PERSONNAGE QUI SAUTE – VERSION SIMPLE

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Créer le sol et le personnage

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?nolink&303x331}} **Mouvement du personnage** Si j'appuie sur [Espace], le personnage doit monter puis descendre. On place le personnage en haut puis on récupère ses coordonnées (x et y). 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/14SFCR2oMrDf/ZKNRpXu+AyavOzIwjiGHZEcZKvFU7bdo1ly07Veva5ThEdG1odX8gq0n64Mz3QV0ZOQd1cytXoWPfqZKALX7J46fzP5lVTxaQfk+A49tmxDvrnDBx+RuDHFUlDhz7cq0/vD77ZBKdJ3/zS4bMuznbwHrIPPzSOh4pTOaBvZD/8YBylEn8D9/rps5vaHMlw/2dPOZPqahcQBKmAHVGcq3e18OHn9G+u6hgVaK18kdrwv4sFFi64YTdjv0tNGjc2roBis+LVa9dOnTpdabEawiEf/u+9d0nd67evNqrXpGmjDiDaxo4d42TfeBhjOSJUjlHf2BO/8XQCAgLgGBgY4GpHXIBUavwzyc2fHZx0cw8RpBYidrrxhTfaWcy3UatpmJ/FWlUZLHjzzbfbtW1D9qCZOGkC2RwRlMTSJctIgYcfHtK7dy9+zrx5n9ioTpz58IOPCgoLafWPPpzVq3cvagcs7Nu3/48/tvAN0ktQuEmTxmPGjlmZtPLq1Wvv/t9MerukFUlgEG5BCquUSv5dqEvmZi2WdLgFCFOnvgW3MC8pcINvlu9bj3Z9O7RM6NCqC2RW93CP7P33DXCPDRusFQB9I/3uOyYoyNMHnsRTm7tPj3h2j3ASQWobDu5R5UKgd/903if79+2HrvpTkyyAxARTrwz997Ily0CdkGeBLpymrVUnV0GjjB47Zr9Jx0AV+Fy/dg0uXbt6DfQEJCCf3GtV0soPP5wFOoZOnZ75fzPfgl6/3DL/diBTiAMW7wI5II/APskE6WDNnyq2AMkkxs1LCtyAOxKHaSZ9ZPK8SqUSBJ+5V85F+sEHbKtW1vbmlDz9tH3jUwiCIEjtw46BKtvcvn177549Tz71FKTX/PILybR4WkUeHvIQuNqrV0/ojK9evQq99aefzjVe4LgmjRqRBHkWKGP+UILqJHP0mNGQ2ahxWXW4+tZbWyABffmYsaOJEXIvY0neLcgRpMBbpuAK/3agIWgBchTcBQ6FhYUk07Y/VW0Bng8WSpq5QapAZg9Tdbj01lvTqBtNmzQG/VcDw0NS0DE2qDXxGwRBEMQxnBbFAX1DjKScPh0eHt5vwIC1v/xy6/bt7Kws/mm9evWqdh8muklj4qpSqbx29Vpj05DKrI8+LjSN7DC8factPpGgeqMmjZmK5WmtK9eugU2wDznjJ45ftvRLkg/pJo0b8wsn9up56nQKHPl3BOMWLdMj0UD8Khbfrjd/CntbQGBHUNKiG+SUPjJpDTJ6hW/+I4h4Ll+5otVoKy+HIEg14MhO47+uWfPEk0/yE7t37QoLD8+5cweMtG7TBj7EWl0T/NPbt27t27uX2Ondp09dBxRP+aZX0E83atwI0tPenj5kyEM9e/W8du3al8u+4srjFpafqGL1CiV56bZt26z6cSUcyWnjRo3mfjIHEgf2H/hy6ZfGNK8wlFQGBcHxnXffofchMRhzyzTduBGvQLlv1Edhraq0AC9tXtKiG+SUPDI/22IaQRBrgL5pTMKxNspotb6+vlW9ERpBI2jEDAcHqrJu3aK1sm7fBnHzxMiRv65dS40Y0zyb9045DkpCcvfu3VlZWSB6xN+UsCpp1TszZ4DUYEzK45ppcKdnzx50ROZa+XCPxScSVjcbTiLHHj0ST59OgSOcQuEtW7fNnTu7QpnyBFgoLCqCq9OmzYBbk5gKMW7RMv8Iwmj1qlWjRo2q1J8qtQDPVfOS4LDADXKVn3nv8Rnm6pWrFkcAEQRxAPgdzbJsFX/doxE0gkYs4shAVVx8fMqZMyRhHJkypYmIAeHSt18/SDw+cuSZlBSLp2VyxxTUcayfBDEBx5fH/5czBksat23bmuQQrl+7Hk0iKCKqWxvQaWRSKo1MA1I9evXcv/8AvcWcubP5Fb/88ushDw2GBBwhPadcCjAmBQP6oEf5AJb5ccbMGdOnzSCWBWYFx6q0AHkWKAC3MC8JV6kbStMuCsQNvm/kRgTQcz0qDskhCOIw8Nu56n/OohE0gkYs4shAVXzr1mdTjYtc9enbF2rBkeSv//VXSO/ZtSuCDk5xnOB03dq1PXv3BnEDhbnyARG7eGbMqLIASbnPTz/zjPnE1NlzPrZoXFC9UaNGtCQ/fe36dSXvneTp70ynFgSF4UgyE3v2gA//pnCvr7/8GjKt3YX4adGsecmqtAB10rwkKUMKwFODw3Bffia/2E8//dSmbWvvG6V6+ZNcV7vgXnz1dqiNqzdWPGyeGf3cH9XmjpdT9XA9GkEjaMQiPrYvO0Cffv1AvqSdPQvpx554gjFJH3p6JiXlwL59pGR2VpbT7+4UoCNPOX3mv+P/W0U7IERAEIC1Z555ximOVRMzpt+bQmTjqUEAQbPwdQ+CIAiCuC33JE52Vrb4ar169zGvApkkh1ylBfindevWg49jNwWmTHnNgVr2Vn9gwAPwqcqN+KacYodSxRawYZNizXiAvwJKOvfWCIIgCFJN3JM4bVrHu9APBHEuuGEQgiBILcf5A1UIgiAiASWalnauZ88e9epGuNoXBEG8DZQ4CFI5ie2Dpo5tSNLD30iD44bPYsnp/KT05JOWN5pwE4jzxO2a4XZW9oEDfwkyLeoYEjyGwo8/NryGnLMEcdi1PiAI4nTcSOIcO3qsc0JnV3uBIN4GFWc1jEjFACoHR8kRBKkOnCxxQKbExsYGKYPsrfj7xk1vT33z7MXzzvUHQZyIgeVkUonFU36Yh8R1po6JTOyggjKPv3mOhHyGv5FGE0x5HAjS1upavDUxaPGO/BxakkabIFGTgRxzBJGSdes3kLgOJEgOuSSIAMXGtqICSFCS5ISFhebkGN/5h0RERERa2jmS7tunt8VaFu2THCgJZcjYmeBGVcSDVoNFI2jEm4w4WeIcPXJkwssvfzJvXt9+fcXXAn0z6903okIwkIN4AKAkzDOJtgANsW5eK2M6Kd1iXYFISj5RQHQJlSOQTuYJEWIQqsCHKCRSvdJatKRAV7kQMkoFCgMSt03v5RF9Q+TInr37iMIghUkmURtE4lgrCfoG0kS48NPkqkj7ILao/IIckhBUcRjPWg0WjaARbzLiZIkTFRWlkt59+9X/3N978Mdz5ogJ5xB9s3wcuydNAgoJJQ7i5tzfTiXIARXCmEIpcFywKgMEx5TRUYdPFZrXJVdBoBAjh04VQEmSzxDF00E1dUwkKQwKBo5gBzLhElOukKC6xVpgjdZyB2j4hABaAYRFampqvbq94Qhpkh8fb1QwIDj45UkMhkZlbJQ0bkhSrp/4aaKl7LJPIXVpHKiKeNZqsGgEjXiTESdLnEjQOKHM2lHse+u39etzyHY4p6iwaNPGjV98+j7om5aRTGY+94dphUAEcVtAQHRrp2SsKwnjMBPD8EM15leJQCGnU0YbE6B7ppaXAfsW5ZE5glpE4rgP5vEPUBskvpKTk0vkCGOaa0wL3La56pKgpMiXsMTbJ5CIDk075VUvD1oNFo2gEW8yUi3TjZUK5vPR7N6zuW++8mKBzmfF8hUajSbt7NkMID398MFDUEar193IyAhWqfb+n6ql6a/WVvWZT/fiWiaIW0NiKowpdkK0jgAyjGUjlMKfVUMzBa9l0UCObQS1LI6guRVELpAli6h0ECghGyrEsTEj8fapk6QK+ImvWSGIR+NkidM5ofORS1KGYSHdJ47Z8Tbz6oq8xB6JdcMjpgxRdmzAPNyG+2YoKSvZ8k9IyjVdvWAoDFWYBiEMV3jtZubNBpENnOsVgjiLQ6cKiMSBBJU4ZPiJTIjhDyEJpgzzC9MydGAr+eQ5Mu1mvpV5POZG7K3lDoSFhaalnaOjVIxpygudFmNbT4gv6XAte40jCOLOVO9L40oF88N45etD/J6Yf3tcn4DgQCn/6pBOgUM6VSj/9lB2xrRpi5cudeCdLASpAchIE8MbYyJpJikdNAeZ2EuDK2TEir7TZG6BHO83TaYhxZJPFBhzzKb7mLthXst2FKfm36gSzMUh7y6RsSoyP4YxhVigGClJh64sIr6kA7VISIlMLgaJY/7qFoIgnojzJU58m9bnM0+25AXa2zTyPbso2kaVQjUzf6skI88YvT9y6VC/Pn1Wrl7dKraV031DEMcAAUFfWaJCgby8bV6AYk1SCPLnr8yEj7Ucfpp/R/NaFp204Ub1Qcd6xFwSnPILCAqb27R21UYta/bNEwiCeDrOlzgqlapQY1+Vnw5JjmY1nvPJJ5DeuGHD+rXrJo17Zs6Cr/HtKgRBEARBHKN6JE7pvdPzmczji8vuEhfFLhzFNggRVsnMY559/vnOCQmMcTZPwrDhw6dNeHr29P/OWfITxnIQBEEQBHEA50uc2Li4cylb+8QZ3xa5mcc8/530nffeHT1mDJxu2rjxtW8WjW5/bWjHCu+bZORJRsTem68AKqfbAyPXr103Y9q09Rs3MAiCIAiCIHbiZIlTVFi0/IcfPn60TMEcuyLp1nsQ0TfAo8OGtYqNHTtqFMPc5aucuAacadG/BJrz9vTpIHFSU87s2b3HroWSEQRBEARBGKdLnGVLl3ZteLdPXNlp5l0mrk0cv0BsbOyyr76a8MLTfInTJ56bt3Pn+IkTyWlaWhoU69a9242zB3f9+SdKHKS6+ert0MoLIeVEP/eHq11AEASpHGdKHGMI57vv173C0pxWDbjNvAWLC010TkgIjmj0z5WrnZqW5UOC25JClE1mZubwhx955713u3Tt2kCbvGP79lmzP3aikwiCIG6FO+xWiEbQiFcacabEmTtnzoDWLP918chg5vCmQyBrlErjImnvTJ9++NChI//8M+Kxx46lfN6p6b1AzsJR7IvjRs1Z8FVkVFS37t2ioqJ2nT2b0K37kUuHcG9OpLr55fW75plPfV6npv3wEHR/JZhnynscrXlPvAA32a0QjaARrzTiuMQB5bF08eLhI0Y8MuxRkrNj+/ZpAyvMIwa5ExeevyopiQxCxcXdG7RS+lew1iCEGd/z7oQXnm59X/exzz0HkgisTdi8uU67tOlvvzXiscfHT5zAL4+LICMI4gW4yW6FaASNeKURxyVObGws6JvFixbB54GBAxO6dCnML2hVX7g1z1sPsa/9/MOjw4dHRkYSoVNYWPjb+vVfvNSdYZKnr8r97Pd8WvjJEYO7dO2atGIFpJd99VWkic4JCZs2bvx07ty3pk0DXXX0yJE/d+4c8dhjo8aMZhAEQTwcd9itEI2gEa804rjECVIGPTLsUfjs2b1n159/zp41izGFbQRAzsIn8vr36vPYyMeHDTcuG7p08WKVShX/1EquOCP0zOJ2Z9d0aNncVy5PvXy9XaceIIPovGOCUqkElfPK8uXLv/uhYaPort26TX/nHRy6QhAEQRDEBk6Yi9O3X1/4HDt6bMILT/1zhaGTiCmt2nff+WO3r7ZkgriB0/4PPPDosGGQkARGzXh/7tXM3B9XrGgWWU8aoJxYUdxQoqKi5nzyyfS3396waRNuX4UgtZzbWdkHDvzF4GYLCILYxJnTjeMiLegbWcJn0ibDGzLMrMSynGNHj9IJyMA333wzduzY/fv3Dx06NDg42KJlEsgZ8dhjaWlpGL9BXMi69Rt69uxBdm1EbEN27aan9soRomMs1oL82NhWYBzKwHdhoySCILWZKkmcVye9UlBQQNKQSL0kZRiWX0DSeCToG34OaJQJL79cmF/YrXu3sc891yo2NjIysocJ2/datXJlRkZGVEYGgxIHcRHQZ8MxNTW1Xt3ervbF3dmzd19OTi6VHWS7b2epEKIy27SOB3HjFIMIgnglVZI402bMANlB0lFRUY8OHXozL5e/BZW0yQhBlT27dj3+xBPjJ07ctHHjht9+O5uamp+fDzmRUVH9+vcHuWPxRsbldAoKdmzfvn7turenvgk5K3/+CcM5SA2TlnYOOlcyREKAbjssLBT6cqa837WWScdWGONU/Vake6Y5pO+HivxTfgFai96XJPg35dd1OfD44Bs9Ba/AQ9CI5BHEPCnJIWEzQUMJTgW4W1MgCOIqqiRxGkQ24L+5/fwLL8zb8vnno3mBHF2heS2lidFjxpCNHdLS0kD3HPn770ULF0ZHR6tUKsiMathwwqRJVPFAeVBFv61fv3vvPpyLg7gEEjAgeoJ21YypL4euFHL4YyXmmZAgcoR057Q6FS5EGPXt03vP3n38gAfJJIM+tCSpRe1bq+sqSLhLMJzHj+jQh7LxpETZwFXS8uYNJaguMO4mTYEgiAtx5lycMWPHDl+/fvPxq3RzBi77byaqP79MbFzckkWL+O9MxZogaZA7RYWFGRkZUAYkDr/iqpUrRzz2OOobxFWkpqZC38mY+lqqNsgpHOGUTg2xmEn7WkHHT+0A8fHGNHTPNA5BTuEYERFB5rWQ/p7UgiOtbrGu20IeirYPP5M+qQB+Q1msTnHDpvCg1WDRCBrxJiPOlDigP5YsWzbmiSGt6nPk7XH2yq/S+EkSXxUt0zkh4caNG8eOHuVvukkBrQNSZtHChWRRHJoP0mfXzp3Lk5Kc6C2C2AUZeDLvNaFLpuns7DKJYzGz0h6XP1hj7ywTQV3XToi2JlMY+5/Lgepu1RSMp60Gi0bQiDcZcfI2nK1iW8386LPnP/po2sA8YyxHn6/fO9qnzyqqcpRKZdLq1e9MmzbggQdGjx1L36sCMjMzly1ZcjY1FfQNXwDt2b07acWKxUuXOddVBBEP6Vn5Qy38sSoKX9kIMunokmDeCR/BqIpdasCtRmTo9CO+vKAtUHXLtnGrpmA8bTVYNIJGvMmIkyUO8MiwR1vFxo4ZNerYlbypD3FKJkW/8xGfxK8kdcpGo2JjY6e/887SxYuX//BD69atSabxhayU1MlTXp01ezY1VVhY+OXSpX8f/nvJsmU4RIW4kNTUVDL2ROCPVZH5IoLZJ4JM/ugSwaJ82bN3H52MYq2f5k8G4r8sLaZuTRIWFsqfnEQiWLQFqLcMr33EY7u6uzUF41GrwaIRNOJNRpwvcRhTLGfT5s1zZ88eNG/b2B7cM/dfV+55Wnbf/9EXyDsnJCxPSiIzb2ityKgoOjgF4mZVUtJv69c/9/wL6zdOqw4nEUQ8OTm5ZP4HQTALhPTf/BeIBJnQDUOXzx+oys7OFoR8yKxhi6YEkJJkJIiUFF+3xqDTgWkOVRt8b21IEDq6J3gi29XdsCkQBHEV1SJxANA3O/63Xalglu6UJf3Fdm1W2GrH1H6dv4jt/yoVOnSWMQFkzbGjR0H3HPn777OpZ1+ZPHnDpt8xeIO4Axa7UpKwuBKgeSZfIVkzKzgVTFLmX7Xhj/vAnw0tQOSTmicqrW5+FUGQWovdEmfZsmX5+fnt2rUbMmSItTIzp05qULRt+1tcgxCmUM1OWS09mwnZkqSF6YVz3u7S/E1pve5dunYlhTOA9PQzZ85Agfvvvz82Lm7ipFda8QYFEARBEARB7MU+iTNnzpx///3322+/ffPNN0+dOjV9+nRBgZuZN5cuWdJRvm3okLL3xpUKJiqEiwphPnjMmAOK5/wt+P9fhTl/fblLGtw4ceIrrzDGoStcxw/xPCwGDDCKgCAI4g7YJ3H27t27du3a4ODgb775JiEhYejQoW3atKFXf9+46e2pb04bahjanaOZ5zOZtJuS714sWw8QFA/dx+rcTW7pzkNdunYdP3ECLb9n956kFStUKtW0GTP46woiCIIgCIKIx+6BKrpT5nvvvTdixIjz58+T03Np51Ys+XDdK/qWvD0Yvt4t2XhMsvYVFpQN4xMsu+//mIAopiSDzdjJZf4vM48Z3tmwc+3nIGhGjRl9M/PmyqSkHeu/nfWEUQ9Nf/3Gkm9X4VwcBEEQBEEcwPHpxg8//PCpU6e2bNlCJuXs3rWrS8O7RN8UqpnN/0o2HZfENuC2vVUWv/EZ+IckMIqkpU2GG1KX/PnhwuXj2AYh3MhF78/64EPI//gJw5S3yldG3pWyaeNGkD5VeDoEEcVTn9dxtQuehLzHUVe7gCAIUjn2SZwOHTrk5+eTQA5XnDFt3ICuA8f07NlTZeLwTQlkk5Kgb6LqlM2/MRLchuobgix+UsPQhUQSmWRQhS3KNx+XHLkkndu/wuYPCIIgCIIgIrFP4owZM+bjjz/+9NNP2asbDEffgJxvxmj790qY8tZ7jw4b9sXCheczc0G1KBXMmkksyJT31kuMq/8pGCY/BarQ18WBL5cuTS+q8/XuvP/24wR3+emgZOn+kGXfzMO5OEjNcPbZS+aZcT82r3lPPILB+3Tmmdt6y2veEwRBEBvYJ3HatGlz8uTJ06dPx+WsL8tp5PvNmOIn3nj2/febyiTSPWmSlpFlkmVoR25PqnTzv8wzptnHIIkyMzIaJho31zQtfnPkyD/HXp30yrjvti0YZZqsYwJU0dGsJp/Mm9m3X19nPSSCIIjb4g67FaIRNOKVRuyei/PZZ589//zzY7sbXi5fOBRUztlF0clniw5f0G88puoby9EZx33juU3HJc+Uv2D1yacL4wdKRo8du2zJktlz50LOF0sWPz/22UHzksf24IrUzI9/yZ4f9+LOaW/b6xWCIIgn4ia7FaIRNOKVRuyWOG3atFm+fHmfPn32Hy2d8Vgd0DckPzHOPzGOadmQe/476cdPsEp/prCU2ZMqiWtwbxzqg8fYcd8v+HPnztlzP6GDUMuTfvx946aMjIxolWr37P44OIUgSO3BTXYrRCNoxCuNOPJGFaicf//9d9asWR2nftOpmW/TevL2jcvuoQxSNgyVv/OrtFAtjQphuzTnfvtH0ieeI2vhKBXMdy+CyklZmZQ0a/bH1OAjwx51wA0EQRAvwB12K0QjaMQrjTj40nh0dPTXX389b96806dPnzx5Mj8/P/VM6v69e2MayMf04EwjU2VvSPWN5z7dIn20I8ksm4n82ZZfXp1UgIv7IZ6FxU0lEWuQvb7pqb0txt9HHUEQxAEcXxfn2NFjSxcvPnPmzP3333/o0CGV9O6bQ32fuf/exGHGtEDOnlRJelGdVSeDGeYqnZTzxhDup4NbHx16aOXq1bgdFeIRgL6JjW1F9pXcs3cfnGLvawNoopycXNpEZPdvbDEEQWoSxyXOhJdfntgr75tp3D9XtrwUw/AXNWZM4uanQ5KlO2UDBz246XNjtGbmjHc2H/9laMcylQNyp7A0b8a0aT+uXIlLGCNuzu2sbMa0dTY57dunN3TYkEm2E6fRHdKFk/ADrUuFUa0C9E3Pnj3oKbQMtFLKmVRoCn770MaBq2FhoVCLKd+nnZShwshiIwvSfMtwyg8jobpCkFqI4xKnML+ARGXonlNl+SZxk/SXpPV9iRv/mEGDNLNmfzxzBsPwVM5/+3Gtzp7s16fPsq++wm04EXeGShnaU/LjE9A3g+iBDpVfgGZCL1vbJA48NVPeaBTaMqBCiIghioQ2Don6QF2iV6AMFTG0kcXEz6hsgpYnJTHqhiC1E8clTnyb1j8dPEXHnkDZ/HPVOCy14ZisW/f7l/3wirlqMVc5feKYj5ncJR/+t+ugF2mxqKioyKgoFD2IW0F6XxpLIJ00SUPXy5hiPNCnkngPzYyIiODPR0EYntYRaKBY059DgmakxMcbVQuJn9m2zxeUJNJGvgsEQWobjkucSZMnv/3qf6jEuZnHfLJZ2rrr4N37bU0iJirn2PpfylY9NqmcVvXzfv/3M1rm8AEmI09y9k4djO4gbgX0naT7JOEH/kAMwqdSYWdRpkAtms7OzuafMqbYD02bCyCLkDgQTQsUFYIgXo/jEqdvv77Rzdt+vfsU2YGhZSQz6wl23sH0Sl+SmjZ9+jvTC0Yu3vbDf9gGIcYcOJpt48Cdz8x9/Olnln3zNS5zjLgcMt4kCD9AN1zbRqBEQtqHzlUi0PnaNCGYtMRHoG8Ys8k0YlQO3J3UooNf9j6Is/Cg1WDRCBrxJiOOSxxg+jvvTHjhqUfu44hS6dSUaXX81JdLl42fOMFGrSBl0BdLFv++cdNrSz4c3yuvT5zlYqCZujRn086eRYmDuBwyekJmy9JM2g3v2buPTLthTN2qyBiDdxMWFspXFSRsQ2QNY2ksiTHFachoIGOpGWkjE63JV1GpqanmDghUqQvxrNVg0Qga8SYjVZI4nRM6Dxz65Gur1ywcVRaPAUCUiKn7yLBHW8XGznh9/Lmb1yLrMJEhws04gcJS47ycqniIIM6CvBNEx1/owAfJJ124O3SobgKdf01zSONAo4H64ednZ98L9pB8MgLIn+LNb2Q6PkhUFEmYO0BUqeA9LJfgWavBohE04k1GqiRxGNPcmi+XRj346cIBrVmlgvvzQsjK9yeJrNsqttWPa35fmZR0PCNjc0q6eYFug+P79e9fRQ8RxFlY6yYF+XR8RJCubdCpSwKsTf41ny7DbzrzZjS3I2ht92l5D1oNFo2gEW8yUlWJA4yfOGHY8OFHjxzJyMjY9PlwuxYsDlIG2R7VQhAEQRAEcQAnSBwAZA3uM4UgiMO4T8QFQRCvwTkSB0EQBEEQxK1AiYMgCIIgiBeCEgdBmLgfm7vaBU9iW2+5q11AEASpHJQ4CIIgCIJ4IShxEISJ2/qJeebZh96ueU88ghmn2phnzm6XUvOeIAiC2AAlDoIgCIIgXghKHARBEARBvBCUOAiCIK7EHXYrRCNoxCuNoMRBEMRdIHuPk33IXe1LDeEmuxWiETTilUZQ4iCIWMw3lSRdsvnKvNbyaxV79u7LycklaZGqxS594x2N7Ca7FaIRNOKVRlDiIIgoQN/Q3hc6b7IDtqudcl+IvqFNBM2VnZ1tbQNOSu1sUnfYrRCNoBGvNIISB0Eq53ZWNmPaOpucQlcNfTaJIjDl0R0igEhmz549+NVp+Kf2dOF8fcOYdhEnbcWYWiMsLJQEePi7iwtaiTYvyeGfkqamjU/KW6wuSAtsppxJTUs7x6+FIIg3gRIHQSqHdMP8yA1JkJ6bdJbZ2UYZBEfov/l1SY8OqgjK1JLYDzypIIc0IOQTmUgEEJxSFUJbSRAho5EzIhzBDpEpkEkb30Z1i1CboG9ISQzLIYhXghIHQURBumQaKuCHHxhTgIdcgl5TEMJhTFEfUgauQg/Nr1g7AZHBmDVIfLxRdpAIGS1JI2dUf1hrPYvVLcKf60PuXukIGoIgnghKHAQRC3SNpHe0OBrFlI9nkUgDPwcREBFxT6ZkZ5dJHDqExFhpN9vapdLq5vCHzwSaFUEQLwAlDoJUDpm0IQgkQN/M76rDwkKhvxSMUtXOXpOEZ/g5gslMfGgbCsaJBDKFTvfmz6fhY7u6ReDbIbX4Q2YIgngNKHEQpHJIn02nkhD4+oYxDZRAN0mGSwTs2buPzMVhao3oAanHn90iEH90AhPDaxDaSnw1STBXSOYKRlCdmCXjUKmpwrlBjJlsRRDE+0CJgyCigL4Q+mwanBC8CkT7VHMFQyqSQZba06HS6dXk1Hy1G3KJDvbxW8l8BBBalWgmmpOdnU0Mksa3WJ3E1UjC3EMiW2vmZTcPWg0WjaARbzKCEgdBxGKxF6SZ/LgCHQGxUdHroVOXzLE48UXQSoI2tDgj2HYjm1dxyffiWavBohE04k1GUOIgiBMgK92Zhx8QxLNWg0UjaMSbjKDEQRAngG8di6cWxrQ8aDVYNIJGvMkIShwEQRAEQbwQlDgIgiAIgnghKHEQhDn70NuudsGTmN0uxdUuIAiCVA5KHARBEARBvBCUOAjC+H1zn3mm5qV/a94Tj+CDwVvMM9/bNqTmPUEQBLEBShwEQRAEQbwQlDgIgiAIgnghKHEQBEEQBPFCUOIgiFtANtA238sJQRAEcQyUOAhSOUR/8HOcrkW8Ut+sW79BsF+pxd2prEGa3d7VkOEugpZ0zE6N4Q67FaIRNOKVRlDiIIhY+H0k2aHaiYrEbTtgh0k5kwrH1NTUenXLdrfwvmesOm6yWyEaQSNeaQQlDoI4Qs+ePQ4c+ItKHKJ4mPJeXBD1IUEFi5kWq1vLBNGQlnbOvKR7Aq6SVqI5/CiOxRYTpEldKEnybTSyoDXg1qShLAbGbLc28bDGmtpNditEI2jEK42gxEEQRyD9NPSykIDeMSwstG+f3tAv0v4YoJnQWdKO1jyTVt+zdx+/OzfPhCokwc90T6BlmPJWgocV6AxrLSaAKCQbDcJYHzGEAkQDibk1HduCTHLHmmxqd9itEI2gEa80ghIHQZwA2Wkc+kjoGknvTjMjIiJoPMBaZnx8PLlEYwnWMomocv+NzVNTU0FJMCYJwld4FIstZhuLDWJR38BNGZ7Agtau9NbEDhypQU9pagRBrIESB0GqhMju2Tb80RzSs1rM5I/72DVvt+bJyclleKM/fBxuMUGD2Cgp0DQO3NqDmhpBEGugxEEQRyBzaZ3V81kcBzHPhNuRTDqe4pS7Ox2iJKh7IHT4Y1UON5rgeW3olezsbIt3EX9rT2lqBEFsgBIHQRwhLe0cGQ0h7Nm7j0zvYEy9o72BClqdTgExzxRcdWdSU1P5jWNxrErQYiSTBKugukWzFlvJIuR25FugCdu3JiKMrk7kKU2NIIgNUOIgiFj4wy78Wa7QF8IlctWBfpFfvWfPHtYyydwRi28DuRs5Obn8KSzmE24stlhYWCgZGyKTeJhy/UFm+1psJRtYK2nx1iSTzI4iw1Ke0tQIgtgAJQ6CVA4dtrCG4Cq/PE1bzLRY3Vqmp/S1Yjw3z7E4sddGK1n7UmwM8FkrYJ7pKU2NIIgNUOIgCFLt7Nm7j0xArp3zdj1oNVg0gka8yQhKHARBqp3a/Oq1Z60Gi0bQiDcZQYmDIAhSjXjWarBoBI14kxGUOAiCINWLB60Gi0bQiDcZQYmDIIzmpX9d7YIn8d62Ia52AUEQpHJQ4iAIgiAI4oWgxEEQBEEQxAtBiYMgCIIgiBeCEgdBEARBEC8EJQ6CIAiCIF4IShwEYe7cyblz546rvUA8jHAjYa72AkEQq6DEQRCmQYP6jRtFu9oLxMPQ6oy42gsEQaxyT+LMmTPHhX4giF1Mnz7didZ02FchCIJ4HfckzowZM1zoB4LYhXMlDoK4EHfYrRCNoBGvNIIDVQiCIC7DTXYrRCNoxCuNoMRBEARxGW6yWyEaQSNeaQQlDoIgiCtxh90K0Qga8UojKHEQBEEQBPFCUOIgCIIgCOKFoMRBECblsn7LQY1OzxoMwksGltNo2RF9FV3j/apix9Oxqx0QBEHcAZQ4SG3nzGX9H8mlag1bqmENrNlljtMbmJXbijmO6dbaVu9eiR1Pp7wdWJa5vw2qHARBPACUOEitJsWkS4pKDEUlrFbHsZzVkklbi2VSSUKc5dltYGdzcmmxCDuezvcbslhDcGJ7lasdQRAEqQSUOEitZstBjVrDitQlP+0o3rBP7esjAWgmJOHEwDEaLasudWt9o/ApjQi6Ex5YIJfpI4IKZTIZ/0EAqVQKmdmFQQbO906JKiM3uEAtExjR69RLV2cmtu9ag44jCII4AkocpFaj0xvHlcToEpZldDqOY1mtzKRrKmJgOb2eMxgYt9U3zUIux9XPDAsLCw+PCAwMDAgI8PX1BU3DLwOKhyylVVJSolarDYbc45fr7D0l55dh9aU6dX7N+u7xeNBqsGgEjXiTEZQ4SK0GRImBFatL9Ab4kKLuKmSsEFf3Uoemxc2adYiMjAR9A78yfExIzLQax4FWMwK/WUpLS5s00daL4NbsKuEVYA0GTc2679l41mqwaASNeJMRlDgI4uVEKAs7NlfHxsY3btwY9I0gciMARI/chEKhUCqVBoNhZJTszNUbKZfUNeawl+FZq8GiETTiTUZQ4iCIR7Lhs1g4zk9KTz5ZZLtkTN2CqKgoEr+xrW8ESE1Aon9CHZQ4VcGDVoNFI2jEm4ygxEEQLycm2hAWFmaubyZNmvTqq6/GxMSQ0wsXLsycOZOkZ82aRfOBhLZK5pebNeYwgiCIU0CJgyBeTt2woODgYLn83qxhvpqhQM5zzz03ePDgbdu2QXrNmjX0UqC/HbEfBEEQNwElDoIIIWNABAPLPf7mOZKTfKJg/srMxPZBU8c2hNPhb6SZl6RXKVAMjuvmtZJJJfzMqWMiEzuo+DmCuqSiDd8o5qb4V1UqlZ+fH39mcUxMDCiYJ598UmAH9A05rlixAmQQP5CDIAjicaDEQRAhVCKAngBdAspjflI6iA+QESBxpoyOYkyTYCyW5BshcgQy72+nIvqGlieihKgion4g59CpAtuOQRmmouqyZgr8pLUy8/yioyUcx5m/P0UBQWPjvikXi207hiAI4oagxEEQIeaRkuSTRVPL00SskEm+FmMq5nRrp2RMQSBBDpiiFiCHShyL8Rta6/CpQvNMgSl+gdxCP6lUChLHhoe2AzZXb+Jb4giCeB4ocRCkAuvmtWLKx6T4CgZyEjuo6IiVjZLmgCiBuiQIxM9hKqoZfhDIBgIFY9EUn93/aEYOEvUu1bZt2wYPHkwiOnzRs3lfrhjHEARB3AqUOAhSgQWrMsiYFH92C2CchVOeQ5SKtZLmQHnQJfxAC5EjVDMxJqlU6UAVGZ/i26HOCEzxB6qy7xrW/ZkzcmAEzaHTjeGYmJg4efJkxvQWFZyuWLGCpGnhtTuys/L0th1DEARxQ1DiIEgFkk8WJVsJhwjCJNZK0kx+eVAngmKgQvhCRFDXGhZDNRZN8fl5e06AQvZwz1BySqYbC8pYzPzjQC7Ute0SgiCIe4ISB0FqBd9vzPr7dOHQ3mFdWosaDjtypmjzvhxc8Q9BEM8FJQ5SqzFOwrU5D9ebAL2Scim9KhZYVs+xBvg4yyWEcY/dCtEIGvFKIyhxkFqNRscZaovCqSqgb/TaYq2mQKfFd8idhpvsVohG0IhXGkGJg9Rq2jf3ST6Nb0RXDtE3pYW31EW3BnSPdrU73oOb7FaIRtCIVxpBiYPUap4aGKjTc3uP3dHr1KxBx3CsoIBUKpfJ/WXyAKlMLpFYfe8aFACr1+h1JXDkzIx4ARxr0GoKQN/07xr52rhernbHq3CH3QrRCBrxSiMocZDazpiHgnSlBTuT03WaQlAqgqsymZ/cX+UXGC6XKCUyyxKHRDg0xdmaklyQOIxEwlhfR9hDAYmj0xYP6B6N+gZBEE8BJQ6CMC+MiISPjQLLN94+dNayaqEjOMX56X271ntt3KDq8RFBEASxD5Q4CFI5zw+rJ5Xl7f8333w8C0dwEARB3BOUOAgiimeHhhh0avPxLBzBQRAEcU9Q4iCIWCodz0IQBEHcB5Q4CIIgCIJ4IShxEARBqhcPWg0WjaARbzKCEgdBEKQa8azVYNEIGvEmIyhxEARBqhHPWg0WjaARbzKCEgdBmJTL+i0HNTo9azDbX9LAchotO6Kvomu8X1XsIK7Crm+wmvCg1WDRCBrxJiMocZDazpnL+j+SS9UatlTDGsy3XuA4vYFZua2Y45hurW31kZXYQVxF+TfIssz9bVymchAEqXlQ4iC1mhSTLikqMRSVsFodx1rfdTxpa7FMKkmIs/wnBdjZnFxaLMIO4iq+35DFGoIT26tc7QiCIDUEShykVrPloEatYUXqkp92FG/Yp/b1kUh4W1AZN6RiGAPHaLSsutTb9I3CpzQi6E54YIFcpo8IKpTJZJKK229JpVLIzC4MMnC+d0pUGbnBBWqZq7y1jV6nXro6M7F9V1c7giBIDYESB6nV6PTGcSUxuoRlGZ2O41hWK2PMd9k0sJxezxkMjDfpm2Yhl+PqZ4aFhYWHRwQGBgYEBPj6+oKm4ZcBxUNeeSgpKVGr1QZD7vHLdfaekrvKZxuw+lKdOt/VXiAIUnOgxEFqNSBKDKxYXaI3wIcU9SIhY4W4upc6NC1u1qxDZGQk6BsQNz4mJGbyjuNA3hkBoVNaWtqkibZeBLdmV4lL3LYB6FODQeNqLxAEqTlQ4iCIZ1A3xOfrmS3o6Q+bbm/en0fSTaP8rmQ4s/OOUBZ2bK6OjY1v3Lgx6BtB5EYAiB65CYVCoVQqDQbDyCjZmas3Ui6pnegSgiCIvaDEQRAPYMEbTZtEVngb6IVH68Hnk+XpTz4YAZcW/3Jz99FKRmE2fBYLx/lJ6ckni2yXjKlbEBUVReI3tvWNAKkJSPRPqGNN4oh3o1KIqeFvpFXRDoIgXglKHAQR4m4dZ7+EYKJv9h7N//1A7pUMTd0Qnw/HN6oX5vv28w1JmbbNAyqVOOKJiTaEhYWZ65tJkya9+uqrMTEx5PTJJ5/kX12zZg1NJ7RVMr/cdJY/Flk3rxXjTl+TO2DIu8Lq1FxRJqTZwkxGX8LZGlPlGI6VBEVJ5Qo4kYYaY4Q+oc1rxlUEqQFQ4iCIW9M0yu+VpxpAYtQ750pKy/qrrDz9vn/yRw6MoMXimimceNO6YUHBwcFy+b1ZwxcuXJg5c6Z5Sb6s4RPob0fsxzEWrMqoehzIo2GLbhoKbjKleYa8y4bCDE5bxIGi4QymI8txLGNKWKvOmeSPRHKakUiNw42MhCQg0yespcQ/VKqoIwtt6ROGogfxVFDiIEgFSAiH4cVy1s1rJZOWzbE1sNzjb55LbB80dWxDcpUOu8CRZBIgh3/KlMcbpo6JTOyg4mdSa/xilM9fbwrHT5anU30DrPq4pUBD1AvzDfSXFJda+JudPhEfczf4V1UqlZ+fH39mcUxMDKgZQdiG4QVyZs2aRaM7FhHvhqCkedtCMVJxqvWKyScK5q/MtOGP+2DXEvVc6V199lnQNFxBhqEkC3QMxxo4Vs+wkNCbZE2ZuCFpUUYlUolR3JQnGAl780RZWmo6+gT4hMXIwlr4hMbIVFFOfBw0gkaq1QhKHASpAFUtVJGAviHKhmgdyDl0qsABgyBl7m+ngo7ZAWuHUyqEK16ff5k/9ZjQsJ7fuWulgkywz5QrM6oAiD4QuMEXBJl5ftHREugkzd+f4kNDOCTGw4/opFwsdswNcklQ0vyhzCt2a6ekFW347G6I3GiQLbqlyzzO3r1kKEjnDDrOoDcejZrGqG84o74xMJzeYTfMpDEIGx+jyjFKHBmjLWHVuUzGUYlUxvgEyiNa+jbp6xMm/AkU/zi2QSNoxFlGUOIgiC1Ix3n4VCE5Qs8KObZFCdFGIGisWYMumXbefGvm00rqhlj+F5qVp4fCbZorPprQmGbWC/U1lzh8/227wS+QW+gnlUo5m/M4+JD4DQgdGsi5erPCG172uiEoSSFNRGbhCCoSSUQzPSWKU8lGgzq17vYJQ+ZxfcF1Tq9lDVqjuGFNEseobPTVtn4BB3cx/o/utibxMcodqUyiU2tu5GkzjoEI8m2UKAuL8W14bzVFN9l8EY2gEQJKHASxBZU1jJV+2gFrTEU1Y1EMEQIDbK0UnHJJDXb6JQSTyToRoVb/OQsUjEU3+Oz+RzNyUCXvUoGg+eKLL5YsWQLpbdu2MeVCh7B5X65jbhD5IigpwJr/VFxOHdsQCniExGGsbDRouHtVf/OEPvNvzqBj9RpWD+LGJHFA1ogcfnIunB7kTpniMcodmUTmU3plr+TaAfW/y32jE6XhLf1MWscdNl9EI2iEgBIHQYQYWI4GA6DXhO6WnsIl0nGSWSDWRlKsQepC70srJp8osBETErPaze6j+fBp01yRnqU1vyqIbdhwgy8Isu8a1v2Zw5/OTKcbwzExMXHy5MkgaLKzs+lcHP4o1dod2Vl5FQZNxLthsaQAixXJ10TLeO6bVrr0w4YbyfriLA6UjU7DGsqCN1UZh3IyRrkDH015aMen9KpR62jO/u4THquIHSJRhLraRQQxghIHQYQIJnNYnNthsQdN5mUmnyyip/zC0D2bRxeSrffHKReL27QI/Gh89Ltf3rDhs4119iy6atENPj9vzwlQyB7uWdZXkenGgjIWX6f640Au1K2KG7Rk2ZCT6bUpQRNV6r8noru6x3DzuL7ollHZ6EpZg4ZMuHHf1bTLQjta06wdH7ZIayi+pb2+Xx4R69fyEZ9wW9PPEaQGQImDIG4NKBvo6UHlPP1gmEXpUH18vzHr79OFQ3uHdWltdSiNz5EzRZv35VR9UWPBi1FVtOYR8MRNqUGrNo1JaVwzIOUYHMsZQ006RmIcwGJvn9ZmpfrWbe1Tv4Nvw/slvs5c0QBBxIMSB6nVmFYQcdc/kct5d9m1jyY0HjkwAj41PP4CeiXlUnpN3pGpnjEm1jg512B87cjN0Gen6a/u0d81LtkH4sYUudF6kripAGeM6+j1nCmoo7l9Spt1RnNxh1/8ML+G3VztG1IbQYmD1Go0Os7g7grHqDPeXHhF4Vvti+l5K6Bv9NpiraZApy2uvHRNwZXma87+Zsg5Z9CpWW2JcU6xZ0VubFAe1AGhwxVlsv98rzm5SiKTG5cWrOWwBvi6Fe3H+jVOdLUrtQKUOEitpn1zn+TTHrD79MUbHuCke0L0TWnhLXXRrQHdo13tThm6q3t0V3YbtMUGTTGrV7N6nRvNJnYaxjfPTS+3G1iD1rjQDmNrmaXaAbSJvujoMo4z+Dfp5WpnvB+UOEit5qmBgTo9t/fYHT38JW3Qmf8NLZXKZXJ/mTxAKpNLrP8NCv0o/BWu1xn/Fue84w9xbwH6V62mAPRN/66Rr41zTadivnqH7vIu0Dd69V3jD4xpBRrvhTNFdCy87lebydq/METPKlv04Wd60KrBnmIEJQ5S2xnzUJCutGBncrpOU8iywr+kZTI/ub/KLzBcLlFKZJYlDokTaIqzNSW50GMZd/mxuSgwUpOAxNFpiwd0j3ahvjFfg5U1aAzaEoNx4MyVA6U/HbgFR7nMTX9clQqf5vUUMZEBrnbE+ai17K0t87u82ofmeNaqwZ5iBCUOgjAvjIiEj40CyzfePnTWcjdAx0GK89P7dq332rhB1eMj4qlYXIO1bMsFV78NXi/YNyRIHuhna4VJF6JUyFSqYIYRrtntBWh0bH5JhT+oPGvVYE8xghIHQSrn+WH1pLK8/f/mm49nucM4COLmOGUh1+og0M8nQiVXKdy0I5DKFXJ/JaP3QonDcoxGLxS4HrRqsKcYcdOfbARxN54dGmLQqc3Hs1w+DoIgYuj81hE4Xtz4zt3zO13tS22BtPmxT7u42pHaC0ocBBFLpeNZCIK4CS6XF52mHnKtAwiDEgdBEARxLbtO555Nr7BkUVzDwP5tPXujq0u//x8GzFwOShwEQRC3gAQeKBc3vgPHFsM+ZkzBAP5IE78kxxr+mX9/nZYPkJIUEj8Q2LRNv/eOSqRlU493vdfRYk7/D47T8oIc8GT3BwmQiGg9sN3IuSTz1Npp2Wd2mNvhA2omu0B3p6DsxfJwla8NfdP0kTlhsf1tPGZO2i5awFosx2JzCTIhR8y9rvw+3TynvOLH/IpIzYMSB0EQxPVAp8iU65VKdQntMqEkSAfom/mXSHXIDIntJ94m6BIwRZVNmyc+Sfn1bZrDR6BsaAGaA/qGX8uiZYHN4V0iNhzJBpUD+gbS1pwk0oE8Uaeph8As5IS27EMfkxS78rvYgSooQOzA8dLv/+fAvciAFD/HYkXQPbY9QaoDlDgIgiCuh/Sduef3iiksMjZjl8168cZwBZUpdeON8uh2yk6SQyM0fEC7CCI0JFOMZQF+cumAtqFb/82BI6RtPxHcjrYA5BABRzNJHEXMIxOgffihGqZcGBHtUum9zHMsOnlFvEOI80CJgyBMymX9loManZ41mO3SaGA5jZYd0VfRNd6vKnYQV2HXN+hyxPSFpOs1HyKpik3gduquem0eEMRsUn59m0Rc+ONTFNA3jKkv58d1TJlzK7VsTrhKPrZ3fdtlqBwRhGfIKRlpggJXfrdtpgLWhKD4ewly6EgZjk+5HJQ4SG3nzGX9H8mlag1bqmEN5lsvcJzewKzcVsxxTLfWtvrISuwgrqL8G2RZ5v427qtyBMEAgmm+qnE+Bz/z0u//R7rSsNhK9I1Fm9YAacKxH/Mn1pxe9w6dUsPfpJ2UuZ2yU5BDobEfpnwujsCyeUBIJKbwjHEYiD4RiZrww0hEWMBd6IPbkBrUDljmj/eJvxcZihLc3bwiDlS5BJQ4SK0mxaRLikoMRSWsVsex1hebTdpaLJNKEuIsr0MFdjYnlxaLsIO4iu83ZLGG4MT2Klc7YhX+DBvzzIolLbyqQzP5VewKJJgrj13v7TAvJojHmIdnaOzHhmWHAa0gCNJYjFHRmTG24bcPCEpBw4q5l8UbmVdEXAJKHKRWs+WgRq1hReqSn3YUb9in9vWRSHhbUBk3pGIYA8dotKy61Nv0jcKnNCLoTnhggVymjwgqlMlkkorbb0mlUsjMLgwycL53SlQZucEFajfdDUCvUy9dnZnYvqurHUEQR3CHXS09zghKHKRWo9Mbx5XE6BKWZXQ6jmNZrYwx32XTwHJ6PWcwMN6kb5qFXI6rnxkWFhYeHhEYGBgQEAC/TUDT8MuA4iH75JWUlKjVaoMh9/jlOntPyV3lsw1YfalOne9qL8ox7gFi9WelxuZwRKjkwUEKma8d+1zum9vXRxFcfS7xkcrkEpkvI9wb1wmYB2xqEr2Bg98YBnt+WbjJrpYeZ6RM4sCvrdMpZxy+E4LUMClnUm0XEPTE1gBRYmDF6hK9wfi7yZT0IiFjhbi6lzo0LW7WrENkZCToG/gl4mNCYibvOA7knRH4XVNaWtqkibZeBLdmV4lL3LYB6FODQeNqL8ow7kjPuX7GVv26Yb5B4VK5m05RMs5xgX9q7vKlOQf4HVKiMRSU6Es0dmg3N9nV0uOMlEmc+LjYqtwJQZBqoluboIhQ+eb9eZB+9akGfRIq/AH9yfL0wylFTr9phLKwY3N1bGx848aNQd/Y1osgeuQmFAqFUqk0GAwjo2Rnrt5IuaR2umNeg0+DzqVXdrvaCyZQVsKorzP4RdUURN9k5RvXOYy+7yG76rrDrpYeZwQHqhDErZn0dGSgv/TJByPgaH717ecbXs3UTPlM1KIbGz4z/iUzPyk9+WQlqiimbkFUVBSJ34iMhxGkJiDRP6GONYkj3o1KIaaGv5FWRTs1T2CnFziD9k7qDrXWoDVwnFlY0EcmUcil/r5SuUwilQojZxToMrV6tkTDwtGbBkm9FQPLFZToQd/UbzeoxxNTXe2O94MSB/E2DAbD1WvXSks1FvoNcbhVx0mUDdU3/511MSuvLL49tFfIC4/WaxLp9+pTDb745aYTbxoTbQgLCzPXN5MmTXr11VdjYmLI6ZNPPsm/umbNGppOaKtknOqSOevmtWLc5mtygKAuLxeo9Zn/bCsoNZQPgN7Dz0cSHOATqpTL/GXWNCYJCeQU6nKL9Bo9KzUbQ0TcDZA4JRp99H0Pob6pGVDiIF4F0Td+/v5BQUGu9qVaePrBCKpmNu/Pgw8Isj4JwT9vz6bSp+rUDQsKDg6Wy+/NGr5w4cLMmTPNS/JlDR+LMSfnsmBVRtXjQK4lv+nEY3cm2Fhzsnf43riiby3WpUMembkan3avX5U8iGtOego3dMzBn6phErV3Qf4JDE2UdWrluFBBiYN4D1TfyH0c/8EmIRyGF8tZN6+VrHykAP7VPf7mucT2QVPHNiRX6bALHEkmAXL4p0x5vGHqmMjEDip+JrXGL2YNMheHH7P5YdPtFx6t9/nUZqPfOW/7ifiYu8G/qlKp/Pz8+DOLY2JiQM0IwjYML5Aza9YsGt2pohuCkuZtC8VIxanWKyafKJi/MtOGPy4n7Tq34whre83Jrem9ZI2kje58aT6eRYc8/Dq8cYUZqC414JqTiFdh+ifwyy4dyzIJcQ7+SkeJg3gPMplMo9GS+E2pRuPv58h7IlS1UEUC+oYoG6J1IOfQqQIHDIKUub+dCjrmqlgDQUOmHlPgFCSOtagJ2GfKlRlVAEQfCNzgC4LMPL/oaAn0qObvT/GhIRwS4+FHdFIuFjvmBrkkKGn+UOYVu7VT0oo2fHYTzpr0jZg1Jzdd7fFwI87v4heC8Swy5BHY8c3LzEBccxLxYpK23GUNAV3b2LG0AQUljgdz8dKlOXM+CVapPv98/rIvv/rnn+PTp799+dLlNWt/fXLkEwMHPmBe5cVxL9H09999Q9NQHY4Txr8Mx9dfn5pfYOx0wVqL5s1tOECsETuQ7tSpI5S3cXdrRqgn5rcW7wyBZcv+jD1+/GTz5k3r1bW6ZbFISMd5+FQhOULPCjm2RQnRRiBorFmDLpl23nxrtuM3e4/mOzDhhu+/bTf4BXIL/aRSqfjJTCR+A0KHBnKu3qzwpq+9bghKUkgTkVk4gopEEtFMN4/i7DzKiV9zcuetXoqwPpbXnNQyGq3BHdacrHSVSIoHLRfpPohvXhtUa8s75qEYl/Q69Te/ZnZt084Br1DieDDQ5YO+IQoA9A2kIQckjrXyO3bsJHqIMUkHOCVCBBJQHQQKSYNB0ByQAP3El0HmQBWoSGoRf+zyH2qBHuKfCm5tlzMCDAbD+fMXc3JymzVr4lg4h0BlDWOln3bAGlNRzVgUQ4Q2zRWMKSLy7pc3HL4pY6ZgLLrBZ/c/mpGDKnmXCgTNF198sWTJEkhv27aNKRc6hM37ch1zg8gXQUkB1vyn4nLq2IZQwH0kjvnqHV625qSYVSIpHrRcpJtgV/PaoPpa3mEPxbhUlUU7UeJ4NqBXXhz3EommEO0CqsVaBIV/qUVMC5K4eOkSibtAgpwSrQMl+frDmkGQOKA/SF1iXHz8BmqBaqGBpWbNm9FLIMXsdcYiIHHu3s23N5wD3QYNBkCvCd0tPYVLpOMks0CsjaRYg9SF3pdWTD5RYCMmlHJJXekbQ/0SbC01K4ht2HCDLwiy7xrW/ZkzcuC9RqPTjeGYmJg4efJkEDTZ2dl0Lg5/lGrtDuHcZ/FuWCwpwGJF8jXRMu7zppXFNVi9ac1J8atEUjxluUh3wIHmtUF1tHwVPazUpaos2okSx+MhgRwiBURiFCUXLpJhKRovoVfFB2NIyf/9bztTLkrsgjjAtwZKiz/4ZZcz1iDhnPz8/Jblqq5SBJM5LM7tsNiDJvMyk08W0VN+YeiezaMLyVXoj195qgFjepncWgGLrlp0g8/P23MCFLKHe4aSUzLdWFDG4utUfxzIhbpVcYOWLBtyMr02JWiiSv13H5yykKvbYtcqkRRcLlIkjjWvDZze8lX3sFp/GFDieDYXL12iA1WQFiMIXn/dGIAgIR8yBYfGUcgp2BnIiI3E0LEqkRqLzK2h42V84O4gvEDcgAN0go5dzlgjODi4WbOmVTTihtQN8fl6plG3FZeyTnxjnPL9xqy/TxcO7R3WpbWoN/CPnCnavC+n6r+YBC9GVdGaO+CwvuFPrHauS87C4VUiKWKWi6wBnLUipRNXtmSc0bw2cErLO9dDp/8woMTxbObM+YQxxTxAE9B4jO3pxvxLNI5CBpvglM6P4cd1bACiikgcOq3H9nRjc2VTwZop0EKFGpm8LN4ZizRqFN24UUNrV40zah1dIdDlEH1zO0f78myrE7CqCPyWSbmUXk3GrVEdY0wsq+dYA3ycbrlmIC+OuaHWMV8lkr+EkvlSAq5dLrIGIG9QTh3bsCqhWYq1RTgFCNbkBBYtWpScnAwJMqzMmCbMrVixglwVfC9VaXkHlgmld7eYWXWX+KDE8WBI0AX0BDmCGoAcG4EcEr+BYkQ3dOrUUTBUxJiUyv/+t53EdaZPf7tSH+gsmaqPKIEzdF4ReSh7nREgk8ni42PrBNsaQdPoOLN1ZT2G/1t2DY5p1zC2Xwmgb/TaYq2mQKctrry0W+JuyoZivkok6Jvnnntu8ODB0KcKlhIguHC5yJqBLHblFFPmzSvA4pqcRN/w2xmKgb4hOeZLPFSl5cUsEwo5ERER9NUEcneLmU5xiQ9KHA+GL1D4U4kdiKAYq5ePB9kOtFiETsSxMdnZGvz3pMzfmXLAmTKXgoPj41v5yCp5JbJ9c5/k0566kfFpnLggAqJvSgtvqYtuDege7Wp3bGFxzUMCf8TKfIVD8xzHVpistJZ5RfNVIgHQN+QI3Sp/KQGCY8tFWnsupjzExc+0sVynoK5jK1JaW5KAX2aKlZAbLcP3U7AcF8Vi8/KxuCYn6BtoWxtVmIpLPFj0kDyj+TKnDiwTCjlEygAtWrSwkel0UOIgjkMW42GqIESqj3Zt48UUe2pgoE7P7T12R69TswYdwwlXh5VK5TK5v0weIJXJJRKrf1hAP8rqNXpdCRw5MyOIC+FYg1ZTAPqmf9fI18b1crU7VrG4OqI55KV6/oiVeY7FpRErXWHSdi3+Cpb8WSaCVSKh47R9F/HLRYp8Lsa0QhLD63ptL9cpWIqTEbcipciFJfkz5aGioK1oGWJWzOCjoHnpYBMdfjKHfAU0jkIiJaAnoIr56uQEQcuTldnJsgtTRkcxFdW2bQ8rxWJgzzxT4JLDoMRBHMd8nMu1GEw79BQWFSnt2aBqzENButKCncnpOk0hKBXBVZnMT+6v8gsMl0uUEiv7IZI4gaY4W1OSCxLHtCgbbojoLoDE0WmLB3SPdmd9w4hedcl8hUPzHMdWmLRdyxqCVSJtR2X4VLpcpMjnIgn+tHTxy3WKX5FS5MKSIleRoNYY3hCkxe9F0LyDTYi5BVUMIGtAGEGtySZoJv+bErQ8yDKyKAZINOIkEWpiPLQB0WcCKWMx09wlh0GJg3gPMpmsZUyLa9dv5OTkhoSGiN94+YURkfCxUWD5xtuHzlq2RsdBivPT+3at99q4QXb7jSDl2F7zkGC+wqEgBzpgu1aYJNi7LiXB4iqRpE8l4QQ6sZRMv7BruUgxz0WCLvyVHu1drlPkwpiVLixJwk7mQ4fm0JJgB9JE5VgcBhKzCKcAc+0oGAaC7yIxMZGfY97yxDcyREVDOFXxEG4aEREhkDIWM6255BgocRCvwtfXN6ZF8zt3cm7dvm1+NSIi3DGzzw+rJ5Xl7f8333w8y1PGQRA3R8yah0xl804YXg8kfoVJgr3rUhLMV4mcNWvWzJkzyXiKYEaIXctFinwucJu/OCdjZblOi1pN/IqUYhaWXLAqg6gf/jwecyp41UFF7m4ttGbevALM1+RkTA1LG/m5554jWsf8HSuCecuTRqBPYfvtdzHLhBI5y//qwauy6hUzSYzKokuOYUHiFACFhVqtjjGty6nX457viFvj4+ND1h3x9ZWrlEqVShUeHgYfQbGUM6lVucuzQ0MMOrX5eJanjIMg7o/5mofwodECa0sdWpzJ4dgKk7ZrWeuG7VolUvxykeKfy7ykeY61pTgdWxjTIvxb2MDa3UU2rwCLrc1Yamf+QBXF2kKdFP4IoMM/ANbG1yxmVuqSXVSQOKBtMm/ekslkdeoEw3+QI5f7eNOinGdSz7aOj3O1F4iTASGu0xk1h7pUfTsrG36GIxvUV9m/2nKlVDqehSBVwXPXPLR3lUiKs5aL9G4cbl4b2G55GvQSKfWc4mF1/DDckzh5eXk3b92OjGwAfwfzS4jfbdgj8LLHQRijEJeTVRkCAhRhoaEFhYXpGZkNDGxISB1Xu4YglrG45qT77KvlAC5ZJbL2UMPNKzIixaeaPLS9aGelW6OUSRy9Xg/6pnGjRv7+ft4tArz76RBAGRQEP8nXrl9XqZSyytbFQRCX4NFrTiJIzWB70U6LG9wKKJM4eXfvQsfg5+fr9QrA+x7w13Xrn3j8MVd7wZw4eXLLlm1TXpscEBDgal8Y+EmGn+e8vLvmM3IQxB1o00RyONXbfhchiBPhL9rZp6uFGQJiNrgtkzh37+bXrRtRG/7Bedkzpt+48eefu1rEtOjQvn3VrZWUlCxYuKhDu7ZDHh5iV8WcnJwff1wJ1X9d99vYsaOr7knVCQwKAq9Q4iDuyYg+cq2e++vfPFxzEkEsQl9W7d253sSx3SyWqXSucJnE0Wg0AQqF5+5HaAfe9Yxbthhfxlv36/oO7dpV3dqCBV/cuHFjyEOD7G2lpKRVoG8gcfDgwZYtW3Tr2rXqzlQRZVBgZqbd70QgSI3x1ABfXalsz+EcXHMSQcwhL6v26RppTd+I4d50Y+8bwbGI1zwmSIr16zf8e+IEpO/cuQMiY8yYUVUxuHLlatA34eHh7du1s6uVtmzZeu7cvVc0165d16J587AwR8InOTk5ubnCFZ/Er5eKIJ7FmIfD4WOjwKqteUfPV77mZM/O4RPH9q4eHxHEgymTOCIXYPYCvOMxT546BYqEBE4IBw8dgkdzWOX8feQIWIBEt65dHGiili1bpqengz/R0dEKhQJkSmio5VUcbHDx4sXPF3xhng82p097y15rCOIFjH4oRCorOXiqwMaakzbC+AhSyymTOCyLg7gew/rfNuzatds8/9Dhw1ENo/r17WOvwRvp6T/+uJKku3arfIypuKSEPwYEVR56aPDCLxafP3/+8cdHREZGwtULFy+Sq3AaKG4C8u7dey27d+PG4SNHunXpIsYIgngZzzwYYNCVmI9nOSWMjyDeDW+gyoVe1CCe/pgnT560qG8IW7du69IlITAwULzB4uLiVat+Iun7u3ULDQ2ttIl+W78B5BQ9HfLQ4IeGPETSHMdlZGQsXLiIXm3ZsuWrr75izRTIl9LSUpI+b32P4gvnLoSGhJA0jlshtY1Kx7MQBLEIzsXxDE6eOhUWEtIwOnrrtu02ipWUlOzbu69X714pKSldxc35hfKgM0h60OAHxbRPjmm6DCgbctoipgWtBQkQSfTS4b+PMNbbHKTVYZ5UsgEoKiqqQDNNnjxJTC0EQRCkNsPbwMEz+3678czHzL2T8+033/Xr1ze9XI5YY8/effCBRFcRIzs5OTlbtm4jaTAeFhoqvn0GD+Ztqc1xCn9/+D8cwQi9dOHiJXLVogWL+iYgIKBd27ZhYSHp6Zkg7MwLnD9/3kO/RKTWUunqHWgEjaCR6jCCA1WeQdt2bdf/tmH37j3kFHTApEkTzp+/8O+/J65dvw6nxqnHpo6fzEHu1rWrmCfdVh4TAgsDBz4gsnE43pEy7j8vMmb5FkvaoGHDhvBcgYGBFy9cGDR4cHp6+nff/QA6jDEGjQbt2bufPJ2HfolI7UTMGqxoBI2gkeowggNVnkFoaGi7du1OlUc1evRIbNWyJXyGPjyEKIBz589v+v2PO9nZpMCDgwZW+qTFxcWnTp8m6XHjXgCVI7ZxTMVEFRZf0iSzJk4cfzolZcNvG0HKwOnwEcNefPH5Tz+dD1f9/BVAmcTxzC8RqZ2IWYMVjaARNFIdRlDieAxPPTXy4sWL9EXxNWt/vXHjxtQ3Xg8LC9u8+Y87OTmNoqOJxBk16mnjrOHKnvTA/gPE2ojhw5o3by5GEt28eRMSarVxJ9gL1mcHAy1atKBpkW3epWsXkDVE3zCmcBSk58z5OCYmBu71228b7DWIIG5C1cP1aASNoBEHQInjMUD3/8YbUz766OPGjRqdSzv3/AvPlZS0B7WhUCiio6OHDn14+Yqk8PDw5s2aJSQkVPqYOTk5e/ftZ0xTdnr17iWmWZYv/5EvaxYvXmqjMOiSiRPHk7TINlf4+4N9/mI/kIacFi2aC+SU536JCIIgSI2BEseTCA0NbRETk5mR8eILz0c3bHgjPf33zX9Afvfu9zNGDaRgOe7RR4eKecbt23eCgGjXtu1TTz8psk3atI63HbnhAyVPnTpVNhdHnP0Stbp58+aKgAB1ucqBNORs2Pi7oKRHf4kIgiBIzeBTeRHEnXjhubFHjx777oflcbGt7usAGHffzLmTk3zwUP7d/Kmvv6YQsc4eaIgjR45ENWz41FMjxd+6V+9e+w78lWua+iOGjZs227XG8ZEjRx98YMDwYY+ApgEP4UEgDXouIz1dvBEEQRAEIWAUx8PwVyh69urZuk2bZcu+PH78X5rfokWLCRNeZip7QLVavWnj77l5eYMGPdizZw+wZleDPP3UyKVLvxRZGMQQfMAxkbcAWbN02VfPP//sx7M+zMzMJKskL7F0O0//EhEEQZAaACWORxISUqdhVCTZsTIqKuq558Yy4h5tx46dR44ehURGRsYDDwywtzWaNWsGkuVi+eYMIhF/F/Bq1qzZ7dq2AX2zY/uOU6dTqmgQQRAEqbWgxPFU6oSGKhQKSIDQOfBX8iNDHxbzaBkZZXtLiXnlyiIjRz4+e/Zcu6pYuxH4T17OEgDKxpq4IbW85ktEEARBqg9c+s9TqRMcHBkV9eyzY35d+2unTh1FPhcJwDRv0QKUimNNERIa+uCDA7dv3yG2fEiItRu9PP6/qWdS7XWgo+iHRRAEQWozGMXxVHr07AEfSIwZO4YR91yXL10KDQ0dMHBA506dRFaxSP8B/eEjvry1GzUw4YADXvMlIgiCINUH7lFVi2jWrNm0aW8ZU7W4ERAEQZBaAkZxEARBXIk77FaIRtCIVxrBuTgIwqRc1m85qNHpWYNBeMnAchotO6Kvomu8X1XseDF2NREiwE12K0QjaMQrjWAUB6ntnLms/yO5VK1hSzWsgTW7zHF6A7NyWzH84HRrbasLr8SOF1PeRCzL3N8GVY59uMluhWgEjXilEZQ4SK0mxaRLikoMRSWsVsex1n86krYWy6SShDjL/5zAzubk0mIRdryY7zdksYbgxPYqVzviYbjDboVoBI14pRGcbozUarYc1Kg1rEhd8tOO4g371L4+EoBmQhJODByj0bLqUg/QNwqf0oigO+GBBXKZPiKoUCaT8R/HGlKpFEpmFwYZON87JaqM3OACtUxQRq9TL12dmdi+a/U4jiAIYh/3JE529h0X+lFj1JLHRESi0xvHlcToEpZldDqOY1mtzKRrKmJgOb2eMxgYN9c3zUIux9XPDAsLCw+PCAwMDAgIgD+DQL5UWhFkEBn2LikpUavVBkPu8ct19p6S88uw+lKdOr/afEcQBLGPexInIiLchX7UDKBvzB+zQMudvcMcNq362zqciQtlolSV/1GLuD9i5CyIEgMrVpfoDfAp2z29Sp65iLi6lzo0LW7WrENkZCToGxA3PibERHEY0yCv3gQIndLS0iZNtPUiuDW7SngFWINBU23uIwiC2Eft3Wn8eK5+T6Z+Y5rswh1hI/gq9Ko6pX4Bepc4ZheRCmmUv1TpI+kU6tMpxCdGKRw7QBBChLKwY3N1bGx848aNQd+IidwIACUkN6FQKJRKpcFgGBklO3P1RsolC7twIAiCuJxaKnG+u1T6+Sl9XnYgZ+nNF61adkcdGBSsCQ4vrXHX7CNTzcIHEruzdXB8s5XiqUYVX2mRSKBD8jPNyfJzxvSumkej1ZKjcUMrV0ylmjomMrGDKvlEwfyVmTV/d7vY8FksHOcnpSefLBJciqlbEBUVReI3DugbAVITkOifUAclDoIg7okFiaMu1dy9e7dUXWJ+yePwVwTUqVNH4V+h17+pZhem6HNvB/Iz/9NeMbaD/4f7inde1ZKconw/lpWG1PWkdph3Th2pkPaKKJshAZ1QWGho1fsz10L1WVBAQE5uLsvW9AvZh04VgMSBo5jC6+a1kkklBpZ7/M1z4m9BpMnwN9IcdLEcsACmpo5tmGxmKibaEBYWxtc327ZtW7FiBUnPmjUrJiYGEhcuXJg5c6Ygc/Xq1YcPH+Zb69at26hRoyCR0FbJ/HKzim4jCIJUBxYkDuibDu3a1rwr1cSJU6cV9evxc7Zn6HIq6pvO9Xy+edT4puuvI33qfJpN80sK5Z+25npH6ixa5kxIJBKRUxn4aACtVi6X+/v5OVCdclvDZGklxazkUL50e56x6/q/lJLNPVVKHwkjkdQJDvZ0fcMHngWeKPfuXXd+Lc4uZVMdgMpJbB9knl83LCg4OBh+5MgpSBnQN2vWrGHKZQ1JQ+K5554bPHgwCCCaCWom3QSp27BhQ6JvgEB/7/kBqz48aDVYNIJGvMmIBYnjHfEbivnjJKVKBONTeaVWu8xPT6l6R+ZYvKTX629cvxESGmocCfLzFa9UQN5cvXJt8RdfjB47tmOn+6ry/dXzgw84z3ULZk8Wy29pJYV6bs01zbjm/oEBAbQ/8xrgieC5iouLq/UuJKZCIONTNChCgjQkTUI1oCemjm3IL5/YQUUukREueomID35hpjzuwr8v5FRa0WK8h+/2FLMwkkql8rOip2n8hiRA35AjaCCaOXny5EWLFoHKAX0DaQuthljBs1aDRSNoxJuM1Ma5OOezhE99Kd8wcu3d3o19V5wQziq4XiI9f1fWso6FBfm1Wt2OHTsunj//5NPPtGwVExQUJJNVPtsX9M2VK1e/+PxzTeHtv/8+HN8m3ikrIAEvRxrev2p8tD1ZOpA4gFPMuhvwXNUqcUDEMOXyRXAJlAcdhCJaB3KsDWARmWKtMFU2oF1omggX2xVtQHUPWINaYJk/Iyczzy86WkLijoxJ1iQmJj755JN8CyBorBkHHT969Ohvv/0WjpCm+SkXq1duegGetRosGkEj3mSk1kmcAi2n11v4Q/bXNA18LFY5ni23KHGAoMCg3FuXF3w2v0vXbiOfGhkSGmp74Inqm56NbvWN5xYcTNdqtIzSsUcR0iawLDaVVmT01keE3vJEqvu5QFgQiUBkB3+Wcbd2xq/q8KlCcgQhAjl81cKYBAq/MLVDcsQoFdsVbczX4UdxzMkt9JNKpfzVvSebIGnQOiRaY4OoqKj3339fkHn1Jr4lXjketBosGkEj3mSk1kmcs5aWSjnwbAhJ3FVzQ9feFVwt1FuebSCTycIiwuMimfH9Sz7dsvej988+8dRT7du3V6mU0Jfo9XqdTmcwwbIs6V0yM28u/WJRrya3P3jM2NNMTrpUWlpK/7CuIkG17susLoiMIGNDoGOoxKGyhqkodyxCCjMVRYnFWTJOqUiCT0SQWdQ6u//RjBxk+V0q0DeJiYn0dNu