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AXMGEEAAAQQQSCBAASdAZ0kEEEAAAQQoYM4AAggggAACCQQo4AToLIkAAggggAAFzBlAAAEEEEAggQAFnACdJRFAAAEEEKCAOQMIIIAAAggkEKCAE6CzJAIIIIAAAhQwZwABBBBAAIEEAhRwAnSWRAABBBBAgALmDCCAAAIIIJBAgAJOgM6SCCCAAAIIUMCcAQQQQAABBBIIUMAJ0FkSAQQQQAABCpgzgAACCCCAQAIBCjgBOksigAACCCBAAXMGEEAAAQQQSCBAASdAZ0kEEEAAAQQoYM4AAggggAACCQQo4AToLIkAAggggAAFzBlAAAEEEEAggQAFnACdJRFAAAEEEKCAOQMIIIAAAggkEKCAE6CzJAIIIIAAAhQwZwABBBBAAIEEAhRwAnSWXJ4Cp3/Hx3cfoUf6Lh2yyrXPnHS0NfQEcx3Qk66VdL2Z9jdplbt+7q5v9lbr2osOUkdmvjx3xVUhgMByFaCAl+ud4boGJvDH1/naneM63hs6Wq6D5HqqGjpKrgMiFp2TtFPSzZKuMukzu00Xf6RpN0bMSRQBBIZYgAIe4pvL1n4psHmbH+hjeoFLbUlPlPSwJbS5W6aOuf6l5zp/qmVfW8K1WQoBBJaxAAW8jG8OlxYukG/3w7RKp8v1cknrw2eqOWnaLelqd31+5g79+eceaf1HzfwggMAIClDAI3jTh3XLE9P+OOvpHJeON1O2AvbZk/QVNXRusd6+sQKul0tEAIEaBSjgGjGZKo1Ae9o3u+tcSY9IcwU1rGq6zXr6p96YXjd1iP24hhmZAgEElrkABbzMbxCXt7BA3vFzZXqVpHVD5nTFrOnEjzTtp0O2L7aDAAJ7CFDAHIcVJzDR8QtMOkWm1Svu4qtcsOv7DelVW1v21SoxxiKAwMoQoIBXxn3iKiVNdPz3zPSJJX4Vc3J7l/5vo6EXT663/nuR+UEAgSERoICH5EYO8zZO7fgxjYY+IddRw7zPRfbWf8HWB4rMzhphA7aOwFAJUMBDdTuHazOnu4/PTmuLSxPDtbOo3dxm0ssnM/tk1CyEEUAguQAFnPwWcAHzCWzu+DN60qdlejhCDxYw19cPz/SM88z6j4z5QQCBFShAAa/AmzbMl7zpSl+934G6zKRnDPM+a9mb6Rez0tG8WroWTSZBYMkFKOAlJ2fBhQROnfFfW9XTFS6tRam0wJxJ7cnMLiqdYCACCCwLAQp4WdwGLuLlM/7c2Z4ulZbFW4vm5LrdpBt70k39u9Mw3S7T/u460EwPd9dqmfaRtK9cjdR30KWvrnY9b0vL7kp9LayPAALlBCjgck6MGqBAu+sXef99vUv/0/9c5m0ufcFdX5Tp6ruauvpis/43G5X+OWObb7hnlX7HpP8ou/c/T5QneO7atX1ceuKWlu0offEMRACBZAIUcDJ6Fu4L5B3/nkxPWEKN61z6bG9O773oUPvRoNbNu77OGzrFenqRpCfd+0h5aX7uVk/PKjbw2dJLw80qCIQLUMDhdiQjBfKuXyPpyMhpFo+7rvaG3nznzbrk4sfarsUD9Y/Iu/5Mmf5ErmdJ2q/+Fe43o3tP50xtsL8c8DpMjwACEQIUcAQe0XCBvOvbJB0aPsOiyTv7j3QbY3rN5DrrLDp6CQfkXc8lvUEa8AeL9HR2scHesYRbYykEEKggQAFXwGJoDQLu1p7RdvcBfV2g6Vb1i6dlH67hagc6Rb7dj1ZDfyXptwa1kJtOnmraxwY1P/MigEC4AAUcbkcyQCDv+oykQwKii0XulOvdRcv+fLGBy+3PT5n2I8Z6ulimYwZybT2dVWyw8wcyN5MigECwAAUcTEewqsBE16816Yiqub2ON/W8p/