<snapdata remixID="9937981"><project name="shapes using costom blocks" 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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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zHjrqgZd3ofcrgHjgrhBLxuUgCsh/5MBE6TEwKtEiMP14ZOwVy7wt3FETx2EfKW/InnA3ci3UuWTGfgAZtzJU8yYyJPukh3xyMvPpYvd/MshTxEwITrRLhCtvJy/SSUc5Udvl2v8C2I8I+X03iTczwXt4++tR0lYfy82eQSUgDf5Ldy8F9CPgPuRr7GcUjJ4MBM+TYwPAng4gCsJ+HAzou91QtCm0BzSiuiyQQjYS+MxebEuCAuMr4DwRgD3xxFtDWRlAo34xaDkW4SAO5FvEPJfAPw/tyarqJX9DhSslhQLrNLHjktQueACih0xJ8DPV0X07CDkvwF4mDsL7kXCgxCwWsKb9/d9oa1OCXih7fgmtt5eBFyEfC1RnQrg6a4WbnAw78/TOIUAOZMlIpzcrNOHHDRBlT9ChDc3I8r0jLPPJE+3QxBWUOM/gGFc3ASc0ozorYYsrBSlWL5ByKsBLAHhPeBU8tH8fQC3c+5lwNX53X4T29Ze080irXs1Ukt4M9rxBbwUJeAFvPmbwtK7EXBR8pU1VkJ+JwMn5SUbPRnG+w0WjB/EDXptJeSVDFwRR/SCPEad0pCCkKVs32Snc9t8GlJmIRvyxZZBFR8reubbYS5CwFvK+W0cYTv3ebmKu6SEoVG4IlNSMD3fbb/WxxEeMtdnIAghgVtbpJYzdghC3GNKGZJR1yrFEczLQVDFChD2BOOGuIHlbS8SVdxjXkYasga6t+iclISLIqXtNlYElIA31p3ReRkEOhHwIOQrfexb5acnZNSs2ojIkuHaOKIllYP4A5zgzRI4BGCCE7yytYK+04+APUK9LY5o53z7WQRc5bNBeJJx/QJfGJZ8DalJEFZ6tm0safmbR0pSrKHt+82MNa0GCWGP9Apq/FMwnp2+w+BeAra1A7QJlrjo6Lw7elAXtD95JeGRbqV2toERUALewIDrcIMhkCfgQclXRjvgAN5l/SJIruqM1GEa5Xzc7Xtgr7t+RpLva65yyN8l4EgAIi5xRYnwoZV1OlOs4oQRmIL0QJOArQGY3Fd+MMqt39OqTivrZAH7565Fop27IWaDsMTCNPnDLiUo1/6+OCJHiIOBP2Br9zKSrY9wT1ynNvd4JxKeCwHnXjo0MGvAPdPm40VACXi8+OvofRDwCXgY8nXdS1DVOsay6xt0rSVaE807q+JQyBIdfV3CeC8RvkQw57pG6QlSYg/wCw5MxREt6rWE3BmwkVwEQ6oavUP+s1+loJ591/gBYuOCzi7j/gVWtxrtUpEb6kErh3wnATu48TqtL0/CcyXgHAm/r9Wg/9hQ69VxFIG5IKAEPBf09N55R8ARMDOeO5eqRpLrmhBeuqpOP5ZJW2ttlqZzEPLUBPDMqyP6TTnkbxBwjF2k5MoKEWca0FTC/zYvo9cUIWCxUgFsB8ZfQHiUbwUPSsJeKlDb0EUimOd9w1I3+JuJ8J/mXcOWTsyP65MwcyrakdeCHnSunjtaSXhQ8LT9WBBQAh4L7DpoUQQcAaeGI+5uRZRZV0X7MIRb5dsZ+KxYR8tC/rcS8KV103j29ZfTz10/lZCPY+BDkibkqUIZ966f2wtRiZLi8cAiMO6IG9Q1mClLQ5L5J1hPJSxypLR8OR+ypgTJse1T3IH3KldxbQcJSAOKnPRuLOSbYsnbumAsO+eOkc2ZYlbqF5gzAUsfSsKDfCu07bgRUAIe9w7o+D0RKFf5NiLsZIgmpZthL/esp5Ql/0rdtf6VtvFbSisXzOTKzru7/G9P9/m1hULlLcLAKkaB8Nu4Tk91kynvz6/CIvxPR9JNG62U+DIDiolAJhHH2CiuoMafAxsX+5REhxty9c7f/Un6JDxXCzjDzsl/Av8XR/SijQIUnYQi0AEBJWB9LDZaBMpVfg4RfmKpdy7k69PqbIJ1CPhUmZLzzF8cwcpfZsi2M2HnSd37lnVMVbJ6ygnjUwS8K69GBeCnRDjCuK1LOCmu00ezgCsejeU4yocgqHIEQtX2mZ2b9zoPFkxHRcAyrj1iuCyO6OBRrk37UgRGiYAS8CjR1L5GhoAjX5vLWhr0nHT/5dym+zxdwgeZcRgok4iMCQiIcfYE49+nSjhbXMoM3LYowZHrS/i9BGkJ6S1iHO4WNlWCCG7cMMl4lb/YqQn8CmlAlKQX/WIiwSenSvgugF2tlSppQacDeIXf5/QEvpgkqOZJlxk/Xgx8Xu69agWd56dMBSHfCmBnZ7+PkrhGsYGVkO9kG4i17ST2v3s9PlAivCxvqc+HC9rNXwl4FDupfcw3AkrA842w9j8wAhn5AndTaq9uNwgB71fjE6YZm00krKzdBl5JEJgIX6T5xiM8Ox14k3rcEIS8zpyPe65n72z2B60GHTkfQVj+lJSAR7mj2td8IaAEPF/Iar9DIeCTrwRcBSHfPSgBS8AVCDvGUVooPqjxd8B4uTuTlFJ7rYgmg5AzTWNraYsKk8lbjSM8GKA784vopISVb1MO+QFKFaqyKyE830Vgl6v8H0Q4wX2Y12NOgLeuiuiUHKGkMpY2sthYzBsvAUuAmvy2rImjGeEPlydMgJQrXOoEOUaRhtRpnwCoC3qob6HetKEQUALeUEjrOH0RyJOvIc9hCDiUcrW4Lo5oH0e+DPyKAAlyKhHwOQb+zVpplwIQi80VKOiZ21uEgH0LEIwEZNKXZE63MvDFUgk3c4L/9clUrNxKyBcycKgF6u+TjCdfZas2ebKZf7cW8FpwKjG5sbmgHdFOlfDcay+j9AzfXj4JNyPa2+xxVeS1R7sOtYD7ft20wUaAgBLwRrAJOgWTPmICrvKpRoMScHk5P5dK+PHEWuw9vQQfNZYv4fS4Tq/wdZjFkCwBT0qkZB7h+GwPbNtue9KPgIMaXwvGUqGUEuEwBv5qCz6cYV4LCM+3luwaZnyWCCdaIj6r1aDn2ZcOP+BMgpjk36a8YRxhSRBC7j2ZgJNHTVyjeBY71QeWfishXyuWr1mviIVEZERNlIBHgbr2sSkioAS8Ke7aZjbnbuQ7jAVsav/KGSnhDJ98c8R2txRmCEKWIgyGBJIEry9N4PD8PXmoexFwJeTPMnCsH+ns5wGDcSfIuLglj1iEOUTH+QYw9snds4KAA5lxh1T8s+5mkw5FgAQ4iXtdqiiN3HLssN5/ANiWgSNaEf26yKNnMTJuftfeka+4nxPGXrIm5+afj3WoBVxkp7TNuBFQAh73Dizw8XuR7zAELJKTIsVoiNVas0uX836LSrjCup/vbEb04MwaZqwVF7ErLp+dF3exhLsRsCPf1Ept05x+JQHfIuB7DLzEkP0EHrHqUrqkUuPXgHEiAxVrBXOrkZ5bey5n+eftANYC2N1vNx/E5T+OQZVfJhiKUIiNEL+1FZGJ6u52HXAAH7R+ES6laXyreTm9Wtr55Ju5nUP78jBPLxJKwAv8h2UTWb4S8CayUZvjNPuR76AEXAn5kQxcYLCyBFqu8Z+I8RiHHwG3sE0NAvARBh5DaZT1Ia5NLxLuRMA++TLjY60GGbeyIVJbD5gBCcxaQkDCqTjFhXFEh5k1HsjvwwQ+4siVGO9FCe900c6O0D0XepqjPM9BWEHIQvrr4oi2qYT8RWa8xZxnE/4S1+nRnZ7JoMqrQVji5tyJfNP7eLcgxE22KpT5HRrlWbYS8Ob4i7H5rUkJePPb001iRUXId1ACzlzKjnxDvp+ABzHhBmLs6YDx3b3mnhJOiC+jL/rAdSPhPAH7bme531mweQIWxplah72vvYquD0KWghBL285BQ2YXDe1FRUtwmGhPG6lK/2w1qLJYpmKhynU/CCfHdfr0qDa/EvJ3xWJftwb7XL8yLWBhXyiyCG8C7m1GlNUhtvuVusXToDJz5ituZ2f5+vMrV3k1EZbMx4uEEvCongTtZz4RUAKeT3S1744IFCXfQQjYSzVaUyKckDA+K/dLoFKzgtOCJm60kxGLzkQPBzV+FtjUCc7OKvuRsE/AHvnK4awUa1hCq/HIZpMucv04qckS8KqVEX07+3uVjwfhE/JvZrwPwEftWa+Q6VZCwiXCNBPuAePBxPgFE57Z9vJgz4BB+CfS8ohTIPwortOL5/roWVe+iSTP5hzw/ngQrpQXBzCW+OIhxLh17XY4ePG9uNni7lKNOpJvRuhWBUyVsOa6Y3r/poiAEvCmuGub8JwHId+iBOyRr9xi0nScdZmpRqWYfRXAUx2plEP+pZyrtiJysomzkM1bwo6AS8DP8wFX+ejfIGQptGBc292ERFzOMAP3iCvcTICNRStRzyy5zH6dX19Nyj8D3mcf3nNiGxNxLWe0YoVGcUQHDfOoBFW+CoR9XR619zIh5+syJ6M7Xa7yi0iC3azec36sbpZvvl23qOlh5u7NVTDQPOC5gKj3zjsCSsDzDrEO4Fk7HVONeiHULw3JI1+JaDapOky4uFWnQ3PEJRKR75a0n2ZEO1pyv4+Bj7QiMpZot8snYYmSZuAuqXkrYUStxkzAle1TfvglaOlXAJ4DQPKMD+6l5BWE/BeXh+ws3HKVz3L6z+LW9s9/M4ERZwHDiIxkF5XwH7bEHyUMETL5YAmQaOa+FyeYoAl8S8gLjE+5Gxj4pnUXt43FovnMeCeRUb6iWaIibM6+v0bAhT0GP91UdLICKX0nWaCBuqALgKRNxo6AEvDYt2BhTGBQy9eh0ouAHTE6ZSW5pzSFxyYlvAQlvNX28UcAjwNwASX4MJfwI3FBLwv5CSXgbGfN9duFnJUtbuNZ5GsJ+CoA+8l/E+HihPEFiYLuQ8CptrO9CPg+M2JmvJ1K2DpPallQlhDw5vINdmUVgW+3ImrT2e63N50+VwIeBjW9Z0MjsLl8fTc0bjregAhUQl4vv7FxREYjuOjVjYA9QnSBStLlG0GQUnhGBtLkytpyf/Lf++7LuyVLILVpS+Uan0UJKnGD9i88Fytp2a3IvPQjqUXM+G83vouC7kPAUnvpnwz8kghH2vnIulpg/AhkzohN2UEilBg4phXRN40LWixHwo9bdRKBj45XOeR3EvBh6yGYIuD/XEpU0bUvtHaDaI8vNGx0vaNDQAl4dFhqTz0QCGp8DqSqEOHcuE5PKApWJwL2yNdV6L0PwDauTwLub0YkQUmmLF0u6jlZT9hnEaNOhM8362TUpIpezhXciYT3OISXLZlCbAU3HmxIE3hVXwu4ytOS3sPAewn4uG/xikW/voSfTJSwo/93X4hDEpLy57Wd1vOwwzhYsgbnEbCLJfT7qYRTXVtmHMsJ1pcmMKNDzSYdSlKP8hHWx4LN3z/DCY7LtKklzyrBuokSbk6APaSiVJJgTWkCK+yYE5zgwFIpdVmbsZ3uVwkXgXGoLbso5+dFrz/Mash4l4kHIONOH+R6vMxBCXgQyLTtsAgoAQ+LnN43MALDkHCegH1XMAFTzYgWtUlMJjgpXkEmp9YRMAhXxHU60P57DRgnSQRyEdLKL9IRuhBOnoSDkKcZWNOKaKsg5NfboC/Jpd2i3w964EhYav6mVYilUMQyQ36e9euRZUL2MyFgBla1IgqKborFzL3A3AxGDMLj/XlWQr5ZcqYJeEEzoh95mErE9xZxhK3KVfzTi4a+KRMLIbylVacvByH/DMAz5V4CzmxGZMRI3OXLU9p1mvX7KVpF1+S3G9YFHdT4U2C8q99+DTMnvUcRyCOgBKzPxAZFYFAS9gnYJ18Grm9FtDQI2ZBBJ4s0CFkIYTf/xzQI+Q5m3CT5wXGDyoMu3kZBnwbG0T4J2wIM4vaWvF1zlUO+U4K15L+L/KA7Era3i/rVFwAcBRipSiHcj4k7OrOEneVIEHJ8/raT2OmSS0ju63sZghKrliEFEZ4rkcwyRonw9mZEpwQ1fjfYpEldE0ckLwLmcvuBEl7O0/iOw8D+/xoTqJVKbU6wJWF73ypZhwh7MOHoVp2+k/U5k061Urz4mWUswWyE38R1enbfBeUaKAEPipi2HwcCSsDjQH2BjzkICWc/+BKVC0hajbiU39dq0McMydk80k4E1ym9JaixnKs+jIDPNyN671MGVkUAACAASURBVKBb4Qi4FdHr3NiWELP0HL9Pd05bhIANUVlL2PbxQlN0gbDcc9Sa76xPwqIgZVWr1sYRbVtkTY6A4zodXw75OgL2FKtTXkxc2UYhUj9HOgj5bwAeBkBUsd6aI19zPu1eNuyZ/6RPwjZVSiRB5Xjg9jiineyaZ2lat3k1pBEZUv9TXKfDC69viDQktYCLoKttRoWAEvCokNR+BkKgKAl7BNwxTUXcvuKmTRjvXtWgLG3GWl3yw35tm5hEyHUAYRzJGSRNDTRpd6YMnCYE7L8AdAvMyqQoGUmrkebP9rscaQP4JJBWajKBY07ZC5iWs1XXj5B7OeSjCTgNORd8t7EcAT+wGF9/0FqsBOOMuEEvLx/EB2Aal1u3sriDL2nW6dDA4gbgt8x4cs76F5z/BOCxjoDl/zuRsN2XfwdMPWRZg6Q7mXxlX4py96dw7UG34TLB1USwl3AoOFtzwoxLWw1ypRtnLVMt4H5PmX6+MSCgBLwx7MICnUMREg6qLPV0Rff4jrhBD8lD5VlKbXV8g5CNyzNveZZrfB2xcUtnruJB4G+zgFPLcS9fQrKHFKUMc1MckViQPa+gyleLEIbXqO5ENdx65fzbakpLM6PuFdT4djC276bs5Q/quaDfKIUW4ojEdSzqYEKINSacWmI8lgE5O0+tbqAJRpAjX2MV24hzU3Axd44s0e9tlrCbR1DjP4DxL+bfPFsLOpOq9F6igpDPBpmqVe4FJGHCVS17xp/1nRZ7GFiIQy3gfk+nfj5KBJSAR4mm9jUwAt1IuBLyGQy81HXYxcXsBCzEkp3MnfVmmsQ54hF9aHZR0oNO2BEwpe7wg0H4VFynd/vuaJ+EvXKERqpy6xIeftlldGWvccshP5WAXxvbLxWoeK8TC7FVkuR7K58al69cxDir2aDnmfkRzmnV6Ym9xrAEfCEYjywxjlzZoB/Uarz0foboPt8ZR2SiuMs1/ihxWrPYXbmo8izKvNtxQDdLOCPLmXzm1VzCM1qXURbV3POIocY/BEPOh11qm5xrXxPXqawW8KBPtrYfBwJKwONAXcdsQyBPwhIoJXVwbSNTCq8TAcsPewKsI+A4AKeuA15wvY3WtT/At8QR7eYG2/sg3msywXVCXkmCZ61aQSJFOdBl+mXcAMKe+fzbTiTs5wEXlVws1/gdxPhcG+lZEg5CllKLptqQ56o2Tc3fahyBUZ2NF28dhLgvV1lJ3Pd3xBEZERCr/2zc3YZ8Q34apYpe9zFja//MF8DNcUS7y5oIiJoR1ez9xISPteozFaGkr14k7CQ1QaaMpORwm74zgvZKF3bbrCDk/0KqCJZ5NpixrtVIdb+LXmoBF0VK240CASXgUaCofcwZgYyEU8sufS6lFi3jWUjLBc56Vq21941Wnf7VkpupGlQO2RS0z99TqfHXmU3Erwn+AfDHOKLUBVrw8lzAFzUjemT+tjwJ54U4/Hl2G7JS4/9MGG+Qc14Cmswoe3nCx4pqVi4P2HTlLFN7Li4ktsfMGB0JOIvODkK+V3KpO3gR1jFjkUe+YskLSf4UgIiYlHOkLkMK0c8KBut6JmyjoG0wmeQlSwqXvASY/SlX+RdEeEZRqUq/PKSH8d+3X4xDL7qIxGXe9VICLvhF0GYjQUAJeCQwaidzRSAIWbSCZ4JqbEnBbkpYlZB/x8AT3Y9/OWRReJowAUldIqNtWpIQxxsY+DMBUtO2I1l0Wk8QsqQEfZMZ97Ua3aONfRIG4dW+EEc55JUEVIjw52adsjrF/nhBjX9uApoY2zKwviWlCF10NOFaSR3yCdgSlwlGs+fRYg0eTVN4ZPMKV5mpAwEz/h43aJegxmeC8SL/hcRas+JeJo98ZZpTD2yBA2+6kJp5i969XHTyWBjsCK8lxqPzZ8J+UQmHQxDyJcbFD1MR6hNIcILMIwG+tiqiN/R73pwLmhlnUqokZnTC7YvKZ1oNEqGOWZcScD9k9fNRIqAEPEo0ta+hESjX+Hz5cc46sIpZXaUoQxapxsQFD1WW88e4hPfuvgOCm+4yohJ3xPWZoK3KIfwQnsI/ksXYs7QO1zLjsaVUXeonhriAk1sRiVxjx0