt8q3bwbiJot6UeSAQ9HlQGuyKC6MV8ihQEnIH7UgiAEfTUKzujczsIRykigG0IbuVyhdGGnfhvd8sTGvABX72gQdq8V7UfvOJMZajD7hz/hs/ES/jEbgVfb3bdtvZdpelRSKCATUUbvd9Obj/RHEzDKz+nKpxG762BPJoXoiz9xsN94MsyxuaxOErE13E5DsfX+V2sJLvGKAo9kRu9DwKxs7cxqqyBcrzGoNGMP3W0p6VfjJgTKcAMCQhsu8oJxllT2SDTzC4LcwF6d2JzO1rVu5HUBR3PhMC2cT+K3FBcPIEA/vUubRSK5+oeNo9Tjj7LHPb7XfUKq0/BOSE/EyMYYAntanUjreA51QwGfno3rTfe1hgOPyea+DCyopkCIJ/7yYRrKT7n3yEwyOcmganAuO28KimMtS+4T9lasmpTJwhwBXaCcGAtnVngH4HTOCwGGj6oVhXzCCuZf+rvbRbszveiAxSEy2KXnvzTfPE2LE1VgNaJfVBBPDMSy+ZV0L+KaLih5+Fj57B92nefTpxorlvFHJFymTLpnoxgd5lkjzGbp+GfMwvpWcnn/Q0lY/aAoH/f3FZ8MmECcmzaiTjtqlWQB0FGjNlWf6Z3PtmCBxWgyBI/P4OA1Uffccdrs5Rg0GkI5xvAk7lXhUp2IcpMkX4M2UgOzE9/T+dXUk4pHXagnJ9yy6dJenexxk8P0nK9QtH/Wla2CJI/R63sEREqYxHqmeuzZtKtiXr43XFxfOs1JVR6ohS0Dnr4l8uSxg7dapvQsdZdm+MG7Q6yr2UrzPt6rNl8+WjzvG+i2iGYh79nxgq4QHOMa0TopXFF188Mom4tsi6fOvTfk10nw6WkfItj6aK1OGiSOVeUeILwjUq4lon5pOouVYQna/74C/vVfAuJ8hxhbb/3AytyIqpk9gl1sJv35lgvlQCHYay9aPPPGOeQl/Uth/lW76qypwPh893f8layTiuHeSBdn8Agu+WZpB2d+53beGY9sc9mlVti4gsrm+5SAyuE7hnW+0b9S8fmaddDAhyO49LOKFpX8w9e/8jjzSTo04g5Sp8sfnkxu22iLIOh0En4pIjcdYfVk9RF+s7uP9YyPTwEUwBK4WoiHQUD8Z5o7zgVgKJU3f/0KGWiSLsUCFvH7jvvrWeX9XGL+LEVKxx7R6alK/DuLGToQwV0GAdighlB3wwvIzS9qJwafdDEX3N1VazuWshfonnX+UU07Xby4lldZkWYrXJQLjBm2+4oRmNv0gtCnsiXxWyXRxt262bdcAqwOUfOdJnvTPH5Z30nS56QmPXuLC2tPy2E9AlJFb0mRk7Q3Rp/xW+1ai9cCYSpm+Rox6Ch13LcOH4UXu60EkDLmm5SDuuPM7qEyTJO3udfLK5D4aHXKPVlk+LcBl3QV0lemAmpk8S0iKyJjt5Y6S8CdgYK1DpZdbOchYyuCcEgSEznjJOuGLb5lJMpe7R0VTlC8gAi43/d7j0LRBi9aVPaF6JqQmjTxT5nkeFdc+ms7tIyO7kfO55Kd++cviex+U1hx15lFyMSyCe0XHTVw7f87jyzevv/p6AoR6WZksL7VLhSchvYaQkJSk6FFJ2SJKmtGp8OC1BrZxi05Rcro6X3mIje8JZJQXSzSN+t9LumtEkz0u7Ef/4ewKGOk+s7W023bQGB8W9g6PZnIm5i7BdUlCWjAEN7h27dcvHmNFgr/7T7IrqVhrKsnyaYD2wNLciLbeI6RsR1548zzSvNJWtsDjz9ARsKU2WhCTu5CXoOnZHr7KJGBIIotuycotDlwYgVpAFWQ+6s2GU7bPPPqY5C4PKtzD17APujLiG5SIpS/voyJ49zdGolc0n9XLKh3mwORpRwVE8/5vyWyCvFSdMnGhuRaVKcOKdEXD3BKejkL6ftDzuRGn5BazP/wxy+AL56Oy/GgBOSq+Q2EDWBPcgDhmDipa079MOXk2kDyTTTMHFk6fXh2mHV2DLSwtjdbhsKyDTK0TSerkNMc6b8h+YW/2lwDxVnpjEUcyIFkXkMezGG82rqKtJg0T+7uXx19FTWGrc//DD9mgpt8+777RT6nZ0aeZ906Z30OfjcVIqfVF9FkNWt98ee5gNEKhLhHAdSulHHnyQ+WLSF2Y54CbWQWbrSGp2w0aMsNo+PhmpC5vFt8aflE12h7u6DXD3hejdDz4wt6OTKysgiUEOCogNfHFl+aC+H/fGG2YZRFAHEyfYJ754Td54443qzuB9KNNdECZPYvJZQTITYQPs3x5El3FJj6aEVSaGvT5M8OWFhPes1mvTCY8AkORzZSxZmeDib0Y73w7YUu8LWqWjLCiYFGORG226ySa+dkn8XOY6PVjhn0OGBYjK3PiqgxaBJHVBg2bE4MGmR4od7Wom5kl9+hhhx7g8zwAm/mKeRS1ms2mL9bp3N2/JX2JUW82tSf5/Sl8LriMmofAxb0HWKOArH92LNYQU0H+WlUCGi5Ivv9rnlE9358svuMALqa+wz8Iw2wtAqh+lCqg+Y9zuwNH+HvrDZ14mMc5eiJ+eEjNL84C8Fkc+LbnwJsg14wh5axO7gl2AB6FJQIFL2dZyxFgxXhk3zlxPIj4aibmHVjKrrKsLtjhpvg/pvs3OMDAGZ2Q0u97N7DyWY1goPV8+wedJBpSvkkU+F/KanXxSXA6Wgd3ATYQik0odTAoUfbHkmKOBLYaR2pD8L2NSylojU1LbButJfrOYzGf37280IKNoOrtE7//8p8ZjsMoXjF/f/5PfbNrl3IEDaxRNIgqoDeAcyieBfm370Z+jAKi6U2IaD2m3tJNPfa82Z6z/wATuTVsUYsDZCajt822tgOHjGo38RkzHvc4RJBGR/hvyMOuht2SKontNkt3Ck1a5H49TOwV3vlIKwJHJiz8Tk+6nWA1oJ84rB4NuNteE9zjh+Cgzo1XGy2do0nzBJ4r0XP4eEu20UQmlfUb/TOFKMQENnyjSdeMjWV6E5wG72mu6VnjoDb0L9z2c9A9JyzqJ9cTT45qLSe6+UiccE6GJ7x2B7dE05n2d9DiyLIH+oY/Y8Bvl5FOxrYwrq4WDDk9jGb8Y8JDNo0QolMunT9mUgdNWupZa+Eoljl4y8G2DmlsUteHuqvc6ojUoecasbCIX0S4WbgvK67uGqR523EZUSKfLQrLPmgkYEbmYR3vtsoupkj84wa6rUeM+rMJioR8FcGwqikvb987T0Mo/68t/1P2qtp6+8oWfq+M5vnWHUSDrgKQkpPIe3OeEU2MHkdLjf91Dunnuu2qHow85pGYQcYSs04e+Qqhtg+XXfZB73aF7723ae6z5ZeV/CArhRkwphQ/Gj+kry9AKhg3+7ytfzHNf30uV8Ej4IIY7uMX7UT5wcZfEIuNguM4+iu17X6Tc8wC3oEDIiNdipjzAHVFwB69zfPRhO6qAVYT9N5YLcrqYlLTCLMa5ujmDhW4vihTnZ870M9SY5B+mmQxM2f0VWqHC8aJ+q366P0RRM94txqoq5eZCZZcTl21RkL4IvUYpTxci3S/EzGidg2xoxm42iLv8kpwyRnJvmc0A2hLU8n5A8PtMopTHPjgXFfaPLBG+gvMnUov9QfwpWlzDxGRZmPItwJHT1onfremf/eGCBq1TdIxWG8s/hhv0F2G9oIF+N7yD6ZqItIvtKyb/DMoQ1VeLsTO14FQQbD/FmUP6k6l/8Hm4qHV+k1+47xegPA6B+8Sjj7ZlHQzzcSpc7TXhLp+PRUbQpbnwZqRBJFK/loJX1GT8+PHVywuVGBbtx4gh8s6yNMiuyMMelB+9AjSZS6crVDioBqhQtuJkR4pzCdADpyNvy9NHpJFb0vhPwhkVW7fYCaM8h8IYOZ3FIS89ZUSaS3FMEhhVsekpmo+Ul2A7ZoUHEDvQckyGMXBcNQgLDZQW3D1kpVAM3cHF/5ohQ8w3TJg1wKw5C2XqTQMcN4lE/iT/JMBG4mrbOwvtozq9zR1/O3bHObR/HjEpz0PueHTPnrXtNz+DOMglfJgFQDqmE7jzrcD4OhUk8p0DigKC7viFgSxSXoNuvtn0ueyyOn3VlDqMYpFfF059sK8U50uYTlvC7v9JiwSLc7G0FAuW63uluTQcy2MxhTowsMvNIs2f+ejorrxEgs04H/HKY5idacHSc31+ZJGZGV7oKffS9P3bWPq3i7l2lbQDBits7xHBBxn+r+rrTiTWbhKyOwMNXIdotG/FrIh6VydwkQ80AHIdFYzRjOfynZ6l67W74MgdzICuVp7sepNgbogJNJpdZW3ktyLdt5KS7P+CqGfePqXdWqO47esPuabeiwEtGagYLuLOvox8TCKorbfYwhZLkzU4YZWerz9Ujqi85CTUTY4kdQ33/STgRsbRnhpnB+QmofzcB33da5c7FPHJSJyFWg5psK89fV9MmYpfNopJrR7DFIJ3i8o6lrunRtPKntUn2CGhwviO5qFgRf3UsfOqW26pmXzi1qn8sPB1ArmJAZ4lxbVf3DvtzBaGQ8dolY9v/b6KXc5Hcen53qVu13Df045azK6k3L6rxKvg9zwsHBwtbOJ4BsdNTN/76uueN5oJ6Aqc5Dti