dqp86ZOsLuqXXuJZ6sPePP8p4+OKBfTZ9dZPw6eolvKcshsMhfXwAhsAQCede/LenJNS91VWOVTth6iP2k5nmTTjfR8dc0GvpLd43VdiEm1yqdXKyzj9c2JxMhgECUAI+Ao/gIlxHIu97/4oBNZcaWHNP/oIwzi5ZtKTl+xQ172Q1+0KpV+rqkR9V28a6dd8xp7cWH2d21zclECCAQLEABB9MRLCOQT/t75Hp1mbElx+xw19OnWnZ1yfEreli766/sSe8zqa7/r04XmWUrGoWLR2BIBOr6P/WQcLCNOgU23+i/15vT52qc89IisxNqnG9FTHVKx39rTLrsvo++rOOaLy8ye3odEzEHAgiEC1DA4XYkFxHIp/3ntX0ko+stRcvOHVX0U6Z9vzHpe/J63jtspi2TTXvFqHqybwSWgwAFvBzuwhBeQ7vjl7vpuBq21n+V81lTG+wDNcy1oqc4z71xXVdfkdXyvmFvjOs3tx5s/RfH8YMAAgkEKOAE6MO+5Kkdf3PDFP9o1bR7VU+/e0HLvjbsZlX2l3f9HyQ9r0pm3rGma4qmHRU9DxMggECQAAUcxEZoIYH+lxCYqVPDW2h2NaSnb814hDaf9cS0X2CuzbEn0Xt63dQG+x+x85BHAIHqAhRwdTMSexHIu/4dKfoTneZkelHRtM+CvbBA3vUvS3pmlJGpJ9fjisyuipqHMAIIVBaggCuTEVhIYKLrx5v0z7FCvTmdeOGh1n/vMD+LCORd/zdJvxED5VJ3KrNWzBxkEUCgugAFXN2MxAICE12/xaS1MUAuvX4q42v0qhjW8fnauFcRZywC9QhQwPU4jvws7a4XLk1EQZg+UzTtD6LmGMHw5o5v7DX0Y7nGI7Z/d5HZQyPyRBFAoKIABVwRjOEPFtjkvmrNtHZKWhXh88Mis6hfpUasveKjE9v9TGvo/VEbMb23aFqdn1oWdTmEERh2AQp42O/wEuyvhs963jXu2rClZTuW4HKHdol82v9OruBPCjPT7H7rteZ9Zv1/TPGDAAIDFqCABww8CtPnXd8thX9zj7teO9Wyd42C1aD3mHf8epkOi1inKDJrR+SJIoBASQEKuCQUw+YXyLu+VVLMX9hXFJk9Bd96BE6b8cfP9fT94NlMtxVNe1hwniACCJQWoIBLUzFwPoG86/1fV64O0jHt3rehAz9wiN0RlCc0r0De9U9IOjGYx3VK0bKPBucJIoBAKQEKuBQTg+YTaHf9/S6dGazT0BuL9fam4DzBeQX6nxl9/bRudynoVc0u/XQqsyPhRQCBwQpQwIP1HerZ867fKGld4CZ3FJmFZgOXHJ1YPu0nytV/JBz0Y66XTLbsU0FhQgggUEqAAi7FxKAHCrRn/Ejv6ZoImbOKzM6PyBNdRCDyH0g/KzI7AmQEEBicAAU8ONuhnjnv+uclPTdok6btRdMODcoSKi0w0fEzzPTB0oEHDBy/Teu2PIq3hoX6kUNgMQEKeDEh/nxegXzaZ+VhH7zhrpOnWvYxaAcvkE/7T+T6tZCV3PTWqab9t5AsGQQQWFyAAl7ciBEPEGh3/C1uekMgzC1FZgcFZolVFIh6Lth1Q9GymPcUV7xahiMwWgIU8Gjd71p2m0/7jFyHhEzWML17a9NeE5IlEyaQT/sv5Ap6b+8dszro4sPslrCVSSGAwN4EKGDOR2WBvOteOfTLQG9jU+PnmfUC88QCBPKuXyrphQFRyfSWomnnBmUJIYDAXgUoYA5IJYH8Bn+BVukzlUL3DTbTNyabdlxIlky4wOZtflRvTD8OnOG7RWbHBGaJIYDAXgQoYI5HJYG869skhb6C+cwis+BX5Va6UAbfT2Ci6zOmoKcN7iky2xdOBBCoX4ACrt90qGfMuz4nqRGyySIzzlsIXA2Zdsff6aag