data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQd8VMXXPdm+yaZXkkAKJPQSeq8CiiAIiCgWBAsKFuyiH7a/WFBAAQVUBAW7gBQRRKWD9A6hQ0J6Tzbbd7/fmc0m2WRTBYmS8Rd3eTtv3p2Z8+7MvXPmjpvNZrOhPtW3wHVqAbd6AF6nlr8Gjz1y5AgKCwuvaslXUz/J5XK0aNEC7u7uxTLWA/Cqdtf1Kezy5cu4ePEiwsPD/3EBclMTcWr7uiqf27BVZ4Q2jUNWVhYsFgu6dOki7qkHYJVNV/czbNq06W+Bj1rOzc2tVhU9+cljGKg6W617c5/Yhfz8fJjNZigUCsTGxtYDsFotV4cz7du3T3SmIy1YsAAdO3YEr48aNQoEZ25uLvr374/du3eLIZC/OfL06tULZ8/aAZSQkIBJkyaJzw0bNuC2227D6tWrRV4vLy8YjUZs374dgYGBaNSoETp16oSzHz+IQd4pxc9X3DQVkoZtof9ifLlWy3l8p9CATGq1GjExMfUArMPYqpZoW7ZscZpTbdy4UWiZ06dPY9CgQULLrFu3Dn379sXhw4dFx+fl5QmNx+8EJzVgUFCQAMQrr7wiQNitWzd8+eWX4j6WSeDq9XqRh0M+y87OzkbC55OdATjgSbj5N4Lh+2fKyZ/x6Fakp6eL6/7+/oiOjq4HYLV6uQ5nIoB27NgBb29vIeXMmTPx+uuvY/369ULrEYw0Tvr164e//voL1Hh79+4VAKTmi4yMFPcRgAcOHBDXhwwZgvnz52Pq1KkCvDfddBOWL1+Orl27ws/PD56enkKLxsXFIfXLqRjkU6IBpdFdhQY0bVlYrtVSH/4TKSn2vATzgAED6gFYh7FVbdFWrFgBHx8fAR4Ojw4tU+0CSmUMCQkpBkl17vfLOYXmGn2VWc024IB7J5hMJiQnJ+Puu+8W99QbIVU23b8jA7Wah4cHlEplnRWY1u+lS5cwcODAYhnrAVhnu+vGEKwegDdGP9fZWtYDsM52zY0hWD0Ab4x+rrO1rAdgne2aG0OwegDeGP1cZ2tZD8A62zU3hmD1ALwx+rnO1rIegHW2a24MweoBeGP0c52tZT0A62zX3BiC1QPwxujnOlvLegDW2a65MQSrB+CN0c91tpb1AKyzXXNjCFYrAF7KvYJ8YyEa+zSEWq6qUy1lsphhtJqglCogk0jrlGz1wpRvgUoBmP3EI1CPGgtVn37izpWnN2Haljk4lXkegA1qmRrjWw/He/2eg1yiQuSzu2GtZJ/70geb4+bWfk5SZHz9BNwkMviPnVWj/tEuWwJpUDBUg24R953MOIc3d3yCXy9sh9ZUiCD3ANzRbDBe7TkZ3koNHvwiHufTdRU+Y+qgcMTG/4oTX33ulEemUiGgdRzaTZ4KdUBgtWQsXL0CsoYRUMR1gFmfhOxLC+ERMADu/r2d7jdqzyDvytfwb/IiPtiQhoSsipnFIzsEokn6IZxb/ZNTGRK5DH7N26DZ2Hsgkcsrl+/j3UBCbvk8ajkwvb+4vur0Jiw89AMOpp6EWqbCwMhueLHrg4j2bYiFm5Ow7XROhc+Yd08szi54D1knjxfncZNI4R4QhOb3ToBfsxbl7q0UgJkPjIPHuPuhumkQ9iQdRbev7sKMPk/hkXZjIJfKseniLjy24Q3R0bP6v4hfj2URlyJ9sT0Fx5K0+GBM4+KHdojyRLBXyQ4u/pC2eCIkEikCxi+qVuc6MuXNeAPShg3hce8DyNLlouPSO9A2qBme6TwewR7+2H3lMKZvm4fuYW2x/LaZ+PlgBrK0JnH7phPZWH0oE3PGNoFEYi+xW2NvFHw9G4c/+RDdXnkLcHODDTYUpqXh+BefwDe2OW5bubEa2xdtyHnhGSg6dYb76LEw5B1F4r4RkCkbIKzTKsgUAcX11Gb8iZQjjyCq937M3pSDxGyD+O3oFS02x+dgcr9QSIq2S97ePgDefy7FrlefR4v7H4GbRCI2E+kz0nF+7UpE3nwbbl76XeVteM/3QJAH0Lmhcz6FFBjZEivif8N9a1/C/3o/jp7hHZBUkIa5+79GQn4y9o//EX+d1SM+2b7xfXN8Lv48lY3Xh9v3lDDd3yMEv905GFKFChEDh4hrFqMR59f8hJxzpzFm8z5owpyfXW0AvrxlDr47+SvOTlpPJn/xQ9/d/Rk++OsLpD25w6lSz39/DtvO5GLXy+0rbZTUxRMh/ZsA/Ob4Wtz3y8tInrwZAe6+xc/79sQ63LP2RaRM2ep0/cPfEvH66otIm9MDMmlJXfZ98BZOfrUY9xw4IzrYkU7/+DU2ThyH8ccvQxNepvPK1a4CAKrCoPbthqDm77oEoETmWXx9weYkPPH1WRR83AsKWYl8hxd8iD0zXsXEc+lO2u7UN1/i90fvx127jsGvecuK25sAHNgEuN91n4z9+Rn4qrzxyeDpxWVk6/LQ6OP+WDzkf7ij+c3F1+duSsSHm67g7Dv2DeaO9POIm9CgSw90fun14mtmnQ5Lmoejy/+9hdYTJznlrzYA3931KV7b8Qm23/MVOoSUVFJvNiDPWIAgd//rBsAfT23AnT8/i413fooBkV2L5Sg06bEv+Sg6NmgN91Jz1ZoC8Mr2LVg1rC/u3HoIAa3bVvpCcQhwpQGDWsxB+qkXENJqPtwD7FOa0hrw7wAw9+J5fNWuMYZ+uw6RN9s1j8tUBQDvX/sSzmRfwro7PhFAdKT4zAviBfZX+9QKgLxpWYdYtHxgEuKmPF07AKYXZmHoD49iX8pxDIjoig4NWqFDcHMMbdIXKln5jTDV1oCfT4RU+veGYL4Ew3+agj8u/YXBUT3RLayteEn6NurkUraaANCsK8TmqY/iwvrVeODUFcjUJXFNXPeyawA26vYn8pN+QEHaeoR3WgGJzOuqAfDYFwuxZeokjNsXD58msZUDUKMA2jZwztM2BOgegcOppzB61VNI0WZiWJO+aBvUFL0bdkS3sHblyqxUA3bthc4vviru4RB8/IuF2PbCE7j9l60I7d6rdgDkXTQw1p3djM0Je3Eo9RQ2X94DH5UX3ukzFQ+1u6N2GvAqAFBU1GrB2rOb8eflPdiReAiH00/BT+WN57tMwNRO9zvN3SoD4N53XoOmYdG8xmaDLj1NGFx95yxC7Oi7qtB+/LliAEoVgbiybxTUvl0REDu9VgDcOf15xI4eV1wffU42Lq7/GbF33oebPvmicvmoATmix5TMQ8UN3RoCA2PEV7PVjJ/P/CHm0AdST4r27BHWDsuGvYsI77BqacDEzX/AZiuaOlgBuUaNztNeQ9zjz5aTr9pDsKua5ejzMH3bXMw78A22j/sK3cPjirP9kxrQlWzp2ix8fPAbvL7jYywb9h7ubnFrcbbKAHh00Tz0nbVAGCFMUpUKQXEdofJ1tt4r7umKAShXN4Iu+y8kHx6PBm2XwGopLDZCqjsE73r1BbR9dCogKZJPqYR/8zaIHjaiagOpkiHYarPifHYCwrxCoC41op3NvozRK59C+5DmWDzkrWoBMLhDF3R4ZprI6+YmgVSlFJ+uUrUAqBwwEHGLR2J0s0F4pcejTuXwjXH/oAPe7/ccnuh4T6UAzNvyKbJ+eB4RH2WA5jnT1bCCn/n9PZitFnw48KVydez65V3oHtYOswa8UC0AujJCqqH2SmWpHIDMmHH6Dehy/oJv5BSkHntSWMHVBaArI6Ta8lUCQPpPNbM6YPmw9zC62WCnIl/e8iF2Jx3G73ctrhYAyxohlclXLQDSDcNO/uX8Vvw+djFCPYOKyzyQcgIdltyBn0fNxW0xdl8SkysNqN37A9K/mIiwN45AHmAf5pL+1w3KmB7wv/P9arcjM5Z2w3y0b5nQdNvGfYUWASVuH2rB1otH4NnOD+DZLg/UGQBazXlI3Hs73KTuMBbE/7MAHNAYuK9kpCpuFKkEE355BYdS4/Ht8JmI9bP3z+W8ZNz242QMiuqO9/qVDKE1sYKvCgCTC9Jxy/ePIEOXg9tjByBME4zLeUn4/tQG3BLdE18NK3EvVARAqy4PSe/0gUTtDfd2w2C8uA+FxzagwdMboIzuVGsA0ggZueIJ/JV8FHc3vxUNvYKRrc/HT6d/Q5DaF+vGLIC3ssTNURMjpEZCicxVa0DmKszcjOTDDwGQIKr3vn9OAx5NAcouFihlwN7JyNTl4NENb2BF/EbEhbSAQiLHvuRjGNtiCOYP+j9oFCUGWOUA7InOL71WraarVAPqNqyFolkrSCPsb4PJasaSIytxIPUEqLI9FO7CU05LuGzaGm93rN7dNdjpJ3PmJeTvWApLXhrcFO7QdL4TysgO1RK2dCbDru2QeHlD3rK1uMwh+Kf4DdiWcEC8JFz96BbaFne1uBVKmbPze//FfOw4m4spA8KKHb0sI2XvbmQeP4KW9z9UPAessWCwgas0ssYxUHbrCZPuMjLPvoPApm9AWsoJzXKzL8yDQRuPoObvQSJVFz9q47EsLN6egmUPNXfyU17YsBZnf/oON32yBG7SWiwzGkwAg7SUTZxOupe0UWJeCnZfOSQMlh7hHdBAU34FyGSxwWyxQa1wnttZDHoxvapyVaZIhlqtBde8U+rvqAstwChZTZo0EQGCGOGKKz0SN/uKCkO2MQYgv2dkZIggRwx2VDpEL//NfLxfo9EUB5qUyWROeUsHu2TIYIbkdQTBLBsIs0IAMuxXamoqtFqt8NOpVCrxEIbVYpAZRrn08/cTFeBDGLyQ1319fcU9jD3HsLEMG0aB+anT6eDt443srGxxf2hoKHR6HSxmC1q1alWjPtq/fz8MBj08Pb3ABmB5BQUFUCgVsFqsQqaoqCgR/46/UQZGkOJ3xipOSEyExsMDBdoCBAUGibrxd9aZ9WADU15HJzAsmSOUWVWCJiYmiucy5BmT2l0NvU4vOjY4OBiZmZkiPh7bjHKyzdixKrUaKqUSJ0+eREREI7FEyTrxd4lEAoPBIPqC361Wq5CTwSlZDoMSOUK0VSQfg07yHtZr69atAowEHa+xTPYtgUfZjh8/LvqRbUsAsT8DAgLE9wsXLsBkMsLX1088Ny8/D+Fh4aJc3kesEHCUh/cxjiDLGjdunKh/6VQhALWFhcjPy0VKSqqoJCvPTgwMCoS2oAC5uXkICwsT15KSkgSY+MmO49vFB7MzHdE72cDsRJ2uEBkZmaLibFzmZTkNG1a1xOXcrAzAyMZhYgOyLHYKO50dzO8sl43VILQB0lLTBPDYmZSJkTr5yfuYeF9+QT60BVoBRNbX0Vm8h7KzY6qT1q5bC3e1u+gcAozlOACZlpYGi8WMtm3b4fz580IG5mFkK74cnTt3xq5du+Dl7Y2szEzRkezYNm3a4MqVK9AWauFV9NKxY/kMls+XrXVr+3SkopSblwe1SgWjySgUBxPbhADmJ8txXGO/8uXjH9uSyfEsfuc1vgz8nfezHpSH9eB31oXl8R7mZXsSG2VT/RBcHUTVkTzUUNQu/6VUD8D/Um/+C+tSD8B/Yaf9l0SuB+B/qTf/hXWpEIA2gx42oxEST6/iapGMsDfpCC7kJgrHbvewOHirShy8Rp0JBp2d9Fk2qTwUkLhZYci2h+l3JPqzVH7+Tvy7qtrRZjLBmp8HqbcPUOQP42T9eMZZHEk7BalEhs4NWiPKp+TgFpPBDG2ua8axyl0BFVkipZPVCnNeMiTufpAoSnx0VckmfrfZYMnOgsRDAzdOwi1aWE25kCqCBPvb6THmAtisOpCokJhlcPB5XT4myFMOpbyM3y0/HW5SOSTuJVQplzdfzAZOkVjhIoV6AW3sDJlsfZ4gpp7PSYDUTYq2wU0xrEk/KKRyXMrQY8+FvAqbQC51w4j2zj5Dm9UM7YGfoYruAplf+YN0KgRg4cofYdjyB3znfCweeCTtNB74ZRpOZ15ElG9DXMlLhRVWzBv4Msa1HCby/Ln8MNYv3Aubpbyzc9zr/RHkkYwVg3vBZjeqRKIx5hHSQHjOWz7wcLX613jkEPLfmwGf2fMgDQxCemE2Hlg3TTA3mvs3FvzES7lJeKjtaMwd+LKw1E7suIQlL/0GSdEifukH9R7bBkMmOa/EWPIzkPB8FAInLoVHx5HVksuRyWYwIGvCPdA8MhnK3n2Re2U5Mk79H3yjp8Iv6nGnsrIvfgJt+q8Ibr8K3o9ug6VolcLRhKX4stjwTFv0beYMtOT3B0MZ0Q5+dzivRJUT+KuDwKztQGMXlnyvCODJHjicehIjVjwhnPhdQtsi36jF+vPb0D64BVaNmostJ/V4eQW3Y4ieQ3xKIfw9ZAjwtG8F8FLJsO0l52U+q0GLy1MbIOCBz6DpNKacWBUDcNWPMGz+E75z5oub2i0eiUjvUHw19F14Kj1gtJjw6ra5+GDvUhydsApN/aOweflhbPvhOJ5eWr7DlGo50vbvwopbemH4qk3FxE5DTjaOLJiLo5/OxajfdiOkkzPD1lXPCwDOfBs+s+YKAD7+21sCfOtGf4II71Dhulh/bitGrHwSiwa/ivFtbrcDcNomTJ4/FIGNnDtRrpBCrnLWTAKAL0QjcMKS2gFw4r3QPPxYCQDjX4ObRImwDt9D6VmyN8IOwA0I77QK2UVbBljnJ785h4x8I5Y93LyYf65RyUAtU5JsSH7/Figj28Fv9DuVvyQE4PzdwK5JFa7yjFrxJLQmHVaPni80HtOJjLPotfw+vNJ9EqZ2us/pGVHP7cYjfRvgxVsjKnz2VQGg3myE+/txWDzkTYxvUwIuLn/FLBiM6T0fxQNtRgkAbv/pOF5ZYQ/BXzYl7douADjmz30IiitZfiNgFoa4o+v0GWLzT1WpLADbfzEKN0Vysdz5cJTHNrwOD7k7ZvZ/rhiATy8ZiZCoEtp+Rc+62gDMOj8b7n49YdanILT9Mri52QFfGoClZXloSTxS84xY/URlvr2rB0D2QZvFI3Br4z54p68za3n23qXwkKnxcJyzBvvHAEjhguf2QoeQFvh40HSnuZV9F5L9raw1AK1WLAhxR/fX3kXbx56sCn8oC0DuZSBT+7Ob30Cvhh3EHhMmxzJS8RA8bROuJwAbdl6HxL0j4NPoIfg0mlCnAEhhHvplOlae+R3Tuj0kmE3RPuHFDmtXnfKPAZAP/+3CTjy28Q1cyLmC1kGx6BEWJxb7RzYdWLw3mADc9OVBtCPlp9Q0MLJNMDreEguHBhz02Tfwbdpc1IlD8MmvPsfpH5ZhzOYDCGzrgipUpvZlAXg+JxGTNryO3y/uQphnMHqGtUen0NYY3XQgGnrZJ9ccgpe+vAlNO4dD6VFicHh4KzHiqe7l2vdaaMCoXvuQn7IKGfGvIqzjSig8ov+mBgSS37+5+kMw54DB5Vcj8Eo/oGckcvX5+N/Ohfjm5DqQ/RTpHYZ+jbpgVNOBuDm6ZznC6z8KQPYQyad/XtqDvclHBV37l/PbEKYJwvcjZiEuuLnQgH8sO4w+d7V2WsQOiwlA8+6NigFIfelgBLlJ3ODXtCU6PvcKYkbdWaX2Y4ayAHRou9NZF/HHpd3CYOL+4HRdDhYOni6MJAcAe4xsAY1PiVWr9JCjx6jyO8muFQD5ZqYceRRWqx6hbReLPcOOOWDNh+AaAvCjXcCcEmZ48fOaBgABHsX/5Pz+SFo8dl05JObWq89uxotdJuJ/fZxHp38MgGnaTEFM7NjAmTBwJT8Nw3+ajGCPALGTqrpD8OjfdiGwrX1rIIdHCdd0a3BcaGkA6r09xSbqjg1aOm1AMpiN4Bzwu1MbkPv0HsTvTBBGSEVDsDHpFNzkSsgDo4Rc1w6AgEmXgMR9t8O/8bOwGLOrDUBzTjIsOSlQRpaMEjXSgJUYIezjr0+sxQNtRjpxJ8mYeXP7J3j3r89xZfJm+JRyu7kCYOGR9XCTKaBuMUC041UxQr48uhIT17+Kgmf2iZAXpdNr2+Zh+Yl1OPPI+moDsKwRUi21VypTaQCmqGxo+PEArL9jAQZH93Qq6uvjazFuzQvImbobV/ZlVQrA1HkjIfMNg/+4uXYA5qYg4aVYBD34Jdzbj6iRiMINU8YKphHCIdiRcq98jezzs+EROBiG/GPCCq5KA+b9Pg85699Do/cvF2dNnjkQyqiO8Bv9duUyVmEFc8ht+HF/fD98lphWlU7fnFiH+9a9hCuPbUaQR8neGFcATP+czHMJAifaI0xYC3Nw+bkIBD6wGB4dR5WTsVpumIzCbDT9dAhuju6NL4b8r9hET9VmYPB3D6NjSEt8NuTN6wJAumFu+nYiCoyF+Oa2mcUGks5swPi1L+FI+mmcfGhtlVZw5jdPQ392Jxq88KdwPGv3/ii2D4S+vAuKsPIhJSrr7eoAkM7QpEPjoc/ZC4WmabUAWLDnO2R8OQmhL2yFomFrmHNTkPRGJ/jc/By8Bj5RNQDn7gI+GV46roD9Hm81bNG+uHfti9h55SA+6P88bonuBTkZ0SnHhJuL0SZ+HjXficDrCoDZq99Ewc6vEPzEGihCYpC7cTay176FsP/bA3lwk9oBkHdtvLADD61/VfiJ+kd0FgzkDRd2oGNIK3w7/H3Bmq3uEHx1NOAM+MyyO6Iv5iTi/nUv46/kI+gQ3EJQxw+nxcNP7Y2vh72HdsHNix3RTy8d5dINY0w6gdS5I+GmUEPmHwHD+b+E49R/3Ic10n7MXC0Aci6rPSfCdijcoxHe6ecqNaDNYhQyGq8cgzKio/iUevoj+PHV4rPS9O0RYO5O11m6RwAzbxEvMXc5Ljm6UvQzgzu5wQ1jm9+Kt/s+hUB3552BrV7Ziwm9QvD04BIqnUWbhYzFD0IXvxlu3F3nJoHfiNfh2edBl8+uUANa09Ngzc2FrIl9vyiTyWLC6jN/iJUHqcQNLQJi0CO8JMxDdmoBctK0iGrtTDp03G/IzUH64YMIat8RCk3JEl5Ne5jLhJb0NEiDG8CtKCAPlwkPpBzH/pTjsMKGZn7RwiXjiJCl1xqFbAHhXpDJXdPZOVwUHv0VVn0BFGEtoWrctUZz0+J62GwwJyZA6ucHNw8NLKZcWIwZUHiUbJhy5DUbkkFgyd2dnblXsg0wW22I8HemX9ksZuhO/g5L5mVIPAPh3voWMXetMtHqqyhwFOffpebgnD9fKUiDxWZBuGewCFLkKpV2c5X93ZyTCps+FzLfcLgpK97MXyEASSAkmdBBpS79AMc1kg4dpNCyAvCgZJJNmRxluaoESYskNtY0kTDpoIK7ks1BknRVLgmSlN1BnHQwqh1yUKaK6lUdOVl+acJmRfLRACMRlO