2bYMHDyYRnUp1z+Z9ubYLIAiCuArsFY18uK94x9gQe2vJ5T51IyIycplOTZk1k9ivd99aumhxo2bNnnvhuWBVcOqZ1OvXrhUVF92+dUtj1DFMvfr1T/x7fNh9OqJvgLgo9sL5C3XrRjhrrAqpOvzZNkxFnQHqAZQNja8YWA5yrIkPIoxArFDBAfrDWhQHTFGzZQJLXEXKglUZRJDxJ/Hwyb5rWPdnzsiBETRn0aJFycnJxnslJtJwzqxZs2bOnEnetIK07Zuu3ZGdlecBy0chCFI7qXUSp2ukxHxpWvqiuEUiFZZHqeAP4rr162UY32MyjhD9tx/3yH36/3z516RJx+qGhUep9HGRTMdIrtX9nNI0K+b3oynn9fkBkkCGqUMs9Ivnjv97/L6OHeRyuVMCOUjVsf1KlPnV5JNFyRVlEI368NP3ypcX5osngVnbFS0icMMiP2/PCVDIHu4ZSk75A1WUmJgY8hZVpfxxIBcMiimJIAjiEmqdxAHkvqxOa8ebrh3DLb80blzs1ccnUBl0M+9uA1MMCI5/zKj784GiKcvPzxkeMaRThVfTOzUN+mBkhb/4OzflVvx8Iu3sudZtWgcGBnjTC96Ie/L9xqy/TxcO7R3WpXXlQ2bWOHKmaPO+HFzxD0EQN6c2SpwglSbvjqLycia6h+saBFlda87Hx6dOnTqZd8skDuHpnkGJsf6NImy1baGa+emQMWxzf6OCRQsXjHn2uR49E4OCgjCWU8MYp9+68So71QFIk5RL6U43y7J6jjXAx+mWEQRBHKM2SpyAYG1RgR8/kHP3rXsTFDaPrMOfcfxGO6vzSRnjjGOfuvXqnbt5rVPTCt1kpfpm3PfS+MSRUVFRRcV/6zSHV/64IjAwoHNC54CAAHsfB6kKGh1nqF0Kp1oAfaPXFms1BTotvkOOIIi7UBslDlAnovjOTSVdAJC/ojGfuR0LrL0uTpD5yAIDgwor7mS1+bjk/E0mSMEo/Zmh93FKs4DRP1cZSUibWbNnQ3r8xIl7du+e8NLLq5NWRUTUbdqsibeuZ+OetG/uk3waX3uuEkTflBbeUhfdGtA92tXuIAiClFFLJY6vPxveoLBekSIl33IL1JFz09oWDmlSWefHceEREefO3pvCDPpmc0Zil65dlSrVrp07l847OO1hbmjHCoGCczclAx54gJ727ddv8pRXFy344tO5c6bPnNm0aRPvW5XYbXlqYKBOz+09dkevU7MGHWO2L6tUKpfJ/WXyAKlMLpFYnSwF3Tyr1+h1JXDkLG7u6r1wrEGrKQB9079r5GvjernaHQRBkDJqqcRhTCrn5655v1zwX3kp8HrJva4LxM2ABpqXYottTMEhsCxbolb/tX/fkJb3FMw7v8p27Z8bGWlc/230mDHHjh6d8PLLrerntYy8VzGyDnM8I4NvavzEiUf+/vvwwcPr162bMHFCcHCwU54REcOYh4J0pQU7k9N1mkJQKoKrMpmf3F/lFxgulyglMssSh4QxNMXZmpJckDiMxLhBWPU77i6AxNFpiwd0j0Z9gyCIW1F7JQ7hqZhS+Nwskt5UG3uvIDlne2SKj0aj+efoMU3h7TeGlEmcf64w8W3iib4hdE5IeOfdd1/9eOq2t+4Jplb1ublJ29+ePl2pvLew8cRXXjnz78HjR47mj84XuRcE4ixeGBEJHxsFlm+8feisZdVCh2mK89P7dq332rhB1eMj4rW4w26FaASNeKWR2i5xCA2C2EpjNgI4jisqKtq5ffvYHvdCOJl5EpVKuPDao8OGJa1Y8c+VU52aluW0jGTiwvNXJSWNnzgRTjdt3HguLe2tadMK1dK4KPbAvv0jHn+Mvw0Q4nKeH1ZPKsvb/2+++XgWDtMgVcFNditEI2jEK42gxBEL3YeBxFegWVPPpBbcuf7M/fckTmQIl/73vddx09LSli1Z8vGcOWOfe+73X97gv3X11kPs818t6Nu/f2xs7K4//9z5vx0gcRjTYoDHbt4qLi6B78wpgRy1ujQnJ6ekxBvecwkICAwLC1MoXDMd+9mhIQad2nw8C4dpkKrgJrsVohE04pVGUOKIRaPR/HUguV2HdoEBgf7+fmq1+mDywQGtK7ww1akpwxVe37Rx46PDhsHpnl27QLtMmDQpKioqI6/CqsotI5nl49gZr094YMhjoIGmzZixauXKbt27xQ9+YMV7C3b9uav/gP7BwSoy71hrAtSVn5+fvboH9E10dEOntIA7cONGesOGUa66e6XjWQjiAO6wWyEaQSNeaQQljlj0ev2Wzb//vnFjz169YuPi/BR+59LODuwjLPb2UPadjz5qFWtk/MSJJE4DoieuQZm++flAkSpAknLNuGJy6/pFf+7c+dv69Q0bNiwoKJg0eXLffv1+79x/VVLS4i++ePE//wkMDNDp9Xk5eWt/+blHr169eveyV+J4R/yG4mWPgyAIglQfKHHE4u/vP/P99/4+dPja1Wuz3n+/Vev44sKivnHCZeP6xDHT1HdfmTDhx1WrIiMjQd+kpaV9/NFHc997XxrL/bT6xxm/nGwQEUYKn7pwQqM9cuzoUUiDKiKzj6HWW9OmfTp37qIFC4OUQdevXddqNcOGD0/okoA7PCAIgiCISFDiiMXX1zc0JGTAAwNK1Or7u3ffvetPxrROcQOzHcqHduRa1b86aexQSVC0SqUqKCh4/Ikn+j0yBi498vqji7YOKMq+1aFV8xPnLpHxrM4JCRbvaDDocu7cGfHE4506dQwKUgYEKPA1KwRBEAQRCUocsXAcx7KsRCIJUCiaNmva4nrLgmvJ5vqG8QmWtnqx9ROTfnyh8FyacefnyKgo+hp5cHDwn3/++eabb3777bedO3eeP3++tdu9NW3a6LFjX3zuhc6dO9WtWxfjNwiCIAhiFyhxxKLX68+mnr1z5w4IHZbjsrOyCkqYolJGsD+Dz8A/JIHG+bBKpZKEZ1atXHnk77/7DxhAYjagcr4xUekdQRhlZ2eVqNVFxcVyHx9nvWOFmJNyWb/loEanZw1miyIZWE6jZUf0VXSN96uKndqGXe2GIAhSHaDEEQsIm2tXrx44cIBjjWui6PWG28V+mXfV/ECOpPFIom/4fPzBR5OnvLpk0SL4xMXHx8XFxcbF9e3Xz/btvly69Lf16zmO27RhY4BCUb9+/QcHD0KJUx2cuaz/I7lUrWFLNazBfHUkjtMbmJXbijmO6dbaVm9diZ3aRnm7wT+X+9ugykEQxAWgxBGLj49PvwEDEnv2MJi6L7Va/euaNb8fP8Bf7UYSJHw9Oy0tLb5N/PiJE+GTmZl5Li3t6JEjs2fNmvDSyw8MGth/wICoqDJJJJiRA+Ujo6Lmzf0UZU21kmLSJUUlhqISVqvjWOu7jidtLZZJJQlxlt9RBDubk0uLRdipbXy/IYs1BCe2Fy6JWavwoNVg0Qga8SYjKHHEAlIjMDAAPuRUp9MNffSR99899kjHErpsMZeXKqhFphuTdKSJvv36vTVtGsgd0Drw2ZhuXCrwzJkzAx98kOw9ToGrQx55pHvi/XJfX7mPD+7NWR1sOahRa1iRuuSnHcUb9ql9fSQS3hZUxg2pGMbAMRotqy5FfSNEr1MvXZ2Z2L6rqx1xGZ61GiwaQSPeZAQljoOA4GjQIHLYiMdm/rp67SssmZHDZR3itAUS33t/sIKmSb+eDoKGv3EVyX902DAyO+fY0aNzPv549Nix/AKQefLEyTfeejMkJATnGlcfOr1xXEmMLmFZ0LXGOedaGWO+y6aB5fR6zmBgvEzfXDz+I2Pcbt2OXxRyv2BVWPPgunHklNWX6tT51eKch+BZq8GiETTiTUZQ4jhOQICiX/9+qWdSxn1/8rsXTSpHn284Mduny1x+sbnzP31n2rSP584VqBygsLDwkzlzdmzf/s6778bGxtL8tLS0995998X/vKRSqVDfVCsgSgysWF2iN8CHFPUuIWMdRVB9v4BQH3mg+Cq+/sEqlZLucAGq0GDQVIdvHoQHrQaLRtCINxlBieM4MpksOFj18oTxXy79ElTOW0NY4wYO19aydbtKmwynxR4dNgykTP9efR4b+fiw4ffyMzIyyATkjZs389XPqpUrv1iw8K1p0xs3aeyUHxEEcRi5b6B/YF1ffztm0vj5SgMVsvzS6nMKQRBEFChxqoRcLg8LC5v4yqT169b9Z8Xeoe1Kpz7EKY++wWkLZS3vDTyNHjOmX//+y5YsWbp4Mb/6pMmTyVgV4djRo1Agv7Bo+jvvNGrcyM8P30NxC6aOiUzsoEo+UTB/ZaarfUEQBEHEghKnqoDKCQwM7N498U72nQ3H/v3zDDuiE/dM3vuRmTuk8ZOldbuQYpGRkYLZxHw2bdy4ZNEiX1+/Pv37d+mSoFKpcHKx+3DoVAFIHDiKKbxuXiuZVGJgucffPCf+Fhs+Mw5TDn8jzUEXEQRBEDNQ4tiitFRTXFyk1Wr9/P2DAgPNh404jlOr1devXf9yydK6frcnPmCcopH0l+THv2QDWh9uFXkoqlX3hgnPJyQKV8HJBDIy0tLSdu3cef36jfqRkc+MGdu0adPAoEA/X1+cf+O52KVsPJqM89vv3j7Dz6lTr3VUywdd5Q+CIIgAlDhW0el0V69enTBhwrBhj/71V/KHH37YrFlTvsoxGAxFRUXH//l3wy/fv/dQfp+yN0iYVg24yUnSzs24wlJm955DBdsOQSakz2ZIZXKfiIiIJk2bymQy0DGRDaMfeviRkLAQhb+/QqGQy+USs1d1kJqHxFQIZHwquTy+QoI0JE1CNYntg6aObcgvn9hBRS6RES56afgbaYLCJJPejsZyKq1oHu8hdYm3tLBIU+bPK6aVQM2UFmWVFmeTU//ACNQ3CIK4FShxrKJWqxcvXrRgweejRo1avXr1u+/OXLp0WVhYKFmLDwRQbl7e/7Zs3bdj4/JxbEvey1L/XJYM72x4prvw1ZufDnLzt8sHDByY0KVLUFCgxIRery8tLS0pUTPGV3OlPj74jbgYEDFMuXwRXAK5QAehiNaBHGsDWERbWCtMhQUIDpomwsV2RWvMT0oH4QIVQaBMGR1VliPClI3nrZQm7UZePbUWVA7oG0jbWx1BEKRawQ7VKlqtLisrC/QNpOG4adOmrVu3PvbYY0plkMFgAH0zd9bs/OyrHz9RQd9sPi4pKGU+eMykbHyCJSGtueyD5FLfOG7uZt3/NvzUvHkLkDiQU1BYuHnjpj+374B0py5dXvzPi6GhobicsWuBnh4EB6gBflyEXOrWTgnHw6cKyRHUA+TwVQtjEij8wtQOyREzocd2RWvzdZJPFk0tT5M4E+QQrVOpKWvPWykyH7+oloNupG6CI6RF1kIQBKkZUOJYhTNBT7/99tuhQ4cmdEmIadECJM6uHX/GKq9+8BxLt+EsVDPvrZcqFVyZvglu45P4Jdmyis3YZTjx0bmz17s0Z996SD31mwX3deuv1WiO//NPtwbXT83hoO6U1YfX/Bz4/IsvBAbasQYJUh2Qvp8M6JC4CMmnsoapKHcsQgozFUUJ2Kz07g5XJGNkVKmIN2XtecXgHxQR02Wc+PIIgiA1Bkocq0ilUonk3rTf4ODgpUuXPvvss5988qlC4Z+dnd0+kqP65qeDkt2pkn7xXPn4FEP1jdFUVH9JRMLe34b1i7/WMpKZPyzr061rIH9Sd65PnLE82Eloxh0pLGG9bHFcD4Q/24apKA6g7wdlQwMeBpYjE18s2iFCgWoOxiQ7rEVxwBQ1WyY4xFUU3JFOuyF3F+ODjedFEATxaFDiWMXPzzchofNff/3Vo0cPOGWzjsTLjozoppz/2fwJ4yfUqRO8cb/kv/3KFMnQ+ziQOJ2bWBUoEl9VWo7qjd7GAqByvhtXYSvqm3nM1tP+414f7u/v5Gh/QIBXxYRq4HFsT0kxv5p8sii5ogyiURB++l758sJ8MSEwa7uiDcwFSqWmas8rYG6LO+xWiEbQiFcaQYljFT8/v969e3/44Yc7duwwpC5hz3wOmW/3ZU6eyHr//dsPDhqcownafLxwaMeyMMxbD7HPfyf935tlQ1eGEx/LEubS/apWrVxZWFj8+LLgxU/n8+fuFKqZvWclC3b4j3x2fMOGDZ2+HE5YWNiNG+klJcXONesSQN/A47jaCwRxJm6yWyEaQSNeaQQljlV8fHxiWrbUaDRLly79b+vDNP+nKXW//N+NRSvm3S70n/tHvT5xZcNVIFyWj2PfWy/9fLQxQsNl/u/sylRp4lexsbFpaWk/rVo9cfIrJSUlb3676P8G3SKbk28+Lpn7h8Q3sN7Tz4/q2KmjQqGw7EoVUCj8GzaMcrpZr8E43YrDwUGr+AfVDQwK9vO1Ywq83EfiK5cypg0cWFbPsQb4VJd/no+b7FaIRtCIVxpBiWMViUSiDAp6bcqUzz//fK/++NzRoY0iyppr/CAVfFKuaxfuYOZvlZTNLzapnD/PSOEXOzmNUV1//aMJ0+etmv/pvGdfeCEqKkoiYSZNnfnmx7Pv3M6CAkEq5eBhD/fq0ys4ONjfzw8Xxal5NDrOgArHOmHh9UOD4XeIHWtRGmf2cEx2oVHf6LXFWk2BTusNQcTqwx12K0QjaMQrjaDEsYVcLm/SuPH777237MsvW0xc/8YjwdOG1wkOLPt136aR74JR7Ljvpa+vkrSK5IrUoG8kSkWFSTYfPHh13NO9dMq4kJA6crmPTCarX7/+x3Nml5aWchzj6+cboAjw9/fDF8VdRfvmPsmna/s+2DbQMarb+Y5UJPqmtPCWuujWgO7RzvYLQRCkclDiVAKonPDw8Ndefa1Dhw4/rV792fPGeZoD2hlHlKRSaR1VnfRc/6g6zNHLkqgQ7u2h7Je7QPGUjVUxpjk6370IMujs/v0HBj44MFilAtUZGhrqykdCeDw1MFCn5/Yeu6PXqVmDjuFYQQGpVC6T+8vkAVKZnP+GnQDo0Vm9Rq8rgSNnZqQWwrEGraYA9E3/rpGvjevlancQBKmNoMSpHJlMFhQU2CMxsVmzZqkpZ+S+8pTTZ7Kybt/JyqpfV7/uFbZByL3CnZqw3+yWPLlE+tGIsiUBicoZn7T+9s1bz4x+JiQkBJcwdivGPBSkKy3YmZyu0xSCUhFclcn85P4qv8BwuUQpkVmWOCRioSnO1pTkgsRhJBKm1o85gsTRaYsHdI9GfYMgiKvAvlYU6tLS3zdu+t+WrVEhbEaeNC6K7RHF9X2Ao/tSEW7mMe+ul57JUnW4r+NHfxxaNkZNZiLDcd7I0tdW7/num+IXxhmXMMaNxN2KF0ZEwsdGgeUbbx86a1m10BGZ4vz0vl3rvTZuUPX4iCAIgtgHShxRlJSUgL5Z94reFJixMAwB4uar3ZINx2QdExKm/+exkNCQ06fbTVj5NVU5DUKYhaPYF7498sN3zOMjR0ZHRzt9CRyk+nh+WD2pLG//v/nm41k4IoMgCOKeoMQRBWswdmn8ASnK+Uxm9SGjuIlr0+atdx6JiWkRGBgok8m6dOkilUgnrPySr3K2vcW+t/7vpYtuvfifl+rWi5BKZRIJI5P5+Pr64qRjN+fZoSEGndp8PAtHZBAEQdwTlDii8Ff4N4+J+WZ32htDyt4wJmGbI5ckeTpVk6ZN35oxtHmLZkFBQXK5nLz7HRQU2DmhM8OM56sc4IPHuM3Hr73/8azw8HCy2bi/v3/rNm0SunQF0QPyCOQOvj3unlQ6noUgFvGg1WDRCBrxJiMocUQRGBAwcPCgLxddeKmfnrfvpiQjT/r6WxNaxbbkixsCpInK4biXB837Yvm4exuSD+3IdW5aknn