70sSPZOwXOMjd8a0if/OQJ6s3VsDIEj8/lYekzIkGeNGtiE7oHfn4d1X7Ch5VxmViUH7FZg6wWNkhkUtPSna70eOmHbhiEhNNp3VuXtfxOvIR7auBSZn0zjMyshUG9HDNYRzE8WWL1cdmCwr4+qrFA+qUUXVxT+KHKMj6l2aZ+0x0BZDJ0/jRcd2jpVr5Szp66RL2dZZa626+EK0hcXv8ZS9TjrlfsARcxU4+gtIkB5BYsJYaw5xRoshjscrgrdTyO1eU2FpVOyqFKhoGvyUTcEZkd85scfFTrbsZV2W9Sm2IQNlsKx9F7/QN0wGXeDPRbUuy0VO9zTf7qP7ZpYkvd3eoH43V1uJ0aE2pC0PxaK+myxGPHTKMceYFdBPteIGtRMc504rdjKnobZYNoIJktffcf1FXy2BumVf+sq3iEnEczIK5rYN1BZx6dFGi3KnFR6QD4/VtUPzY2GxPg6XzpexC9iQ32Jnj33hBetIU4uFjkXLsjqvtvLKscXSwL92wACzMQq1wp38nUZzg/dFtBfsZbzYQUuHdkKUsk4RnFiVsT2cvyMA3lkbJ46OxiOq+YGjjG8Hc+HivnVE+lkTIbyTUI9vUMweDYeu0IKq9lyUxaELurmF+l2OOlesqjJ3oe+rfLcDJV3KyY5tH1XWVdj1n2ZM3cBd9UMctwpFu1fPnuXzgExfrUz7r8WuVagtNJbkdEd95fBxouqkcSMRyjowuR4AuuNXJpkbS8Hwym8ZxsnhBx5o1g0ooMvBqRTn5fY76Am6+TQatVAhgxmU/X8q/geVOuLf/57LJeO3ZEmH41F1AErGcehdWoF6Ek6fIO3MIHpkzJi6akfBQMH/Gfi7Amg0kAmdlIT/eTSoc3J6ae8Y4cmTNEEdq8N3QJ7JjcCYEN5LZNK0nzRmtkcmexO6o0sF/DVEhe/OpNMnCWmQXYxZV4MQfdUD283+fftmmr0mnGSm+hRL0os9lrF7H9Yp8m7cDm0lKcfLQazSQ7ad7bGl2IIlDqdBF6CZnLGvRM7UkZXuhKOOCrwp7t80upZpOLEqTR8mbS3mShEC9uJqEBFKfSnOaBE0m0n4MCv5yYgD7kAA32jGQRF1U5C0fVVk8kUHuxDl7zvEnZaYhb7/kePuaci6V2N33gm5aCOZfRH1zQ22e1lZKnkHFybMSAEysWPXOTZGVKtsj7QLM/kexwLFolKXLePyZFQJY0KCfDm1yet7nVy4U98reSJkJ2DUWbY8zVRiLgwia+7Bal6pJLmSBMYVNfkCjSUZmzRmGiNJ9S6SH8x4sLg+DVwpGZSL71Cn79k8pGkjshOwElaLxG2lSUfltudeliU0feJyFBGhYhc4BsFGQKQvWeAOWEQVGySIuLQW4j03mG0hWEyacO/fNqdx0yAFC2Tq63v3PDNVtECe9fOvOH8B0UETVr+9UFw+GZZ3GsqaZZ+mDFa+BsMgknSXk8ZFmLTwqC1K3fVZhddj8slCPI6jGc6+vn63ZNL4SLg6UaRyq/zf//CDsbapTL4FuWudDcNry802i4pS1mcLoKHkJpov44ge9gVtoOcMNFlBSEZjnVbyWwfOqo4dzeY4syxGxvYU3E7hpMjTj44sapT3hBcTNcDLVU2OJ5t16WIOE9cyNJlUvtvQ6xwNzk6e8SrhFkFQfAGiIyl3h+MVW3SdeBZD7iXLFKePKQvue8jzE4xV10aBQZy+OAuKYvOKCidHnMPxtfgDMmgdwdAGqZlAIUab4kpF7OIrrzRLsdsJQlF9Lwwc4c9IzioB+TMPPmhG07/iNndhUQmKfp7hjvsEohkpfheaDMovM6IPrdYSPAA4XN5k7QQsa8G8RfG/kEnPvtiRqeGTkAbauXAg5XCzDmCUVtUwKz9J4qWGRa1pNeRlPXNOOsLJvY7caLQAfYM7A/WZn3IfShyBDGVFAuPaHauHd4RWQFtrYt92371m+JBbCoJyJS3DYzivOZBTi3WmEhyYqmewrrmEpQ53N5O19vRD2VS+wXAWR9x6q1kBHyFaRHYDeCpM8nKs/tddzNYrHKAcvwW1oTb1kJ2AjeEOKBlKUpLzk4uvucb8qY71HGOSppll+NkxzA8floj66hd28iwnYD92mHcELxKY1M+OedZcddNN5jy0ObIi2dGdzpFxMqZS4sAWTRGim7dQpOh3xRVmMJMsiiT4Pp93s3XKidhZo+I0xDP/3tgApfFpvWvQpVkkxiGYnq0LenClLaFeaWSHys5X9rTplVCFOlG1OwhKTzKqPGLBevHVV/Melfrjc2wDPxQeSxYTgvKOw0LBZ70gD1W/Zdj3pdY9HN/1fUVNwEUx2tXxIo/4rQt6mhXfppfR5NMRqF1Ce0TVQ5bt0tqpUy/Ss+XLq2z5f0gAb23xAgwuWwp25zYSHmdIulMuoIke7uM0eeSOyrVH03AayiPm6BcOXtbftK00YkRNhQtZKbQTjgurqqrmwq5rUKDIu9cOO5gOaLwkpe7duplVUaK1ythKS53iPnGJuTDum+NvWybfvglUkFzysoQ4BJwUq8wscxalCedzIezKDhA+SgOTGCCHS2Fd9yRXPsaEMDQPFz5KhrQcOpL76K5Gn1rFdte+7jtFXj7+he+5zcLll/TbV74k6dD3C7AQ9cypDDY/F213YZH4jkm+PMPPdZRx22r4XdxvrcCODS4u570AoJ7et695A8Vl6Xj2QGezP/qeQVUpWScXYx0hVO//3nCDOY30XuE+aAXOuVXxZwab1LHCpCPBgrSHuzbrezW4gsJpkVJxMaRjUVALXlYAKvMtw4aZaXDFVoJzdz76gf8HzEIlkAaDdBavwWD2eziTy6HHeSbjYnvgSEqlYF9pUlxy3nkWmmQEanCzxJXO9cfv7Aq/hnfhAplrzEq3NmwgJGV3Iaz7aEHuhUnFUMLX+dlzZ1+A9MSpL4Y6wkjsi5hkw65dbfAmH3zwQbUVaKbEhBHcgLhNL3PfEoiPG7jFFEbDvxUr8OYAB5150km1kIWydBbehyZgUFH4RYCCL4OpIuwa4YycjELrFogiCpE66ktgGyxmDZ2jMgqdeQzp5d1HyLcTCFiPgD/TStwr4knIvzTPipnwQhcfAGPgrQ8/tHgg/zriCLMru7cjYYoIpGgp0vPJtlzYYxC7XA+Xz4LXuoe075IcXd7BsiMKosEFS/stHJmplFFp22Nz2oSIN/all8xAdHU/AWlddnGnsAgFMWuk/mYxYXL9cfNtt5kLQNXOq29c/vSNcF06YRVjJzG/HanPptLOX5JHnWMoE3MYTCdNgLkxXMzob42Xx0G97oX4pw4zj4V1MJzWbRD8x6an8lFXKT3Mr7GVo+Y+C2AXIO5bA0rs6zeYfPYSTwaJiYIBj2/ehGv1MEhUuidItteBTguSGCo7cSSaJmtwjkfvvv++Gf3ii+ZRAKMKOU1RB8k/QZAkJLXHweBDyiKHLp1YpSy+ZvBdgf8/AYR1RywuvhC0PwPjHSajync3O/BeOYh57ciFfG0UyKZeXwtHJg2WTLhQL7Gw7UxfSQ822FePcQLYCHcHorCPEIs/k2QHpE9/ZfC/h7mT7cfg2NNg144UJWbi3bIchTtUVdlyFPtHLsfrjBdFJj0t0EnTc/kWt2+60KHv+5DPaPJY9rVY/WL5Jv0oHpf9ZxGYPvr0U6Ec5v68iqPpNCa8RThTHATSgpcbeP31cwMl+M935NYq5hMBxCUvGLsvPv+8RvFW5YPZoGPLpZTPx6mLS68xv7sCKHw7+WRdnusr/R7Icx/5OOC+8Pa5Jp3Gm/IIjjv9jpp8ucTSYMnExYl7F1t+XpY0AS3MeJFn30IF0fZsfVN4Ak6EhW0bOviehp70zddWQyL4uJj/ffdVe58IrqbFJEaYTzgW20EQDM+g+AYclF+CuorB9/Pi/+wIn2sh0iQIEr8n8lzaLA1LNZpUDVuGubnD20g/B1dFk8PLBp6bR9H/NW3iL4usrOFk5KfF75U6VKVSxpa7NMv5C6ZIeiuCC9JSrPKE5JgJ4WilWL+H02osv31jyt+7ZaoZk3+hBRfyeucqUynysmmq1Tnu8uhrTKWyB4ybbkK61llfSsWaIHEfhRG720Nxep0n9+plz+5WpKB00KpYggvtGTBT0tC/cCfVUbD6GEjaspOefBqcRXqVMGl87c6hi80ltLukaYAGiKNFyme5Etf3dswUM77ixp40qRjrJ4FXqkU2KTlOfVS8uHdR4YPPmp8AzsUIuH6RHU6DiTMmtR93ZJN8SDqZcsLYGtWl4eB+XAWjQRzKQnZl6oAZNMI4uIR1Jj07sbznvI0Gg87Uei8ZmoMEXwMUrscBpL0a9aiPuXh36tjR+nmTI1FHH6NgrQWlI+9UtjhSJzwBuvSVlF2egyRnPJrOWR8F6XKT7pwfUScp74rEIpc4IEqD5w/aRh6rhHht77G0qVwEpHHmEq6nONo/YlngIw20TrSbDznMF88+p5wSO7yJ9oqtlxglOdLkm0TeUfWVc6Cu4OoI+t53b3fp+L4VT7I3+TIRnk0xNGHiZzhn/clyzDU3/vfpp5Hl09Xpf4y7ZdgMdI9VrYRu