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2SBr7X67COjwCHlHOO8c0lEU3f3EJz7x7iuvvHKkj/JLxku5CCAwjwABXMHjEV6PHRsbW661PloptVwpta9S6slzBWwIlfCn0+n8vIIUi26p1Wo9NQT0PCH9S6VUuHOyxXu/Zfv27Zt53XnR7EyAQC0ECOAKbPPExMSeURSFoJ0N3cOUUptDICilHmg0Ghs6nc5PK9Bq4VpotVoHdLvdVUqppTvd4fluz35zmqabp6enf1O4wikIAQRyFyCAc9+C/gtYvnz52NKlS2cf3Ya/XzT7CKzRaGzudDo39D8rtxiUQKvVOqrb7c7eGQr78/WwP+FO0QMPPLBl8+bN2we1FvMggEB5BQjgkuxdHMd/utMjrKO9998Mv9CjKNoyNja2ZXJycltJWqlVme12e7ft27cfnabpjjtMWus/mQ3j8Cg5SZJ/qRUIzSKAwG8FCOCCHgZjzB/3Xr8Nv7jDn+9rrbdorTc3Go0QuA8XtHTKmkeg3W7v1e12wx2o5d77sK/P6QXyjkfIIvItABFAoB4CBHBB9tkYc0QI2vAoN/xi1lqH12w3z/5yLurHfArCV9oywsekenewdjxC9t4fEO5o9V5D3iIit5W2OQpHAIF5BQjgnA6ItfaQ2V+8aZqGpyYfDI9uwy/eKIrC67i8Kzmnvclz2fCu6955mH2UvE84DzvdEbs9z/pYGwEEBidAAA/Oct6Zms3m/o1G46Wzv1yVUuFqTZtnQ1dEwmdN+UHgUQLGmHDlsR1h3HtJQs/eSet2u1+amprK5ZKfbBMCCCxegABevOG8MxhjViilTlRKvcJ7f6PW+qo0TbdMTU39cMhLM30FBZrN5rOjKAovUZzgvV+mlPqcUuqzIrKpgu3SEgKVFiCAh7C94WnEbrd7ktb6JKVU+Azo2vHx8bWTk5MPDmE5pqypQLvd3mdmZiacsfBnT+/92kajsZaXL2p6IGi7dAIE8AC3LI7j43qha8IvwyiK1jrnbhzgEkyFwJwC1tplaZrO3umTcP6SJLkWLgQQKK4AAbzIvVm9evWBY2Nj4RHIid77X2mt13a73c9w9aNFwnLzBQmEq6I1Go2TvfchjH8nPD29ffv2tevXr79nQRNyIwQQGJoAAbxAWmttHH7JhS8SCk8x9x5xhItj8INAIQTiOP6T3jMy4ZxuCncOnXNJIYqjCAQQUARwH4fAGPMHvTdUhV9oPw2hu9tuu4XXdrkKVR+ODB2tQLga17Zt22afnj4g3GHsvXHrztFWwmoIILCzAAGc4TzEcfyy3iOJ8K7THa/tdjqdWzLclCEIFEqg1Wo9P7xW3Hvj1o29Z26uKVSRFINATQQI4MfZ6PBxj0ajcVLvaeZ/6z19Fx45hM/v8oNA2QW0tXb2fD+r996FtXw8ruzbSv1lEiCAH7Nbxpi/6r2B5cjea7ufSZLku2XaVGpFoB+BOI4P01qfHB4Ve+9vDmEsIlf3MwdjEUCgfwECWCllrT10p49w3NZ7Wi5c4IAfBGolEMfxK3ovtxyx00fpvlcrBJpFYEQCtQ7gOI7DG1PCVaqes9MvG661O6LDxzLFFQjXKt/pTun3vfefTZIkvATDDwIIDEiglgFsrX259/487/3DURRd4pybHJAn0yBQOQFrbTtN07O01ntprS9yzn2+ck3SEAI5CNQqgK21x4TgVUrtEUXRRZ1OZ0MO5iyJQCkFWq3WqjRNw/9//qsXxNeXshGKRqAgArUI4N5rvOdprV+gtX6Xc+7TBfGnDARKJ2CtfaX3/lzv/bfDHVnnHK8Rl24XKbgIApUO4Ha7ve/MzEy4x/6q3j329xQBnRoQqIKAtfbves8ofWp8fPyiycnJ+6rQFz0gMCqBygZwHMfnaq3Do96PK6XCvfT7R4XKOgjURcBa+7tKqfB+itO89xclSfKuuvROnwgsVqByARzH8at7wfu1XvDyrubFnhJuj8AuBMK7pntB/OJeEH8SNAQQmF+gMgHcbDabURSFR7wPeu/fJSKb2XwEEBitgDFmudY6vD68T5qmF01NTU2NtgJWQ6A8AqUP4N43voSnwJ4WXucVkS+Wh59KEaimgDHmL8Lrw1rrn/QeEfNNYdXcarpahEBpA3hiYuLgRqMRgndVL3gvXYQDN0UAgSEIGGPe0AviDd1u96Lp6em7hrAMUyJQSoHSBfCKFSuesOeee4Z3Np8TXuN94IEH3rV58+ZHSqlP0QjUQGD58uW7L1269NzwGrFS6r2/+c1vLtq0adN/1qB1WkRgXoFSBbAx5s29/xN3tm/fftH69evvYX8RQKAcAqtXrz5wbGwshHAr3HkWkX8oR+VUicBwBEoRwOEbisI7m733d/Te2HHTcDiYFQEEhi3QbDb/R+8Nk88Mrw/zzUvDFmf+ogoUOoCNMX/eC94lvTdyXFtUSOpCAIH+BOI4Pq73kcGtvSC+rr8ZGI1AuQUKGcC97ycNT1UdGT5SlCTJFeVmpnoEEHg8gTiOTw0fXVJK3dy7o833b3NcaiFQuAA2xoQP8IePMISr6ry3FrtAkwggoOI4Pic8IlZKfVFEXg0JAlUXKEwAx3H8HK31R5VS94Y3WonInVXHpz8EEHi0wPHHH//0brcbLmf5FO/96UmSfB8jBKoqUIgANsa8Sin1kfDRIhH5UFWx6QsBBLIJGGPODB9ZUkqdISKfynYrRiFQLoFcA/i1r33t+H333fdR7/3ze/d2uVpOuc4P1SIwNIHeVe4+qrW+Zd999z398ssvnxnaYkyMQA4CuQVws9k8Koqi8Kj3BhE5I4feWRIBBEogYIwJvyeOStP0jKmpqRtKUDIlIpBJIJcANsa8VSl1vlLqdBH5p0yVMggBBGorYIz5a6VUeI/IO0XkfbWFoPFKCYw0gFut1lO99x/x3u+VpunpU1NTP6qUJs0ggMDQBJrN5jOiKApPST+stT6j0+n8fGiLMTECIxAYWQDHcWzDPdgoii53zl0wgt5YAgEEKihgrX1HmqavDc+gJUniKtgiLdVEYCQBbIwJ72b8i95TzhtrYkubCCAwJAFjzMreU9LhM8Phi1n4QaB0AkMNYGvtod778LrNT3vh+0DphCgYAQQKKWCMWdoL4QO01qc7575XyEIpCoHHERhaAMdx/OpwYQ2t9Vucc//IDiCAAALDELDWvsl7//7eRxnDlfT4QaAUAgMP4JUrVy5ZsmRJeNR7eBRFr+90Ot8uhQRFIoBAaQVardYL0jS9TCn1na1bt56+cePGraVthsJrIzDQALbWHt17yvl6EXljbRRpFAEECiFgjPmwUuqY3lPSWwpRFEUgMOynoOM4/jul1NvC00BTU1NXIY4AAgjkIdBsNk/oXVf+3UmSvCePGlgTgSwCi34E3Gw29w+fzVNK7d5oNE5ft27dj7MszBgEEEBgWAK9L3UIv5ce6V1z4GfDWot5EViowKIC2Frb6j3l/DERWbPQIrgdAgggMAwBY0z4vfS63lPSnWGswZwILFRgwQFsrb3Yex8COHwY/ksLLYDbIYAAAsMUiOP4pb1PZHScc2cPcy3mRqAfgb4DuPdGq3cqpe4ZHx8/fXJy8sF+FmQsAgggMGqBdru9z8zMTHhK+sA0Tc/jSx1GvQOsN5dAXwEcx/GxSqlLoii6wjn3QUgRQACBMglYa//Ge3+q9/6sJEm+UqbaqbV6ApkD2BhjlFIuPO3M9VerdxDoCIG6CITr0mutw+vBVkSkLn3TZ/EEMgWwtfYE7/3HtdbWOffl4rVBRQgggEB2AWvtS7z3Tmt9mnOOj01mp2PkAAV2GcBxHJ+mtb7Qe2+TJPn6ANdmKgQQQCA3gTiOX6S1Ds/q/a8kST6eWyEsXFuBeQPYWnuW9/4MrXXLOfed2irROAIIVFLAWnu4976jtf6Ic+6SSjZJU4UVeNwANsa8XSnV7r1OcmdhO6AwBBBAYBECxpg/CO9vUUpNisjfL2IqbopAXwJzBnD4/l7v/VG77babnZycvLevGRmMAAIIlEyg3W4/Zdu2beE14Rv4fuGSbV6Jy/1vARzH8aVa62enadqampp6qMS9UToCCCCQWaDZbD4xiqKO9/6HSZK8IfMNGYjAAgUeFcDGmCuUUk8SEauU8guck5shgAACZRXQxpjwdPSvReTUsjZB3eUQ+G0AW2snvffbROSEcpROlQgggMBwBIwxV2mtd3POhffB8IPAUAT0ypUrlyxZsiTc4/t3ETltKKswKQIIIFAyAWNM+GjS72/dutVu3Lhxa8nKp9wSCGhrbfjS6pudc2eVoF5KRAABBEYmYK0NH006UikVPop5/8gWZqFaCITXO/5eRMJHjvhBAAEEEHiMQPgdqZQ6bvv27Xb9+vX3AITAoAR2eSWsQS3EPAgggEBZBeI4PkdrfWrvcry3l7UP6i6WAAFcrP2gGgQQKKiAMSZ8NOmcKIpanU7n2wUtk7JKJEAAl2izKBUBBPIVMMacopQKX8Uavklpc77VsHrZBQjgsu8g9SOAwEgFrLVt7/1VURTZTqezYaSLs1ilBAjgSm0nzSCAwCgE4jg+rvdNSiclSfKFUazJGtUTIICrt6d0hAACIxBotVpHpWkarh99tnPu0yNYkiUqJkAAV2xDaQcBBEYnYIwJnxEOFzK6WEQ+PLqVWakKAgRwFXaRHhBAIDeBiYmJP4yiKDwS/pGITORWCAuXToAALt2WUTACCBRNwBjzx0qpa7TWb3XOfb5o9VFPMQUI4GLuC1UhgEDJBKy1Ryulvuy9XyYi3ypZ+ZSbgwABnAM6SyKAQDUF4jgOV8s6p9vtLpuenv5lNbukq0EJEMCDkmQeBBBAQCnVu3b0kSJyHCAIzCdAAHM+EEAAgQELhO8TVko9ICJnDHhqpquQAAFcoc2kFQQQKIbAmjVroltvvfVrWutrROQDxaiKKoomQAAXbUeoBwEEKiHQbDafEUXR17z3r0uSJHxWmB8EHiVAAHMgEEAAgSEJGGNWKKXWaa2XOee+M6RlmLakAgRwSTeOshFAoBwC1trXKaVeH94ZPTU19VA5qqbKUQgQwKNQZg0EEKi1QBzH79NaP1NEbK0haJ6noDkDCCCAwKgFjDHXKKV+IiJ/O+q1Wa+YAjwCLua+UBUCCFRMoN1u7zEzM/M1pdSnReTSirVHOwsQIIAXgMZNEEAAgYUIHH/88c/tdrvhndGvSJLk2oXMwW2qI0AAV2cv6QQBBEogEMfxhNb6it7lKn9QgpIpcUgCBPCQYJkWAQQQeDwBY8yZSqkTxsfHl01OTm5Dqp4CBHA9952uEUAgZwFr7Ye8978nIi/PuRSWz0mAAM4JnmURQAABY8y0Uuq7InIuGvUTIIDrt+d0jAACBRFYtWrVk8bHx2+MouiDnU7nkwUpizJGJEAAjwiaZRBAAIG5BIwxR2qtb/TerxaR61CqjwABXJ+9plMEECiogLW27b3/h947o+8qaJmUNWABAnjAoEyHAAIILEQgjuNztNbhUfCfLuT23KZ8AgRw+faMihFAoKIC1tqPKaX2cM6dXNEWaWsnAQKY44AAAggUSMAYs0kpdZeInFagsihlCAIE8BBQmRIBBBBYqMCqVasOHR8f3+K9n0iS5OsLnYfbFV+AAC7+HlEhAgjUTMBa+xrv/YkiclTNWq9VuwRwrbabZhFAoCwC4SId3vstSZK8vyw1U2d/AgRwf16MRgABBEYi0PvmpO80Go1D1q1bd8dIFmWRkQoQwCPlZjEEEEAgu0Acx+dqrY8UkeOz34qRZREggMuyU9SJAAK1FDDGfENrfZlz7jO1BKhw0wRwhTeX1hBAoPwCxpjlWuurvfeHiMgD5e+IDmYFCGDOAgIIIFBwAWvtJd77J/DZ4IJvVJ/lEcB9gjEcAQQQGLVAu93ebWZm5nbv/RuTJLl21Ouz3nAECODhuDIrAgggMFCBOI5fprW+QEQOG+jETJabAAGcGz0LI4AAAv0JGGM+673/SZIk5/d3S0YXUYAALuKuUBMCCCAwh0Cz2dw/iqLboyg6ttPpfBukcgsQwOXeP6pHAIGaCRhjXq+1bjvnjqlZ65VrlwCu3JbSEAIIVF3AWrvRe//PIvKhqvda5f4I4CrvLr0hgEAlBay1h3vvv9ntdg+Znp6+q5JN1qApArgGm0yLCCBQPQFjzNuVUoeKyF9Wr7t6dEQA12Of6RIBBCooYIy5yXt/SZIkn6tge5VviQCu/BbTIAIIVFXAGPPnSqkrx8fHD5mcnHy4qn1WtS8CuKo7S18IIFALAWPMPyqlGiJyRi0arlCTBHCFNpNWEECgfgLtdnuPbdu2/UBr/RoR2VQ/gfJ2TACXd++oHAEEENghYK19uff+HBH5I0jKI0AAl2evqBQBBBB4XIE4jq/WWv9QRNbAVA4BArgc+0SVCCCAwLwCq1evPnBsbOz2NE2XTU1N3QpX8QUI4OLvERUigAACmQSMMW9USk2IyIpMN2BQrgIEcK78LI4AAggMVsAY82WttTjnPjLYmZlt0AIE8KBFmQ8BBBDIUcBa2/bev3V8fPzFk5OT23IshaV3IUAAc0QQQACBigkYY67SWt/snLukYq1Vqh0CuFLbSTMIIICAUq1W64Vpml4tIgfjUVwBAri4e0NlCCCAwIIFjDFTWutp59wnFjwJNxyqAAE8VF4mRwABBPIRMMas0Fpf7Jw7PJ8KWHVXAgTwroT47wgggEBJBYwxm733lyVJ8oWStlDpsgngSm8vzSGAQJ0F4jh+mVLqzUmSLKuzQ1F7J4CLujPUhQACCAxAII7jW7TW54nIxgFMxxQDFCCAB4jJVAgggEDRBOI4PlVr3RaR44pWW93rIYDrfgLoHwEEKi9gjLlDa32qc+7GyjdbogYJ4BJtFqUigAACCxEwxpyplHqRiPzlQm7PbYYjQAAPx5VZEUAAgcIIrFmzJrrtttt+nqbpS6ampv53YQqreSEEcM0PAO0jgEA9BIwx52utn+ace009Oi5+lwRw8feIChFAAIFFCxhjliqlftbtdp87PT1916InZIJFCxDAiyZkAgQQQKAcAnEcv09r3RCRvy1HxdWukgCu9v7SHQIIIPBbgTiOfz+KojuVUk91zt0PTb4CBHC+/qyOAAIIjFQgjuPLtNb/T0TWjHRhFvtvAgQwhwIBBBCokcDExMRzG43GDfvtt99TLr/88pkatV64Vgngwm0JBSGAAALDFTDGXKW1vtk5d8lwV2L2+QQIYM4HAgggUDOBVqv1wjRNrxaRg2vWeqHaJYALtR0UgwACCIxGwBgzpbWeds59YjQrsspjBQhgzgQCCCBQQwFjzAqt9cXOucNr2H4hWiaAC7ENFIEAAgiMXsAYs9l7f1mSJF8Y/eqsSABzBhBAAIGaCsRx/DKl1JuTJFlWU4Jc2yaAc+VncQQQQCBfgTiOb9FanyciG/OtpH6rE8D123M6RgABBH4rEMfxqVrrtogcB8toBQjg0XqzGgIIIFA4AWPMHVrrU51zNxauuAoXRABXeHNpDQEEEMgiYIy5Qil1sIgszzKeMYMRIIAH48gsCCCAQGkFms3m/lEU/UBE9i5tEyUsnAAu4aZRMgIIIDBoAWPMdVEUfajT6UwNem7mm1uAAOZkIIAAAggoY8yZSqnnicir4BiNAAE8GmdWQQABBAotYIw5SCl1k4g8udCFVqg4ArhCm0krCCCAwGIEjDH/orW+yDn3z4uZh9tmEyCAszkxCgEEEKi8gLX27DRNn54kyesr32wBGiSAC7AJlIAAAggUQcBa+yzv/WYR2b8I9VS9BgK46jtMfwgggEAfAsaYb2qt3+acu76PmzF0AQIE8ALQuAkCCCBQVQFr7Xlpmu6XJEl4VzQ/QxQggIeIy9QIIIBA2QSstYd679eLSHhXND9DFCCAh4jL1AgggEAZBYwxt2mt38C1oYe7ewTwcH2ZHQEEECidQBzH71BK7ZkkydmlK75EBRPAJdosSkUAAQRGIdBqtZ6fpunnReRZo1ivrmsQwHXdefpGAAEE5hEwxnxfKXWKiHwLqOEIEMDDcWVWBBBAoNQCcRy/O4qirnPu/FI3UuDiCeACbw6lIYAAAnkJtFqtF6Zp+gkROSyvGqq+LgFc9R2mPwQQQGCBAsaYH2mtj3fOfWeBU3CzeQQIYI4HAggggMCcAsaYD2itH3TOXQjR4AUI4MGbMiMCCCBQCYFWq3VUmqYfFJEjK9FQwZoggAu2IZSDAAIIFEnAGHOP1vqlzrnbi1RXFWohgKuwi/SAAAIIDEnAGPNhrfX/dc69Z0hL1HZaAri2W0/jCCCAwK4FrLUvSdP0wiRJ/ueuRzOiHwECuB8txiKAAAI1FDDG3KuUerGI3FnD9ofWMgE8NFomRgABBKohYIz5uNb6h865S6rRUTG6IICLsQ9UgQACCBRWoNlsrmo0Gm91zh1d2CJLWBgBXMJNo2QEEEBg1ALGmF957w9PkuTfR712VdcjgKu6s/SFAAIIDFDAGHOlUuomEbl0gNPWeioCuNbbT/MIIIBANoE4jq3W+gwROTbbLRi1KwECeFdC/HcEEEAAAdVut/eamZm5X0SWwDEYAQJ4MI7MggACCFRewBjzf7TWr+DLGQaz1QTwYByZBQEEEKi8gDHmKq