3epmdUubczXObv/stR9bqmVGjWsW28vPDMSwE8RI8azVYNIJGvMkIShxRQPu2b9+ueUyL99afJy+ENwhhIJH4IZOXl0dCL+a1ylROl86lpf99OWnFvCfVZFFjUp0/7NUnjvtvP+699Wk/r/5p2jvTUeIgiNfgWavBohE04k1GUOKIwrjSsVL53Asvfvj+e5uPq8m+VMCITtyF8+d79e5pTZQYVU5gYO8+vRo3bjzpk7kzBuXTuuY80pE7sq1EpxO+t4wgiEfjQavBohE04k1GLEgcf0VAVSy6G856HGjoRo2j//Pfl9//+qvCUvUz3Y1KJUjBMNpKKkql0sDAwOYtms14d+YP33636fh5lT/TKtKC0MnMY6CkXI66E0EQBEGqioXetE6dOidOnS5Vl9S8N04H9A08jrOsKRSKzgmdZbIJS77/fumf+XGRzOU7fo+PaePjU/kiN/7+/k2aNJn69lvHj/+bfzf/VGYGy1Z8+VwiUdZTjnumX3VsxokgCIIgtQ0LEkfh76eoX6/mXXF/yNyahC4J8a3jNRotx3B+vr6miTii1vEjWzf06dNbr9cbDAaWrRDIkUiMe5tDGVz7GEEQBEGqDvam9gEqR2HCsepSqdTXhHO9QhAEQRBEAEocBEEQBEG8EJQ4CIIgCIJ4IShxEARBEATxQlDiIAiCIAjihbhM4syYMfOll19q0qiRqxxAEARBEMSLcbLE+euvv7Zu/R9JP/TQoB49elgrCVcPJiejxEEQpJbjDrsVohE04pVGnClxrl6/Dvpm9uxZJP3NV980bNTImogB9QNlnHj3muSff47vP/AXSffq2aNTp462y2dkZq5du27Ka5MXLFwERxslKy1QY+zYsXPN2l9J+smRTwwc+IDt8hcvXZoz55Pvv/vmxXEvwdFiGbhEEsEq1eefz3eitwjiobjJboVoBI14pZHqGqgCZUO0DlMud0iaZNJgjzIoaPqMaVDg51U/FRYV0RzzMtXkpwOAXgF9Q4QI0S71G9SPioy0UQWuQnkobNsy6BtnOloFQK+AviFKhWiXZs2btWje3EYVuArlobC1Asu+/IoqG9A6IKEqlU0I4vW4yW6FaASNeKURZ0ockDUgR2bMmMmUSxkC6Bsy7eann3+eM3vu06OfocEeOAUp07BRI9A3JIdU5weESBkbY14uhGgXplzrkMzAgICXXhrHzxk58nGaJnEaGgcihWm++6gcCtEuTLnWIZlErPBzpk9/m6ZJIIfGgUjhCeNfpjY7deoIdQcyKHEQxC12K0QjaMQrjTg5ikPDLVTokNEoMlz1zNNPM6bwDC0AXL9xo2HFwSyokm6qxS/jXD+rAsga0CVEiwgGlUDKwFW4BAqmfoP6NIfEb4jQIeEcGgf65pvvoDB0+W4yPkUAWQO6hIwrCUadQMrAVRKGada8Gc0h8RsidEg4h8aBXn99qiBmA49sbTALQRAEQZxCdQ1Ugbj56eef4dM9MdH8qmDsyeKkHHcbn+JD4i5M+dASVSdkuCompsXNW7eIxLE4gHXr5i2GNywFhavfZbuhc2UEQocMV5EwDJE4FgewLl+6zPAm3/BjNpAJSqh6vUcQBEFqPc6UOGT2DB2iSjl95qGHBpH4DYgYSJACL738UmFREcmZMWMmlGloNiWZDF3xy7jnQBWImz+2bIXPffd1sKsiHZ9yf0DcLPvyK/jYO3XGfE4xGdgiUR+n+oggCIIgQpwpcUCFXL9xg44utWnbmugS0DSC6cYgWUiOMijI4qtVoGwEZZzoZxUh02ho5ObChYu9epa5l5GZGRUZyc+xSP0G9YtLSkjhBQsXiXknSwy3NWUJpY8EjnqDwUcmc8wUmUZDIzfwyE+OfIKkQaaAQOHnWKRZ82b5BQWk8IvjXoLCkEPGsBxziQLPVUULCIIgSG3AyQNVxtk2Twsz+W9XEXqYsFiAJgRlnEhCiM/RPD0kThdK2io5e6uDHLl56xYdZoqJaQE5ZLYNmVMcGBBAc/iQQSsyrRhkDb9w1R6ojF15ZYKmX105HEtLS4MCAx0zNXDgA6BO6DATeEhyIE3mFAerVDSHDwnPkOnGIGv4hV9/fSrDG7oCm/wJyOKB53LsoRAEQZBaRW3cwKGVUkYkzqECaVulIyGBh4c8ZDGfP2WYvmzFT9Mc6OAtKhuHJx3vypUm3S6TOA83ME4yLy4pCVAopFKpYwat6Q9+GIa+bMVP0xyQNfyxLacshMOyLDxX1e0gCIIgXk9tlDhPNfJbdd04qPPbHdltreSlSH09P1f7VAWK9My3mT7b88qkzOhGfh1DTV8rx+XevVsnONjh4Sp3Q28w3M3Ph+dytSMIYh8etBosGkEj3mSkpiWOO2xN1UAhHd/M/8vLxvGO5AJpcoET3s5nmCZM36nbTzrDUhV4NNJ3SisFPTXo9Tm5ucrAwICAgKob58dsap6SkpLC4mLUN4jH4VmrwaIRNOJNRuyWOD/9/HOj6Gi7Zsn89ddf12/cIIviOLw1Fd9I1RnX3B+Ezrxz6kK993SZH7YOGBJp9nPAcYVFRWTlaMQaKZf1Ww5qdHrWfCqzgeU0WnZEX0XX+MpjfTbsINWBXd+Oq/Cs1WDRCBrxJiP2SZw5s+dCZwkSx65afD3kPu9GgRroGOLzy3XNsVx9WpFn90gJIT5vtFLEKL1kQKqGOXNZ/0dyqVrDlmpYA2t2meP0BmbltmKOY7q1ttWPVmIHqQ7Kvx2WZe5v49YqB42gETRS80bskzg9e/UwX2iYvwXVSy+/lG7ae4ExBWxoggRg6Pvks2fPoltQQZqfT81CgQP7/yLhB4vbXfHvJagrkgYKKX9YB6mFpJh0SVGJoaiE1eo41npQL2lrsUwqSYiz/O8N7GxOLi0WYQepDr7fkMUaghPbq1ztCIIgboR9EqdHjx4//fyzeT6RF3CJbLxAFiYGjUIT5CpZwQ9OyWgXuSrI5w9FkY2raHkb94JTt93HCnFnthzUqDWsSF3y047iDfvUvj4SgGZCEk4MHKPRsupSV+obhU9pRNCd8MACuUwfEVQok8n4fopEKpVCxezCIAPne6dElZEbXKB2WnTQMQ/FuKTXqZeuzkxs39VZriII4gU4YboxWYCYpIkQady0MTmlCeDalWspp8/QzcOhJLkqyCdjYYwp9tOmbWvGtNLxgf1/Ecs27oUgDqDTG8eVxOgSlmV0Oo5jWa3MpGsqYmA5vZ4zGBhX6ZtmIZfj6meGhYWFh0cEmiaY+/r6OrBkAGgOMr+vpKRErVYbDLnHL9fZe0ruQg/FuMTqS3Xq/Ko7iSCIN+EEiQOihLwkBQkbxUCL8Ocpk9COeT4FCoD6gUT69etUx4i8F4KIBESJgRWrS/QG+JCi7jUQFVf3Uoemxc2adYiMjAT1ANLBx4QDURzGOL8F5JoRUBWlpaVNmmjrRXBrdlVpOaIqelipS6A9DQaNDQsIgtRCnCBxevbqQXdauH7jhrXJyGQuDonWtGnbmhYT5AsGquiO5UQSibwXgtQeIpSFHZurY2PjGzduDOrB4cUeKSA75CYUCoVSqTQYDCOjZGeu3ki5pHaVh053CUGQ2oDdEsf8tW1rOy3QTJqwNiPYWj5f8Zhbs+0VgjiRqWMiEzuoDCx3+FQhSTz+5jmHrW34LBaO85PSk0864WX+mLoFUVFRJDpSdX0jQGoCEv0T6jisJ5zroVNcQhCkNlAbVzdGENcy/I00UDlTxzZMfiOt6tZiog1hYWGVqodJkya9+uqrMTExNGfRokXJycmQSExMnDzZuHPItm3bVqxYQa7OmjWLXzihrZL55aZzPRS49OSTT9JL9O4WM6vuEoIgtQH3lTj4ehTixYDKSWwf5BRTdcOCgoOD5XKrM4IvXLgwc+ZMQSbRN2vWrOEXA31DckgV/tVAf8ejL+YemrsEOREREUuWLGFMSovc3WKmU1xCEKQ24L4SB0FcBRlIItgYkyKjV/SUqJapYxvyc2wbn2LFOC0DFtbNayWTSpjy2I+5WZVK5efnZ2PebkxMDCgDfjgEAH0za5bVpaRIsAQUBj9qYu5h8omC+Ssz6VOL99DcJcghUgZo0aKFjUwEQRCRoMRBECG0h4YOG+SFxXALnZ0DGoWoEMg5dKrAAePmM3KosiFH21N/MvP8oqMlHMcRDUEHm+jwkzmgXeBI4ygkUgJ6AqoIlBAl5WIx/3R+UjrIGmgBkDhTRkeRHJEeVoogWmMtU+CS5+IOuxWiETTilUb+H7RjApScyVkTAAAAAElFTkSuQmCC?nolink&403x190}} On place le personnage en bas et on récupère ses coordonnées (x et y). 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?nolink&397x186}} **Un objet va se déplacer de gauche à droite et il va falloir sauter par dessus.** **Création de l'objet qui se déplace puis mise en mouvement** 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gqRXK71hfZ5Rm+/VwZ3dkJdvDub3WL2+m6eYY0aef2Gze9Hk0meT4urmuuvg8d0hIfcEgoiYhJIV2nzr4Y07DFdRkLuqBHsqB9LleDWBgYHaLMhv8EBBQkJ8RkZXH4+jx46qO7sFx7KBu1vJ8iJSvDFoozYrhqngrJAOT8SaN0+Vaqpb6ttXfr+VL8bPK+0rVST8+HGdLAeDoaOun6Ubj8EwAWw8hllg4zHMAhuPYRbYeAyzwMZjmAU2HsMssPEYZoGNxzALbDyGWWDjMcwCG49hFth4DLPAxmOYBTYewyyw8RhmgY3HMAtsPIZZYOMxzAIbj2EW2HgMs8DGY5gFNh7DLLDxGGaBjccwC2w8hllg4zHMAhuPYRbYeAyzwMZjmAU2HsMssPEYZoGNxzALbDyGWWDjMcwCG49hFth4DLPAxmOYBTYewyyw8RhmgY3HMAtsPIZZYOMxzAIbj2EW2HgMs8DGY5gFNh7DLLDxGGaBjccwC2w8hllg4zHMAhuPYRbYeAyzwMZjmAU2HsMssPEYZoGNxzALbDyGWWDjMcwCG49hFth4DLPAxmOYBTYewyyw8RhmgY3HMAtsPIZZYOMxzAIbj2EW2HgMsyg2ns1mP455Ur6rgsHoEFBabnmx8R7ubmW4MhhMuYGzGgyzwMZjqhpFRUVv373Lzc0jSbLkp9h4TJUC6W5iamppaSm3AjYeU3WgdDcyVCg2Nh5TdTAwMMjLy0fRPTcvz9TEpGQdbHwl5uWrV4GBq6y43LVrf9+0ecvdu/fmzp3z+tXrg6GHvhsy2Menu6IZx4776e/tW6lpNNGiRXP/iRPoJQBVTdFyqDowDUuo5+JS6rcrWZnp02emZ2TABGwILEpuiXLEYjGauHfvoYtLnerVHGQqYOMrMWAA6I6EAN1hGkrAeCWznDsXCUZSb2E/QTsMIXULPoUJmRIl7oLi8L1osWh91Fp/mZWBt7AtYD9MwJ6MJmRKVF84ZDjPn79MSUmtW7c2Pdhj4ys3oCbESBRrkaYgqBJH4bAA3tCjeL369eifQpinZqd/JBeoCcaDjjAjekv9VQWZlanrUpf6CPY6VAF2KrRM+r6hOmB8Wlo6Pdhj4ys9KMwjM0oF5S30t9QOgySjkHj84qVMfRlQUD9z5mzJ2TVYGVgapEP0TIlQ/7hREhTs09PTG0h3YGx85QaiIJXVwLQGflBuQYZDFUI+Q3w+aCiHSmxU3OVQXk4lTnRgBWAfg/WBDaGSe5j2IVQ9aCjCysqqbt06aBobX7mB7JaQWguKULmv6m1HqAwRGsmHGr6EtCmpetMT9jFkPKpf6rcr34tQHkXtt6gdTHxuJ2hGzZrOtWo6UW+x8ZUYFJVBL/QX5IAStcI8eAnGo0QClgDzougOi0KqUSdwlCwB1dQ+/aCnWGij6KuH9ka1MDAw8PBws7b6Kt3Cxldi6C7SG6ylhmf6SQ+ZoKtKJlMSKolX3m4udWVKno3RbH0IaSbj4eFqaGAgU46Nx2gOughAaOGl/mjcyENuOTYeoznKE56yp6ioCP6KMjM5CjrVENh4TFUCEvcG9eu9ex+fkpJqY2vDZrFK1sHGY6oUxsbG9eu5JCenfPj4seSnDg72cozPAESi/PwCmM7Pzy8sLNT7amIwWmBoaAiiExLdjbgcDpfLtbe3g5dMtZgnTwmZGA+qJyZ9gEODtbUV/AclRkbFy6oaPHka6+nhXt5rgdExEJcLCiRxOSc35+N/n8BhnmMNroJrwF+MFwqFSR8+8niOsJfQa8i9kaTyUsU2B0NI4rIEmDA3N7OztYUMJUGQ6FgktrGxLlm52HhIXUD3WjVrmpqaVG0nqvbWYQCOpSWY/O79ey6XY6DofLwwLQ3qmZgYV3khqt4GHjp8ZPCggeW9FsSDhw9Pnjw97X9Tzc3Ny3tdCDAZfBYK00pm88XGp6WlV6vmUNVckEcV28aE+Pjz5y/Uq1+vaZMm2i8tOzt73foNTRs36t2nt1ozpqSk7Nq1G2Y/dPjoqFEjtF8T7bGwtIS1Umh8Xl6euZkZUeXinxyq1jZCWIW/hw8dadq4sfZLW7fuz/j4+N69eqr7K4WE7AHdYeL69esNGtRr4+Wl/cpoCcfSIjExsWT5l5Zr1Tvcy6XKbCYYduTIsfsPHsB0cnIyODdy5HBtFrh7917Q3d7evknjxmr9SidPnnr27Bn1NjT0cD0XFzs72eCqChCVU1NTZQrr16+vwaIU8WUUviqjgnKqxmY+fPQIBEVhFXH9xg3YNI2lvxUdDUuAiTZerTX4iRo0aJCQkADr4+zsbGZmBtba2tqqu5CXL1+uXfdnyXJY5tyA2eouTRHFxlP3w2IqPkeOHrtwIapk+Y2bN/lOfO8undVdYHxCAmThaNqrTekJSVZ2Nj1hgFl69fp2/Z8bnz9/PmjQAB6PB5++ePkSfQpvLVRry0ZFXZK/evHxN6Oj27RurcpCSoWW1ehkeRWeyr6ZDx8+lKs74tSp061bt7KwsFB9gVlZWXv27EPTbdu0gdhc6k909Mgx2Luot717fdurdy80DccHgUCwfv0G6lMI/7/8MkXRosDm3NxcNP38xQtF1V48e2FrY4OmtUxycB5fOYA0xs7GxsnZ+dTps0qqQV7x76V/O33TKSYmxku15iPUB+3QdM9ve6jy+6RIU20QHb2tV78eNRdMwD5DfXTzVjSh+DeHPe0mbc9RAuxg1D4Gu9DUqZNVmUsutF4GlVMFtamcm5manLJt63Zv7y4Jn+1UxMVL/8ILJrxUSAOgpXjy1Gk0DQu3g+Rb5d/n2297fnlDkmampvB/+AsLoT568fIV+lTuEuTqbm5u3rhRIzs7m4SERNjPS1aA3Embf0Sc1VQOGjVuBOl7VNRF9Ba0mDzZ//nzF/fvP3j3/j28lbRipR6g5mwbLy9VtvT05yMGLMHHp7uKPw5J+0sxbvxYokS53JpKcHJygu2CrOzlixc9v/0WWsPbt/8DuyUhOaT0vHjpMto6bf4RcVZTOYBUoXHjxo8+x7wOHdq7NmgAL98+vZEQz54/Dz9+IvnTJ1ShR0+fUrcUMvhHjx+j6XHjxoD0qv440moqVVa9pnSvmzRp4uOYmGNHw8BseNt/gN/YsaNXr5bcYGViagYUG6+bGF85VVCXyruZ338/5OXLl9QZyYOhhyD/njljup2dXUTEieSUlJrOzsj44cOHShqgpW3plctX0NIG9PdzcXFRZQ9JSkqCiZycHPj7QnFDE6hX78voTir+5q29WoPlSHdCerCC6cDA5dBUhe86evSYuguUCza+0gA2zJgxbenS5bVq1nwW92z0mB+zs5uAfBD5nJ2dfX377NgZYm9v71K3bqtWrUrdTDgyXPr3MiFN96Glq8rPsmPHLrrlGzcGK6kMmkLARtMq/ubQBoDl0y8ywDSU1KvnIrN3YePVoFJvJkTuevXrJwoEY8eMdnZyik9IOB5xAsrbtWtLSPvKikmyXz9fVbbx7NlI8AnaiN8P/U7F36Shp4fyuE4HakIOVpzHq7b87JwcONSYmZvnfJYepqHkWNhxmZq6MR5TKRjz46jbt+9s/2eHu5trs6aApANZSnLKtes30tPSZ07/n5kKl3tAqejoaL6TE2RKqn81HAr+vXI1VdpsUIWw8Ai1rrxGR9/u0b1bf7++oDisIWwITMPuLUhIUH0hpYJjfCUD2m8dO3X0bNhw06bN9+7dp8ohb/b3l4wsoHwDIQsKDzueKhT27NmjY8cOsDS1fpCh3w8JDt6sYmXYN+AFK6biV4DlwZu2jB79w/JlSxITE9G12yB5X4ezGjWoGptpY2PtxOehTld8Pv/HH0cRqm3auXOR0bdvwwSEzu7du6n7a9StWxcMfvm5B4GKqP4tsFbLlq1o3Kgh6H7u7LlHj2O0XGBJsPGVFWtbW2izwgR4f+Xqtb6+fVTZNIGguD+MKidz5DJkyKAVK1aqNYuiL4L1R6d9ZADRFbmO5tKR8Rovo1JRZTbT2sqKx+f/8MPIQ6GHWrRoruJ2ofDsUq8eiKvZT2Fja9ujh8/Zs+dUrW9jo+iLJkz8+al0fAG1aK7yxsoFx/jKSoeOHeAFEyNHjSRU267Xr15BaO/m061lixYqziKXrt26wkv1+oq+yFGKBiugo3M1VUWFUmDIZsoDsvAA1NGcwT8CjvEYZoHzeAyzwDEewyyw8RhmgVuuGGbxxfhPn5LLcT3KDIZsJkYRX4x3cLAvx/UoG0B3JmwmBiE3uuG+kxhmwWzjWSwzMzMT6QD5JpVzmPy8/Hz0V9JBRW4ThQnbqA5yjM/JzUtLS8vNyS75UaXD1Mzc2trazNSk5EdsNtvO1hb+lv1a6RBKZUtz85TUVJmRtpiwjeoix3jQvWnjRtostELx4NFjsxrVZUtZLGsrKy1VIKWwpKg7b25ubnZOjomJibmZmQazlwS2BbYoNS3tSxTUxTZWKORso/rIMb5qRHcKuZtjYW6OniqhDfn5+S9fvLR3cOByuaamJqqLC0fnmMdP5gUETJ8507trF/BeyzVBwBbBdmVlZaG3OtnGiobMNmoAQ/N4U+lwQlqSl5e/f//+Rw8eTJ76S7PmzWxsrA0NS/89QffHj2Nmz5iRnZZ47txZr7ZeujKekG4XZYNOtrECQt9GDWCo8SUfXq4ZHEvOh/dxM6dP8+7abfLUyY48nvIshdK9HV/QpTsZdPtVTnYO8XlERe2hb5eutrGioeV2MdR4nQBH2OqONdx5xMSu2atPnhg3+p7/lCkdO3a0tbWBYF9QUJCXlwd/CwsLi4qK0Hjlr1+/mR8Q0N4pcfFASSY6NSQuMzMTNQbKe2uYAjZec4yMDJ2dnASpRIs6xMHJ4r+iBAvnzW/g4TFrzix7O7voW7efP3uWnpGeEB8vHY6C5eTsfP3aVb9mBUh3wJ0vfvzoce3atXSY2GCUg43XHAMDA76zk0DIJgjJ+bKfvcm+zQrHbz7v53etmp09j1MA4d+VR/ZtQXKkGfXx2/fNC9PNWRYEYY2W4O1B/vvvpU7fdHRwcMBhvmzAxmsOOGpibMyx4iYJUx2lqTj8PTGv2v4rmdN2PFsxyaF3i6/GcW9Rx3LxEEt6Scs65K4D129H32nfoT2Xy6lKZxIrLNh4rTA2Nra1tU1MKzYeMbSjZXs305oOyn5bUQ6x74YkqLdxTp8XMGfajJn9/PpaW1vjSK9vsPFaYWhoxHdyepb0qkWdr66JlKr7uL/ZHu2H8Pn8zKxb+bk31/6+hmvF8fHxsbS0VDIjRnuw8VphZGzE5VqJcr8qjLjHep5EWJoRkL77NiM5ZrJz3X1LsGwaLluxAqYnTpp0MSrK/6cJ6/9Yx3PkN27SqCI8AbgKg43XDpJ05PGeXWdRN9CC7hGC9q29vDhc7oXIyOA11wP6kL5fj7DyLInVrXt36m0Xb++p037ZsO7PX6ZM3vzX1oaNPI0rZ5evSgE2XnPEYnF6RsapExE9Xb4IPf+QwYXLK3k8HkyPGDnyzu3b/hMmuNYQNuB9mZFnTdwTCOiLgkgffevWzes3N2/etCIwEHfi1x/YeM3Jycm5eCEqOy1xRu9i4+++ITwaeiDdES1btZr/66+/LJ95evaXHn+uNciVIWfnzJ3L4XCowklTpjy5f/3qpX9TUpJtbW0MqugV03IHG68hJEmmpqaGHjgwqsOXAJ8oZHG5XJma/fz8QnbuvPvmUYs6xSUQ793t0/eEhEBoh7fhYWHP4uJmBwSIctjufHFE+HH/yZPUekIlRnWw8apSJMVACiHpRpZ3O/p26ofXw0Z+MZ5nQybc+jLYeVxc3KagoOWBgaN+/PH4gRn08zmze4lHb1nXpWtXNze3C+fPR545B8YT0mtSsW/fpaWlm5qa6iTM5+TkpqSkZGdr3vWq4mBubmFnZ2dmplUPOWy8qmRnZ0ccP9G2fVsbaxtzc7OMjIzTp0538/zqVAxEcVL0HmI2xHV4e/HCBVDZf/JkPp8vELLow0NBmN8xTjxvun/33gNhlwiYN2/P7t1t2rXx+Lb7rkXrQw+GDvluCGTzqAkLexdkUIaGhmZmZuruBqC7s7OTTn6BikB8fIKTE1+bJWDjVaWgoCBk544df//du0+f5i1aGJsaP7h/b/I3stXm+IrnL13q6iYBkhYUxWEfcHcs1n3/lUyuOSvmXQFMe9bIPB8ZefTIEScnJ9iFJk+d2sXbO7xlV0h4Zs+c+evC3yBHysvP/+/Df5uCNvbp26+fX191ja8a0Z1C+83BxqsKJNbbdvxz7szZ58+e/zx2bOPmzTIzRF3cZW/G6exOBOSkTfH337VnDzRhQXfIbZYvXbpy4SK2G7lv7655Bx46Otihyo9ePMjLj74jfYQB7CSoIQtzQYazeuXKWdNnWllbvX75Kic3Z8zYsd5du+DmrPZg41XFxMSE5+g4dNjQDJGoR8+ehw+FEtKrp44lOrf7Nidda7ydPMqXZekMQRqC96DBg737Ssa87ju934ZT3TI/fWjq6vLg2SuU/LRs1UruN+bmZud+yBnz03hv7y62tnYcjiU2Xnuw8apCkiTq5s7lcDwbej571uRDbGRJ3QlDK7brWM/Bk3eNET2Li4MCHp9Pna+0srI6f/78rFmztm3b1rJly99//13R10GYHzFq1ITxP3ft6l2rVi3cyUxXYONVJT8//87tO0lJSYXSWzwSBYKMbCIzl5DpRGDoc4JlIWlaQYqCgjc0SaNv3erarRuK6CD9VimlfiPsJx8+JIkyM9PS002MjXV19obhYONVBWJ8XGzsiRMnxEVFhKQhW/gxyyQxLYce5lm1hiDd6SxfvHTqtF+CNmyAl7uHh7u7u5u7O7RQlX/d5uBgaNGKxeK/t23nWFpCmB8+cgTucqM92HhVMTIyGvzdd719+0CEh7eZmaKgDRuP3ztDP8vOspQ9DwjNVo+GHhMnTYJXYmIi5Dm3o6NXLFvm/9OE7j19IPDz+cV7iEw2D/UhHfpjze+q3C2OUR38a6oKZBRcLgde6C0kOT+OGTP2x8t9m2dRF1NJoexzvFDLFU3zpEB0hxwd7Af14RUmfTzvkydPfHr0QL0pKeDTEaN+6OPb21Q6qBi+M1AnYOM1xNjYuF69emPGjVuwd2PoFDHK5sn/bpD5GSzjLx0NQPGE9wnoebz02eEtpPUos79z+3bg8uXQTqVXgMLYp7EQ6WvUqIGbrToEG685HI7loMGDIRKP+/vW9rFS6QvTix6sMGz91eNOV/6+en5AwPKVK2WkB0Qi0arAwHNnz87/9Vc3NzeqHHKhJYsWLVy8xN7eHuuuW7DxmgN5joOD/dLlyxbMWwDSz+4tlvQyeBcqrubFrt2fqgaBHMzu2qnzwCGD/Pp/KRcIBKgtGxYRQd8Z9uzevfFPaOcGe3h64ExG52DjtQJyG2h6Bq5auXnTpvE7j/s2zp3Zi+TcnkHmiwwafMlSRowc6d2166agoOCNG+mzT546FSU2CMhkoEJeQeGmLVvcPdzRI7kxugUbry0gvbW1dc+e3woSBMdu3jz/RDygBTlMuIiXeI7tMZVdrTWqBlFcpmFKJzwsDOK9pSWn34ABPj7d7ezscHTXE9h4ZeTk5AqFqbm5ueYWFjbW1iUtJEkyKyvr6ZOnvy1YYGeQOKm75ExlyFXWrqsG3TxvuvJu8F3bObUa3aq97Nl3aMsmCgSQr1+IjExIENSuW3dWwFxPT09rG2szU1Ocu+sPbLxC8vLyYmJi+vbt6+vb59at6O3btzdu3IgufVFRkVAovBh16a8NgQt8hJ3di8tdHcmpIeyWdUlRLhF18UbG6RtQCNOxAraBkWGNGjXc3N0NDQ1B6zou9Sb4T65WoxoHwjuHA4cLPHqHvsHGKyQzM/PXXxf8/vua4cOH7927d+zYMSdOnOTzedQdIR8+ftyzKyQ8dOeOcWL6bax3X7P6tywa1g5dmfpyfWrfdfL3s0YDBg3q0bOntbVkZHcAlgNHiYwMESHtgFD1xr+uaGDjFZKbmycQCEB3mIa/4eHhe/bs8ff3B1khuoPuE8f/nJz4Yvngr3SPuMfKyCWKR5Y0tGLZeJKfrqOPuriTKyMKDuzY1KRJExsbayj5lJy8Y/vfRw8dhulOXbos+G2Bo6MjvsiqV/CPqxD0CBDq7bZt2yDD6dylc4vmzQsLCw8dCHUxfbFnlpjqSSbKIRYeYXPMyGLdrRoatt+MutmIBReKHix9Fvu+tYt4dq/s2Qtnd+7RPzcn58rlyy0dXj8KJGHeaXsvbPyTu+C3X0veKYvRIdh4hUD2wmZ/6asIKUdQUND48eP37dtvaWkBLU9X3pdb/vZdZ0U9ZXl7kJ+TGYLSHWDzu7IcWl066uft8Q4OCKv7Jq0+tQXKJ7QmO0vvKYHltKpLPhGJxGL8gGX9go1XiJmZaadOHa9evdqhQwd4K/4v2sMguk9zk+kzpi9etNjOzjbsOOtn72JBfZuRYHzL2gp9ZRlz41K4M76RVADpt4/76vFdSULidIzZ4nXjzc11fA7e3LxKjYmg/eZg4xVibm7u6+u7ZMmSc+fOFT0NEj9ZC4VzuhDD1t0dP17Qf8DA1HxOxL0MNN4YBGnJ8ATb2Wc+5zlFD5YbtFpJ9bHZs3t3Tk7e4C3WG75Lo+f9kM9cimWtjzSbOmexq2sDnY9GZmdnFx+fUDXudkVjGWi5EGy8QoyMjJo0bcpisYKDg3/2vEmV75tWbfOZ1xv+XPBRZLryRHVIS5DiaHgCSOXXjpDEbzLxTOzup+z2W9Ctrgf3H1ixamVmZmbA4oD53QWouyU0c1eeYJlZ8f43b5q3t7c+hlmFI5WWN/9XMbDxCgHXbaytV61ePWvWrEt7r68cYUuNGDyxJxdeMe/z158jfj/Fop75AdKff1L8AAWgPvf99KX+c9fsWfv7HwHz57u6urJYxJqN2yb+POGDIBEqcK2tho8d0devX7Vq1XT1mEuMcrDxyjAxMXF3c9u+bdtvCxfWm7RrRl+rgP7WVhbFF0Qb1jReN1w87m/29D0saMVm5oDuLI7ZVwn64h5vxw3txLJrUr16NWNjI2gN16lTZ//BA9LHPxGmZqZWXCsLC3N8O1+ZgY0vBZCez+evXrWqbdu2wUFBf4yOgcJujSV5jOSBulzrhFRTvjVx+zWLb0PO8RVvvgA7QHFiQ0jz++1jYa94ePx4xLDhw+ylHWZq1KhRnpvEbLDxpWNoaGhjY9O7Vy/IyG/fijYyNrpz+65AkPAxKalGtcLDU8T0W11b1BZvjWJ9F8ReOqD4yhSSfmLItvh376fPnA664wur5Qg2XiUys7L+3rb94L79fBuxQCgZD7WtI9nFm6T60iCShMSvR9ixydZt27VfeuL8ppE5qFELf9cMyf3f3ogli0QLfvvV0dERjxBfXmDjVSI9PR10PzylUBq2xSUrgOtboljH7hh0+Oab4KU/V69R/cb19v5/L6akh+PA+uHiMdsuLV1MTp46FVqxWo4YitEMbLxKiIsklssZj4kgnicSe29IXG/WsuWfm0Y3adIYUiBIhHr07AHtUf+tv9GlPz1bvPDIpYBZ8Qt+W+hc08nAwJDFIqRDqJqbm5vhHjVlAP6JVcLC0sLd03Nr1CPq4QgoqEe/YqUVWrm6uf0Z/GPjJo3AdarHr5UVt1v3bjBBlx5YPJCMuPfKf8LPkNCzpIDsrb28vLt2q1nL2VraCx+fptQf2HiVsOJyh44Y/tvcJz95F9K6jrEgp1+9dnGr1i3priNgGkkvFot7LptL71Hs25xsWSc7Me118XJyiWfxj4N/+zvTvPG06dNbtmppaooTHn2BjVcJULB9+3bunh4Lj8SgM4+QosBE+yVEcnKylZWV3Jv0iqX36ZaVlTVx0++rh2RTI9vA7PQcqbM7+bM3ufDIw/Vr123eugUbrz+w8SoB7trZ2QXMmz9+7JiIe9nUs/sGtCAfP3rUf4CforuwYUZrK6uBgwY0cG0wderUAB+hzHP/6PRtTi6KFOXnF+hlGzBS5BhvalalBjfU1eZIrr96uP26cNHixYtEudmoV7ClGfFfaTNKhiPmcps1a7rpr79WLF0afi+Ga0q48uR4nyiUjGGGT1zqFTnGQ+PpwaPHuTnZZb82Ogd0h83R1dIsLS0hL2cbsFatCAw+L3TnEW9STCfN9DIxKT0JgeZpo0YNN24KvnTpX0iEXr95A/n9VzVYLBtXm4WDB1ED/WH0gRzjzUxNzGpUL/tVqfigvLxHjx5eXl7Z2TkkQZqZmkrPrqgUleEo4ejoOGjQwAIpMjd/QKPXyMgIMnh8RVav4DxePUB6CymazQ4ZjokU3a4VRnWw8RhmgY3HMAtsPIZZYOMxzKLcjJ83b8FPE36qXbNmea0Ahpno2PirV6+eOnUGTffq1RONeyEX+PT6tWvYeEwZo0vj375/D7qvWLEMTW/dstWpZk1FTsPOAHV0+O1lyblzkQdDD6Hp74YM9vHprrz+y1evAgNX/b1969hxP8FfJTVLrVBm6GMb4SM0YcXlrl2r8Fm2ekVfWQ2IjtQnPtuPplEhdSjgWFrOnRcAFfbv2SfKzKRKStbR03pqAPzTggroHxX9M9d1qVvPxUXJLPAp1IfKypdMCVHu6GMbN23eQokOWwp7VKl7kT7QpfFgOdgJCTrx2WwE6I5S9n379weuWDl0xDDqUABvwWw4FIDuqATNTj9coDpKEqRyBP0zE5+1QIXo35VeMnfuHGoahUAqgtIlQAGyHDZDKbraRv+JE6hltmjRHOb1ISq58QAVjCnvUeqCcpthQ4cS0uBNVQDex8c7fZ35wCwJ0rnodXS7ntoABsA/IVJT5vAN/+rwKQpgEBSpEhT5kBMoEFIRdPr0mSjaVZBkBqGnbaQWcvfuvfLaXn1lNeA6RHR4tWvfvuSnMomK3IS+oiUzdKgcVMYJdNxHAQzZIDcTeP3qNUHLYcor2ilHf9sIhbBj6HftFaNL41HmTeUzMY+f9OrVE