3rGqqphsTJNl1167+hVkMttQMLlTCt9jtOJiw1vLAZJidGfkYVdefHGtLKOonHKB3oXb2QVf4RJZhFnEOqIoLzWYKjIfHb4d7N1rYPMuHWOzJmeKxyFXexhF39/YYVdCQfeSvn3NjniHLRftzeS9T1bOweMrk6UKlv5bWGM4/w3h8rzHYvQvYN4lp3RySS1UcwhIC0VS88DgFRduGawCBE3fC450GhKTqC9+8W5CFDCVk0C4X1ya6p81uQpcDty/LFEiifJsDB7LS9ItDe3UdiwFy55LIK6+gqZ/lXbtUqaFUa76TgHL5r8PPWhmsiBKaKXyaQOaw3cUNeOdTk123PK//Gbs36OH+Q9jsJA4pyAuqCaCBobEmvr8xv/j2BH/gUZ7GiiDOKwODTgBMCkfDcBZ7Awj8Kh6HArBPr8TWnVOwvnIMHbHmYT/g4Z4nxXpQORO2lUqmeQf4WAAep4F8e3XQBurDXyTT/VxfWG/qe8kdq1jaCPJqtLQIE4x/fB58APlmU16eekH8tMN/A0WUPX9lwLfTUh2LBEnnH6h+saNmYRFKBjcLkQoJPz062+MwZq2UPl8k08J6l3tuOX/aRx3r4fjeyGOcgqRFjVLsds7idpV0X0jQ/sMpdqn5Y45a3J5uG+OkqPIR37ro+hruIwWMpwjRm0ZEeBPZVA+hAffSqbXOI69oZ3C4cW4Ous7joLh9D8nBZlb3X3//XGxIt/puH+n4mnnFus+nHb4N+G+oi/STnZv+pGlyz1kApSD5JjmPk6D1lJDzMlg3QsVIBhWcenTe8ArklfgOCIkR1saPqlqjo4+Ap0pB+ne41MYkDaFvTupAYJEIxTyThoM3hD/zxIDKCui/hYvNGF6Egv8IgZFuP0KpDOzTH2vcjUNHWULFC316z9m/2GvMEnbIjJDyi3nNNYWMTJAzcOmGtjSht9cGgpckosiJsT8xHFaDUXFSRuI8q0B0ycIZhpMSudzfaLI9zwqbEM8y6x82iHYAbeKQav21U9MtS1QBUzS9604bWwG6ni9EwvDKh07WjDbes+LDBZrs6hZX2C6WSwuzKWN1lnH6y3Y1af5FqBG6wJ5Dgqib6He9ZJswAps+XK11R/uqeC6k5K4p5GkSSQuYEhMsTy6fldx6ff5V/CmF5lJ+R9qklm1t4is4wCFI4LXPFLfaKEM9lGzpuZALBoOKZLDF077LBSvZT/3HPqbeemGA/JbbpwvgOHVJUtFcvW9EyEE8lwG5fyrL7ywIEc7EKWkf3USHAA/4TMUBqTqWAp1ZiKHjQii0mt+Tg4Pfxl03cTmfwT0Ziku563OaiARnS4dSXHAgrDbNS/r/hX0mtL7/ItJpNfUpqk7mxNp5MWgA+QMtBursWXnkpc4h+Jkis0uklPER8FZ/JT7p8qnz4+w63UBTkPi/o0Cs1PMGuWxM9w7h5GSJr06cSifnEcOQPlX7rmDJNb2+x99VHPvCr6I+596Lsz9+1SYINKZdff21bHW6A46XKwsLSZdKbw/ip7mo7SFtFhs37s+d/HU9+yWcnctMKdMiX7dHhCl7nC8NTZ0LF6YE9Z2Mk8L6fBG5SvPRY8wLqagqhglZ1Q7LUi7bUMbyVlOHMkJ7BgwZjRuv0eZOyq9uPgquxSu5Yx00ZzNX1z45kGzDQ2+/UAay4K+gwmyH84sxqDjacl1qC6oGozut8uMySAouWOPPNI9yfsW4M4BuA/WhLHk4utbitXud14s/w9xIA+FAzlcogM6SKQj9X/hgPl8nPtT87yhrlO4o/ZGjBJJYnrAMCqaNJBoO1kWLFhAzll0mrmAOmHsncLeMWk+keHpe1nEnES9ktLrcOT3xerkU5+cziXIxGgHENVNIFXvHoEf44LpWwrzB8tGsgxkmTD1kU9/Vv0xyL8sh09cPinm6hPaCYJ5WwDb4IPA/8InGSWuptIKpqfJl4IGo3wwXNw/lSmX5kugkF1EB2VKWhhc3cPfSSZfrlBazdMwWzKtUz0klkZhXXFOxVZUJyLLuQy3b/A3m8uPcDlPILzQ2CqF6mUCSiNmrGztEk6OOEXd0cjK4iZvVIO6I1rUuyeBscuzBVQgyjsGEyIfxzUqnXI/U53i6lXu8kTll8ayIU0cyaHHo8hQ9Ljg+iR31IJFrBSqlwloB0juWFd0Rf/E41HMscr66+YYUTQRdhG5E/aQD6dFxpKJRTKePDJ/TJuKcRO+T2aeTykJsuMvrHZnES6aqNciRdyXwukVUn0Mh3e/q5OUzUWqp+96mYAFy6rJGfzAbl5mufZmhxgIhIOEn6KGg92eFzeYjvufS/1iqIDtBlPFRweB02KZDS49pU28g3kuZkOm5MpVyrcWH+6TwlSJW1gyLXfKxGxfqV3VpoXqTN+3gwG4K0yLvyIh48x4sBVoRc34lqyS+rTg04pPF5Rt78ZwdfkYjtd+6NZJv3NZ9B5VYpdG+FvprYWu6p3XXWdWBnvFR7vQ4Vf362eWZ6K2YJAsAdftTDjC/0KnM0sS/1j1DJczyW/Vd1F25l4wG/qiN1rpdOA++5h+3LWWYVcr1FdrI8q6m76Scv1fkZq/jNxvFVivZSEuzV2RH92U05HTUVWs8440vpOVCRxIFgrCFNGzA9iRBJMudvCpcC0PRNb1PWxnH4m9X4UydkFYdSaFMFuU9tfcC9riCz3I/RRL/mbQl2UNsh5llg+KMIyCrwy1z9m1loajNhy9QMlO097dFE8imY7UqxBJtWzo3Xeb+1GD+pkd3e7yoUhKT5CDhwKhoYUojhT2Trzj3gPDSnfjbptsYo6DUx0nrlEfnHniieZQOIli5ftIcjfbV2KCQeJMX01bjeG+r6O2Fl2LHEdfVToJw2ggC8lb6Mq2o8+P7NnTbC1TvULUYa21qqf/9BPtnB2hflP9f9tsU22WWqoaMJa5nyWXrN5mjz28GYGcXL3jfvtxIViELWmJatOunf1cfv313jj18eL2e+6pbk5Zbf4qB+XZYLvtqsHA8Wa312GHVZvFF59bV9V7mWWqO66zTvXP1KtcdOYFF+B/etGasqgOvg9t24x3t9x9d2zRANzCkcRiNenl2gIcoGqQymPjJX2p9JRubd+rLcn3YvL3ETLL6jYrryyQl/x2D4658P+MyTHPPedLMtXzb779tnrtLbZgVWtTM27btq1uRZkeeOSRguk1lfZ7KZgWhSZ4+D0lCj+q/f0Y2vzaeaw3UbHo2QFl0jIAdC3JFctBUh4QnL009m3+Kge7xStwdYelUHZWbdOw2NPUVcBQV2HZUCvugetnOb1R37SttPgFSy8TnCiS0sRAxD+WyyjxUa4tGFjmaXGRMyQp9ivd2r5XfnwuJf+vKEclk04cbyOPtNhIaiPEHzKLuwiEPOmDxhFaaGzvFbLFW/Oh8ATlmCL5zXcxx864CiZ9NwXbQtvh4bsxxyogHJMmV9bwMmiW/4Uow9bIgtC23yITmyKkuQj6hqO5fUe4POJo/aG8S2VIH0orSIymIJGv8v9KxrpZEeMrUhOrhPTfl1gDi5Q84vfnLByCoYyjhuGCekrUsaqq7hs6pQ33pywsvusmXveJbhv6RFFFNVZEAQWPN59ODeGBHBHWPuK+2BbrbR8UoW2LMi3OsnyPIm0Qvv6ICh/7jHZR+ywliMEMaUV4GJY7H0yTtl0avkIhXkRFjSlB02/OJd9izLCFW+VsFI9PhDNpcRmDFayn/0vB94gqkgZP1mlG5aNnAq46QgrZMnPS0Udt6PvIBIl3px11lFesEadbKkZLlpR1enYRCtYdBpLapReMp1VjuONp6iRm04pCTVe7K0/aVmeGM1Ctk2+QOArtm3FB6/+dnE7eiy6mlJefe+UV68hDXLAjAj70ZOAo33JybOJbucMllZaFuFS668aupqy2OnZleUSRLeMEVKUKrYRa/1twbGmP9UexJGBkGGgWnEqKCtotLgX6vSPinOHcp6S8bq8YoQR1DxcX9DAGo7jMjqZOm2aBj+2uQ1rCiIkkJt9kjuqTMMx1ivOykgiimEfGCzyUArXwe5SXJt+PwnzNalLT30sxPpZjp7PlI9/5uQf3QIZ6HPrJrk103/8BLq3aPnZcBMqtf21fcUVxRgLL0WePABDdX6jocEEXJ+9ecEF7AFpWiCpqAqqwS6AwexkmKJos4RVYmCWXwpD5hs4XRPvxIKUdhyghjuQn7hRMTOTwco7nmOPiqxM0+WZq92BglEzcYb5mUG8CO71geuQr/wKbYh42kPrHycUE4jTgqqvMTeizTmFB6sDRs88pp1hlarHvBdl/EmKTOE2RZoE7iwYpnGZz3ZAh5kfdWai7ai8oiDnh+58ahWPcpSyUV9MflqlG2QUT3wORxgDwVOIUBWQkfQaLxP1YGwjZ2uZFfmJaWKZXyY1OAuxAB4BGLj8UbjGVyMNNPGUhscqFl11mJom3kLSv1VekJxvay+kr2aqujM3qEKD1BZ0SbNtC1am4CegKHJ5897Oi90JQXq0BweCZAcPheOzS5OZpf48Fh8Ca9mGSfiTmie5GhRqahrVhCoVzhSziW2yF6TruubTj4hDmoVGjzA8wHp7ANMwH6KOJ0htHl7ZOtMe7mFMdxHFHO5CD6ddgK3YgDGX1PpVFynI71b4iV15PW/zKhHETSMGns5vcQLmEHySLg+Bg13uRJqsAj24Wp5Z7fe2OVyCvmtjJ/kpu3IS65GqTF3ks+r6HIFP+Tdo6YWZbXsiYH5T5ASxpprCgjIIL6pDiim1zl3K2B3mXaj18D6GSdrVVg2lQ6JtGHnznHTXPI/J8EmuMj6SsK0GvjjeKF/dxYSLSKvTIls0XSHm6tAvlz8B8CT8Yr7z2WmRq1ssScIpWJKBdTOmx+/zGXfk2PU9I2v2G3HNPTXu69ILl9aUXDKP/NXEp+70slJNYHKNIR1qLuSKdX4VXvGA6UZHq4dmttJPay4poXBmSfqs/qcdzWNC8KqjFlNRoJqA0UmynBStKI0yfCdtdK2gE6U5TNEcwIn6SRzqS+MqRJB0blknhw7MRxkikqIH8bRslzEzHVOvHQQOqVGIQy1RK99IomsFzude2ky4qQJmeRY6ltHkz9mz7pYzftFxC4pTlq422qTBIxMkKEr83Ai/SZ7W8wf/9n2mu3Y8BXd+0GZbidVjRaTJlQrRGNLB2AHA4nEzU8U5h0iB6S/F8Q9pJ96YsSGVjX4sk+047TQNTmnaKLDJHWIHwrglodFpq+n9EzpoFrHNw1mmexF1uc4EOidUrYTPf6zMp/43OoY+EW3IOZ/1mOusrDveUgh+t0B6KEyccgpPL3eWGrNh8ospCXCmT9+NumwY+3VPsgo/Pog3XFcyE2jZYrowmZcECFAjg86UoPCDfdI7rqzB/oUD2Na81hoJtQ1/Nz6lD2Egdq6qKSiIqUPN+eH4tBhzoG7hFApBFr5EThK/aNVnoXvFDCWxloUW/xj1oAXavLcEKaYcFhLijD8MsuBeXaIIJXwHFZEEoOFGEjpujUWeS5kEX0Ki0g6icfbAe2BS4g2eff54NikaMKbvC6zhxE3eEX9mJ8ohF5R20NW7jLioOre58sh3cDHwcKXGLYTIMReIRKEHLUac9jsbklZe2fpCe+kG4JRvnvKfWCZPBgzfBIR3PR5zKrYEAWQRxhLh4T6JwfS9YKPJQpROFdgl0HM0tcAv/zOJ4mrLs1ZTDusEDNErjypH6SqIQy0gJtzN9NR6ut+srF0ff2hgmyHuTrgzFEuOmC7g7O221leUMq68k3+vOb52yCpFgH0ejuicD4lUxfNg45yNR8Zrg369aoD5xk3AMg1f4KdZFWKHcbKpMUOnEhTsOtvPWDNinRozwpiJt+N7A3ttzNQ0roentsMjXY1L56G3cWR+AQPldMVxoHFkeCKXOywAAAD5aSURBVGzqDMqclCajc7oSZZyq1T/csZrAYp0HSJNPXL/tUSIoB2kBXBegKnkJzlN/orz74PvgHsQDUaQF4wKsUPojvrDu0qjbumutZe7E8mQ1CZEj6H0G8drdu0eLIiLCq+1levUG4LZrRhyh3wdprAs2mkJXr9O2Uem5Z+qLwORzj+348gm6I/qqNp7GZpIJyKnoGJz5XAt8f1L6CrmyxuazQpyjDs3J+yhcCAw8/3z4iC0K+wcUM+AYjkQTJZQNYmzE/S+Wf3jyFVHy1/GPcCrs9eka5Lq7kceHsNiPJX97eY9IQzgyx8NCt7uOykQ8QdqfzSR+AQ5VUtJqFc3SISVxCUP1/pKTwTFnnVUjSE6aWRnDjwYc61wm4C8a/Lm21W4oWH+fQ1IsFMpYwpisNMlC7W5/+yafkoroq9o0kky+XLF8bRRTatajatOHSfssJzMrMqLdZ5P3NSx6kkOKCrK+BJ33gRCn4iobV4rQuzh2vezAftc5O9hATOY3OdIJqzGKBKH4muDd1UGOiD+HwWNxX9yzIr9Vvrgy1kmGFU1lk1encpGvfL7nKpe1XtCuEFwYaVs5hfH5+EjcFuSTJk652q3c+Yhb/Qxj2i54LnOdqhifjzz9tH1ScAJKPcrHZXRpFv3NFhynG+ezztd9xHep1oXaXqq1soeolcxwElIrBmXL+TiiRKTnTYry+crujZPyhRhcLVWvcPnUtjp5eMhCpKvzI8jn+GY+FjUrWA7nFZGGe6SyzS8h+99k79GaP3X6ivZsKTk2VHACyi/fxrp/MZtLIp3hWYH3EafQQ9tzqV0UhkvtPUsdD2duS5goPmtw6eNtKwVucfDcQOFYuhAaMgJHTUqyuthpq63z04tLhB27C/edYoCK45Ip9p3u6j2EdaOTgquvGEbsbHvF6B4WYpxF5b8iyt2boRpn+97lFRVQz3J9tQ19UQyYri+Zeem5mIg9dtghv/3oK2no7LvbbraqBSegOH03XX652QSWfzN1tI4xST9MiDYMnD640BJeiI+EWjwURexO7Ze1WuXNmbTbMCmv5xzt22G0+10JdP1ODEphu0gbvQMqWUNgjKwFcykpaaAKnnwPOKx2/yQ9X30l3pBDzyEo4RZStk5ajrjw8gp8xGGHmQV0nOS+3I4d51JUvHaJAaFKw3rXCeIG7o3dEP+oL3ztoOfyWSgk62u4e/tOK3F1skwW3/jyTX49TzoWFd6XXkwB0yLlnXXSSebQgw8286uvGEuL01eXoaPqfFcWxQVVuYQHIm6jmBTRBxl/6XU4FM6/tZvyB6t9Ix3OjzByFPxeZzh1dhvnre5aN956q/kIY9AVq6rMP+EmrYQSrEiigbcon7iEAmOS2EIk1a3bULWSWpp2j31YeYrZGXWXkWb7dMQbUbuH6iT51FoASmmRqg+SMepN1Hccqk5LsDMLw2X9ANtb4hpZhnRAJCMPv46EBzMClTB5r1LZNXjeIuxHYfY7k6oNq/RboBAsjyjCR2pDKbXb9CICqa20AK1NX1mNoIgweuTlgjKmDseM6rADDrD9GIyu8p/St68Zpzt27thm39PfnTj93IRfQ4tiV+SkkhhCjJHR4koWe0UhrxWweFiPvi7kq1DYtksB9HUodQlC+ItJKOh8iXzywMckhsga34MOyZxwP13dab31anA3hBcC7sly4K3gXtqbF1o+1Ycdf3xNHOHLgNXRhLiXDxrkjVMpL4Dir958l13m1hd8lIU6dKjGN0ZsEYWhonraj9rJfcCnycPnEVYKuCXCVBG2Sjnovffeq26lfNu3zy8Ldbvokku8Rdh+771rsFaC+C5LL21xWLyRYl7se/jhdfF7gmlH/a/2c21Z6Jv6LNKxY/WTzzwTU4qaVwWPoMHVqCH/HzhoUA3+vxR5xZFlxf2CFV0Q+D56AZtCq2hMWMsGhqlQzaX4IuJUOs7I7VhDPCe/Gq6+7FTyydcXExofzshE7PP6g8xlZbDiCqud3IejeiXTbB0/PRQUwAeDMITNH2H1xGAAz/++9DzBax6r/VxbFvqmr36CJ3Euu3MhVc9GMwHflnZJ+MjAEfA95IQ+SHt2xxoL5SD3jwko48+JEyfGtndDv7RyzfCkof4T0FT5SUrmEfQZdRKsY54YJyJc8JEGsT5/JXI2gvVaZ47Ln7Ag+pTqXd6NZgK2x+jUXrhdyfXNhXppzttRdzS9jrur+iat4lUCLaP6hncFfgvDxecrUffelixKRTMZuK+05nQgzNG/Ell4EzFj6pPoq8Vj+spl3Wgm4LFw/ezAk3aGBibfYtKcIHdmwR3O1YzvrBXCA0nX+7+Czl8ORpMVAWiwSDvoj9/N8a4dIkog33b7S8yjXVDcW7WT4oY/eq70aMN/9expNfojksv8UaX0xz8PPNC0ZeG2opxw25T627Ut6ZwA/EUhBh1SwnySytdMYA6EuZKEnSxHmTrKxO06+TmxUPNAndJWsr8CJEvv+4cOtXe+z9Gva4+oQUjZ23brVhtTeDEytNSOqI+FhPNMztpIMf/M5Byv9mgHB9K3y4ajixs7ZcpkFouFUM4JaOeEAxb4vQKTb+Qdd5i+/fubd9FGasNd8Ei4vkF8nHASastrCK+2eRBXbrJaj1qc1E+tKZu4qscwoR1J9Uw6uHIs6RP7uLDFfOuuKttAjQm1n5SnK4HWhps5EjiPCxGxWJ3aEsZIuD5q27YouB+F7qja15E4yNKMWYx5FRQJ2QnoBtcgBvh1KPN+zx1pBdilZyPD2All3DiSPuHZ4GKM576V5i6hQSO/3BfjS2BVj1Kwy39bLAX00cTQbujKLdHIRTAnhqHNP5NK6rk+s3RBTyEiENv9P+B7iBGiSb0m/gsuOPNMs6GE0jEkUYcUnj8GhElHRU0YYdakXfk7M1DuZ6CovtIgKmZBlFXGhVi49EYZXfqLUQuiFj6JZIKTbDCT/RpAcL9BGb0j7H2ZeRVyZBnTFOYurCsGokT/JRYVrj8EUMW+G7koxKVVH+82wuLkEcRTs2jbLMmKpwJ9JYbP1YMHG+EZ/YhYaSUW1j64g6/dOCSG4D5UfSsQ5ZZ1LTh5QX3Dal1g+eWrX3hlHPMqmjBdqe7QpUtNPMVJ8xF7F5HCGptuWo3jxOiMCjwFdIklvXW1gTWdV4Ywu9uxl4FkH/v8895U+/7nPzUQ6S492PpLrblm9acTJnjj4Km1unWnTjWsarWD2pF6saB541TKi7uGD