tUpLZcA8lTFZGILAq6W/tcilJbYJL/stCF6CX6N3QCF5mF6aUo5Qm4EvJxjFStSsKPbHlEwccSzwwBBzUW4Y1dJQ9Y0pCsW31N3CAj4RnUeEpUrmw/foEFKU8oecPmsufhcSsiyd01/0YJv0aCp4FxfNygT++5nHfYooRf2GITJq0pbwl3ImBvDCkiIcF3ruRisZzqDkFYLlKcgJubnovb3wMl4KG/wnrjEAgoAQ8Bmt4yegTa5CUJEh1rZCttisosF7Q9e/xeM6IsUMsQgtVLnhX9HPKXCDgyjmiXIGQ50zy21aBvyEoqId/CqTzjyjgiU0ghf1m3rpxRblWEgOV+vxpTfj69zoNdvm2ntXiKWV8m4M0yjrWAE1HhotQ9nOUJE/ClZkRvA1ICBuGpYPzGrC+VlxRJSeM5sCSaCZv4lq+V7RRZSnNVqhxJJaS8y5qAVzOMFva9BPyMgZeB0SwxTk9KOMG9EPgkTAn+062jI/bL+eUoQax6c77bS4vbI+5ZUdDlkI8l4LNxhC0Akhe42fusSlij/3Jrj10RUALWh2PsCOTK/b3MEAnhAkPCUmR+doSzWK3PmUWyVZ72xSD8hQU1vh4Jzokb9FrjimacHjfI5Nga4qnyd0AmiGddvAMejHNJLK70s5AlEEyENhb7aUhFgJt1JuwK0ANvE0ELAv7ZjCjTsfbGM1HddrzVrYhEIMPNJ9XAskpYTKbk35ZZmUIbtGQsWPESmPxjS8CAEKykCz2I2chIbk3AS5sRfc95G3zNaQYeEGnN/FrzAiO2NvCZds632XP2O4lxUrNBX7Zn4V+dschnArPcOvw84E7YVkL+blZEgvGLuEESH9Dx6hQFLS9eIgLSSxRFLeAiT7W2GRUCSsCjQlL7GQqBfMH7SsjHMvBZqekr5GRJuM3taFWf5G9tEa5Blf8bhNeI9RVHlBa3B3D44bzkpruwmhLs31xBV9tI4TiOSM49vYuXBKGpn7sFAd9tRvSyIGSpMyxRxybvdGACDvmVcgZs+FLipwm/JeCplj+doMYn44jekydYR8Dy91nBUS5Uzf2/J8BRCXklp5KO5iLgomaEJxoLOJ3Ho4ggKVxyGaGSIOQbRcfZJ18ppygiHJ021hLc3+KI9rS4yNn6s0FYBcZe8tIEwlFxnUxlqE4ELH93lnCnPGB/3PJy/jWVUtzkJclaw/JidFwc0Zfyc+xCwILWP+KIHtppTWYdagF3g0b/Pg8IKAHPA6jaZTEE8uTrEZAR0Vi0Ho9bN4k/WKv27jgio6tszyxnWUCVGv+CGc8A8IBvaQVV/pQEAGXShyFLao24tR/VhVxMTV/rAqbJddj9qqvoFjd2URe0Rzzfyot1+O5paZcnWAZubUW0a1DjeyQYq8PnIhtp3M3TCe6+ZkWKjZ3j3wE8lAnXU0qGiCNsYwlYyjHuYfOAp+M6TbrUJY98RQHrqGad/qcTPpUan88STDWNY2gCHxb3fabMRfhDXDdkL54LSXEyEeeOgG0KVwWE38d1ekpQ5S+AjDdAyiqaAg75MTu78nkyqEGER7Zj4O6WfTY8DNpc0JUqv5QJZ+ABHBDHJPvb8VICLvbd1VajQUAJeDQ4ai8DItCNfL0fULFuxOpsApkq1N1E+CUzXtbJjdjtzDUI+a9CqHFE21uC+iqAp/