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15khgAACCCCAwAUEhhWAQ3oHWtxenQU/oMWeOP2JhYztVHf0j+N1ZggggAACCCBwHoFhB+CQnsaO/otuzJqtxSNx+pPUHf07dUffEq8zQwABBBBAAIFzCIwoAIf0dGPWx3ok6ada/CpOf3Kdtz8oEP/beJ0ZAggggAACCJwlMOIAHNJTd/RH6o5+WIH4aFhX8L1BM4asDBhMCCCAAAIInENAcbN0U3gm2Dn7tSLwtWelukcZfXjWtpKsKtgfb2iwjs8fdcdLkiCJIIAAAgggUAGBkgbgUN54dKzXFYTDQB2VmpblWt1LlcqMfBBAAAEEEBipQEm6oAcXItfidumRpDZtOzZ4ezmX9b+IK8qZPmkjgAACCCBQaoH6UicY0tPd0e80bfZP6Jrweq2Oi/PoU2Du0shZX8TrI5qp6/kuJdA8okQ4GAEEEEAAgVESKEsADnXpbnO/1ruD63ydrdcZ6lhtalRA/id30lZHrzkcYYX1vHG7gnDzCJPhcAQQQAABBEZFoORd0INrkVvgttUV7CltOxlvn+7H2o6btvoJg/djGQEEEEAAgVoTKGsADpjdC1yXzlSXavFUhOvtzv5+e3PSej8+WucDAQQQQACBGhQoewAOpgda3UbNlumnL6zrOvCMxkbbNqXDXxOt84EAAggggECNCVQkAAdTPSb0qivYs3o8qT+s66x4ZiZjW3Ut96qwzoQAAggggEAtCVQsAAdUdUev09nvCi3mY+RZujFr843r/ZXxOjMEEEAAAQRqQqCiATiI6kz4Bc1WKRDrJFiTt9n9Y2zD+E2++LhStJkPBBBAAAEEqlmg4gE4YCoIr9Uzwc8VYbU8Z2ydvXbdVt0jzYQAAggggEANCIxKAA6u3a22Rme/Px9kPHdM3l7W3dGXD9rGIgIIIIAAAlUpMGoBWLdC+9wBW6WXN/yiKKsBO1oax9ivdGPWZcVtzBFAAAEEEKhGgVEMwOJsd4XurK3UxeB1RVzv7XHdmPXiLdt9Y3EbcwQQQAABBKpNYHQDcNCc4frHjdXjSc5eGcD1tuRErz1vu33ZhsocyIsFBBBAAAEERkFg9AOwKr13jgsvanhG3dEbigbqjl7alNM14naNJs2EAAIIIIBAlQkkJrjpDUqn+k7b0+qO7ioaqzv6P2Wn6mYtU6c0EwIIIIAAAlUkkJgAHEx7FruTpzPRyxu2DRg7W9nUqeeGmRBAAAEEEKgigUQF4OD65TzX21uw8C7h7UVnLa/OdvowghYTAggggAACVSGQuAAcVI8ucCfqT9vjujFrZ6TstWS2RkF4ebTOBwIIIIAAAikXSGQADqb7FrtjujGrTYu7YuOMBu5Y27TJh1cbMiGAAAIIIJBqgcQG4KCqG7O+yedtnk5/34+UndXrnujndSb8ZKrVKTwCCCCAQM0LJDoAh9Y5tND9va/P5ursd3fcWmGAjl/qDul/H68zQwABBBBAIHUCqXm856atfkJ/wX6jQHznOZT3qCIfnmP7iDfpsajjDQ3W8fmj7viIEyMBBBBAAAEEYoHUBOBQ3qZX/ES9quEdLU6Py1+p2TK9wemlSmVGPggggAAC1S+Q+C7owU3QvcQdsXqbrbPgTwZvL/ey/pdyRbnzIH0EEEAAgdoSSN1Yy7nH3BdTtvgHM3n7Vz2cdOug5ippN7S6nu9S2s2D0mcRAQQQQACBkgmkLgCHmh+a7w5P2uzvbzD7QKs3RxrO/klB88Vciys+thRtHu6HXonYrvSah3s8xyGAAAIIIHAhgVR1QQ+uSE+bO1iXt3u1bX+03dvVmm+Z2unvGbwfywgggAACCCRRILUBOGDuX+hy1m