6+B4ReMvcoOBH0r2u6ZsWNTFXHk449b2HsLix8eE64Pgt+w7c/r39+bV/c994wUQ6y1+ebVv2cMke8tRMoX6n+NAzse1BbMK42TN8aPtyk2lZ6lYASuQ+BruWcSdrIrieUqofbNYK746D4Evp/LO6mOWoqT5iNOH4yA9zBVkZ/vpCR4u9tk3iRRg/TugmVIcbSQXeHN+Eu3dXLpUb9vsQa5OwaaXvDk02UDSbvZMqgd4VoOYmepZIefWqFvYJdlm6rhMqv92B11lL9BYyIFKZ6O4pZrHewP/f8XIsFC3oCDH9sOgXk1nZ3wZmxbRUBHAQlHwMlibYfZ3jSYT1NekX+Qv4YMGzWN62DhjNhjRJJyUGfB1EXRTO5AFtMk/J70v+Xu6aOvBW+nCRsk0pjGpPyNI3KlkjBh7N0sXF9+C50tMXEHsh6RwukVSijFYlkoyYZ+z+5sUKiInlc/MnegpuyDyHoXNutKbzIs1OQSH1R9Clco7d0mnI5lmzN41+EumJTc/aLoeNRJootOK6wQGSUuvTgsEcWLorg4UeHL/UxqXOvKeDbc99yD10vRH1rQu6IfWyc9X8UYf1rE/0+QGPMYLci8Ev+AFTi/ZtzNN1inpr52Amoi9eHSXlVVhZO2GTXsWb43QbP9aNjUqUirPseYgh9p9fNRPlsK8yUh+fBCbDJiKQfLwJG6FSvzhcBU+Hz9Kb3oqZSwYI0ouDBhZPkQ7PuuwCacCA5PGjoVYOA1NKk1loLtH/5ffU+fiFvYvVs3b1a+hV6LWwvJPSuUpIN7HgyX9stgXBCYV1vBSDw8h/Zuz0xSlxGy0zPccWDGWEjyNZi5PWkYoT4lpRZkvAfwCK1ZAbTD+khvWjAhtmCiy1GmOxYKP/ItuKtzKJdvZ7Fp0gHf4IEmEvGaybcuderKKq57jrQfWsMh3AM5mQOvVRrvcPecgMGxnXSkJ+Xm33V/KSNJ6XocGDi/MSBj65ugTGp3DU7tLL7FxiUn7vNo9T33ks/QtFl9pZVNzwP+YdrCMk9DUjh+avhwI8BfuUyLqpP63iKBI17ab489ajm8UhEcj6uv2ezAiqePdU3HmMojnkvdawTlLoY7nBc38EPjYimUHnTS8030QPDYf4XeIBzadihEbADHXOWSQvYYuPOaV1/DEe7MwnQIviQ0N0R5lxY13LmYDJVEVGg+jjUDgZaQBURSug0GyBngZXyr+yVp0QPxSei9GB/hcHTgbohQfPXRovNvyjgIhoGYTbXxfenFlyL1W+HtHHnyyeZ/qJFZk5xwPdKmnGu7DmjxX42JUJypkrJYDtFDb1brrEgWAXGIdVH5DIOZdiriqK90nw72vXY5MTGCxMI9kXB7ShGjFCKf5jDLNFZkdicZaFLSYtcP87f/oIcr/gF+38327OhD0DnW4ic3A+cDWxJFeRMwKkDaZ+IAJaV32Y2OQd42S8fXFPK7cH5xOB6w3s1AHHFabmcJAvNwnkl+y+zqCCbfp5p8WkTqgeSj7p9cL8YhU8wzg6mHvEpJ8mNOIUeB/WN1WYvtey1WxYaNKZzg9Ic/8IBZnsVKfjmSkpzK9kYBwnI7GUvaVR/FxUBvFCJuZFJHnQBcHqF93T0u7tt3vLTPKURSehrt/1lSowqvdkkTKiK87OUs1zJ8tImJ66tvTJTYV29w1KrPyWczZ3X/jqPPC6++GluWhn4p2L6fOP7bQVzuwuQm8qMoUvjAv+KKNFLiM413x/lVelx3HgeMyS4oMZFLmoCRir8URKo21kgyJuOoV5Zdn9URLCqDUp5Rr1Y0aqaUYpFKlT9tKpZ4JdPP0khpyL4nb52YrPwyYUPZto0ouzR/LBZPTHpN4/BAY+LZV9txzm2pI4C4jY64TwlHxGrzu2dFfsdt1UUmUXSwPXbcsabcMGgKEg3ZjJ1k5wJqeQXTCQUQgLB0PrOChQ8ln/eznG2bl3GRPyqhfGnL4IvHPliQmj6K0m7cXSkuhQ3Rp7sCRkZbaaGIpcy9b1M4mleA0VIKZyoyT90pw2xs/Y65azooi6j0/oHjz5Nx6WWxOqLSDTxrw/3sknPPtdzaqLT0LKhgGwyjzhGEehQJ8XswOqwraRIG8rP/Z8yJdShcUeWohGdxfeUtn04Q4XZzv2GylYt8MBxxfe/K1mSJVVet/gh8jDYFxA1jCTMCf2jSmum+9dZmN9Ce3MzXPUa4mK3RAt8Y8CbfgHOZ+r4vAbX5dDigljHiAtHIEmv0R3Yn3BNdcB0pf4khTut/MRDliA6CxwB25S6IUtaTPArS/W0hyrcnYggBTDkSjoyg7u39Lhi/JpLFOFkDJQU5YHQklbnHuHjryOza4ClAgCcIvNjdA3LxF2by7QlYkSaASq7wXRBUy/Ov8/8nZsw43JHNZPDoveRHN6IepjtEJnciJvOWnEpWAjvGlsFVJPQd+079wClgq25b4Gl255JY9gJgFjDtVOrtWP+C/X9JuC9hbaJQGWt/UqcOeMDtD3dRi/3cUUEX0H7PwF2+Rqp0lLkoYrysSPu8Sb/GAWw9Pvpp8/DjT+SJjJ6l7+rg7dBeC8C93Yu5Itmy6/vOiMUETObEEE3ad+5c/Q6Xz7gJOJjBcCziiVqdRgbJaQhbB/TtWzsAi6pkgUC+CSjh+btPPVUjLA6l8SVWx6vi40Bo2BQm/62eIY6oJRpFVgWCGBcAUBo6d8AAcz67lrW1C+YnVnlw8rnEydMeMfXtiGOvEMT+i+WJ6wj3yn0fT3tfjcPLLLh8Nk21g9ojAzoO1v8VcAvd5EmSpBbxnpw8ZoTvfGK8JWG+UZfOyC/HM3aj6B6sMfY7+uji24/0Ck3AfnA05TahWqeTEvp+K65uw+lbzbmmUYUPPpODjt4MOitUEBNCHwbxQEwsxr3xRjBovf7vE2v4ntvCaDWViMF9KPuvTIRzmIBxOq6+iggVrj8usu2qqnZw6eo7avIpIXWU7snBsBzZH2elvT3GoWYcRoqvfLHPtRMEy5D2f+pyDYPneaGKJSSZdp0Nu36GGELh9ksy+XL56jTkw4SRy4IsSUL2izBRq1Y5w2VP2Pejn3nG3IySvqjgBPwEa4fvZEgZPBqwxQv6XV52Gh1RDylOS0MjKem4+ruE9tS/ZKIcr5ZxASu5vC4BFpRqdtPXU/T9lxzRhWlT9LHQ5VkB3++j4fKz1Ml8ky1JGen7l3NedQuOpEXBC9HZ38o5gpnQEQ57M/i44v9n1RTnd7E0Gg/imAaPHqVUlmNMo2w/1Vl9D0pAYqL9QpeExEk0VASrlpfF5FMF6PslcygQBSegcEb2EsS7Zr/OvhqEnN/Xg5Gw9eabl609fPcN33NbMN27VF73Ufmpxz5AuK8CeG9ScgyXpPFq83flgNmyKPqCB8eghCfOQxHC9XX56VvvfBQXL5iG/qfvBcC7Qwp3bIn6Kpivr9xlfC4/gFvJWECKIm4eBMtY7P+cHBdBx9bxILgk5ZMUl4Vf4ThBYq+LaaEdQzgjf3BZ3Rx52ADY8uJ6lotk8xcFHxD1zJaJQTU/5/UFxYHif30W5P6yOzDh56PyFBwM3jRClUvjrqsZu8Ui3Bnc5NX36sj/zkflbs0U0PmhIuX9bMXRRlxXy9ENvFGeguf4Rfci/g+SfrXhPljIbEppSlSwyVZbmf70fbEniGDbBv8PlkGLwwL0lbiG4bIr3HQG7R8a4A1IYt7dzh3wLJhPT8Kd/pVjuOvTYoul8KtUVZm+jD95bxblTcB70Ye7evBNgNZ+ax1jCtdeLHtZRFwj7h8RJTMs69GJQv9O4+8JwpQGWHgdl7bBL1qRQgNLnMejQL+SQrAWFXWsPB8FB85zMBL649dBeoiFSAN1umRMYqgUS5RrGY5qT4MtI5tLlV2epuQAxic3LDbpOuGYYNvhuPNGMGnCg1h5Cqvm2qFD88tPuwic6UmstpdFGTuOlGYzJkmxfT8K91uXwbD6DC61m/K/M3YsTzrcV7Sr0NlOhTuqvgrTfphFPTtuXIPfHaVcMpQ6SWwk5k+SCWj7nnoL4CsoI7cTUPB+8iewP548rWkPA11ufF/CRGY0SsvOUDY4eMONVJ+/VfgvZB3ho6izOQNGg34JFGKjCAwXsxs2WdPQXi+aKaCBk5ABI5mUrELktbdeifpK/roksrEosjJHwoRJg0jmOPpkRWDJmD2YUJZDLa5hkDx9pdOUr6+szWdE2YPJlvN/KVBkRZw8mphfWYGuABHLTj4nz2JlnAqcgsULySq3UtJRx/k+nnSDQvtwEJkhTRNcgHY0X7rh5wknn8szjX6hi5vkO7zzBePGvcu6fNcg39SYshYe4TYMFirwf9TO517Hld2FaazfTWX4KHu4b6WJrsYKEjuhPNCWi2xDl2ml+5yjUZ5opVyVrMd84hYc3yD2PU9dTPpPBtWJhOpkVndvnlsC3ztbdp1KIsjGSTiW4tovIotMHjXdbrPNkM8iSPZQocu5J1qqx+K4Jj3ipcqISNahprRD5hWCwbKG2s9DUqez3Njge+5ky3JELwYYORgt9n8mhIBv43R068TnZGHj1HlR80DoDHkaTXrMHWxVONk+q5uVgNiQYawYPEURY0GaMIWQrItKK0Ggpqdw8bXkKWiQW5gg3VRBu4OVIf99tVgiMFKsGlfcd8pJ9C8QodfQQJF4JS794LuMtSviGimWScPgyyszdVgX6INe3Lt8tCeil+4SHbj6cuqZnxPO+Rjr+nxN+NIq9PzUY44xHaqqarwMB9sv6n/Ks8dOO8WKNeR+YBVNQld2OOK6V591wgleRojEBr0OPKgG2l/H4ai83TPaQve6czGOjm33QhVP8b557PmflekHOD7PSim4PohJLzMfucEWp1UC8qFYqW+24YZmNHkKNiL6gFFTGN1f5bLrObQKZNWchGT9/DiqYNffcot1xNmkQHwtRJOAJXwTx6F1jupJMo4IKyNQadn8msOEUZ2/EARi+M5JGQX3sQWASfJe645g2s2PBgp9qRzDSTq741FsFsd6bZTRF4YBJLHSvdzN5OBU3N92yKIEhhTEx4komn0k0ZO0npSuRCdtCjhzEcbM0zDvBtG2UuGK6kP1lsQa3TiBCW5fbH4fCSrlCTjJg1CBk5csOXoV9Lt2QB+pv666uJ/puk5n8yh6xLqTRnEtdezsQPq9QDEP7sLCCpoM4y8qjtp9Pk6NatsFiuSKy5mqYDyFxif4j1oaD0LvlMmTq1feaKMaZOkgYrH+zyElCy25Xj6gMa/ctWv1Q489Rr2S00TQqhesqqrr9BE0694XXpg8wZgYdw4bVoMCHm4j329Qv6twIoo7MW+qr775ZvV6W21V3UQo3ME29jjUFEL3NPrLR2+//371xttvX91U6dG2a4I4nhbhWnkgoqnecrfdqpupPKS36gYbVAPB4Mu+0T+fPGVK9X5HHFE9v/o02B+h/9Vf6229dfVrQpaPIXxtVKN8blHmld6SWB9dfv31tTEKasLYVVic0fr6sJJ/jMjjUI4TafQztTqXi7JWkJYIpCf+3l9DJCLHoXltHGaI5SqpnUPytCiSAsXhyD1fRGb2p9KjbeXY5RDykFJ9UpKPjKMAanqG08gclYf0PkQ3uCd9NZE+mxepd79+Zhi77S86EcWMefXXa5hVqS2mefw1qn0uwoJiKH4hfpZ8k/S+Q5PmZBQZRqGML6qdgExJ+6BB/lAwbfdPoCX+V6LXODq/xwSxVgoZVPwd/Li/+u47Ndr6Lj2OdpPg+MqeMynJTvJ5YclI+98RffU9NphPguEyr5EWxIdRILD19XBX8+rMMVQL3KtMxCjSgvgA2mN56bGQyZzpnoceslHsBBQep5XON+QkpDhacf9KZN0XZ9jm9jTwZ/RCavNK2Li/wpywaAnhwchvmRbNa/Q7d1xrxhSub4GK/sJEiyLhwUTiHHE/lasyUVN5ipVR6LZSNBW3qCGIFWE+VlkB9P6VSMyTZaWBktHCszqcQrHSLcfPNSSDoA0MFwHFJiUxIKKYEErH9zxpHpUUPq6+ceWMawvfO/e8qdbLOUzC3qecYrYVm1qsWc1O99FvH2nguHAlfLfmWHMp52Irm/Pl5XkeB3+RCmfEk48ei/OYlNTQPk6ZuJbXYWG9tFSbwu3nuefFpSdVweu4wyynSZ1Lrx2L6zVg9Kzo8YURV5+4tq10jJm4evneqZ/cxPCFiXruAzYrJj1u6rKuwJ81SqIPAyUuJ5NfYjSpgkgI/7/PJpj/DLmlLkucyXcwMrvNgRbXBE5FHL+ESrwB4E5W2JpL5Enugs++8EINlB5l8JHeTOXc/ns1+YfDke7j1EUa+NGHMl+q0c+V13sSQYR1G6OD1zzlqDGF/E8955xasUEzLu+Ci98dVDYJkXflW7q2Qsj+hUlj2514d4KZMkYKyMH8qOMMTin/Pu88O6l1b9f1QTgjPZDzSWdyW6wVXuLe8Qx3NB1JN9t446ImH9w/M5x7ySdSTCddlUOQ8H9SljpE24549FHzBXfLLNq2TvoN8ED9Kzd903WcDI+luPLQn3LH9jRjNtgWSk9H2sk6qke1YS7NJnLQuTqyHd8sfu2N101X/DyYZnauzi0KBb0VEKWDA254575M95/0AQUXfykQ39WeHSAvZTWUPj5ZjATnGR3vbL6aDEl3Qd3xdLTXd4D2wR/CLbSfb3c8HsuTq5Hb1amb0tGpRN+BNHfZcQdz53XXWwX0QDZF/TuRibQHcrU3ZaUdHHzifEbJ5xSGwWX90BeVQyMI5OqtseT+L7bYaouo8ap0otKj//ZmTgkTKDSr6uYYh7mSNdNEnLpLcWtcrUHOal4yacIEd5CSE0yRgDohQtXvv4AGbQeY1GGYTEWRFyrSdWoo0siRD5shm2xqTsCiJSn1wyTrTcFjcFwtijTx1UdJF6OiEm+EgTRWU47XiPNFfgNY8UT+4l0bIGvl1Vcwf6rWrpV0BaotUSP6h91lLFCGPkosFmIyWJGBL0HPc3Hqxmnni9rpPHH+fpxdCxScgK1bL2KxMYPHHZd9Gk8yLm7U9yIFVJyi4jTaZ+wicVCQti24mxdNhF2k2B0smGjoKBt89ff/9d8CTQtx9lZHw34HjkpWEVbMFnUYzILVYHlvlTEmzE5wYZdHL6/2zuQGRynfadowTX5x+YTT486wIAao/9hzT2+sfXv0MAsLLFn3i3D88G/uubL2T4Mxk4br5y20exEuXzG/Xdyo72LiJwkTlYd7FpeOC5Phd7PZTZv23QYrhJae87y0w7shn/v6++/NV9h5CaV6c2AqbkbFRkqyWZJF1kZe9eEnn1jf2s05irYk/zQfgflqcEU674wptI4EC8DZSpKn8tJxnOWpDik9WR3Y9Gi7lnxWA2X7GsQFwQXMHTndhFgaEcXaLHIfoGkxA06a4tUpE8/UHytXdTCXX3Ch2alI3xXyC29hOlhQddccDCSFhZ6kHlmQ6qs2qVNezzOFFfn6Kml6hfJVW/v6KqrvVT5JBJIq/HvbkjaX6djeSBGaLI5y6McwP+KOQy6hLzDO1Z2hA8Le+jRTEvv8C0QhGihpSeW7E2uHPkKx9nFJw4mTXydkaA8NHWpaJrgTqXOOPftsM0qqdMHLOAO8PULwh9EFlDWCvUoTVtgizgZTlhBX3XijBbzSTicHMGKkLJhj3Oj911hGuAkaLrJ+C07CwdxHvXfPZCg7AIbLOFSnNNhhD9l0P0Sv82fttJStJCLNFqTx4A03mJWxiIgrczAf9dXNtFE/gR6H+qopfTIcrvhaWB4Um14w7fD/6qvjgLOXK7K8viKfDrTjSCwu1De2r3KRVb4nRo82R9PHeXHCiRf7O8gF9YkfotJaDhOecpAE6CtgclIqLSnzHB2biyUGkATMGjySTyYhiyJH/DzSgGT1XAmzmQWC+pS5QNqFjgUdbQgT3jFBXoIx8yGyOHlXlXqgDEQ7BfxS5KWf4McPIB7sCiLceHE7w4sL+ZQ8+QJl6UjfJS3zksA0+vpK5kJJ0wsUp86/vr7SKXAl+j7KNGpZzIlYAeqkVeqDgkyYUjNoyPixto6egmmV9YoAPHH02Lc6q8t86clm7zbEEZb9rwmvD4yUu0Cnk/POLOlehOzjxe0Uo8aJZ9x3qTtfqKC++oaC5f2MU+bI2grF21cxfZ9mLOVV0PNjnp6AnjpXzGMdLYXJk7f7MBnm8EzH/SzpU8yI4jQyssxrXkzLitwy3AHdIvD3BGzA0WIZLlG7D890V8mSLBJ4kuN4lpnPA2lVwfdorqN7FpMQPsqqYNaI/p6AocGhSdEihfaMjymlaeRLLwjQGipGjew1/LCE33vjF3Ej+UWUbqJ23VI/MQyyrJXgS6h2oqhxfb8OcPyHy5WA2k8Mq7Tth27wqqh+HgkEhqiOKtpXGFsCUWFZ+IlKX8bA2r4X59LuMFAyy5rJJ8hx4Z8IrDgJWYBfuGV5RHq/M1DlvDQKmNceC6N2Op4JGPldDGyLIQEUFQJNFubO/SgNDxw0yLyCQ0kxgNLusVpsJnJ8nigr+3CdKfAHKK0LsdyS+mqJJcySfOqTPhMnF/m05MjCwElMtPlv9P3b9P38OQ60JmT7ZdubRRZpbbn+VyI6klz84ccfRx13rnPWYvJy7JvOAIGdDGiVw4WxDjrfRXNerFc5n7wZmdA0mbJEDYxicipHGDq1LcyEY4GrP+O447xIVtfjw/AYHF3mWXQXKJ/dsRLWXXH+oExR/FZfenqu8IoXRZKBSjoW/XZuDIFJCf6+N+hmh2WoGD83h+j/LmKs9MZnSFTbShShI7S951C+digdCNlM0PO+k8Ll+F04uW/fOulJDPHygw+arh57RlnDnNK7t7l/1CjzCxNoRbwoD+jTx+wkh0Ie2gdEvHtBgg9zg8N9pbbtsNTS5sKzz7IyO09yJT22O6BEEdeimX0x/gNsg2pV8wyMknLLMPI34HCcjTvrpRh8PoXmNNlpwMsXRWLyTNqC6XnizaYM0cgvdUv2GaeWI7HnXI6dcNtu3eoGqIcncQtD2JHK15g6ncHkknLBQfvum1lpNMHPZAzcggzRcndpy/dQ4jgA783Pw/VN6vwmqq8+nvS5xdTpgAhufaAOs6amWqmkaXEHMHJ2RZBWggZFpX9UTu5qt8PGdxylzBonTd3jMo9