3pkNdBWSdJlSxl8v9Kt5GjzSurnysZScAlKTgiIkIcYu0ghzoY3w6WNu8lsZQkXFeJ+cnsptxsP7KhAwMCxL5fBzmVuCF5lmcPO0itLKssHV9cs5Um/Zd6Ik/XppA8RZtsW4LIx9cX3t5eOLDffo1C8kEEg0qtElR4MqGZ+O+kK0micckCDg8PFwKRNc1rZESTpk2mMZnTZFSzPOarOtmwctUq0Wn+fv6iDB7STMImaeOUh4zpYcOG4tSpeDv93WS0M39l9iUmdirz8/BkUsebNWsKMoZJnXfQ+PkC9enTp2pxyuTIycnBjp07xPBFIAUFB8FkNBXvpaAc7PBOnTphz5494npQUKCg4JMZznb/9NNP0bRpU0GbJyDI0ibbmJ0olUlx+NBh8Z1t1qBBA7RoUfk89cSJE0IWnnQeGRUptkVQTsfeDrYDtxyQfU2QEqwOZjlfRl5nPUi9J4DZ7zq9Hh6k67urUagtFLKzr5vENMF3334nTmnff2A/PDWeeOSRR4T8ZVOFAOQbQ5Tzkw8nvZ0PJfCOHTsmtBb3D7CzKCAbgiDgdeZl4zA/P/nWci8BP7lokp+XL0BDOjw7nx3NvNHR0dU+cJlHv7MjWSk2LGWgrAQ5y6VcBDVlomxmswn5+QUC+HwmG5cvAjUMG9RRDuXlPXy72aCsY00TAUXQsBPZHiyL1/gSszx2PGWMio4Wz2IINl7jy0e5GzVqJLYSKBRy+Pj4CjmZj+3Kcllf9gnbrFmzZmI7gSu6e2m5HdsCqJ3Yr+wLAWapVMjl2HbBduQ10VdFlH1GTeC+HcpBBeP4zVE+NbVjXwrb1UPjIUaAzIxM8SwqAIdiqjYAa9ro9fnrW6A2LVBPSK1Nq9Xfc9VaoB6AV60p6wuqTQvUA7A2rXYV7uG8in9kHbuyDq/CI/4VRbgEoM1qRcGHH0A1cDDkrdqgMGs7chOWwqfhA1D7OTNHCtJ+hS57pwg9YbXa8P3bW6DLN5arvH+YF257vCsOf/IREjb/7vS7XK1Gg+69RPjW6oSc0G9YC0hlUN10M2wWPdJOvQCVd0d4h9/rVC59bxmnX4Nf45cgV4dhz9p4nN53pXzH2IChj3WGTxmmiPbgGuhPb4X/ne85hSWusGe3XgC+OVzuZ0FYu6cd0CMS57Iv462di/D7pV3IMeQjxjcCE9qMxKS4scIYyU7Nx4qZO8qvVgC4aXwc5Lmnse/9GU7PkKnVCOnSHW0feRxSZQU+wfNZwKn08qKT4DooBsbCc2DQdE3gYDtNvShZTNnQZe8SS4Y2qxuObrkIqwvGe4sejVBw6TQyjpXUn64ZTVg4Qjp1ta/3u0iuAWixCEq5x4SHoOrTH3lJ3yH91MuQ02PfcSUkshJzOvviQuSnrESjrr/CYrFixuhv0ah5IKIYdbNU0viq0X5QE/w+eQLSDu5D83vsfDiCPe/COZz48lO0e/w5dJteEoOuoo7OnzsLUCrg+fAUWM0FuLCtg3B5hLb/BirvkoV6xmW5vKsvwjutg9KzOVbO3oGz+5OEHE7JBnS5rRkoY+mUs/59FOz8EuFvHK6eQ/r7o8Ds7cBL/coDqE0ItKEKdFpyJ9oENcXUTvfCS6HB5st7MW3rHLzd+ylMaj8WqRez8cF9P2HIo52h8XV2ADeJC0XGrvX47cFx6DN7ARghn87lgsQEHF70EWJH3Y1e78xx3Wxf7AO+OgS0du58/OURAAAgAElEQVQXyCRiFSQnYREyz81EYLMZ8AotIZ7qcw8h+dD9iOz5F0wmGd64bRlCGvvBw9tZtlHP9UT8F7NxdNFcBLfvLGSwmIxIO7AX/i3aYOgP6yB3L++QrjYAGdNOrgqHu39f+MeUxOFzBcA+d7ZG77GumbwEIDcmDfnaefH9r7em48jCuXjwUlaVQ5IrAMpUYZDKvBHW4Tu4SeyECVcAzE4uwIT3nOPfVQT0WgFw3i5gq+u9Lb9f3IlbfngUCY/9IdZWHemVrR9ie8IBbB63tBiAz399BwLCS+I0O/KeXfUDfnv4PjyUkA2ZsgQEh+bPwv5Z72LC2RTX7UcA7ksC5t/msro5lxYiJ3EpwNWPjivA9mQqC8DXhy3D/TNuQmyn8v7ave+/hdR9f2Hot6uLn5GfmIAf+nVE11dmoMX9E8s9u9oAzDwzAyGtP0bS4QkIE5rGvgR3tQB44svP8efjj+CxHHtIiMpSeQC2R2DTt5F9cQ68Q++GT6Q9iGZdA+D+5OPo/OWdWHTz6xjfekQxc7vAqEWeQSviLjo0YE0BeOLLz7Dtpal4OCHX9Q7DagBQn38EEqknGL+QwdS5PPd3Ach+WHPHEAR37IrOL5RE33f0b40AGNXnENJPvSLoQ2EdfhCaxhUAYzuGCQJq6RTTKQxqjUIMwWU1IMP4/3LP7ShMScbYHeXnUGXB6AqAIa0Xie2NaSefR3iHHwXDxBUAE09lYNAE53BwXB/mHLVsqpUGfH8bUFb7y6TA5K6wSdzw2vb5mLlnMRp5NkDP8PYimPqQxr3FZiomBwA7D20KtWfJfC68aQDa9o+G0IAP3Ytx++MhVSjEEMwo+dtfegqa0PByI0txnQjAX88AD5QJhUct2yoY1ID6/KMIjH0diftGwj/6aWhChpcDIIfgHqNboUF0yVJdUIQPQmP8UVYDCgf6kYNYeWtf9J+zCDGjx/49DUgAcmE9ce9weIXeIULMugKgzWoTYCtONuD+tweCghKAjDjvG1u0dGS1iENMLHo9Bi/9ARE3lZxFUZEWrAiAHgF9RMhbizETDeK+hFl/pdwccO+60+X2APcd28bllKFWAPxgGzCuTFR5zrMe6QxI7ZP7hLwUwS4ikXZrwj6cy0nAaz0n49kuE5BWNAfsOryZEwDDYgPQpm+UAOCGB8ZAptbY56U2m5jgh/bohV5vz4FXZLTrZiMAlx0G2pQhinRrBIxpUwzAkFbzoE37VYQRDuu0EmZ9crk5IMHm4VMy/LfqHYkOg2MEAA/MeQcewfbh22oyozAtCY2Hj8aA+YtdGiI11oCcXWvTNyL1+FSEdfwRhRlbyxkh5eeAJRuXCMD0wwfQcoL9wBIOtjJ3DRr2GwCP4DLHB1SAwIoB2Fc0GClOvpGTxXy1rBFyPeeA3OxNGpsj/C2rx+j+iw59j8c3zRDbW/0K/IQRUtUQPP5UIqQKu4aUyKSQqarYPF+tIfgoCEBuG0g98YzY1+Mdfp8TAKuaAyb8sdHJEFL7B0ITGlahEVcrAAoBjz8tOtvdrzfyU1c7WcG1MUIqnfSV+bEyADJrftKPyDj7FoJbzkXy4fucrOCKAGjOTkLGssmCu6Zo2EY8sVYasBIjhOzxPy/vxea7lzjNc0n4DZ3XB2tGf4x2kpbVAmBZI6TK9nMBQK5Hnzp1Sqzt6nP3wWxIgybIftCN2ZiO/KRv4e7fH4VZW8VOPqtFgs1fH0G7AdEupyxJO7eiIOlK8XEWpelaDgZVWXZVLQEImA2pYiiWSNSARFmnAMhhKfnIQzAbUmAsOFEtAFqyk5Dwf60QeP8ieHQaLToha8V06E/9jtBpzseQVdjZdMN8tBP4rvxch6zjI9oL6L58HJ7vPAFPdboPXkqNiD7APRfLTqzFsYk/w5RqvXYA3JUAvG33AOw6fVgQMMiyuZ6p1gAUmiZ5JdJOPgu5e0zdAiAt4MILSNw3ClZzLsI7rS32A1Y4BBO0s4fAZtDCa8AU2Ixa5Kx9Cx6d7oTfqKp9k6ITfzoGvLvV9XDzTE9gTGusP7cNL2z+ABdyEsX+CgYGbxkQI2jwXcPaIvVSDj6auBJTl4x06YY5t2YF/pj8ICacSa7Y6ewKUcsOAgv2iPNF4sNMUL59q9DCH374oaBNkRpGVsyWLVsEc4kRaCdNcj7X7VoAtcKVkMLlS6Hs2h2ymKbQ5+5HQdoGBMTYDx8pTjYbsi99ApvNCr+oKWIl5NdP9yG2YyiadCg5Vaf0LfHfLoOpUItWEx6pdX30v60HZDKo+g2EzWpA+qn/g3fDBwTISqf81DUozNgMv+hnIFeHYt+vZ1CYq0fvO137KBlAPefXD2C4sE/sC1E17QOfIc/BTV7N4ESMJGpm4BsXbiQaIEVhNTjv4y5DDr0hmkCxl9lxKiaHKIvJCqncTvAsm+i4t5pNxfO/ajciZStawUhJT4PBZF+tmjNnjtCC/CPRlFzA0aNHY/bs2Zgwwb5YcC1T/VrwVWxdkjE5ryIplrw+ahJHgG7Os8jlIzeOfD7y4wg2cun4m4ONzU+WQ54iOX6OIN8OXqUjlK5gmauUgqfn4OgxD5/nKjF2M0HG+8+dOydIrEy7d+8WMvE33k/eYuPGjXHw4EFBiL3WySUASV4kI5rkRApMEqejMcg0jo2NFYI6Yijzk41OtjMrRqaxSG4QDGQSPkmE5G+XLl0qpsJzDsLyHVRuEjjbt6/8eFcWy+Dn7EySH0k2JYGTzxZ08cxMBAUGCtlI1GRnshNJgGV+1oV/Z86cEfIQKI5g2iRlUs7Dhw+La47g3CThVicdPXoUjERPciYBQoYx24ttx7q1a9dOMITVKjX69u2LXbt3Q6/TCRBSdgZ9Z3tRbjKUSXdnmBHey/jPZJCfPXtWiELyrohzrVRCpVLi4oWL6NChA3r3dj4U2yH3li2bIZcrRFlM/wS4qtNmrgFotWDf3n0igjwbhJHNBQVbpxONybecjcS3ht8JMAKSnce3kZ/8jfMIMmPJeGbFb775Zvz666/ijSdzmdep9h0sXN7LuUhViVHk2clkEROA9sDfFlGegynNcigTAc5Oo2bhH0FP+vrmzX8iOztHyOoIDk5QC/AYDTh39pwAYZu2bdCsabNikVztkXH8yN9YlgNQ9rz2N5HtwOsOy5DfKbNjmHWU68jD/GLTvoT32jUlAefr61NUhn14Lh1I3PHcitrP8QzWk39MBZkpuPTjDNh0Fcf9q6o//s7v//gQXFkH/p2KXI17S2/0cWhGlkuZ+aKlJCeLfRAEMl8w0usdpwBcjef/U2WUBuD+FQvQq5ES2g7j/6nHOz3nHwfgdanl33goQclhdOWKFeJsjbz8fFEa92cMHDgQgwcPFhP32uzs+xti/a1bqUkdGvDAyoXFAOS0i/M/Tqeqkzjd4PERfyfVA7CS1uP8bMvWrfhs0UIcPnQQFqMBMg6JNisMZhsUKjU6d+mKSY9OQteu3f412pAA5B/TgZWL0DvCrgG/+OILcWBQdaZBv//+u9i0RXvg76R6AFbQepw//vLLOnz80YfITkqARu4GL4UU7nI3WKw2aI1W5OhNKDDbEBrVBFOenIqbBg78V4CQ4KNBxnRwFQGoEgDk/JxTDbphqkqrVq1CfHw8nnvuOTE/rW0qD8CUfGD7JdflMYztUPuEnAcX/nByPQ6mxcNitaKZX6Q4GJDhe8XvBjMObLBbbGWTX5gXYjrY2R+lU8GOpVBGd4a8gbM/r7aVq+19nPNxH+20F55DxsUzCNUo4OWuhKdSIQ7nY4CBQoMJBXojsrUGpBWa4NuwMd6Y/ibiWrct778jGUEtF+xtm83iROh1yGg15cNNqoLeIoVR+BJdJ7VcCoXM2T9oNRYKFrNEXskhNiJeoz1oY2YpDVgagLVtr79zX3kAEnxTVgORPkDZEBZkDC+6HQxKNOT7Scgy5GFQZHcxSedZwgyHu+HOhYj0Dkd+lg5vjlguaO4qD/tmcEeK7RyOoY+ViQVts+Hik0Hwu/1/8OrnwkltMAOL9riuK6lfcQ2QdXGeYES7+zu7IkieYHzmIzlxWHfE/ua7SpP7hyFz5VJkX7qANSfi8cfxY4jwUsJfLYO/pwd8PD2hUSshgQ15Wh0y8wqQXVCI9AI9krUW3Gxshmfde0NTRIgVz2Cf94kCPhqGtJMvoiBlNcI6/lTOaX5+cwsExL6KF36Lw+dbk4pvtdqK/dfi2rx7Y/FwX+eXN3XuCMhDmlYeqPy7I8Cne+0AvDUCmbfa6XIHV32KPpF2DXg9kmsATv4ZWHc/4IKRSyGnbZmNn+I34a/7voGPys6j45JS7+X3oW+jTuJsWQLwjRHLcc9r/dC2f/mYKOUqWxUAecRCr0XAbc2B4DI77LtFwBYXgAvb2kMi0zgxevmctJMvQyrT4LTkMaw7bAfg+XQ9ftqfgacGhhUH/p4yIBw7xw5AvsmC1Tob8k2FCNPI4