<snapdata remixID="10552355"><project name="3 Shapes" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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UghuBHQ+IN8DsD6AZwQyL4Q99xZkHo2j5qRpakDuAgt5sgON5yRNe1z10oDjWlnqShSBFLLfAsyXFHp/FfQnOWSeThSABIhNIWgCcHgR/n4JkJsIiTTgRJSZIuNOYG/kPm2gbYLwc0VMfuy9elMorF9Ew6tx5xBnfZMxb8wyVL1QhD86zjqTpI0GnKRqU2usCaQQdFlU73kL6p9xQiciu60A+whwCCB3FeEfH2sACRCXQnCHAt/jTlfxKDYNOB51pAoSQArBZQr7nMDUAfABrA2gCxBV6PQO+FliqmwCKeR+DECLSP+gspUwe0eABsz7gARiQqAB2a8p8GXAFAQSrI9X723DQWEKhfGAzQL2SG7sXtnFbkSuMYSe0QF/z8pWwuxpwLwHSCBGBFK4aVOg2r1q3ui9shoQfBOQTxSQnh4jyYmUkkKwBPBqi2h4M5EAYiSaT8AxKialkEAKuYcEcngBjX9fmUYa2c0tdOMCJnWQUmUTqEf2BgP8voDM3MpWwuxpwLwHSCBGBBqQm2Nhn+9A5pcxkkUpKxFIIThZgc074B9HMJVNgAZc2fVj9iTwLgIpBF8AcHQR/hT3gxQKGwl0EwP7L3bDisfNMhHZTxngT0Vkto2HouSqoAEnt/ZUHkMCU3Dj2ktR80o1vAnLEZ7b68GQxwBdX6GndSDz2xjKTpykegSdVdC92XClsktPA67s+jF7EvgfAinkbgN0GwF+psDWAr1mJLrvXIKaAPAmcfJO5d80KQSXAtJRRPp3la8muQpowMmtPZXHlEADcr9X6K5F+DvUIzcFUL8D/skpZF0P4blcilT5ha9H7qsGyBSQ/nLlq0muAhpwcmtP5TElMBHZLxvI+UX46+6H60YvxKgOA2my0FwVtDFA5rmYSk+MrEbkNglh7+5AZsPEiI6hUBpwDItKSSSQQtAD6I+LyJyeQlAAsIsAM91+waQTDwIp5B4Ewq8WMeneeChKngoacPJqTsUJINC3PSHeLsL/UgPyE3qwvOtW7LMgAdITI7EeQasBOgvwz0yM6JgJpQHHrKCUQwKOQApZtw74M0VkUiQSTwINyB6gkGOL8PeJp8L4q6IBx7/GVJhAAhOR/aQBri4is1UC5SdC8p64ba1qLH1tLNKj2iBhIkTHTCQNOGYFpRwSWEGgAcG/3UzZHPwnSCWeBFII7lbIGR1IXxdPhfFWRQOOd32pLsEEUgguBuRvRaR/nWAMsZK+N+bVVqO6No/0P1LIfh/AGm5XuyIyp8ZKaELE0IATUmjKTB6BeuS+IsB+RaQPSp76+CluQHCSArMA3FOE35hC7jsKneb+Ei/C3zV+iuOviAYc/xpTYUIJNCI3zkLvL8JfP6EIYiPbR/bjPZA84PlAT/taWDrxOuy32O2MJJD6EDWb3YqJr8RGcEKE0IATUmjKTCaBFIL7AD2miMxdySQQD9X1CPY2kKkFpE9qQO5shc4vwp+XQnAZoJsAcl4R/pXxUJscFTTg5NSaShNIoAHZswF5tQD/pwmUHxvJKRTWUYQ392CkX42lewL4ggBPKHCiAOdYYJsO+EfHRnBChNCAE1JoykwmgQbkP6fQE4tI+8kkEB/V9cgeKTA/AfAaoJ9Q4JYq4NhuqGdgri4izSVnFVZuGnCFFYzpksCqENgdd4wagcWLAG90EQ1LV+Vanlt+BFIorA/0bAlUPVtEw4srMkwh96xAJhfQ+Hj5Zc2MPogADZj3BgnEnEAKQd7CnnULJrn2lDxiSMAtOVOo25zh/2IoL7aSaMCxLS2FkUAfgb71orJOEf63yKSyCTQiN1FgX8gh8/TKSuox/ysCs38RfnNlK0xW9jTgZNWbahNIYCJyexiomyX76QTKj5XkFLLnKvDIe5903ZIzhT5QgL9erATHXAwNOOYFpjwS6HsKzr0eonr7WzGROyJV8C3hliMJcGGInrTb3aoZV3mvYb0JCvUVOEKBwzvg31nBEhOVOg04UeWm2KQSSCFoB3BNEf7lSWUQF931yE0R6K8AEUDHKbAQQGCg1QrzcBFpN1OaRwUQoAFXQJGYIgkMlkADgm9aYEIH/K8PdixeHy2BFILzAOwpwKUGmJeD/4jLqAHZz1nISR3w09FmyOgDJUADHigpnkcCFUwghcInAHtTEenNKlgGUwewN24ceyv2/Z+2kynM3xkw/wS8UVxyVhm3Cg24MurELElg0ATqETxlYPYvoPHhQQ/GAcqKQBrZzXsg3xHIJIEcV0Ajl5yVVYXePxkacAUUiSmSQCkIpBD81s2U7UDm3FKMxzGiJZDCzZ8QVE230MkCbA7gVYFcocDyItJcchZteQYUnQY8IEw8iQQGTuDcjTN1Jzyf7Rr4FcNzZgrBlwB8sQh/6vBEZJShIpBGsF4P8IiBXK7Qhm6MnFiD5VsrwgsBqSnC33GoYnPc0hGgAZeOJUciAbSOz2wFq/cLcNn0ruCockIyCTdvsAzekx3wP1ZOeTGXVSfQiNweFnpUEf4R9chdXgWdlYP/RArByQr9UQ10qywmld0vgauuNN5X0IDjXV+qG2YCs2vTRwOyhxGsDeCVcjPhFIJ7FHAzZW8dZjQMV0ICkzFvzDJU3TwWr+/2KtZJKcz3AfwawAwAowCcVYR/WQlDcqghIEADHgKoHDK5BFrr/CshemNLZ+6SOXX+NeVmwvUIfiHQxUVkZiW3SvFQnkLuZ4Aevgyjt6jBomME0iyQuwB9FpCdC0h/LR5K46uCBhzf2lJZBARm1/mvhDCfPrlr/vMufLmZcAOyky3ktA749RHgYcgSE0gj2LoGy/99E/Zd5v47BDIKHCjAp4vw1y1xOA5XYgI04BID5XDJJTBnfOOuas1vW7qCnVamUE4mPAEXVq+FLRYD3rpFNLyT3GrFQ3kD5qcBOUQhbr/ntQDcC2ANAJsBYaaIyQ/FQ2k8VdCA41lXqoqAwOxa/1QYbDijMzjxveHLyYQbkLsZkPMLaPxrBJgYsoQEUggOVWAzgWbH4o172nBQOBMzTQf2/jcgFxWRPr2E4ThUiQnQgEsMlMMll0BrXWa+QM6d3jX/uvejUC4mnELuOwBqi0i7CTs8Ykgghez1AqktwJ8QQ3mxkUQDjk0pKSRKAjO3a64Z8+Ybi5eH5mOnvDR/0QflUg4mXI/gMwJcxLWiUd4xpY+9O+4YVYPFewl0f4U5HLBeBzLudTSPMiVAAy7TwjCtyiLQWpveB0ZObekMUh+VeTmYcArZl6uAXQJknvuofPnz8ibQgOwBCjnebdAA4F+A3myB3xvIJRbht27B5FvKW0Fys6MBJ7f2VF5CArPr/DNFdGFLZ+6MgQwbtQmnEPwZkHlFpP8wkHx5TvkSaESu0UJrPSDIwX9pRaYpZH8OmKVA+BeB7FpA5jflqyKZmdGAk1l3qi4xgda69L0GpuWEruztAx06ShOeiOxRHsxeBaQPG2i+PK8yCPjIfjwEfIV8pf+p+DUAOcA7ooiGnspQkYwsacDJqDNVDiGBM8emNqqpqnpsxoJgnVUNE5UJNyK3hYV2FOGPX9WceX75EahH0GAgzRaaFuDjCjwh0DUA2bQbI9e9HXstLL+smRENmPcACQySQGud/2VAm1q6cgeuzlBRmXAKwWOA/VIRk+5bnbx5TfkQqEfuKwKcprBz1sbSS67DfotTKFQBdgGAWUWkzyufbJnJCgI0YN4LJDBIAq11md8p9L4ZXcFq/yUXhQk3IHcBoP8qwD97kAh4ecQEUiisA4T/V4R/8MqppJAtAqaniLRr1MGjzAjQgMusIEyn8gi01vlPi9XPT38x98hgsh9uE04haAJwRBH+5weTN6+NnsB+uG70Qoy6fRSW7+baUk7BjWsvwQj3ZuZMQF4qIr1V9Fkyg/cSoAHzniCBQRA4v9bftkdwQ0tX4DZEH/QxnCa8O+aNGYGqF4rwRw86cQ4QOYEUsqcr5FgB3gCwBaB/E+j3FOZKA/lsHul/R54kE3gXARowbwgSGASB1rrMcQA+1dKV/cYghnnXpcNpwikEd1iE378Fk/Olyp/jREcgjezmPZANBd6TRTS86jJpQO5PFsh2IH1xdJkx8vsRoAHzviCBQRCYM86fq4q5LV3BnwYxzP9cOlwmnEL2xy54ERm3nyyPGBGoR/ZEgXwVUHGzojuQmRYjebGQQgOORRkpIioCrXX+G1XdPdse90rxxVLnMBwm7Jo4KHBGAWnXRYlHBRPYE7etNQLLds8jPb8RuV0t9EYA3xDgMxb6rQ5kRlSwvFimTgOOZVkpajgInFuX2TOEzpnRFQxZw/vhMOEUgiU9GFF3G/Z23w55VCiBFII/CNQUkDmsHtkjAdm5A777RIJ6BIsMzJcLaLy2QuXFMm0acCzLSlHDQaB1XPoHUFm7pSs4ZSjjDbUJ1yN7gwF+X0Bm7lDq4NhDSyCF3IOAyRTR8GIKuWMA3bII/1v9Bny/AP8swj9iaLPg6KtCgAa8KrR4LgmsRGBOrV9Q6C9aFuTmDTWYoTThFOafrDCbr3haGmotHH9oCKQQ/EVgziig8e8p5GYItK4A/9v9a4QfBPB8Ef4eQxOdo64OARrw6lDjNYkn8MsNJ61R49m3a9dZd9RBj7QtHw4gQ2XCKRR2BuwVRaS3HQ4djDE0BFIIvgDotwA5D5CZAntGAZk/pRAcJ5CvKWxtEZm6oYnOUVeHAA14dajxmsQTmFPXuJ/CTG/pCjLDCWOoTLgeQacHmZhH+qnh1MNYpSXQP/O5GcCLCnlTgAaFWgHyCsl3IH1FaSNytMEQoAEPhh6vTSyB2eP8c8Tqyy0Lcj8bbghDYcIpBJcq9JYOZH473HoYb3AEpuDGEYsxolGARoG6We2bKzQvkLyF5m9B5tHBReDVQ0WABjxUZDlurAm01vn3qzFHzXhh/t+iEFpqE65H9qsCmfTeXsJRaGPMjyaQQnY3gTQqtBGQxt6l3JC8AfJ5pO/46BF4RjkQoAGXQxWYQ0URmDNuynjV7n+2dAVjo0y8lCbciNwmIfTuDvgbRqmJsd+fwF4Itq7qNVq7wnBfcE+47kl3LSzJu92PyK7yCNCAK69mzDhiAnPG+Yep4nMtXcEXI04FpTRht4xFoV/rgH9P1LqSHj+Fwvp9r5Od4aIR0JHuCVegeUV3voh9X0g6ozjopwHHoYrUMKwEZtf6lxgjd0zvzF44rIE/IFipTLgeQavAdhUx6RfloCtJOcyEmiJy6T7TFfc9d7sVT7j933HdMiIeMSNAA45ZQSln6AnMqfOfUyPplheyTw59tIFFKIUJNyB7gAW+2YHM5IFF5VmDIdCA/ASLsNF9y3UTqBS4W4G8gckX0NgxmLF5bWUQoAFXRp2YZZkQmD0+vaNYaW/pCrYuk5T+k8ZgTdj1Eq7GstcAM7qIhp5y01fp+UzEzZsZeL2Gq72Gq6/3vVI2+WrYfIDMW5WukfmvGgEa8Krx4tkJJzCn1p9hoZ+YscC1+iu/Y7AmnEJwi4H82DX0Lz91lZVRCtesY7Fmo+mbpez+WQeA2/axYBHmb8HkZypLEbMtNQEacKmJcrxYE2ity/zVCC49oTPbVq5CB2PCblN3ACOLyJxarvrKOa8Usqm+J1xnurpLn+H+Z3nQP8o5d+Y2/ARowMPPnBErmEBrnf+OJ7rJ8Z2518pZxuqacD2CvQX4VRH+ruWsr1xySyPYMewz2xWzlR9aMXmqiNvywCxbLrkyj/IjQAMuv5owozIlcM54P2VC/LxlQbBbmab4rrRW14RTCN6uQbjlfEx+uRJ0DmeOE3Hzxu47rmuA0T95arH2vlLWvMHSfBH7vTqc+TBWZROgAVd2/Zj9MBJorc38CAZVLZ3Z04Yx7KBCrY4Ju111APy5CP/Pgwoeg4sn4eY1lqGqUWBXLA+qcz2V3eQpi+r8Lagvm5nwMcCdOAk04MSVnIJXl8DsOv82Az19elcuWN0xorhuVU24AcF0QHcoIHNUFPl+VMy+7fV6dqgCnguQee6jzl/Vnzcgv6eF7V8apBP7Xin/Z3lQJK1HV1UDzx5JFUgAACAASURBVK8MAjTgyqgTs4yYwDmbptYxy6tefL0rGD0LqLjveqtiwincvAPg/aUIf8uIsf9P+HpkjxTIkYDeDsh+AlxQgH/2YPLcG8F23n97KrslQk+tWB40GsvyN2HfZYMZn9eSwAcRoAHz3iCBARA4p9Y/0DPyjemd2X0HcHpZnrJqJhw8C4T7FDH5sSjFuElhBtIsQLtAHw4hj47Csi1vwr5vp1DYFAgfDNGz9a3YZ8FA80yhsJGgp3+mcu/yIHfkBaZ3y74iGl4c6Fg8jwQGQ4AGPBh6vDYxBFrr0m6T82dbuoKzKln0QE24AbnfA3pvAf4Fw613b9w41kPNTADXA3KOQM810HkhsAFgLhbYGRYySYCJAN4xkJPzSH/gEp9mPFTzCl7sf6XcO2PZPdn3Lg/yoPkc/EeGWyPjkYAjQAPmfUACAyDQWuc/bNV+5cQF+YpfyzkQE04hOBTQLxSRaRoAntU+ZTLmjVmKqm1Goufxm7HP6ysGSiH4J4AR1bB+FpO63J+7J1cgdE+6Fyrk2rWxuOODdgFqwM2ftb1dp3o7Trl/3/rf5UGZ21Y7YV5IAiUkQAMuIUwOFU8C5244aTPrhXe0dOVq46Lwo0w4g/l1PTAPFuCvVyrNKQSHCOyLBUzKuTEbEPxUAV8Bt2H8PoKwfsUr7wYEJynkyCLS264cvx5BhwGuXfHdN4XcdwBbLdCCwuyw0vKgLvc62U2eEphCEQ3vlEoHxyGBUhGgAZeKJMeJLYHZdemvuzWfLV3BIXES+VEmnEL2nwr5Zgf8O1dHdz2CBgNdu4DMte76egQ/MNDNCsh8LY1g6xAojsXrG7fhoLABOTeRamQB6W+6c9MItguBu+px6zqzVmpm0YD89hZ2vkBvV8gWAtkAsEsBMxLQ+wC09y8Pen51cuY1JDCcBGjAw0mbsSqSQGudf7nb+HxGV+6iihTwIUl/mAnXI/iVQF4vIv2Tj9K9O+4YtQ7erF6MEQcA+kIH/IJ74gVwRBF+xl2fQnY3QK4qwv/4FNw4ogqhtwijd7PQrwHYXoG1O+BvsSJWPYJODzI1j/TdgEoDCo1ueRAAX4AdAdyp0OsMPLd70P0flSN/TgLlRoAGXG4VYT5lR6C1zl9gbdXuJ74479myS64ECX2QCTcgv6+FPbkDfrrPQIMvADgcgDPJf3Rj5Am3Y6+FKeRmuu/FAB4DZGcBCu5JNo1gwxB4ZhlGr3cn9ljSjKu8VzDmVQ/4bA7+E/XInigwB3jQo5Zi5IJqLH3bItx8xSYFKQTXAfAEou7VsgL/6FseJHln8CWQziFIIFICNOBI8TN4uRNorZ00AWL/2NIVbF/uuQ4mv/cz4RQKI4FwyTKMHj0CS44GbBOgM0LYzip4vwBwuQGe7IHcKfA2KaJhaT2yxwIyowP+Nv2m/YACzsSz/f/v/u3WGJ+fQnAHgDmu45bbG1dhswI8qMBbfRsZmGXutbLAXNqNxYXb8Pk3BqOR15JAuRGgAZdbRZhPWRGYU+efAuDj07uCE8oqsSFI5v1MuB5BzkDPVphTAP31e9tT1iPYXYCLi/A/4VLaD9eNXohRr1VBt3FdqlLI/rJ/d6UTZmKmKWLvWwF9tQOZAxqQP09h9wHgZjZ/CsBSAV4CcKWBXpZD5ukhkMkhSaBsCNCAy6YUTKQcCbTW+TdB5TctC7LXlGN+pc7pvSacQu57Ch0jkMUAmgT6fwq4zlA9gL0fqHYNOxaMwvL1XHMMl089gvsNtLWAzO/dZKoe4E4BfqvQTwrMHYDWA6gCsBugTwHyqKLq3A6k+Fq51AXleGVNgAZc1uVhclESuArNXlfdG4uXLsEGp74RvBVlLsMZe2UT7nvC1QvqcduEDuz9ZUB3EhjPQtcQYJoAP1LoQYC5rIj0r1MoVAGha2zx9yL8gyci+0kDHAaI+468tQAPu2+4FmHBoNp1neoZTm2MRQLlRIAGXE7VYC5lRWB2XTojkB+2dAV7l1Viw5DMyibcgOA1geyYR7pz5dD9k7J+BOh0QK5R4DcC+SygbglQkwAvK3R53+5ByIeoyd+Kia8MQ/oMQQIVQYAGXBFlYpJREGit83/mDGRGl5vlm7xjhQlf3XXqugr7V4OqtzyEHQEyvW8D+pplwH3DnSPQgxSSArA2gKxCJwns4UVMdlsb8iABEngfAjRg3hYk8AEEWmv9u0TlO9NfzHYkFZIz4Qffbhj75DufdfveVinwaUAfFsguANYF8DHXU7lvf1wUVjTtSCG4TKC3FJD5TVLZUff7E1BtrgEwDpA6IBxnbe9/13heu5tZn6iDBpyoclPsQAlcWJdafymq3OYLaw70mrieN2vsIXfc+uqXP9OjI64FZJKbxezW+gJmbv/uQUvfq919C+b33bjeER+sS3W/9YGaOkDGhSHGeZ4zWTtOVcb1mS7q3C9uItKpql2q6AS0S0QOErGHiVxdUXttD7bCNODBEuT1sSTQOs4/CKqHtnTl9o+lwA8R9X8bTtpguee26QvTqtIoIuahhXsveXLhHj+ths2v2BwhaVySrFd1yghgTWee/cZqe03WPb0aI3WqzlzVGaybLe/mCnQ6k7VWu4xBZxhql+dpJzCiU+QKt9TsXYdq87GqSBvTNqSbf5RbDWnA5VYR5lMWBOaMy/w6tPrYiQuC2WWR0BAmcSEmVC+pXbdRxHWbErdz0NZ9mxggH9owf9KLhYeHMDyHjpiA6sHrA0vHhaHpf2JFv7Gi31h7n1zXAZyBmt4nV2ewfcZquzzP6zVcYGmXyHXOgFf5UJ1pVB9+qbtbUyNGzE3M/UYDXuVbhRckgUBrnf+EMZh2wgvBg3HUO3uj9GeMMb1b9QHuaVfvcN9yQ9X8SQtyt8ZRc9I09T21jhrX02PGVVW5V8HOWO1KT6z/eSW8SASdquhS1U5jzH+eXJ3pLlrU3bXmmn/9n6fWUvMMw6YzjMHHRNqnl3rsch2PBlyulWFekRE4b1x66x6VYEZX8PHIkihx4DkbN26BHtNoBWm3R64oXlSjeaMmb7q788e9UuR2fSVmPhzDqU7bt89YZZwx7onVfWu1/ROcnJk5Y3XfWqX3idVadBnjnmS1c9kyr2vECPequG3JcOT6UTFUm8ep6jMiNRuK/CkRbUdpwB91V/DniSPQOi5zDBS7tXRlj6hU8WePnzymSnsa1UojxD3hYk2Ie60seWs1P2NB8FylamPe/yVgbdOzIvi7tfqQe3J1r4K7u21XdbXtFLnm5Upjpdr8O2v1Kc9r/1ml5b46+dKAV4car4k1gdba9FVq5PoZncEfK0noueMmNVprG0Xgdg7aGUAe4