0V3cBomUAXIcCCHQSUQxaGOU4nWLcpz6HUqZlYDHkB6Ci91U9JybLqpiw63EWVB6Jig03VUA10aD1JC+kGlIg0beSJNQXGZlisYjEogkMs9aQOiy9TR4XoChUVFhpoOA4bSUyrmwQH6uyGD0TT8i8K/Jb1ELhAa0zMyUGUIeKqcCVER2C76dIXaRihBCY9mq0RB30YN0HFWI8nUh8oW0s/bIDpIkVuBmpCpo1tyc3MtNe3/CHbCPyR1vIbjOyqBadR0g9hGldBBgQ216sAAemWNN0QG2C76dIXaRsjmCVqeA8ukt2VVh76NGsDQXgZZ2dnmZmYaP1JP0T8VPYBRpzjo01QJGCBXdG1CoFgshu2i3la0bdRJFiezjRrAUOMJkkxNS7O2stL4uF/RgGN9Wno6QXuMDyO2UX3K2viK052mqLAwJTWVY2Fhbq6DG2Hp0a7syc7OFmVllVSBCduoLmobv2///prOzmpl2FevXoUWLToZr3F3GvpCdAZJijIz0bXeKgsTtlEd1DM+cMVK+O3AeLXmou8eFfMkI4Y5qGd8x04dSl7+pHebgYwlQdpBgJCGc2oChWfqxOWKFcuobjMwTS+nFgsVrly+ioKT3C469O+SmVctMvLJ2GTipuSZHYSnPeFuS/C5eBC8Kot6xkOEhqymZDmyDT5CvQPQ5VJQlppAn6ILSfAWpUboU5lyet6COttQ9ZV8F7xVt+/NvdTCi4mFYXEGL5JlfwRjs0Kuda6JeaFaP065wDNj803ZHENWC1vDFjaG9TlVpJGqP3TQckWXRdE08rJWnVroLTUBvHvzLubxE6o7JNREn8qUo8SJkB4ZGjbyJKTXXyHYoyUr+S612P4qd+2jQuEnC1LOyNhEfo5Bco6FpVWelb1Wp37LgMQcMbxgIuqTZCSzWa5m39fEAyUoQwfGg6Po9AtMKKkGatKbvCjwlyyngAqwM8AExHJKaxW/SzlJOeL1MYWpH7+6OjO+idmopqZL/s2KfJuPSjLTTcRitk21yjRS1ZpnORD1OzngEW8UogPjIbmnugNAvq6oXYvyeBTLIXhT1WTKZbIaqg8m2kNU/C7lnBUUpHyte8vqhlv7SR68emiIofXqT1R5tshotSf5DU/VgSBzc/NEIlFeXulHBhMTUw6HY2qqbTz+mEf8l8/KErNupLPPCiUXm36LyY7oyIU8R8slV1XUNr7k+UFF3QGoQmpCUeNSUTl9Byi5NOVrpYSQpyyZZEaYq/As7+pH3G94KcoXSImeIRJ9N2SIiqtxMDSUy+FoqX51E3jBypNtrMQPs4w+5LNEheTBd3njXPDoxPJh4jXX5//JbvWr9KIhoWnf1DLe+SBH5qP32eznaQYNrOX3XkKuf0r+pLroFNQsoL6DvYP2IX8Cr2jRW8mmXfyvABuviIprvJ7O3Gfkk4WFco74h+Ly4CV3lnufjEoar8R1Va4K0tcALUF77xtaFB+54jK16l1Ytam4xuuJ2GQ5hVd+KH56QVoO6RuaJvOpqFC2MxboLhAk+Pn50QvVuvxNVabUR96HhYXx+U6aSW/JuH9MTcA/koQl/2adGyXvsWbyKKm7Nl090LyU97BYbaTHlArjjPfisUoqSp2RlAvP7EuSQNdd2z5NNOghH0uvVxhnPGBkLC7IV6PXeHP74rOTetKdDoml1zNMNN6SmydMlv/YppK0sy9wtJS0CMtAdwSWXq8w0Xhzq/zMDBN6mE+b7UBNRwyxpjdeZzQWEWWoOwJLrz+YaDxg7ZCVnMShrkPRr7PSWdk8o4F1URnrjsDS6wmGGm9sKrZ3FFXPNItJl/8LWBuRAY1EvWvnlYvuCCy9PmCo8YRU+v1ewgMvTHe/snif/SXDAde7Oeb95JaF0neRSCRz3r3sgRWIirqIjdcJzDUe8X39XHglZbKTciTSWxqR9MurEOA/JRcnPGUc4KkvRafqYTV00vMMw3TjERDOUUSXQaROzzC9AquBw7xOwMYrpNwDPPXVOMzrEGy8QqgAX466I5D0OMzrBGy8QlS5saOMqYCrVOmolMaXwTBPkNJkiCTXnso9wCNQmIdVghXDYV4b5BuPBsmgbk0KXLGyYyedjXsKvmow0gZ9rjJ4alrFabPSwYmN9iiL8SB6xXlmAX0nKYNhnips/lBhV6yyoNB4jqVlrTq1ZAaBoYbWoD+xDO0V6AFP8Bb+QvSljhLULDJ3bdORWey+/ftjHj9Bs6AJNIoT9Vgo+gKpykq+i/5kNY0HcsJUDZTFeDTKgMx4GzJPLJOZBZIftA9A1gG5B30WRYMoocclUI89e/v1uEsyz8YpuUCCNiCUku9Cgz19+iTvDigMkyil5QrWUiPDvI+PB6HRNBqOr6TxIBkahwPiLgrA1AgcioADAhxMZOrIHeMJrUPJBaI6JT9CIR/2BzjswF/lW0qnoKAgW7tByvUHrBisnpERHpFGQ0oxHgymBn+s6ewM0yhwwgSynxq0lpqAjAJUQ8OJofFklA+tgYb1oz/aUgklF0iNCqjku+C4odbgumDVr7/+SlSYEzUIdLoGVmzr1q1WVlblvTqVldLPTkLCgERE9qNp+rOZqBL0tl379hDg0SP+oA7YT3ks9wFmUBMy/nmPixeSoPRB3iUXqOQj+nfJfdCsIvLzC4q0e9iQ/oAVg9Ur77WoxMg3HjINevZMWVLy1E1JgWSe+lTqLCWfEkVBD9hK1kHJd8l8L87jMZXyChQGozGMMF7mkFUqxsZGBlXl2UkYGRhhvLqYm5svXbp04MCBcgb6KG9gV4QdsrzXohKDjZeDkZGRTh4VpltQn2HYFSvgulUisPGVDNAdn4zXBmw8hllULOM/ffp09Fi4n1+/6tUcSq+tT0xMKuho1BV2xSoLejeelD5ylsVi3b579/y588OGfV+rlvwnN4lJ8syZs+/evj1//vzQod+zWeX5lAsOh3MwNLSidRiGVYIVK++1qNyURYwH3d/Hx+8O2VO3dh1HHk9uncKiokuX/o2NjYPpJzFPLl681NW7SxmsmyJMTU24UrcqyOkatPdz8X2uWiPH+JOnTiclJam+iHFjxyj6CAI86C4SiQ7sO1hUUNCseRNjBa2uvLy8uLhnBgYGRUVFhoaGsU9jO3bsoKgy+flR5bDwvPz8O3fupKYK2WyJFaSYZLPZDRs1rOnsTK+m+uZQVMD8oQKuUqVDjvH//fffwAH9qbdGxsYW5uZFYrEoI6NkZchVFC0a6Q5/w8MjEgQJtnY2jRs1kqkjFKZl5+SwQFaShITn/v0HF85f6NW7l7OTU1LSB2NjY3DVxtbW5Gv16Qbfu39/7559sKuIxcXDb8D0w4ePf/nfFHMzVYdTlQuV2JR7mEdbi1ManSDHeIiyNjZfHh/w6vWbgwcO8Pj8H38YJWf+0q5NXr92/erVqwZsdtNmzcFd+keJSUkga25uLhhvbmo2/ufx1aQNVnt7u5TU1OPhx0FtUiyuWavmD6NGyixWmJaGjgZ3b8MuRxbBHlkkeeAw28CwoCD/v48fHz545O7hVlBQ4GBvr9pPIQvkDw72xQ3ocpSe2rlhZXBKoz2l5/Hv37/Pzct7/fr12/fv0a2lUVEXa9epXbdOHUISyOXPBc1QaHoKEhPPRUaClxxLy2++6UR8DvyoTnZmllAo7NipY/Vq1dgGbDMzs6zMLELSdTHf0dGxW/duZqamkLFkZWXJLPzw4cOPHz8Vk2I2i50qTIVlstkkiy0ZVEy6j0hujTt27Oipk6YEm+VSt+6PP8rZV1Wh4rRfcYDXFaUbz+M5Qsi3tbHlSvsDH4+IiIt7/vz5i/4D/MBUubOQUt1h4sqVa6kpqRB+O3t3trezk60nNb9hw4bOTvzi7+LzvNp4OThUc7C3gxeUwD7z9s1bmfkunI9iFx9bSEkyQxKuDRq4ebjn5+VDPiNIiIf9LSMjA1oQbLZBSvInjY0v9zCPA7zOKd14Jyen9u3a2trb29raXrl69cmTp9ASTUsTXrx4ccCAAai9KAO6dyFBILh/9w5EXZd6LqirOj3AE5IMRGJtUWEhVQLNTZmHEtM/pS0fliQmio8wrG++6djj254vX76ChTdr3uzMqTMPHz2qXaeWnb3DjWvXFR6GVAMia1hYWPkOtgorgAO8rlBo/OUrV/Ly8rp36wbN1tatW6OSyMjz1K0Sjx49tra2MTExlpmRCvBPYp7m5ORyONzBgwfDQui65+XnQ64C4R+mk1NSOFxOwddmFxUWcbkchbfqkQSEdjAZGqm1a9UG3Q+FHn706BF80rRp42979YqNi01OTikSSx7tS2h3Wh8iK5/vhKQv4zCPVhwPpa1b5Bv/4sXLM2fOQlyxsLBs0KA+ZDXXrl2DEplqly9frlu3bpfOnemFKMB//PgRdg+wcvB3g9CJQnp0P3jg4Nu378TSnefE8QgDQ0PqTAsFFI4ZO9rCwkLOqUVpCZTD/+vVdxEkJN6/fw+F8rt37nm1bQuR/sb1m2nCNPV+DAWUi/RYdz0h3/iIiAhCOkrRiRMn2rVtC/lMSd0R0KKlv6UC/OnTp7OyMocPH9qsSZOSc7m6usbFPUPT+QUFRIG829jy8q5euWpsbGxgqKDjlHTfgmYu7JjS7uyS74Usy8zETJiaJj0I6EzOMpYe664/5BsPmQY1ff3GDdUXB4EcDIagKxB86NHDB6Xv4s+7AYWXV2toD7x8+VL50h7cf2AtaTTLf9IqKd3BHjx83LFTx/79/c6fPw+FXbt2k17MipVk+mKxDnsqlJn0WHe9ouNeBlnZ2cfDw+/ff9i8WTM/v34ELerL4OPTrVTjgTSh0Ior22hjsdCJSMmf9DTh3t17+w/w8580hc2W1N+/f39RkcR1NluNR1iqQhlIj3XXNzo2/s2bNzduRsM/28uXr5TX5PP5bdp43bx5q9Rlskq0PSUniL4885cVn5Cwbt36OnVcpCvwysDAkCVtNBTvaDrtkSYjPUJ79emriHXXKzo2/tN/yZBMWFlZ9+7TC5Uo6tMC5e3at3v+7HmqUKh8mdwSMR6SJbCcCuAkwYYvLciXDMhYu1YdA0PJW/QR/K+29EqZDqFLj0pYxauhCTK/DtZd38gxXknPsFL58PFDfdf633/3XTWH0ju429vZzZw1Q4NvGTr0ew3m0iFI+qioi5+SP1FXZNUK+SXDwMHQUAd7B/wUEH2j4xg/9PvvdLvACgt4CS8QVMZ7Qp7NysGulyUV6x6oSgfd+7y83Ax1Rp0H0bkcjomJKXa9LMHG6wDkPSF9sghSv9RZsOjlBTZel1DqYyos2HgMs8DGY5gFNh7DLLDxGGaBjccwC2w8hllg4zXh7t17l69cRdOdOnZo0aK58vqCxMTQ0MPT/jd13foN8Fduna1bt2dJH7emygIxGoONVxvQF3RH4iKVazjW4CsYaw0Bn0J9qKyoAuxC8BctE/YKbLz+wMZrBVKZ+Kw+KrQwN//pp3H0kiFDBlHTKMxTRwlUGRTHlpcN2Hi1ActBUxCX+ByVKcBs+BQ+AqEh8FMlKLoj71Gwp44SkMxAZaT7iZOnXrx4CVlNOWwVY8DGawJEZTQh4z3KberXr5f04QMyXm628yHpAzUvAJXRRJ/ekpsKYB+Avzjk6wlsvFaA6xCY4dWsWVO1ZkTJjNyPeHwetQ9gdA42Xm1QCk7FdXoeAukKBPVSMxMI/1nZ2agyRHpUGRaL9oFEQaJmAf5jXvEEx7A8h96v4DDR+FY2hreFkgGhHotYjThq36wHOkIMpnISyGGgBGXqqHkK8ZsqoYMyHNRyBcvplQmp8WiZaIEabNcFYfGot97V8IOiFMJE4105Bsj4GxnsRhxNnkaPEu6S0Buy1Gkc+jRVUvLkjKIkR0UupLJDPhYb38dRdqA4DAUTjf++psme95IM4Giywcd81k+8wuqVuU97ZiGxLdHwrLD4TvcRNU2a2zLxn1VFmPjTOJqxJ9Y13fxacqfStQz2tQydRMTaRJeZZx/qYkla0I9nPM1Vq+dEVHmYaDwwzsUUvF/zLEdUWBGe8qQblnia9+bhfKYUGGo8AHI0tzE88D7vTmphXKYm2XzFAdriM1zN6nNKeV4LhmCy8YQ0vcE5ANNgtPEYBoKNxzALbDyGWWDjMczi/355g6BmQ51yAAAAAElFTkSuQmCC?nolink&184x257}} L'objet est placé à droite puis il va glisser vers la gauche. //Sprite 3 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?nolink&241x92}} On répète ce mouvement. //Sprite 3 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?nolink&240x112}} **Si l'objet rouge touche le personnage, c'est perdu et le jeu s'arrête.** //Sprite 3 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?nolink&241x174}} On teste. **Ça ne fonctionne pas, pourquoi ???** L'obstacle glisse PUIS on regarde si l'obstacle touche le personnage. Il faut que l'obstacle se déplace ET EN MEME TEMPS, il faut tester s'il y a contact. Il faut mettre cette boucle sur Sprite 1 et pas Sprite 3. //Sprite 3 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?nolink&229x117}} //Sprite 1 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?nolink&218x190}}// **Si le personnage saute correctement, le score est augmenté de 1 :** On crée une variable « Score » 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?nolink&237x210}} Au début on met le score à 0. Puis à chaque boucle, on ajouter 1 si le personnage n'a pas touché obstacle. 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?nolink&272x160}} **A rajouter :** - ajouter un message « game over » - corriger les bugs, en particulier le personnage qui reste en l'air quand on a perdu. - le personnage change de costume quand il saute - Il peut y avoir des obstacles sur le sol et en l'air. Dans le cas le personnage doit sauter ou se baisser. - l'obstacle peut aller de plus en plus vite - faire un vrai saut avec une vitesse qui diminue quand on monte et qui augmente quand on descendre - ...