93azEX4Xq7Vt3Sb+jstTla5wMBBBBAAIGECqQ6AAfT3CK3P1NnM3Wj1MGwrtGzxqvr+K2pXf6OsM6EAAIIIIBAEgVSH4AD6r757rOCs/u0eDhGnqBA/Pa0Dn97vM4MAQQQQACBRAlURQAOogda3F6dBT+gxZ5YeGIhYzvVHf3jeJ0ZAggggAACiRGomgAcRDV29F90Y9ZsLR6JhSepO/p36o6+JV5nhgACCCCAQCIEqioAB1HdmPWx3h/8Uy1+FQtPrvP2hxu3+B/F68wQQAABBBAYdYGqC8BBVN3RH6k7+mEF4qNhXWfBN+QL9n52o58W1pkQQAABBBAYbYGqDMABVd3RexR5H9FjSV/HyFkNY/lH3ZiVHW108kcAAQQQQKBqA3Bo2gOtLoyUNV9B+B9xU0/TjVnvaRStG+J1ZggggAACCIyKQFUH4CAahqbUI0ltWjwWC9+sISx/r/GkJ8frzBBAAAEEEKi4QNUH4CCq7uh3dB14kRZPRMJ6iYNe5vBu9nV/fbTOBwIIIIAAAhUWqIkAHEzVHb3DCvaEAnFvZOzsNg1juTO8Y7jC5mSHAAIIIICA1UwADm2dW+C21RXsKS2ejNt+uh9rO27a6ifE68wQQAABBBCoiEBNBeAg2r3AdekseKkWT0XC3u7s77c3J63346N1PhBAAAEEEKiAQM0F4GCq7uiNmi3TT19Y113SMxobbduUDn9NtM4HAggggAACZRaoyQAcTHOt7lVXsGf1rHB/WNdZ8cxMxrZq7OirwjoTAggggAAC5RSo2QAcUNUdvU5nvyu0mI+RZ2n0rM03rvdXxuvMEEAAAQQQKItATQfgIKoz4Rc0W6VArJNgTd5m94+xDd7bv4nW+UAAAQQQQKAMAhoymSkIqOt5tSJw+yCNMITltfH6HkF9OOi7ki0qz+MNDdbx+aPueMkSJSEEEEAAgcQLEIAHmsi77Gb7rzoTXjmwqXILy3Qm/lLlsiMnBBBAAIHRFqj5LujvGsD53AFb5Zz94rttlVnS/4KuqExO5IIAAgggkBSB+qQUJBHlaHeF7t1+5dRua1RQDM8KF6ceLXRp25nihpHO1fV8l9JoHmk6HI8AAgggkE4BAvDZ7TbD9Y/b7p/9vyetQTdkLYm/nqSAeXmuyZabvj/7kOGs65pzu9JsHs6xHIMAAgggkH4BuqDP0YZ757g+vUHpGXVHbyh+Hc6Is9221to9ZkUU5ggggAACwxYgmJyHTm9QOtV32p7WWWrXoF2WZ6faGj2rpHjMhAACCCCAwPAFCMAXsOtZ7E6ezkQvb9g2sJvukm7q1HPDTAgggAACCIxAgAB8Ebwv57ne3vAaQ2fbi7tqeXW204cRtJgQQAABBBAYlgABeAhsRxe4E/Wn7XE9I7wz2t1ryWyNgvDyIRzOLggggAACCPxAgAD8A5Jzb9i32B3TjVlt+nZXvEdGd0mvbdrkBz+udO6D2YoAAggggMBZAgTgs0AutKobs77J522eTn/fj/ZzVq97op/XmfCTFzqO7xBAAAEEEDhbgAB8tshF1g8tdH/v67O5OvvdHe/aqPkvp3b6RRc5lK8RQAABBBAYECAAD1AMfUF3Rx+tr7ef6Urwn+KjLtNZ8ToNrtEy9FTYEwEEEECglgUIwMNs/b/Nc1+5XntIh/85TuLygtnL2U1+7jCT5DAEEEAAgRoSIACPoLG7l7gjVm+z1R39SUhGZ8Fjrc5eU3d0CMxMCCCAAAIInFeAAHxemqF9kXvMfZHP2IMKwn+NjxinQLxR3dE/GVoK7IUAAgggUIsCBOAStPqh+e6wXpN0v5L6NE7uSg3WsTnb5WeVIHmSQAABBBCoQgECcIkatafNHazL271Kbn+UpLerNd+i7uh7SpQFySCAAAIIVJEAAbiEjbl/octZv92tJHNRst6u1YXhN9Qd3VzCbEgKAQQQQKAKBAjAJW7E3CK3P1NnM3Ud+GBIWqNnjdcbld6a2uXvKHFWJIcAAgggkGIBAnAZGm/ffPdZwdl9SvpwnPwEBeK3p3X428uQHUkigAACCKRQgABcpkY70OL26iz4ASXfE2cxsZCxneqO/nGZsiRZBBBAAIEUCRCAy9hYGjv6L7oxa7ayOBJnM0nd0b9Td/QtZcyWpBFAAAEEUiCgkzSmcguE67/qgv4X5TMh5BWuDysQ/08tFkfN2qNtH4bvSj0pn+MNDdbx+aPueKnTJj0EEEAAgeELEICHb3dJR4Y7oXVdeEe4KeuSDizNzstyre6l0iRFKggggAACpRCgC7oUikNIQ93RezRa1iM6/f16CLuXdBf9L+uKkiZIYggggAACIxaoH3EKJDBkgQOt7gONjjVfQfh1BeMwUEeY8vrpUpA8FK2V6ENdz3cpqeYSJUcyCCCAAAIlFiAAlxj0YsnlWtwudUe3KUB2ad8r9ZNRMJ7en7HVYUjLix0/1O+VR7vyaB7q/uyHAAIIIFBZAbqgK+sd5abu6HcUHBdp5US0wdmtmby9m33dXz8KxSFLBBBAAIFRECAAjwJ6yFLd0TusYE8oEPdGRXB2m4axDM8JTxylIpEtAggggEAFBQjAFcQ+O6vcAretrmBPafvJ+LvpeovSjpu2+uhxpbP3Zx0BBBBAoHoECMCj3JbdC1yXzoKXqhinoqJ4u7O/396ctN6PxuNKo6xB9ggggEDtCBCAE9DW6o7eqGIs009fVBxnMxobbduUDn9NAopHERBAAAEEyiBAAC4D6nCS1EAZr7qCPas7ovvD8TornpnJ2FZdE75qOOlxDAIIIIBAsgUIwAlqH3VHr9MzwitUpPBscJhm6Zrw5hvX+/C4EhMCCCCAQBUJEIAT1pg6E35BRVqlQKyTYE3eZvePsQ3jN/lx0TofCCCAAAJVIUAATmAzKgiv1ZjRzxWLpuU5Y+vsteu2+rHFbcwRQAABBNItQABOaPt1t9oanf3+fFDx5o7J28u6O/ryQdtYRAABBBBIqQABOLEN53zugK1yzn5RLKLGi25pHGO/0o1ZlxW3MUcAAQQQSKcAATjJ7dbuCt1ZW6mLweuKxfTeHteNWS/est03FrcxRwABBBBInwABOOltNsP1jxurx5OcvTJQVG9LTvTa87bb8zKNARQWEEAAgXQJEIBT0F5757g+3Yj1jLqjNxSLq+7opdluW2vtnjYsojBHAAEEUiTAP94paSy9QelU32l7Wt3RXYOKvDzbpJu1TJ3STAgggAACqRIgAKeouXoWu5OnM9HLG7YNFNvbyqZOPTfMhAACCCCQKgECcKqay+zLea63N7zG0Nn2YtG1vDrb6cMIWkwIIIAAAikRIACnpKEGF/PoAnei/rQ9rhuzdkbbvZbM1igILx+8H8sIIIAAAskVIAAnt20uWLJ9i90x3ZjVpp12xTtmNHDH2qZNPrzakAkBBBBAIOEC3LyT8Aa6WPHCKwvrM/br8PakeN/wSsOn1bATtG11vG2P1j+8WFrD+V55HG9osI7PH3XHh3M8xyCAAAK1KkAAroKW1/CU4xUEt6sjekZcnVM6G/7fWr+tQtVbpvGrX6pQXmSDAAIIVIUAXdBV0Iy6O/pofb39TAH3T3F1Lqtg8FVWdkUVMFIFBBBAoKICjKRUUe7yZfa3ee6rplf8Q3pVwzvKZfpATs7+l64Vvz+wXqIFdT3fpaSaS5QcySCAAAI1J0AArqIm717ijmRf97PtjG7MKnY/e7u1YParA61uRymrqhdCtCsIN5cyTdJCAAEEakmALugqa+3cY+6LfMYe1DXgv8ZVG6cu4o0KmD+psqpSHQQQQCDVAgTgVDffuQt/aL47fMbsfn37abzHlRqsY3O2y8869xFsRQABBBCotAABuNLiFcqvp80drMvbvcpuf5Slt6s13zK1099ToSKQDQIIIIDABQQIwBfASftX+xe6nPXb3apHLqqLt2t1bfgNdUc3p71ulB8BBBBIuwABOO0teJHy5xa5/Zk6m6nrwAfDrrojerxunnprape/4yKH8jUCCCCAQBkFCMBlxE1K0vvmu88Kzu5TeQ7HZZqgQPz2tA5/e1LKSDkQQACBWhMgANdIix9ocXt1FvyAqtsTV3liIWM7sx2+UqNl1Yg01UQAAQSGJkAAHppTVezV3er+ohuzZqsyR+IKTbKMvavu6FuqooJUAgEEEEiRAAE4RY1ViqLqxqyP9UjST5XWV3F6k+u8/eHGLf5HpUifNBBAAAEEhiZAAB6aU1Xtpe7oj9Qd/bAC8dFQMd2UdUO+YO9nN/ppVVVRKoMAAggkWIAAnODGKWfR1B29R5H3ET2W9HWcT9bq7Y+6MStbznxJGwEEEEDgWwECcA3/Jmh86A9U/fkKwv+IGabpxqz3Jm32N9QwC1VHAAEEKiJAAK4Ic3IzybW4XXokqU0lPBaX8uYGs99P2eInJ7fUlAwBBBBIvwABOP1tOOIaqDv6HV0HXqSETkSJObs1k7d39Wal60ecOAkggAACCJxTgAB8Tpba2xi9rrBgTygQ90a1D68z7LedGrZyYu1pUGMEEECg/AIE4PIbpyaH3AK3Tb8QT6nAJ+NCT9ed0jtu2uonpKYSFBQBBBBIiQABOCUNValiqju6S2fBS5XfqShPb3f299ubk9b78ZUqA/kggAACtSBAAK6FVr7EOqo7eqMOWaafvuhQZzMaG23blA5/zSUmxe4IIIAAAucRIACfB6bWN+da3auuYM/qWeH+YKGz4pmZjG3VNeGrat2G+iOAAAKlENCASEwInF8g2+mX69v/rp9MtJeznZnT1lpotKcVlFfHR+7RL9KH8XJJZ8rjeEODdXz+qDte0oRJDAEEEBhlgfpRzp/sEy6gM+EXFIQbNFjHf9NpsNPP7P4xdkZnxwe1VpyaFSibiyulnp85E6X4UqnTJT0EEEBgNAXogh5N/ZTkrSC8VoN1PFcsrpbnKPjOLa6Xe644f0W58yB9BBBAoNICnAFXWjyl+XW32prsZgtnwivjKoTngw8rGG/Ttv9X6mrpjPoupdlc6nRJDwEEEEiKAAE4KS2R+HI4nzvgV2Wz1qiihuvCYZpsdXaVuqVX6/Glbx9b+nb7iD91s1d7Obu1R1xAEkAAAQRGKEAX9AgBa+rwdlfINdkKBcZ1xXp7b49rsI4Xb9nuQ2BmQgABBBAYogABeIhQ7BYLzHD948bq8SRnrwyYeFtyoteet92eHpUBFBYQQACBCwsQgC/sw7fnENg7x/Xp2u8zztmG4te6UWppttvWWrvnd6qIwhwBBBC4gAD/WF4Ah6/OLxCu+fadjp4F7hq01/Jsk63RsB3fPaA06EsWEUAAAQS+EyAAf2fB0iUK9Cx2J09nopc3bBs41NvKpk5bNbDOAgIIIIDAOQUIwOdkYeNQBb6c53p7w2sMnW0vHqPl1Rq8Y0VxnTkCCCCAwA8FCMA/NGHLJQocXeBO1J+2x3Vj1s7o0DBilum54W+HsbzE1NgdAQQQqA0BAnBttHPZa7lvsTumG7PalNGuOLOMng9e27TJh1cbMiGAAAIInCVAAD4LhNXhC+jGrG/yeZun09/3o1Sc1eue6Od1Jvzk8FPlSAQQQKA6BQjA1dmuo1arQwvd3/v6NE60t91xIcIAHb+c2ukXjVqhyBgBBBBIoAABOIGNkvYi6e7oo/X19jNdCf5TXJfLdFa8TsNLtqS9bpQfAQQQKJUAAbhUkqTzPYG/zXNf6ZrwQ9r45/iLywtmL2c3+Yq9Rel7BWIFAQQQSJgAAThhDVJNxdE14SNWb7PVHf1JqJfOgsfq5Q2vqTs6BGYmBBBAoKYFCMA13fzlr3zuMfdFPmMPKgj/Nc5tnALxRnVH/6T8uZMDAgggkFwBAnBy26ZqSnZovjt8xux+VejTuFJXarCOzdkuP6tqKklFEEAAgUsUIABfIhi7D0+gp80drMvbvTp6f5SCt6s136Lu6HuGlyJHIYAAAukWIACnu/1SVfr9C13O+u1uFToXFdzbtbow/Ia6o5tTVREKiwACCJRAgABcAkSSGLpAbpHbn6mzmboOfDAcpTulx3uzt6Z2+TuGngp7IoAAAukXIACnvw1TV4N9891nBWf3qeCH48JPUCB+e1qHvz11laHACCCAwDAFdCLChMDoCGQ7/G2Wsd8p90lxCXosbw/kFrpP1C3drjPj1fH2PfpF/bAcpVQexxsarOPzR93xcqRPmggggMD5BAjA55Nhe0UEwllvIWO/VWYT4wwP6w7pe+s0iMegAFzusizLtbqXyp0J6SOAAAKDBeiCHqzBcsUFdGPWxwq4P1XGX8WZT1bw/YOWr6tUYfS/0CsqlRf5IIAAAkWB+uICcwRGS+BAi/tIXc4P67rwjvimrBtUlp9o8I6XnbOvy1EunV3fpXSby5E2aSKAAAJDESAAD0WJfcouoGEr9+iZ4Ef0WNKvFXivVYYTtTzL5W1G9PhSiUsQX2NuLnGyJIcAAggMWYAu6CFTsWO5BQ60ug+Ux3wF3n/EeU3T9eH3Jm324YyYCQEEEKgqAQJwVTVn+iuTa3G71A3dppoci2tzc4PZ76ds8ZPTXztqgAACCHwnQAD+zoKlhAioO/odXaNdpOKciIrk7NZM3t7Nvu6vT0gRKQYCCCAwYgEC8IgJSaAcAuqO3mEFe0KBuDdK39ltGsZyp67dFh9XKke2pIkAAghUTIAAXDFqMrpUgdwCt02/oE/puJPxsdP1yNKOm7b6CZeaFvsjgAACSRMgACetRSjP9wTUHd2ls+Cl2ngq+sLbnf399uak9X7893ZkBQEEEEiZAAE4ZQ1Wi8VVd/RG1XuZfvqi+jub0dho26Zs99fUogd1RgCB6hAgAFdHO1Z9LTRU5KuuYM/qGeH+UFmdFc/M9NpWXRO+quorTwURQKAqBQjAVdms1Vmp7gVunZ4RXqHa5eMaztI14c03rvdXVmeNqRUCCFSzAAG4mlu3CuumM+EXVK1VCsQ6CdbkbXb/GNswfpMfF63zgQACCKREgACckoaimN8JKAiv1WAdzxW3aHnO2Dp77bqtfmxxG3MEEEAg6QIE4KS3EOU7p0B3q63RWfDPB305d0zeXtbd0ZcP2sYiAgggkFgBAnBim4aCXVjA+Vy3uqLNQpd0NOm1gi0NjbZON2ZdVtzGHAEEEEiqAAE4qS1DuS4u0O4KuSZboYvB6wbtvEg3Zr14y3bfOGgbiwgggEDiBAjAiWsSCnRJAjNc/7ixejzJ2SsDx3lbcqLXnrfdntdtDqCwgAACSRMgACetRSjPJQvsneP6dCPWM87ZhuLB6o5emu22tdbu+R0vojBHAIFECfCPU6Kag8IMV0BDVp7qO21Pqzu6a1Aay7NNulnL1CnNhAACCCRMgACcsAahOMMX6FnsTp7ORC9v2DaQireVTZ3RzVoDm1hAAAEEkiBAAE5CK1CGkgl8Oc/19obXGDrbXkxUy6uznT6MoMWEAAIIJEaArrnENAUFKaVAGJ4yP8Y6w0hZcbph+Mr/HI+kZXpUqV3d1avj7/boD+HDUuZfTMsX7P+4OvtN6CIvbmOOAAIIBAHuEuX3oCoF9