595tTBsm11mnhstgCgQQ2EOAvxA5DpUEgp//de0oWnzyVSXsGgefNu1HzLmuDZnSTH892bTTQ7JkEEBgYQEKmNNRWiCf8aepp6+XDtz/X3ofmszsj0OyZOoRmOj4LWZaGzDbtUVmQe8lDliLCAIjI0ABj8ytjt/oRMffZqbXh8w07lq3pcWnKoXY1ZWZ6PgnzbQpYL47i8zWBOSIIIDAXgQoYI5HaYF2169y6dGlA/cNdMmnMgt63rjqWoxfWCDmoymLphoyC337GbcFAQTmEaCAORalBYK/+9d1fdGyjaUXYuBABNrXe8vHtT1k8lWux1zQsn8LyZJBAIH5BShgTkZpgYgXYF1QtOzlpRdi4MAE8q7fJany24r4esKB3RImHmEBCniEb36VrR/T8Yc+3nRnlcweYzcVmV0SmCVWo0De9W9LenLAlO8sMvvTgBwRBBBYQIAC5miUEmjP+LHe0zdKDX7AIN7/G6I2mMxE1z9o0hlVZzfpXyczO7pqjvEIILCwAAXM6SglMNHxk8z0N6UGU8AhTEuSaXf8bR72SvYdRcb7uJfkJrHIyAhQwCNzq+M2mnf8rTKdEzDLXJHZWECOyAAE8ml/lVx/VXlq061F0x5eOUcAAQQWFKCAORylBPKOXybTs0oN3mOQS7dNZRb0VXhV12L84gKbZ/y4Xk+XLz7y/iPcdfdUyx5aNcd4BBBYWIAC5nSUEsi7/i1JTy01+P6DpovMsoAckQEITHT9ESb9NGBqfpMRgEYEgb0JUMCcj1ICede/JOl3Sg2+/6Ari8z+Q0COyAAETr7ZD1i9S7eGTM2L6ULUyCDAI2DOQKRAvt3/Vg3956rTmGnLZNNeUTXH+MEJhL6fe2NT4+eZzQ7uypgZgdES4BHwaN3v4N2GPgJ219aplp0WvDDB2gUo4NpJmRCBIAEKOIht9EJ516+Q9KSAnV9SZBbyBQABSxEpIxBawPwKuowuYxAoL0ABl7ca6ZF5178p6TcDEC4tMjshIEdkAAKbrvTVaw7UzoCpveALNQLYiCCwsAAFzOkoJZB3/GKZ/rDU4D0HuT5etOykyjkCAxHYdKOvWTOn2wMm51XQAWhEENibAAXM+Sgl0J72t7jrDaUG7zHITF+cbNqzq+YYPxiB027wQ+dWaVvV2c00O9m08ao5xiOAAI+AOQORAnnHz5HprZWnMf2kaNojK+cIDETg1I4f0zB9p/LkrnuKllX+FqXK6xBAYIQEeAQ8Qjc7Zqv5tJ8jDyhg1y+Klq2NWZtsfQLtjp/spo8GzHhjkdn6gBwRBBBYQIAC5miUEsg7/gqZPlRq8J6DTLuLpq2unCMwEIGJjl9gps0Bk/OBKgFoRBDYmwAFzPkoJbC548/omb5SavADBu3cpQM/ttF+HpIlU69A3vGvy/S0gFm/VWR2bECOCAII8AiYMxArEPr+Ue/pOVMb7LLY9cnHC+TT/iO5qj8nb/ps0bQXxl8BMyCAwK8EeATMWSgtkHf9LkkhL8T5YJHZmaUXYuDABCa6fpcF3MOe9MYLM3vTwC6MiREYQQEKeARveuiW845fL9NhAfnvFpkdE5AjUqPAKdN+xJjr2pApbUy/MbnOfhiSJYMAAvMLUMCcjNIC7a5/0aXfLR341UDXnUXL1lTOEahVoN31t7t0dsCku4rMHhKQI4IAAnsRoIA5HqUF2l1/p0uvKR3YY+D4mFpb1lk3JEumHoG86/33/1b+TUT/+4MnMzuynqtgFgQQ+JUABcxZKC2Qz/jT1NPXSwf2HOh6W9Gyyp+kFbQWoXkF8o7vlCnkLWHfLDILeeU0dwIBBHgEzBmoSyDvev+D/EP+Er+qyOyxdV0H81QTaM/4E7yn71VL3Tfa9d6iZa8OyhJCAIEFBXgEzOGoJNDu+g9d+vVKof5g01zRtLHKOQK1CLQ7fomb/lPIZD6r3546zL4ckiWDAAILC1DAnI5KAvm0v0euoEdDPddLL2zZ31RakMG1CLS7fpNLB1edzKSdk5ntUzXHeAQQWFyAAl7ciBF7CJw648c1ero8EIVfQwfCxcSCv4Dhl4vyFrIYfLII7EWAAuZ4VBaI+EAOzc3p4IsOtZsrL0ogWGCi61tNaodM4NIrpzL7QEiWDAII7F2AAuaEVBaYmPZ/NNdzKgcluTQ1lVkekiVTXeA898Z10+q/cC7o+Xdvat8ps3uqr0wCAQQWE6CAFxPizx8kkN/kR2tW/xJIc0+R8b2ygXaVYxPb/Xxr6JWVg/e+bk4/mszsUSFZMgggsLgABby4ESPmEci7foek/UJw3PT2qaadE5IlU17gvke/t0oK+hQyd71sqmUfKb8iIxFAoIoABVxFi7H/LpB3/VJJod+Oc1uR2cPgHKxAvt3/SA19LGgV1y1Fyw4KyhJCAIFSAhRwKSYGPVDg1O1+XKMR/Gro/q833zyZ2V8gOyABd5uY1i9MOiBwBb7BKhCOGAJlBSjgslKMe5BAe9qvddcRQTSue4oWzwUH2ZUI5V3/75KC/4HDtx+VQGYIApECFHAk4CjH2zN+svf00WAD06eKpr0kOE9wXoH2Tb6/79aOwM997s85XWSWwYsAAoMVoIAH6zv0s+fT/gu5gp/PdekpU5ldMfRQS7jBvOv/JOm3I5Y8u8jsHRF5ogggUEKAAi6BxJCFBfKOv0umPwk14qvuQuXmz+Udf6lMMa9cnikya9Z7VcyGAALzCVDAnItogbzr/Q9qCP/CdtO7i6YFfc9w9MUP0QSbrvTVaw7SjTG/kbCGnj253r44RCxsBYFlK0ABL9tbs3IurD3j7/eezoy5YnM9d7JlX4iZY9Sz+bR/Qa5nBzuYthdNOzQ4TxABBCoJUMCVuBi8kEDsc8Em/XwyswMRDhOY2O7vt0bcP4LU00nFBvt42BWQQgCBqgIUcFUxxs8rMNHxk8wU+1WD/1pkdjTE1QQ2T/tJPY+0N/2gaNrjqq3MaAQQiBGggGP0yN5PIO/6zyRtjGEx6X9NZvaHMXOMUnZzxzf2TFdLivnOXp91PeIjLbt+lOzYKwKpBSjg1HdgiNbPp/0Fcn2mhi2dX2R2Vg3zDPUUEz/1fWxf/Uyu9TEbNelLk5k9K2YOsgggUF2AAq5uRmIvApGfEf3/Z3adUbTsw2DPL3Dmjb7m7jldK2ldpFFvzWqtfd9BdlvkPMQRQKCiAAVcEYzhiwvkXb9ZUvQLqnoNvfTC9Rb7vPLiF7zCRpx8sx+wepd+JMU98r1v2/+zyOzPVhgBl4vAUAhQwENxG5fXJvId/lTt1rfquCpr6LWT6+1ddcw1DHOcdJ2vfchq/VhS/DcVmb5YNC38bUvDAMoeEEgoQAEnxB/mpfOO/2+ZXlzHHt10zlTT3l7HXCt5jvaMH+mu78m1fw37uKXI+LrBGhyZAoFgAQo4mI7gYgJ516+TdPhi40r9eUMXF4foRJl5qfFDNqg948f6nL4k0751bM0aesnkevtUHXMxBwIIhAlQwGFupEoI3PdCoRulekpDpulVpidesN5mSiw/NEPaHX+Lm95Q14Z4q1ddksyDQJwABRznR3oRgbzrj5H0A0l1nbU7TXrhZGb/PAr4ede/IenYGvf6gyLjAzdq9GQqBIIF6vpLMfgCCA6/wETH32am19e6U9enxzNt2mK2u9Z5l8lkedefKVf/efToV5P/+5ZM1xRNO2qZbJHLQGDkBSjgkT8CSwOQd/zvZXp+zavd6rv17KnDh+f7hM9zb1w3o0vk9byAbQ/vm+5oKrvYbK7me8B0CCAQKEABB8IRqy5QwxfFL7ToFY1VOmnrIfaT6le1TBLuNjGjV5nrbbU9Z/6rrbl2NaRf39qy/ovi+EEAgWUiQAEvkxsxKpeRd/zvZDphAPvtvzr6k3NzeuVFh1r/g0BWzE+763/mUv/DMGI/1Wq+PbtMf1Q07W9XDAgXisCICFDAI3Kjl9M2845fJtNgPnvY1JPrHyX9aZHZVctp33teS/9znPUQTZjpHVIt7+t98FZNcz3XCRdm9vfL1YHrQmCUBSjgUb77Cfeed/3bkp484Eu4qmc658KmXTrgdUpPn2/3o72hdzakY116SOlg9YGz6unIYoNtqx4lgQACSyFAAS+FMmvMK9Du+mdd+v0l4LlHrsvlOr/YYJ9egvXut8RpM76+19MZLk1IesQSrH+3uZ4x2bLvLMFaLIEAAoECFHAgHLF6BPKu/xdJ763xfcJ7vzDXTklXqqF/sJ0qJjda/xuFav05veMP3bVKx6mnE0w6UdLBtS6wl8lM+tHYmI7fss66S7Um6yCAQJgABRzmRqpGgfYNfqzG9FV3jdU4bbmpXLvU0DaTruy5vms9XSZp28aWtp9n1ltokk1X+uoD1iqblZ7UaGiDmca9p+PNdZyb1pZbvN5RJn1+MrPn1TsrsyGAwKAEKOBByTJvJYH8Jj9as+p/utUBlYKDHdx/z+ysTDvlmpW0StLq+/7T/9/L58f00aJppyyfC+JKEEBgMQEKeDEh/nzJBPqvDLZ99GFJL1uyRVf4Qmaa7UlvnGraW1f4Vrh8BEZOgAIeuVu+/Dfc7viL3fRJKcGvpJc/z55XeOXcrJ570WG2fWVdNleLAAJ9AQqYc7AsBdo3ectn9TVJRy7LC0x7UbuspzMnN9jWtJfB6gggECNAAcfokR24wMS0t831fkn7DHyxlbCA6Zp99tGTP/hw+/lKuFyuEQEEFhaggDkdy15g0zbfd824LpUP6NOzlr3AvRd4q0vvnMrszSvjcrlKBBBYTIACXkyIP182Aqd2/DkN03skPXrZXNTgL+R2Sa8umpqSWf/zrvlBAIEhEaCAh+RGjtI2Tpvxx/d6+muXnjKs+3ap/2lW79qY6S/29n7kYd0/+0JgFAQo4FG4y0O6xyF8ROwu/Z+G9KbJzD43pLeNbSGAwH0CFDBHYcUL5F1/jEtvMun5tX+X7tLo9D9x68tz43rZRQfzlqKlIWcVBNILUMDp7wFXUKNA3vGXynS2pMcu97fZmfTdnutDqzNNbTHbXSMDUyGAwAoQoIBXwE3iEsME2tP+X72n58vufa74YWGz1JgyuVz9tw9dbj29bnKD/bDG2ZkKAQRWmAAFvMJuGJcbJnB6xw/fLeJSphgAAAT1SURBVL1Wpue6dLhJ+4bNVCFlmpOrK9NXrad3j2X6Po90K/gxFIEhF6CAh/wGs735Bc76sT/kjv31InO9yF2Hy7S/pJZ073/3v3Ch3I+pJ9cuk3a49BPrP5drutzHdDXP55YjZBQCoypAAY/qnWffexU4reOP3i2tM8nHxzWza1bjq1wbJG30hrrjPX1rS8t2wIgAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIAQo4Ao8oAggggAACoQIUcKgcOQQQQAABBCIEKOAIPKIIIIAAAgiEClDAoXLkEEAAAQQQiBCggCPwiCKAAAIIIBAqQAGHypFDAAEEEEAgQoACjsAjigACCCCAQKgABRwqRw4BBBBAAIEIgf8HVehnw3a4ascAAAAASUVORK5CYII=The sprite will draw each shape in a different color and size while saying the name of the shape it is drawing and then the sprite will hide itself 0.50.50.50.50.50.5