31l5xzayvf7AgaJIBHgMwSCCCAQBUErLVnK6We6pw7qwr95N0DAZz3DrA+AgggUBKBcFlKpdTbnHPHlKTkQpdJABd6eygOAQQQKI6AtXY/7/0PROR3ilNVeSshgMu7d1SOAAIIjFwgjuOfaK2P4brQi6cngBdvyAwIIIBAbQTiOE601mtFZF1tmh5SowTwkGCZFgEEEKiiQBzH79BaRyLy9ir2N8qeCOBRarMWAgggUHKB3hWxThWRZslbyb18Ajj3LaAABBBAoDwCExMTBzcajS0icmB5qi5mpQRwMfeFqhBAAIHCChhjfrlt27ZDr7322nsLW2QJCiOAS7BJlIgAAggUScAY8xXv/cVJknypSHWVrRYCuGw7Rr0IIIBAzgLGmA9473+RJMl7cy6l1MsTwKXibpi/AAAHwklEQVTePopHAAEERi9gjDnRe39ckiR/NfrVq7MiAVydvaQTBBBAYCQCcRwfppT6YpIkh4xkwYouQgBXdGNpCwEEEBimgLX2v8bGxvadnJx8eJjrVHluArjKu0tvCCCAwJAEjDHf0Fq/xTl345CWqPy0BHDlt5gGEUAAgcELWGs/5r3/nohcOvjZ6zEjAVyPfaZLBBBAYKAC1trXKaWOdM69ZqAT12gyArhGm02rCCCAwKAEWq3WC9M0/bCIvGBQc9ZtHgK4bjtOvwgggMAABNrt9h4zMzP/ISK7KaX8AKas3RQEcO22nIYRQACBwQgYY76rlDpRRG4bzIz1moUArtd+0y0CCCAwMAFjzGeVUteJyJUDm7RGExHANdpsWkUAAQQGKRDH8Vu01geIyJsHOW9d5iKA67LT9IkAAggMWCCO42O11ueLyPIBT12L6QjgWmwzTSKAAAKDF5iYmHhyo9H4kYgsHfzs1Z+RAK7+HtMhAgggMDQBY8yPG43GS9etW3fH0Bap6MQEcEU3lrYQQACBUQgYY5zW+nPOuclRrFelNQjgKu0mvSCAAAIjFrDWXu+9f1hEmiNeuvTLEcCl30IaQAABBPITiOP4TVrrZ4jIm/KropwrE8Dl3DeqRgABBAohEMfxSVrrY0XkpEIUVKIiCOASbRalIoAAAkUTaDabzSiKXs1T0P3vDAHcvxm3QAABBBDoCTSbzaOiKHqniBwFSn8CBHB/XoxGAAEEENhJoNlsPi+Kon8SkecB058AAdyfF6MRQAABBHYSWL169YFjY2M3isiBwPQnQAD358VoBBBAAIGdBFauXLn3kiVLfioiewPTnwAB3J8XoxFAAAEEHiNgjNk+Pj6+ZHJysgtOdgECOLsVIxFAAAEE5hAwxvxSa/1s59z9AGUXIICzWzESAQQQQGDuAP6RUuqlInInQNkFCODsVoxEAAEEEJg7gG9SSp0mIjcDlF2AAM5uxUgEEEAAgbkD+CtKqXeLyHUAZRcggLNbMRIBBBBAYO4AvkYpdbWIrAMouwABnN2KkQgggAACcwfwJ5VS/yoinwIouwABnN2KkQgggAACcwfw+5VSPxeRDwCUXYAAzm7FSAQQQACBuQP4fKXUEhF5O0DZBQjg7FaMRAABBBCYO4DfoJR6toi8EaDsAgRwditGIoAAAgjMHcB/3fsc8IkAZRcggLNbMRIBBBBAYA4Ba+3qNE1flyTJaoCyCxDA2a0YiQACCCAwdwAvS9P0PUmSLAMouwABnN2KkQgggAACcwfwoWmafj5JkkMByi5AAGe3YiQCCCCAwBwCrVbrgG63+40kSQ4AKLsAAZzdipEIIIAAAnMItNvtvbZt23ZvkiR7AZRdgADObsVIBBBAAIHHEbDWbrvnnnuecPPNN8+AlE2AAM7mxCgEEEAAgXkErLW/eOSRR567cePG+4DKJkAAZ3NiFAIIIIDAPALGmH9rNBqr1q1bdwdQ2QQI4GxOjEIAAQQQmD+AvxVF0RmdTufbQGUTIICzOTEKAQQQQGD+AN6ktb7YOfdloLIJEMDZnBiFAAIIIDB/AH9Raz3pnJsEKpsAAZzNiVEIIIAAAvMIxHH8r0qp25MkeSVQ2QQI4GxOjEIAAQQQmP8R8Dqt9VXOuQ5Q2QQI4GxOjEIAAQQQmD+Ar9NaX+Scux6obAIEcDYnRiGAAAIIzB/AN0dR9JpOp3MLUNkECOBsToxCAAEEEJg/gO9sNBovWbdu3Y+ByiZAAGdzYhQCCCCAwPwBfP/4+PgzJycnfwVUNgECOJsToxBAAAEE5g/g7hFHHDG+Zs2aFKhsAgRwNidGIYAAAgg8jkC73d5nZmbmHhHZB6TsAgRwditGIoAAAgjMIdBqtZ6WpukNIvI0gLILEMDZrRiJAAIIIDCHgLX2cKXUWudc+JufjAIEcEYohiGAAAIIzC1grT1aKXWhcy78zU9GAQI4IxTDEEAAAQQeN4BjpdQrnXPhb34yChDAGaEYhgACCCDwuAF8cpqmxyRJcjJG2QUI4OxWjEQAAQQQmEPAGHOm9/7pSZKcCVB2AQI4uxUjEUAAAQTmDuALvPdRkiQXAJRdgADObsVIBBBAAIG5A/iD3vt7kiT5IEDZBQjg7FaMRAABBBCYO4Cv8N7fkCTJFQBlFyCAs1sxEgEEEEBg7gB23vu1SZI4gLILEMDZrRiJAAIIIDB3AH81TdMLp6amvgpQdgECOLsVIxFAAAEE5g7gW9M0feXU1NStAGUXIICzWzESAQQQQGDuAL6r2+0eMz09fRdA2QUI4OxWjEQAAQQQmDuAfz0zM/P0DRs2/Bqg7AIEcHYrRiKAAAIIzB3AXkQipZQHKLsAAZzdipEIIIAAAo8RMMYsVUrdJSJPAqc/AQK4Py9GI4AAAgjsJGCMOUgp9VURORiY/gQI4P68GI0AAggg8OgAPkIpdYWI/BEw/QkQwP15MRoBBBBA4NEBvFwpdYGI/Bkw/QkQwP15MRoBBBBA4NEBbJRSJ4uIBaY/AQK4Py9GI4AAAgg8OoBPUUodLSKnAtOfAAHcnxejEUAAAQQeHcBvVko9TUT+Bpj+BAjg/rwYjQACCCCwk4C1thO+C1hEwlPR/PQhQAD3gcVQBBBAAIFHCxhjrvXeX5YkyTQ2/Qn8fyphi/BZMFOBAAAAAElFTkSuQmCCTurning 45 each time means we've turned 360 by the end of the script (360 / 8 = 45)Turning 72 each time means we've turned 360 by the end of the script (360 / 5 = 72)Turning 120 each time means we've turned 360 by the end of the script (360 / 3 = 120)PentagonSquareTurning 90 each time means we've turned 360 by the end of the script (360 / 4 = 90)TriangleOctagon

50