i12xxRk2xRkw+NIs/STUTBe27TJn4nGlP5+rZu1X/P3N5VoTX1MCsJh+q5bvERJkwwCCKRbgC7odLcfpb+AgM46v8nnbZ7Obt+PdnNWr3uin1d39JMKuMcvcGhJv9Ld2d+G4JKmSmIIIJB2Abqg096ClP+iAhqecnxDg64J6z3C8c6ntPxfdEYcbo++4qIJjGQHb5/2nbHfhhvERpIMxyKAQPUJEICrr02p0TkEbtrqJ/QX7DcKunfGX5/UL/8SnSV3nWN3NiGAAAJlFyAAl52YDJIioGvCE9X1/I7KMz2UScu9rmCLcwsc12eT0kiUA4EaEiAA11BjU1Wz7Ov+ejtju9QFfVvscUKBeMGBVrcDHwQQQKCSAgTgSmqTVyIEpmzxkzN5+1cF4VvjAh3TH0KLuqPD2TETAgggUBEBAnBFmMkkaQKTNvsbGpx9oHLdHJXN2T80fyzX4nYlrayUBwEEqlOAx5Cqs12p1UUEetrcwbq83avd9ke7erta8y1TO/09FzmUrxFAAIGSCHAGXBJGEkmrQHajn6bhaHar/NlQBz2XdLTO20Pqjt4T1pkQQACBcgkQgMslS7qpEbhxi/9RoWD/Qzdj3RAX+isF4n8+0OI+Sk0lKCgCCKROgACcuiajwOUQmNrlb9E7hd9T2pPj9I+oi/o/7F/oPi5HfqSJAAIIcA2Y3wEEJKCz3b2Wtwe12BODTCxkbGe2wxcfV8IJAQQQKKkAZ8Al5SSxtAtM6/C3K/D+VvWYGNflsLqj740CdNorR/kRQCBRAgTgRDUHhUmCgLqj71B39L+oLBNCefRHcrCuzv7dvvnusySUjzIggEB1CNAFXR3tSC1KKBBuvlLQfTjcER2SDTdn5Qv2fnTHdAnzISkEEKhtAQJwbbc/tT+PQPQYkrdHdPr7dbxLVo8r/VFd1NHjSuc5jM0IIIDAkAUIwEOmYsdaE9D40GGkrPkKwmGUrDBN0/Xh98IoWt+u8okAAggMX4AAPHw7jqwBgTA0pa4Ht6mqx+Lq3txg9vswnnQNVJ8qIoBAGQUIwGXEJenqEAgvadB14EWqzYmoRnqJg17m8G70ZqXqqCK1QACBURAgAI8COlmmTyB6XWHBnlAg7o1KH15n2G87wzuG01cbSowAAkkQIAAnoRUoQyoEcgvcNv3BPKXCnowLPF13Su+4aauPHldKRSUoJAIIJEaAAJyYpqAgaRBQd3SXzoKXqqynovJ6u7O/396ctN6PT0P5KSMCCCRHgACcnLagJCkRUHf0RhV1mX76oiI7m9HYaNumbPfXpKQKFBMBBBIgwEhYCWgEipBOgaZNfqm6oF/QY0r1cQ126Q/qUZ0lf5POGlFqBBCopABnwJXUJq+qEuhe4NYp+K5QpfJxxWYpIG++cb2/sqoqSmUQQKAsAgTgsrCSaK0I5FrdC6rrKgViXRrW5G12/xjbMH6THxet84EAAgicR4AAfB4YNiMwVAEF4bUarOO54v5anjO2zl67bqsfW9zGHAEEEDhbgAB8tgjrCAxDoLvV1ugs+OeDDp07Jm8v6+7oywdtYxEBBBAYECAAD1CwgMBIBJzPdasr2nRTVjzphqyWhkZbp8E6LituY44AAggUBQjARQnmCIxUoN0Vck22QheD1w1KapEv2H8ctM4iAgggEAkQgPlFQKCUAjNc/7ix9qy6o18pJuucFYrLzBFAAIGiAM8BFyWYI1BCgdDtHM58Q/DtO2O/7VnsisNXljAXkkIAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBMon8P8B+J5FkrutezAAAAAASUVORK5CYII=Have Alonzo Draw 8 steps that are 10 units long