KWQwEutgreHO7w1asgkEuQX6pCRp0W+zoBsnQFJeUaoct3x/pwPEdObWwRKJR6t4K5A2smXkJ/8I1Q+HRAatxxubkUhSWw2nN/SGgGx0yELGAWDya4BVx7IwENLTyPx/a5QFR3P4K6QljuqIXXu7UUArCRQ+ZIDwJL9wOxbkSk3IkNuEM849DMBqC4HQBojVyNxuKcPtqJUKwDeu+YFEajo2xGznMr9/uR6nMq8gOk9H7s2AOy5CFh2B9C2PG3LZjEIAJJKrtQ0RXCrj4qXxBwALL2VYMOxTIyadxypH/aAh7IkNs1Pt/SCNbY1lp4+D5UuB/4KN/gpbAjw1sDHy0sYIXKJmzhOISsvH2l5hcgqNCKj0IzMTDNefX0Get9hX2ctmwhAso0NeUfg3WiC2ORlV3UlACy9H+PbPWkYt+gk8j/uCQKvolRtAH59CNg4Qfhe+WcH4GfoG2UHIA9J7Natm7hOpzed3456bN68WTjPa5pqD8BfxgMuWMIU4L3dn+OlrXMwretDGNdyqOC3OU5fdAh4TTRglQCMQ1Dzmcg8OwP+TV6EJth+fklNAaiNjMW3Zy7CT2qBr9wqNKCPlyfCg4Pg58PjTa3Iys1Dcnom8grykZWvRZbBgtRME56c+iKGjR/rcmJOAFLrqf16IP3UNKGp5e5RdQaAM2fOFEYFE8HI41UZG4i+zh9++EGsONH/6TgRlW4YApUrPKtXrxbGC53rBDdXw+jk5+mfFR1zm5CQ4CI4kWMOSPA5nUkB4O52wNg2wg3x7u7PsPDg97iUlyQW0wdEdMWtjXtjdLPBAoyOOaCnvzuU7iVzQLKln1k6CrKyb3R1h+DRrYCQUoG2Oce6py1sKuDCtjg0aLcEFkMqMs++izBurlEG1RiAOQ0i8eOlRAQpgSCFDSoeZQo3eMisCPf3EdO6C6lZKDADcjcbTAbOAU1ISCvE442GYnRkd6dAjri3HdA9QgzBBGBgs/8h5djjsFm0aNDmM6GpHUPwNdWAC/cAt8QivYUGGS3tkcsOr6YGdBcacO7cuXj8cftBOu+8846IVUO3DOf4tJqpHXfu3CnYM3/++adY+iOfkAGcuPS4du1asZTKZUSuSt16661iWbNt27Y1HYJXA9P6AH5lFrYb+wHRJeM5gXgg9QR2XzmM7YkHsCJ+E0Y1vQlfD38fBVl6YYT0GtMaEa3sBzc7Einc5U4sqi4Ah8QCgWXmgA93hs29BIBqn06ig93cFAhuOatGAFwxpDeOHjyEzb4N0DgqFN5SC7INVqg9NPBXSiAzFUCjUiHHKkOeRYas7CxoJBYUmqyIT8zFpF5jcNdNI6CQl9qSQGZQpK8TAM36JHFkg1/j58T2hvObW4k54DUFII2Qe9shPUKJ9Ai7fIdXf45+0XYAlk7/xByQS7g1ngPybVhw8BtxMEyMX6ST0MuPr8E9a17E3vu/Q1Nl40qNEP2Z7bAZCqFuNcheRnUAWI0hmBpQ7dNZ7Afh5prAZm9Bm/6nMEKqMwf88dY+SPXxx86cfHhJzAh2l8JkdYNM6QHOM9VmLVRyGTLNckiU7tAW5EIGKzIKDbiclofeneLw8CtvILhR+b0ZpTUgq0yDJPPseyI87+Xdg6oFQHPGRejP7IRH5zFwk9o3e9d0DshIW1w/ZzqyhgD0KAfAiuID1nQOWNUZxzUHIGwImdsbz3S6H893dQ67eibrImI/vRWbxnyGzt7tKgVg5rdPw5RyBiFPrSkB4OP+wpXg1eeh8vWkFVwDADo6OOvCPCg1LSBXN6weAEcMQIpSgnM6ExigLMpbBYlMDrPFBqOhEA28VJBLpTifngvI1VDSLyex4VJmHtJzC9CucSOMefY1RLQiq8fZEEk7OU0EcuQQXFRpJB9+EBKpB7QZf1QLgIUHVyPts/vQ8J1zxWF5U+YMhaJh28qJs7SCi4wQgo8grAyA/4QG5PMrAOBq4PPbyx9qwvYM9wH3Nsw98DU+GTRdRFRnGNz0wixM2fg/7E0+hiMTV8FW4FYpAPP+/ARZK/4PoS9sgSK8JXQnNiF1/mgEP/p9iVYsDUOHG+aNAUBMmbXKIA/Y/OTFc0BqQLtWtSL5yCMozNwiLM5qacDhA5DtpcQlvRE6swXhGrnQeDKpFEaLFQ2CAqFUqnDm4iWYTEYx35VJJUjKK0R6XiHaNgzDsJFTEN2Ea6RFAOTBOGIILgtAMrcviiMbrOb8clEJXFnBlhxuHWgD32GvwKv/ZJiSTyB51i0CfJ49i6xqV2qKACQr+oe7kZaXhbR8OxvmyJrF6N/YrgE3btwoWE40KqZPn45p06Zh27ZtgnTRsWNH0Gig0cFVIlrEe/fuFYwhsqW4Nj5x4kRhqIwaNUownDZs2IB77rlH8A1dJRoxFTuiyx94CSgkwN7JYicXd/PPP/CNaGSerkjndMcGrfHxoFdEUHBhhNy+HONe7S/2s5ZNNpMOaQvvEcGspV7BsOQmQ9PtXgSMo/vERco3AOO+K6K7lxHuzjawjW0p9qgENX8HSq+SBXJT4WWkHJ0Ez5AR8IkoiViw/UwOpiw7i10vtxerG47060P3IMnNjBOZmTCaLQh1d4NGqYBcJoWZlCqFGgq5HPl5uZDDCh15kVYgOd+A9AIDuvmFYqS2J0LNpXxfdBvNvhUZZ96CG6Twj3nRqYK5icuQfWEuAmJehiakJHIB/YBTlp/G2be7OsmYv20xsn9+TTi5bWYD3OOGI2Dc3MpjRS89AMzeIbaGpo2IQOoIe0zqo2sJQI0AIOlzcXFxwoJ/9tlnBSt6/vz5oHU8fvx4vP/++wJMn332GXr27CksZQ7V/E6Q0jh5/vnnBTGD68nfffed4B3yuqskgmSWC9HL1tTZo2OWS3yhSx1zxR39B1NPodBUiMa+EWjiW7IZXcQ9LjRBppRByqUol8kG45UTsGRfgSy4CeSBFexpddxbUZBtahrH8UuuoirwviJeXmkxXFHDLGYzjuzYjB++XIyM1CQ0UEuE45kGFwtRe3iKAO2ka5EeDzLtbW5I0hrg5hWAUbfdhp5DR8O9dBB2ykRKvs1iP1nP4YAuVS8u0XF4Lh0YiIHXue4sL9pPXFp2qz4fluxkSDx8IfUMqDp2DVeS9PaznFNzs5CaY3fIH137BQY00SCr1V2CBU3yLTUatR0TXS6XL18WPkFqOZJ0qflIQiCpl6waul7I9XT4Csm+5jUyiXg/o7hWlMoBkKikaqQaprp1BBovXQCvk9hJkikfUNliNH1CDnqPq8DlZCvTX1QdOhMbiG8aXQKOezgEkJjKsvl2cm5D9wH/TVInn81wt3xT2XhcbOcfiaqOQNscUnz9fEWcY6b01BQc2rsHu379Gb4yKyQMY2u2wlOlgr/GCzY3N0HWTcvPE6sobowAoDWgabd+eODhSSK6PeViW/K5bC/GwXawrB0xnymfYx8G157JLmFbsl1ZJ5J2+ZI42obys2MdZFaWw36gn44OY1d95eg3MtHpKmHMaX5n+5QG4PWwgvn8cgAkIBg4mw3GClNYjut84x2M6JycbISGhoFInzJlClauWikCkhO0pMuzY3lvhw7tcejQYTFnIGWe5XCvQ1hYqMjXoWNH/PTjT2J+QXCxITl/YGxnV4lvGId/gj4nOwdmixlmk1kAql1cO+zft190CN9WRxxlfrJz2KktW7YEj55KTUkVHctOZuL3mNhYpKakCAALUGdlYtVXi+EFE/w0aqgVSnjKVfDVeMNqskBn0CHTpIXeZEBGHsGoQ+P23RDTopVwvJ4/f17IwnbgcygHNQvLJyOby1N80QnSmJgYUf+QkGDo9QahMWgokIXOlQSChvkIIPIPDxw8iDOnT8NDo4FcJhP5+vbtg549e1Woach0YfvTj8fnOwKGH1tHDeh5XdwwLgHIN8yhYqlpSJPnW8pGZeNxksqG4BvEN5uVIeWdnUzgUF0TZHy7qc4dkehZLjuAZVJDEZC8xrJYDvPTy968+fVhwpQ+9oGATExIwEtTn4AhIwkh3h5o4OUOH3c1IFdCbzBC6WaBVm9AaoEOlzJzkaWzYMTYcZjwyKNCO5dQ6u3Ue2oxPoOfLJ+TdEee0kG/+fKKoN8mk3BmO/Ly5We5fJF4L9uYoE5OSUZ0VHTxtoaKEMiXlGDmfWxzBx3r2LoluCnGDkBy/AYMsJ/x5soKpgKgY/nJJ6s+UtchR82X4ip8h26cH9jpSYmJePnpJ3H27GlolHI0DvBElL8nPD29YDJbYTXqkJ5XgPj0PCRmayGVynDXffdj4qNToFRVQouqA83IfTNcrWA6/gsB6IX8uPvEDjnO7ThtcQXA119/Ha+++ioWLVok5nxUPFz5oCbnRi+OgGVTZQDky1RPSHUBCKEBL1/Gu9OewZmz55BVqIe7XIZQb3cE+3gKMoLBoENqvh4XMvNAWyTUxwODho/GxCemQq2u+GSgOoA/AT6CsCwAqRm57YDDfEUApHuG1m3Xrl3x8ssvY968eUJzckM7l/JqAkCXQ3BdaKC6IMOlC+cx5/+eR3ZaEi7naJFToBc73FRyqZ0NY7VBZzSDtnGIlxr+aiXa9xuEh59+UczN6nIiAEs04FIMjPWq9RyQYHT4/VzVuTIN6Hopri633D8gG7VfXl4B/ti0Cb99/SlUZi0MVohhNk9nEGxocXCLxSrcI4Geavi5K2C2WBHRthMenPoCgoJD/tZRX9e6mgQf5+BMJ9YTgN51aCnuWte+jpZPQyErLwdnLp3B2jV7sX3jGjRU5KOhlxIeSjm0JguMZhs0Gk8BtgKtfS8054cEZK7OKAgKIbFt0KXXQPTu3RmhIUGQSe0b7+tSIvhKAPglBjUtD8DrtxRXl1rqGsri2CDOz0KdHnv2HcUvOzbhiuEoTmy1QJaXgWY+BoR4yODnobSH0LDY4K3xEH7AHJ4rZzRBIZOK/SGZWgMydUbkm2XIV4Ujrk8kenfrgHZRXRETHQGl0vmg72tYtSqLrgiA3JbZpYt9qwQByO2odBFV9ALRw8EwHzRa6OGo6RB8w8wB7adjWoRrQ1uoQ16eFrm5+eJwwuycPJw6fQF/bNuPPGsOwjvm4fI+NWzpRjTT5CLQXYIADyU8eRij1SrcKFyh4AZ1gpdzwJxCPXIKTWKoLrAocd7gjaA4C+QyBZRZURh3x80Y0LsLfH29/9YOsiqRVc0MBCB9h0wnf6UG9BFW8Pr16wWHzwFA8vuGDh0qltfoG6UbiCFBEhMT8cQTT2DFihViYYC/kbjKlRKGJ6Hvk/M7+l1prFREyXdNSK1mJf4t2UScm31H8Nf+Y0hJy0JqagbSMrKFY11boIXJbIHJ4iZWL1QeCkR1K4Q2S4KMY1I0dc9CiLsV/u4K+HiooZBKi1YhrOL0TQ7FhUYz8vR6aE1WMdym6FU4Z9EgsrcOmRcVSDkhhb+3B/r16oBxdwxB82aNr/v8kOArAeBXGNzMB+nNx4i1YLpSuKJCDVgagAQmV3W42kTD4+mnn8bKlSsFYZUrTVyw6NWrlziNky+mA6wEbM32hPxbkFVNOfUGA96a9Qm+//F3MYRSe5mNBlgsRkhkSsgVakilcqHdZDIpgmLMCGhiwLmtKoRa8sUw7KmQwttdDU+VQqwDM1aLyWKBzmgS2s9gtoC712QyOQ5neyDbR4rw9nqc365BAZdcbQSnBO1aNcZdowejdctYBAb4w12tgtTFOm81q1brbAQftRjTqQ0EoG+treCqhLjhrWCDSY/3F8/F4gWbYDbaQLIBiQkSqQIKpVpw/UTwoKJAQWovILqXFhnn3GA6a0P3QC381BK4K5XwUiuLIiPYYLTYUKg3CMuYRgh/TzfIsD1DBa/WOkikElze6wGL0SaOTbBa7cedatQyhAT5oFlsNHp264BbbuoBjeaf9RsSfA4NWBEArx8htSpI/8t+JwDfWzQXixf9BrPJBolULv64ckHN5zgx3G6U8Hc3BDU1wDtci4TtarRV5qFVgBTuSgU81CooeeQCJCgwmKDV6QQnkEmpUmNbsgSXlRIEt9Uicb8G+alkLLvZz+2w2QQALRYzbBYTbDYzWjaPxbyZLyIqwvXa97VqagKwRAMuw83Nr48GvCGMEALwnU/m46slJDJwDmefxxEYJeHMCA7Cj/+zQeFhQ0SXHBSkyWCOt6KzTwGiA9Tw1tipWASt3mxFfoEWhXoddAYTUowqHDV5wr+zCdosG5IOecBichNMmtJWpDBcLGahEZtEhWLB7FcQHek6muy1BKCDbhW/kQD0E0Pwt99+K5bYuCZPA4M8vjfffFMsvZFcyrkcgUv+H+d+XP3gev/HH38s8nFnHIkl5ATMmDFD7LCjpVzRHNA1IfVa1fo6lSuG4M8WYOkXW2G1EDwObqI99p79rA0KZwchaNe6Ad4NTPAKsSD9uAJhyEGfcDdEBPlASvDp9bC4SWGymJGbr8W5LAMO5HpBFimBb4QNl/cpoMuRFJ1YJClj+ZJgwOHYilnnkpwAAATySURBVCbRDfHxzOf/cQ1I8JUAcDluaeEnrGAuxa1ZswZjxowBYzDSAub6L9nPXKJ75pln8PnnnwuA3nvvveIaDRauCXNpjzvqSFwliZXkVa4bVzYHdE1IvU5AuVaPNZr1mPPlp/ji061iCLZrPvtR9fbAmLKiIJI0IqRQqRRiTubt7QmNtwcunLuC9CuX0c7XIIib9AmaLRZhiOjNFpxJ1eKPBCBX4oWgcE8YjSZkp+phEkfeE+wcdi1F3x1BJe2HNDZpHI557z6HqIjqnY9ytdrIFQCpAX/55RcRcs4RBpjEBDJgqOVIn+vevbugjdHNQg24bt06YS0TgGQ+0wXTv39/QWrgHJLakN6GG94Knjl/CVav/wuenhoEBQUgKCgQAf6+8PH1EnQz7uvgcCxXEnwecFcrIZfLcP5CAr5etgJJSalwl5rQIxToHe0OBgjSG8w4nWHAHxfNuFwgQUBQIO4ccxsCAnxFmOACrU4ca0rr+vKlBKSkZiA/TysoVHq9EWazCY0jwzD33WevCwBJm2M6/Rs1oP91sYJviDmgyWTGH7uOIikzHyEhgfDxITNaDYVCVrS6YQ+Fy8S8VIf8d/KVJCxauBwnT54VIKIm08gs6BkOdAxT4XKeFX9cMCIxj4O2XaN269Yed4wZiuCQYEikMhTkFcBIl4/VzgfUFeqRmZmN5KQUXLyYCKmbBS9MGYeGYc77pq+WpquoHIKvBIBfY0jLegBeszbnUHk5sxDZBXrIFQox5JLoyWGYAzJBR3BQIxmNdgDqC3VYueIXbNiwWaz32ueNditWKbEi2seGTL0UGToIKhbnjPxNIZehd99uuHPs7fDx9UFqUgp0eh34JAYbV7qrxIZ1tVplN3osRrRoFAAP9T+7TEfw0XHMdGYTARggNCDndI4g5yQfcxitKJg5CbIcPapKNzwhlcDI0hpRoDOJOZ+IYSMAKAxesZpBy9ZgMCIrKwdabaEIXn7saDwKtFoxP6QTmYDlfwQiJ88yAllK/5594xDnefwk1b137y6Iio4oDs+h1+uQn1dgBzlZ0RIpvH28RZwZPw85ZGVDoFTVq3/zd4LPoQEdAMxocafg9ZH+zy0Bs2bNwsMPPyyW2kg25Z4VrvnSf8i6cv8K54Y7duwQe1c41+MmJG6H4HfmoTXMeWFFJx/cMIRUgtBu4RaxUkqTU8QP1FF0j3BFw67pHGQF+11Fu+4cHV909qKjGEfsR+HGgZswZqRFrh77LSXbSIvLLtLCjgNq/iamanQ7AViiAb/Bra0CQACSpk/rl4aIY72Yhge3ZND44HeSD+iKIai2b98utlMMHz5c7CnmvpMFCxYI0BGU3L7BKKpDhtjPn3OV6hnRNeq6/0Zmgo9WLdPZ3wnAwAqNkNK7GmtT+xt+Ka42jfZfv4fgKwHgtxjaujwA65fi/usouI71qw4A6wmp17GD/uuPJgBJoWI69wc1YJAYgjk/JY+PRkdpAJLrx2PNHOfLOdqH1P7S1xyRERzHuTHfDW8F/9fBVJv6EXwlAPwOw9rYAcigk444LqUByOsMGkDCKjl/jn3cNDIc+8C5OsJlPMaE4VLdyJEjhWiVAfCGIKTWpoP+6/cQfIzcQIc7NeCwNsECgKXjQJcG4Pfffy+iKixevFis79LaJdOZFH7HAY+0ipctWybWjWm4cKdcVQDk7/8PmL+MQwZaJ24AAAAASUVORK5CYII=

selectionyselectionquestion number1correctly1selectioniteration

selection2selection3selection4selection5selection6selection7selection8selection

selection2selection3selection4selection5selection6selection7selection8selectiondata:image/png;base64,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iteration repeats the process of asking the question of the code setting the count100008-185,-100,-85,-40,-10,25,25,80,80,140,-190,-190,90,95,-100,-100,-10,-5-50,-140,-45,-45,-150,-50,-50,-45,-150,-10,0,45,45,90,90,120,120,1500Extroversion,yesMorning Person,yesDogs,yesTime Alone,yesThink about Others,yesSpontaneous,yesSpotlight,yesHappiness,yes09Do you think you are more extroverted then introverted? (y/n),Are you more of a morning person than a night owl? (y/n),Do you like dogs more than cats? (y/n),Do you often need time alone after being social for too long? (y/n),Do you often think about what others think about you (y/n),Are you a spontaneous person? (y/n),Do you like being in the spotlight? (y/n),Are you happy with life right now? (y/n)done10