LzxcvLk74He0wh4v9XSNG+FIr7/Nw+SRn5DMUsKMsF3bB/I0Q5oqOnNo0lC+byU+4HBj+yCPp6hwuO6KhX7i3DUM0VB/UVIWWWZHwNaPO8/WRaWZp0ugzOS4LVuMvT/SjwxmpyLZgwZzOqSXLxVJ3Nh+Gy0wmTWaktvXgvpSaB8tGDVmWuPvRiL4ba7kzb2LU96SzW8mUtWhFmk6dhZgtA2VHujqxMGfWFkqPTzeQBeqD7B0wNmFxs1RBbc0NSeJK6pjRkMQgtyzoLNpCHaujWVB3NFg3sbqVX1xeSkNEu+wPi7zn/vvX/C7DX59opQxZ12YhtcHLgOfYD2ac5SjzpgltevLRR5vtt966NlzR/6g9hV4gcm3Lzi0U7j0R49QHxU9ABsDqgPkcstdeVtu/PgpQTJra5W4Er2aCvO7o7tcQxB1rE7BcdoO7Fqc2VWzRxA38ANj2obq3aSIGiXY/CHOkNYHsl7igEAnaXy6jnVxRg1G4OlIJ25xdMQi57ktLGJYgXlsNnEKnCr1/7pVXGh5tgMqsR5+MhaM5krvgFO5+YpQErUx89a3znHZuhz3q8XBqW7Io6qisekr+1x2cnUJtUie9Ih/gcrYmo8jw7H6roFh7OmjLDU1PoL0+QS7FGnACboBb4dNAQs6KBORjGRMRE3A/JuCOMax0XxlGPjbKHHHiSeZ7zMe0ey6EuOZSdgn5PvDRt999Z/ZHTDAGIKyiScoK2r3dTlF0xOwDLo1T0iN79iwtYSbgYkzAsxHnCOiqXNRcnRR3Ma4vJdSkFcxi10maZzh8GiXjcBrB33F4O3KEkpTkOvk4ZGLfy/FoThg9E0bFqbDqtwC9Tk5TouhiLC/GCOkaeV0iqoDJl6i8BQJL31PIaNZaokDYrF438KUqq2pEpxO3sETHaNxPZbz7+Vdf598r2V1nIqzGCUxk5WTfOUaw9SE7vMjAJT7MGkOoxOJURPR5egIu/FfCmGE4SaGiiYdRFWXjphGou6gF4K3v3YwjnvrDV76KmA0NUAg7AevrgtkA9cnLchswa5YTVLs4WxpgxX7yUmk8P9ZCyXeTLl1qHGO6usJcWRGD4C08bHTdd/7BfdNyusXxdvGy/Fa67LQHxWDgNJ5WzrakdgLOq0c1Xc7vBs6gC5ws6Sfqah33cfqXvibOWo7VzLNb+fIv9FzW80OAnNimWzczH2nDJjHrwyW8C6iHJWRx7iGx2c9ClU0w9k2ZeHFtlPgd6S3J3fIC4BwOjlFDi2vbrNvJt+FI0NY84z7xNHnt4xD/u/Z50f/IN5r0SJ+HLZ3mjK/G3ZqdSu6Vi8E1KbpguYCb4G13LGpJ/0NHUEwUX+MruDrgOziC+6BLOCOMkYIccgSuqz5A3mYXLAaWLCZ6AC1/yH772aNcLsvIL0HPD779dutxWIwvleMHdCStdXpkjPiHL+M2bNDQodbvn2D9TwRHZnkUkVcCvuIxVL50HxQDTXaAvuOny0HytIuAz+/FRJR6V1wbuTjFfqutJDBvj56qowfojztQIZQKpGuLiRIxRVigVDM+/sXkFeRiFhuF6vaW4CWEPhAkTgJfUfedAUou6KaaOgm+Ytftt7dehp34J5hc8P8XgBkRfP13cKaln6q+ctYQJU1AqT7tT2KPSR/PJ1AOliTqfyozCvMOAQXdzkrtQ2eLilrsM8G/d2YXLIa+w8SmGZ1UhxgIk3g3KWipTtlH4iNBfvT6MYB9NJL67Yuw2LqxCrK4tdqKnZ+Q8HhreiBW+AnmimSIAgwahZjmiXvuMcLt0QBKqoisIshttz71SdcDevQvYPftZFL9HaldwuIY3lXTFy/L/14R8lCXVMFvtXkwb0UgHwFTPf3iizXH8EKJ0PcPY4EhF9yXwmX2LVrqm72wvpgh1TjqqN+Pqa8ADJNnLNsCvsiFynA/K9lj8vQp9rUmYJqPVj3i/xdl10pw0BnrR0+DJFhHlR0zrivxhf4RO2wUSc/2woEDzS/SJpKdWTB+ismnXe0ixAY/afcQ0JPSY3f4EJ/mg1hlK5kkKO/PIlutdhTXNdgWEZOvti5qp2DYUv8PTz6XkRZe7YzFpK++p/2vGTrUyDFqFOnE1Q//HzOkR+r6nr56/913zY25vrITMO3W/j7HHK0cmRAr3IfyPtTABKsm2VGazvyZ1e3ziRMjS65j1iSMVxPtdKyuvuO8HD5+BmRjnfQYpFqNK5m+wWzqW455UTtdJZfbWzb6Xh6QJqo/IkgGwnJ8E9VX7+fGeuAMEJFCgUc+48oC0aJfM5EzTS86l4JPhY9qGRasXknItwwtyCq5BDaLXMiKS47J15TJtGzgzhSMKDWppWVdHi4fvztwB6xkUhv52qmSyx1bNsZtXJ18zCV36ixpAsYWrJG+XJgjwknc16zrLTFiNNBhodtPzCTyXdzFADkV5WBZV1tWfzA9l6775rgqzJH9UPyVjmMU6cJ/Kvdu4Y3WpsdK257Jd1SMullUWvP0M90ZXbuGv9UXUaTnvv5J0ffqq7jJqSJYJoybjVFlmhee6Yj9FcdANUgxODLHcGluzc41GAXwKTA61D7anafA8Z0ElzTqAv8tDBqhedvjPPlJ6CwcFtFBcE7lPFNcyx+4B/nauxXl2wEt/tOA2YjjrO2+005mBGldfdNN5muOdGvA6TwTfd2Vc0hbyvMbyqP7Yvtll9XPvxYx+ZbAW/AynBTCyuzakSZyFJ4mpgj/1xJ91oqTx8pwkdXXwWuZfv80fbr5jDbNi6PIpCHOeW3f1yaIOJbFtBYbJ/A8+K+dgMHMgi/nhf/f++ADcwoYIeMA2xFa1074wRiAcvLicgsdQwcis9JHZ3xNGH1uv/tuc9jJJ9dcqINxmVy9yEO7kpuAi7KTHnHAAeb044+3k0l+APRx6QWj63+tyRLJyINuMbQzitr6iMkT5BxLsfq0c/uYx58ba602NmYnvQynp8HJWUz6jToM9+QDaesBuD2PGtv/QPH8PrjXeWIPFiuJBp7FOiWsC6q+fxCLi7169cqPo0aCaXMc46klbsDDealPZ4j5ptOKh4rrbU/kSn8st8v70NjvwyF0uo633HGHdfN8N/4L4nYZVzfduRzJpbSPZqqhdYTJkVbYsxn4Eo6fxBHUUTA996yU7+DkEwf3iJNOMo9ocOWUsYXgJfnWaCBH2vyFVPN0JfD1l1cdjomm/mkRlhHSQb601HezWKRnqf+jiEU1juLfxsVsBO+eQsP/fXbAWqApNQY700NPPWU+SsExjIW+oPPs0VR56KOdjPvfzcOGcVXzdE7GbfguC81jzz1XA1DkysFEfBM52rNJTI0yLldDJBfejYotgy+e77lNN9z3ru31XYBsCN+dpEDcin/9o1jegV3JFpjG0jFwirRQEpKsreukF5cGHTCDu8MfYq6UgaZz55gjJoIGRIgsbmnoWbl/aueZe0Yod+6B/Oo2j32pSeadC2rT8FgKJJno30A+hadoopQrK3CcWMPTB7EV6IJB7nzsoEWLFNj5uqy9diQob2xGKV/qnme9DInr5wiGREuEwJ1x79XQtByc2pU7dqxBlW7AwmzQBXjBYBupLPTVuqiJObdx4eJJs8ha18RwQ8NxvL9ZJDfp2tW+thMwdnv1pvLXeyGdy/NgwjRXJ8D6N9Jw8H24A64IR+0C1K7iFoIsW1HK5/1xd7aA7qoqH59mdHZfyixohYYm6foOwGC4rTSnxIX0tV2xz1Me7Y9A33N7oQ24MvC9KojX59NXvh1wRaBZLsBavqV2wUJ9H1d+8toZLvahMOhE8zQTppQBJ7hD3ZumclRdm8HrcFXE1ewKZ1Fqc+JARh33tKAJhFYuqH0C9WDZ5A5ACruKtwn+G0oRHfQEHXt1FoqH0FOUo1MB9W4jF+M50j3xLaDy5YO+26ab1uH4uXDFfkt76XXumOIcConM+raPibzjttuaZ0eONCMAzp3K8dw34GOSsK8UT8f7W0HN/s1z7PaloTIORyf1HtQf30aNTIri6istYHEkx6nrcgp6DB6CRSyIOOrHxde7tdlJ98H8y9pg8vvvCRjRYp9MmGAOpLFfySkBS5tFEPi9MdlRx2+52Wb2ExE18aNRdGYvdqgvmIS6YyzLILj+kkvMLjvskDgtF2F9bAL1CZIm9wB0SC/CtbgWFzGKunI8vgNfEWlFFPLs26d/fysj00K0FuBQd1x/fe1iFcw/+L9OEvqUSj9gXXAvC81vOk4mnAw6ah6aAsp/c6A99MmK5mkmTJpGEvbMKch15MDEyonoqFkcOfswKZ4WbkqGJPOUXqefbr6QcF/KyeT1FZ5se3EU+lpC3wxJgEtnMVlm6vhMPqrbq3jLPQkrjjRYN68BcXEaYpafpC2k9Ci/lJLl/tmeDDIsuy8pKbhXBFPHV8Ainpd0B8z67ljO9Hx5CU1srCD3NKgciZ3MMedRdqssSR5yrSPOgKxRgl0pLb/uwXBJm/9TmMBUa6dQXRxRxxeZhFoIkpIWo9+1kwaFzKQ3Ds++8lT0NxXXAoHeKC5CMJTlGEnnLgviiOTjQKVNPsovu455gmFYUNzMCBLDxKfXWYzgPiJJ7yMrnvAcnbIWXcTlZUUX3lJGv/hdDJCIssudtH0XHe3vp6EWKGkC7tK9u1lQ2hVhlm4ok4I/OcYsBmSCAFCzJN3VlsDo0aJZu4ThUG0EE2U1D0SfLCF26NZtLq6K4rH7teSIJev3LCmOARH3Lk0ZypWe8sk6rzT1bSxx7ARM22BrI1u6GWPT5WQeI46gJmLSD/E6IR+6FcPFTlVVmbabzHOGwnRYEaeNmoRNKNtGyF9uvOwyqyIWlZna4j/ode4Gq7iFdnfiLYVS9bUXX2w2Wn/9qCipn8V5ko17lybD5sGjYpoEQnGyTi+U/F/mp+WC+u5DxbTCvrBUhbj1Pjgb1utqxLHEl47ytfAJeA0tpBztS6PQ8x1ge78EXLkYBNJ277LOOvAfsGaGvoH5MRjfclLYFp7K4ciHhKEii4kR4Le8ARd0GqxuPXMYHoXy873XfW8oytyympBGiCb612K+ROmX8uw/gEnddf/9VjThS7PY58prvFTygnfNYiMTTiKXe2H3i+3vyv6eDEpz7ZggqUYRVGKV21Ah/O77H0zXLuuaIw46qKB4Ja5i7yD6GYrjW4mbJI/9J2ZjbRdbzEbJRAyhAVuMmU9cIevzXTsqq+NokL7EPGknnJnIJbGdBBwz70AT/hEaal3Y87oLrhdi5QfjJ/n/GQCZ9gTwSDLFPKaFGCIRir8KM/b114vXuCmmMFKjK9LSIpjcIOA2jkW4b++JKq+jlOm56JX6LZ8aex9+eA3eTtNm5p77R5hHAeOS+VchGWdUnV6Aobf7wQcbqxZJm93DovrAE0+YhzEKaIdFTqBFo6LPu8+uQxBrJ5+YMVrJESR/w6S8kCNrKSeCcItJGN4Hd85TsSW0SuHKy32iJp9LQDujC5fFd4rJ9z26tOcDczhHE09c4WA5UqTnqlap3xKfnIuX6J+kIYPsF2m5VWwfDQf5djkXTUiyxzyfK9qPWnhlnaL2Y7y9gtLFTfLqC9kJmPYOmLA8FRX8Te184QnAEe1djtLCXcmKdGz7VLgg4byyyqAe05GR6XfIJdPsnPVYrNqktVD6FsuwIW5tpJh/pLD+iUQo4b5isRkPkFJSmsVEtjhHEem9zpVEBA6rvxJJM2xM4Zt4CitgWokqsiK1ry+vrPKor3QEo1HJZW+NTqmQC+pAFsI8W8aDqRPXVguyy8tDUh1le3ayZQqoqUWl2wrOuY6ZUem1z6XX1GKVRMXOPauU3THrcsSlVzb3VJro0kwpxyfDRSVmuNhX5VI+XxTYiV4wSKzrAXHf1Y4oBwiKf7/ddy9UzDrvpXJ4jHB1pN0jrr7SQ2y1LFz0Q4AVSUqt2PmOBd7E4sy49HCT0A6eiRg7ouZX9O1r8Up8MHg6F0/B7ZVvq09aqDThtQpbvM4IDqsmkiub+w7m4SaaMCn/5D6m30rPp0gtVTTpGM4n1bAYUl6ynHYXc2/evoHP84W0QrLiRsWNyTrxK9V5KraCP0lzJaINXf7uWxnYdk2cExGol9p6CkdXnSOUZutF2nCqa1FSPVUeqcxNI+2F2fnkiEYk5fgFuFsNhWup+nVB2Vkw+EEleJVHcB9xfWUT48+xRxxhoUtuvPU2M2XmDLM2k/k8mFCdsIZwNJX0VB4h6ImC7ebCuG+nb3rt4MHme/gAcnjbB/VDOV9VvCaXXnpp9cHMxs0QJ3yEZ9W88z4B5ocZsJgukA1MPzKAftOKFCRWvfXhWL4IQLCwVMLnfq3EEyZONGf362deAMpdnDw1nGgy5/Nf+R0m+QZYgouyCxd+736r8TQIdkR54Dx0N8VWjsr/RwZiZ4CWvtZdKiiL4555IKv0teiY1rfvQw2+Psgxr8SFgNU5dZVgsWnDqv8msBVVVVV55VfbvYY+7IZgq8wJltvF9XyrdRen/SxqG/+rnWRtcOoxx1hMnHAbeZLJe6yyyAPuAGTFn3GflqXJ8UCNyNeEHcT0qfz6yULBAWEpAaGY9warZQxMD8ktd8aLsPpKYXzlUPklapGe6a+kqUnmxoLwdnrTjk8JdQDavls3cz6TU8obvvQUTuVX2eSFWIuAfv9/dWfzIkcRBfCZ2WgQSQI5CcEwxsTFT/SyJw+CBKIXT4sQwfUQYf8F8RD/AfWgEbx4EILxAyGwCAYUI+QQwZugRi8KiUvESxDHbHZ3/P3eTM3W9HT3zgyzWVNs71R3V7169d6rVx9d9V5Kv+dnjOumGxMPBSrWQcivTnF6fAjOLG7ABUqMQJIBBn9T3HutX+m3QpPwCtLQ3s5I0CqF51aqa+PWlzLPYFvmD3rMjzgZ4DfNHAcZV0lb8upnfT8MqUwjnjMIMjx6jD6tiiATzjkeISQV6Yv583u5cV2T+Vnea9DnJKdL7qXHf57dU5Ns/nb730U+47xIgwvr4tBMS3Cv4EraIZ7foYVnXMtzScn+jbBb5iXyxoom+LzDSY0/UYQf8mv9Ur1z/COOYtJfhjATTRwxLVHmBS3BuyJMeB+FdpXvup+yoi4vq+AJw3rY+EyT178VjCkR7CjBf74D2V2/anC0gl5WLsXVYn5Adtd+LAEX62DdFJLi5fNi2qp7ewa0/XmY4qpq0mwJh00ac9iRKZbRvzedQYbs5GUZ4jJSV/DIaTbAu49XHe5lsAbPijKDIOsI9AzfFF2az8vZLi5+OjbpOHx22CkvgGdDf49vczYM8RSuNHQ04Rz+G/xneMZS/kSePq8+o7f3DOAIr8iX4zKAB1wVq85wLgAz4AnLi6HwCr4eLvPN1jR5/mI8h5e/o2eeiy6214/IqjsriLeXlZJZXiloGzMm0unBTvwibBsML8InO/Al9CCAiwJRNb+O5meaPM8g82wjVTgovNJOHHI84l6azgoNeoBVesIwy0gjyvlUV4QjmfgUosDnAXj2Zn4yci5ehOc3TB7mOaIzWafB6srb9Hl9hxMO35k24DlloacbCtDNacYk8PL8THlaNOp9jcfnH2pc0W0TFbtjAsR/jE3Vdv+hCSGUhPBS4z7KhLzJBN37suHrTOoJAw4wTziCrROFIWeqcWl7rN1urHrgNl/Y4Z2n7EPQie9ksGdw0g8hhouBRocxm3GQ+WuiX0rgnOUQdjLvY35TuWUuJR7nF3hPsnfYodhNGsG4wT2xniL/mtFM9IApI/A8AKxZRjc75EHcPWQ855AUJRI9oAmg80F45R5h0+S8yvMX46bVJMU9zJc7lmUvbAC2J26OwN9J4PUy9/7PLSwsvPEsiwRPPPxIY4XzbjfUHAqEBf2fLybIx7Dj8S6HTLV3qZDlXbv39zP5/wvt9D3Dhx2pC4KkXn4dq9TPMcFXsHIcjKscDiPIXzJU+cfdMNKUhvoMZiJOY2PEobKCUMw3y3tXkN3o/iMenK4w/Ar+IlT7UQ5vsgru6fQ10uRlipM++Vyp9SzhBvSeWi6o7zxlvMVB530s6DnPzsuqi9uA5lESF9nSdV0nKDYo4LWpz9scCFZ5lPFe119aifvOs53UDQ3T0AHraawaaKZDhVNXbv5O+Bq7Ms8lzTvyK0w/4b2GpYQXsF5QxvscRlncxbHmqVOvdpeWXm48jX2Q33GS+AF71H7TBx7IprAVS09uz+9AX2eaO55x/yDfZrR/oj88tY+9nMOsNKQSw1gEgdmfY9XYE+EKWX2gpla2V0h9Ut7GogIN7zgroQps9LQludTSP7AZ+hxOKVdRCE/RE5xcXGwcYA4hc29HcKrRoRGdY7/rZQ7h+sF5kVVYfVAoWFXBxQht45zH2O8N52FThKO4CX+JFUsV4vY8GC1AJebw9ezHnzR++vWX8GGouf8H2u1K3NMii7ZxvmLV0p5US+J6D5bmVbwaLb33RFkS5hfs41SZen+CjusE/LdxTQLPvGQIxdZcXl7uavX3OICO0m3rzHIIoEJdgtUmD9MbZbbKC0xJ1okfpcr5O4gDxYbnnCI1Ot85rxJfn3lvZW0A4pjyEq0IVopLAkWOimTpMeksZ5whlUMvhSBwIF/SwAmUv4G35ffjs6artEirocbtiWr9IQYieINFPvzMsz39AvWRf1CpsbZ+C8GXHyOvt33Q7bKKONeCj3v77GkG3vpdqAPnOy1dh8AjsFu8kscMI+syV2DlyqijFsMWvIrEPI6y+6+Ny91/UXguBH2LM9A9mk6XCSv0EhK42FX6LF2pmHWErsNlEODdANYneU904vFM/+WMT3HxtMAuwxGQDsZ0IegmH3wNKV36HQuhLsMsG0CLTbO7sE/9FmWv9ekqvnuhqcOmXQ0KucJ715RrA11GHZvsLGmxgtksLGCMVTH4seHpe/ni5ogp6EHW5k17eSL+0ZjRKmOVPmmiYoPz3sve04YrFhtWhbjK8D8Zh14yGRBkdgAAAABJRU5ErkJggg==)
Des fiches de synthèse simplifiées pour les différents chapitres du programme d'HG-EMC (UPE2A/ULIS et autres élèves) ici
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