pYHmfyJnVm3Vy6PGBFQbR6jqv82pn2tuMhSPfAzqqbNmPZN46Lpw3TQgJNQZWpcJQKtdf6rIj07T+8svrBKFw7zyeePy+zcDaTFav9TrvxDVPPu1XJLZ459lYe5HsMdTnXaZFV8x5i57g1HbA5rm24U0StF5l4SG1EfIIQGHPcKU98qEZgzzt9NVX7d0pV1T5BldZxV27hJtZhGiDZCxf2l6zY/yKsiX1M9Iv/N525IxHezsipKhMmEYdP3Aazlee3fiTCNkodWbd5f1X7XmLm7l3zwMhuQBlxmBWE60RKYXZs+TSDrtywIToo2E+AX6++51siaUY0CaVS3REixQe+G9Cp5U2Xz05/PPxV1jowfHQFrm661Vi6tqmprjy6LoYls7bT7wlC+XV3dPn9oIpTHqDTg8qgDsygTAq11fqCis2d05q6PIqU5tem9VXp3DnKvlXcTRd5CCrA2P+PF3D1R5MSY5UnA2qYuEbu7yNX/Ls8MVz+rMJx2jDGSEWmftvqjlP+VNODyrxEzHCYCc7acMkIX9yweiZFrHd21eg0FVjXV1g0n7aBe2PuU22+6j6n2LQ96bUF3fhaK3K5vVaEm4HzV5s1U9RZj2jeOq1xrm14S8dIiVz4UV4004LhWlrpWmcC5G02aEor99owFQcMqXzzAC87dOFMX9qC365Rbj6tAj+s4pdD88tDLn/LS/IpbOjJA6TythAR6eg78ojHmi8a0H1jCYctqKNXmWdbqep7XfnxZJVbCZGjAJYTJoSqbQGud/0uIvt3SmTujVEou3jQ18u2e6kaENq3S2+bx41AUVDTvwcuf0DX/sVLF4jjJIRCGTWcZg9dE4rtedtGi/etGjar5t0i4kcg1r8WxujTgOFY14ZrOq23cxBqv4YTO7CUC6Mo4ztk0tY4sq9oBwHPvbUYxp87/u8Kc0NI1/47BIDxnXHp34yZOqXvKdaareRXJe9D88Z25OwczNq8lAUfA2mkdInpG3HcPCsOm3xqDZ0TafxrHytOA41jVBGuaXZf+ucC4PWsnWJH0yg0oZtf6R4rBkQrcLor9IHpBS2fubIfrnE0m15ru8JGWrsDtcbtKx+y6hm2MeP1dp3p7Kz8HlbwYzffIovxJL9xZFq3+VkkUTy5rAtY2LRaRWpG2t8o60UEmp9o8QdVeY8zc2LSFXRkJDXiQNwgvL08CrXX+ZQDua+kKznIZnjcuvV6o8qgsrd5y+us3vX3ORvtsakzPg7ba2/rEf9+8YE5t+hBr5MAZncFHzrqcs9GUsWKWN4aQvr7KQJWFFkRNPvTC/Ekv5F1LQB4kMCQEVKd9StX80Zi2Tw5JgDIbVLXp+jDE3Kqq9ovLLLVBp0MDHjRCDlCOBOaMyxyhqge3dAWTXX59DTZwsSpmCGSSik40indC2JNPXJD/R2udfxGg/2jpyp3/Xj0zkapar7a60Ypr8yiNUHzCNcDofbXsefmW5+fHdpZmOdY26TmpNh8F6G4i7V9LAouenmn7eZ58T6R9t7jppQHHraIJ0uMaVawp1dpdUz1FgNdbOrO5FfLnjEuNV616XEZXj5n+r5uWnT82tVFPddUCVbnQ0/DaGrNGx8pLjVrr0s9YlX1PXBA86sY4tzazixX3dKuN6jYzUNzV13XK5GcsmH9LgjBTapkRUG36rbX4p+e1X1BmqQ1ZOtY2/UNEvysy9+YhCxLBwDTgCKAz5OAJtI7L/BRq9wXkcVVsawR3Te8Kjlp55NY6/zEj5psndM7Puz9vrUt3QHDtiu++c+oy34FodU8YXmOMd5Oo/Ahi025TekBf6d05CJr3ltbk3WvrwWfNEaIi4La6A5a9LfLXhVHlUKq4qs33dXeHR9bUXJ2YxizuqV8VU4xpm1oqjuUwDg24HKrAHD6QwNnjdx9VZdfyVcPulgW5eb1GOj6zFazeGZpFG7sJTrPr/OMFOKmlK9h85YHm1PnnqsjCls7sae7Pz96oYXvPePPdDkFQ2QDARoDeDcgUAGMgMheqeWt7Cie+WHyWZYkPAWub3JPTjiI4DWj/g8i7Z8dXilLV5jVV9TVj2kdUSs6lytPapgUiOllk7gOlGjPqcWjAUVcgIfHdeti3lnuHvNEVXjKQ7k6t4zJpqK4J4AQoHoDoVEDOd5OqZm+U/owYaWvpCnq3LOvrYNX9qnh255X7I7fW+Qco8H2t6cl4y6rcq+QQ6G3v+Dkr2AaiOQOTc6Y7vSv4Z0JKkTiZfc399TcimrZWZoq4jepHNItcXnFvNbq7D2zwPDnDmLl7Ja2QYdh0ujEYK9J+XFy004DjUsky13HhhAnVSxeMucF4OOKE57NdK6frNo8X7dlGperxk164+XX3s9m1mUNF9AKoaWhZMP/v54z3U8bikpauYJPzx6bW7Kmuet0TrT2+M9e7QL+1zn8EInNaOrO/doYsS8I9Q7XfEOCLvbsGCdZQxYNGZJ4C+emd2fx71wiXOUKmtxoEVJtrVPVhEfm5SNtFbogwnHYBIN2e196yGkNGekkYNn0bQK3ntZ8YaSIRBFdt3khVO0WqNxS54tUIUih5SBpwyZFywA8icBWavVfGvjL2uFeKL644p/dbLtQXi0etYB8Ppt51h1oxacrW9Kx74rPFN2diphlTd/trBmZ39/PZ4zI3Gqvzpy8IZp9Vl1q/Gt49KuZRgb0SKocC2F2BtwWYpyI3VcG6Jhix7KbDO+6DCag2n6KqJ4vIZiJtveuxVZu+qSpTjWnLVBo7a5vaROQakbY/VVrupchXddqF1srzntf+41KMF/UYNOCoK5CA+M5Mw+qq/1PgU65JRUtXMNHJPm9ceutQpVjbte7GB6EtbK31XVOMkS0Lgm/2PQX7DxjRk6Z35YK+p9z01QrJz+gKzpszbvJO0DCnkMcBda+ilwGyiUDb3GYGVV5V/rgXbv5XAvBS4gcQUD14Q9XuJ1RxnQgmiGgrYN5Q1dki+IFI++8qDZ61Tc+KaEZk7pOVlnsp8l2+/MBPV1WZvxrTPr4U40U9Bg046gpUcPzZtf7HPTGj39vPuH9LvWZV0+6W7PS+fn5hvW1GrmGfX7oUC6q6ezY47pXiO+5V8YjFVd5yWbabVevWNG4PwdotncEWvYZbm/kVBD0tXdneDcfnjPOPVcWXBZJ1++OKwn0Hu9uqXC8Gf4PqdS1dwegKRsrUS0RAtXkba/XbgK7heXO/pNq8pbX2eBGziQiuX/E6WnXajoBZKNL2TIlCD9kwbia3qv7DmPYNhyxIBQxsbdN1InqNyNzfV0C6H5oiDbjSKziM+c8ZM2VtO7InZaAZBXxVdIvRX7V05i5x3aHULJ8JxfUQOUeh59oezDvp5dzTK6c4p86/A4KfTO8Mbuh9yh3nnyjAAR70qEXLli4YWTPqbROazU94af4zrbXpfSBytgIXuPW4gPjue64CfxLVvKhZAqPHquofIPIVVVk4Y0H2mGFEwlBlSCAMpx0rIq2qeM0Yu6fI1e+6B13KqvuNVh1xDSB1AF4H9GWRUUeIXLqoDCX1pqQ67Quq8g1j2j9frjkOR16qzZ9TxUxj2nYdjnhDGYMGPJR0YzT2nFp/hgpOhKADikkCOXF6V/aKlSW21vluJvEI44n/3olWK85rrc38SI2uNaMz6J1E4gxZoXNaunJ/bq2dNAFi50NwPyxeh2AXAOsC0iZAzvbY/IyXcy+tGGvmds01Y95481hANxExhde6dr9hFmbZGGGnlNUkoPqlja3tOb3vdS1Of+/TUhg2XSSCnUS231VkllVtOq1v67u5J69myCG/TLXpJwCWi7TPGvJgZR7A2qZ7+z8j3FTmqfIJuJILVC65u/W4KzYV6G3bqHirZUFw0rsMeFz6JKgc2dIVbPtBec+unTTRiF5QVVWz9/LuZY0i2FeBiUbwgiom9F/XJYq2EPjTis5U5cKBeVQWAdXmelU9HYD0GXF7sX8z+4dV8WcRjBcJTwKqalXxXWPaGlWn7mStd4rntbvJfGVzWDstK4JzRObeWDZJRZRIT8+0I42RzxvTfkBEKZQkLJ+AS4IxWYPMqcscrKKntXQG72oGP2ej9HZq5K7Xu/Zc571Por1rdZcs30MsPqciJwLSBdgewHxcoU8byKNq7AUtL/Q12+BBAqUkoNr0VVWcroqcMeZuVXugMe2T+jc2+BWgzoBv8rz2k6xtygGyHoBnVHWJMeEMkWteLmU+qzOWtU1vishWIm2vrM71cbvG2qYuEW+KyJX3V6o2GnClVi7CvPu+93a/aKu98W4noXc9Bdf5nWLs1Okv5O9e8ed9navsNyDSBMVYhTwnovMVmh+lo/Mr92SOUBZDx5yAaqoKWH+me9IF3Gb2Y8aL/KbbyVZt+hJQdRcQfkpVzxOR3UXanlNtOlkVDVF/d1Wdtj1grhZp2ybmZRqwPNXmH1qrbk30sQO+qMxOpAGXWUEqJZ3e770qZ7csyF66cs5zav1LFOZ5GPuAWu3dPUiAkW75kIrmDXry0zuLL1SKTuYZPwKqX9waCC9XxfYicoO1+qwx7d8GptSorvGIiH5bZO7cPmOedmj/xKfUChJuRjVgdxOZ67a8HJZDtfkIa23G8+YeMiwBKyCI6tQNVL2XRMINy+ENxeogowGvDjVeg9l1/plGseH0BcHhrknGenW3NaoYtzRof4VuAWhWVPLW0/yMF3Kx6d3K0seHgGrTYYD8UBWviNgZgGlQ1X2Mae81W9VmTxX3ieBnrvGF6oG1qsYtfdlaxH5V5Oph2xVLtel8a/Gk57XPjk8FBq8kDJt+DWiX58390eBHG/4RaMDDzzwWEVvrMsep6k+MkTtUtVGBew0kB4v89BezHbEQSRGJINDXGQtuopYVMQeLXFXof/o9TlUOc/vQrti8IQybruidOKj6R2PMTJG23tapQ31Y23y3SHiiyNW3D3WsShpftXlnVdxgTNu4Ssp7Ra404EqsWkQ59+9C5P6iagTwBqC3Q82NS0Zp/tSng7ciSothSWDQBFT3XwuoPl1VjhSR04Hqi1WXPyGinxeZ+7f+J+LtVPVOkaqdgDCtqkeIbF/vljENOoEPGeChh5prtttOl4nICJG25UMZqxLHtrbpWhHX7azyOpvRgCvxjosw59l16a97oZd3jTIiTIOhSWBICKh+cSdVezqgrm3qU8a0p1cEclsaquJOz2t3v4RCtXdpk6pOGQGsUQ/ocyJzHyt1Yt3dB+7peXKOMXMrvvFEqdn01aFpiirOMKbd9Q2oqIMGXFHlYrIkQALDQUC1eapbPyyCfwHqGl+MV5ULRZZtI3Ld4pVzUJ12pHtVDeBNVX3bmLW+LvKHpaXKMwybZgDYyvPisw1fqdis9MvRPSLuk8BVFbVGmgZc6juB45EACcSGQBg2fUsEM90mIv27EH3/3ebbvCYQriVyde9yPLfVoTF4UmTuOaWCEIbTLjfGZEXa/lCqMeM2jmrz1wEcINK2fyVpowFXUrWYKwmQwLATcMtdAO8iVbhXnZcbs+gokZuWqU7bRVXmA3C9pt8SwVnW6qHGyAMi7b8oVaLWNrlv0VNF5j5cqjHjOI61TS+I6H4ic11L3Io4aMAVUSYmSQIkEDUB1aYDVHG2CEJAT1AVt+nDPSJtP1FtHmutni+CfUSqtxK54iXVo6qB19yewy+I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