gSlfnpByHfBUDai+zh81sNErf3nC1gX0WqXGVxtRsrXshepCqDKn8fZM6qs++mJct743pq1bt8WzPnGbGOE1oRfbzyZN6H/wF5gTHKYEHIIvv4fhtQ5WokS4WmxbYYg5x5P7uXmleKDW8RhBAcD/BzbR1uppBDCb9q1lO3cBCyCHrsJW7xvav8uEmCRHaLqz0B434QtikBlyfAgTJ2iSCVpEQx699adTJnwg5vu8zpVkST+X1adhAfV0rwcWNxA1fGET3cuy9TwuoWzDdr39UCHvCbrM3ngoAS8FzQ03uHQqAf+fo/vkliftglJ1Rcw9tbopBoWqd+lM3BuoeNW9cnMOuCFg3oPZjxdmLsKBHTrYic2EfbOoKQL5XCD1TCJ5jxJrFACfhzM6LHDOqCNmRQ41WcYKk7n7aEy6KYVX0sH7b6PkNsUkc3oZIYgu3z9wO2ysv5uVTCj7MJsznPFT+zRHKfYCom5Szqcsjn25Qr+UjWJuk9co9RwnI0nlO4+qG8pNj0nVm/EwljupTuyWIm/IeQvw/iPvtwMLGNeXly7mJJk5JzdLNv+yznuyZK6X465TAvMOvfiPEBseINVoRTW3UyAWfdrnLIvyLgae7MOu+Ctvt2V7c9z545JeChvtN603AIKAEPh5veNSQCRcnXEte3wXiFIxTPKm3TfZbPKzX+H2a8Ojs3JWQWo0fo3zTl/eT8k3FI/gzZjJnWrxUr7kdxRC+w85Bo7Me7VJhBXNB5mCSQKGG82KuhK00eYMaW7m/5KN9yyCbIihM8T8g3V47QBFn5VZRmRVxX+XYQjLSkITTgLlcmMftbWoc4peX2awqE61cTjrnxMvpDEPJ5AB5nLdnvxg0y++NfQZV/DsLTrAeDqYTXmpcLwARhBVX+PAhvd+sg4LBmRJIHPnMmXDDa2e7POTZWQCoyndas0+t9At77YH7c5DTOm5jC06++gn7d69FVF/SQX2y9bSgElICHgk1vGgaBQcjX9b+sylMlSi3CIGRRSZLiAXJlZ8LyD6uRXOolxGF+rEOWQKHviFW7eArBFVdQy421b8hfSNLo5AvjiA5rI5UaPwUMka4Ut/ilcUSHDIOBuyefJ5zvKwH+e1VEIvxhLmcFy3knpa5xYVJj/RoCDvkCwFizcsnfxYUvl3gPFplyfjMFDHpO3RZ6EIs1f4n16vSnxY2dvyRNyP2mzFQrBqRtOo90Xoss+Yp17ALppI3cOyMlCbRFf+cHq1T5ZCa83+5JVrDCw8u4oG2Rigf3in7OcFYLeC6Ptd47IAJKwAMCps2HQ6AS8vksylNW4apoL0HIV8sZsJCC6D6XxOWZijIICbUHZgFSD3eJG6tnukmaqiNpSx9p1unkrJxfrgB9fp4eEd4D4AdF19GxHePoLNe2hIs5wSN8y9iejf6FGQ+A8GQbRS2WpJCZVIgyFxNOI+AYW7pPlKsgLmKS+r6UKUB1/K6be0roKc9ICXZgqeFLxoqdkPNelCBR00L1QqA7ee71tUyQIDDzGRF2ZsatJKQL7OjlFk+LbAelbSUHO5sfE25Agj1lHfkzYel2//1516nFRhRlmz5VslICTve6kOKZWsBzeqL15gERUAIeEDBtPhwCNnL5L3GDZtSuCnTlCNhraqxTzx0t55BfA/DuxTsguOLc1KK1gUttalj+cEHIa0D4KRjPZ6BO6bloFrXbbWqOgAtMfaNv0k/QIqjyy4jwWQa2A5vUsL0IeKX1MpxMhHdbXWixar8dR3R0hxcWscZvYsK0i8gW0iTC7wD8S5KKgrwqr/pl91D6bQvMCqrcAmGZnC0T4fXdIrWdC3rbSTzv3ilcL9KccUQi5tHzUgLuh5B+PkoElIBHiab21RUBE7lLONrlhRaFyrOAb2ZgNymN12yQCTRyJOzOEn2Lt1cZO3vvHSwF70v4KSW4QgzJCeDpV0eUqkQVuAyJpznD329G9JICt8xqEtT4tWCj8uSuO5mxg7EUE1xMJTwif5MUJTBpP76T12uUfZ6mKN05UcKOXomLmZZWijLf/7JDeY/SOpwFoCZSna0GPU/aOAlN6da6fe9j4B2tiORsve1adiDvUZrA+5jxr846Ntb2BA5s2XKMTvFLbmTGKiLsg/TsPnWxz4igTNqIaRPhDOCHs3O428d3BAxAqmGZ4hVF9kcJuAhK2mZUCBR6KEc1mPazcBGYKwGLC9GmsUgkbVYH1yfhXB3ejhWRsh/2GreIcS7DCHcIlUlwzrOJ8fVmg6QaT6ErqPKVIFMV6DZX1q/QjY5gUgKWAg+i32x0lwETpHWmISaJNGZslwvaahvCupFPb9XplR5xmbKFneaSBXF1IOCgymeC8EIQVkwCL7qqTrElwssBOAL82/ROWH7N2SRu+OyqLOf9EjJFEyQAS0oc3syEKWLsacdc7fKz/ZQx0ededRH9Lajxs8CQILib4ogeJh2Xq/wmAF+2bvW/r2qQuKv7Xh4BS93m++OItu57kwpxFIFI24wQASXgEYKpXXVHYAQELATVYMZykap00ozlGr+ZONUSzgdmWW3oW1sN2jU/s6DGf2bGIwmQQglG5WrfKr8pIXwWwKo4QhWm+E7/qxzye2z6j+QMv7TVoMJnw9YCFgsyK3rgq1F1IdBLiDArCMwKh5x/11541g7XQ8oLzrpM3yW8B4xPEuPsZoMk1UiiyD/IDJHmlBzd94in4oAD+KD1i0w9YEkHMhnHeUty2XI+hEo4nhhPNpHWhBvEal69BU5+0BqcJNHO5l7GbZL7a6KgnVRmasnLGfDPYlvhqFzlDxLhZACXM7C7idYmiBiJyGHOyhPutjs+ATPjxJb1mvTbTbWA+yGkn48SASXgUaKpfXVFYBQEbCsAHQ/CJ12kstVpFhEGkyfcITCrY/UcT65RiOV+Av7UjOgZAC8OqqiDsBTAO+KI5Hy50BXU2FirAP7aTWWrw4uAsYA7pP9kBRXkHiJ8qLkaZwRLIEFpMxenWs9ByE5/uedc/dq94qouJTiCJ3Aq2ARCfSWO6O3Bcn4/SjhB9KIlapkZZ1Cqk53qUy/nf+ESpLCBaHXLeqVE4g933xEnnXsuiVtetLU/B8I77MuEiJo4pS7zm5MwPrOqQe+qVPlrTHhW7FUncqIZtrCTCIx8wvSZanJPJsBbV0V0Sq+F2pcvOSdeXNT9bMbQKOhCz7o2Gg0CSsCjwVF76YPACAhYSus5PWZRWVo6XcKhEwn+6Lla20g4CNlIWnb+AebFQQ11ZhNYJJKO/ndBLF9Ji9mSCT9p1em5RTe4UuPfM+MJkjMc54osdOojZwGLMtYSX5VqVknCtOKT5Oym87UE7Pou1/gi4g7nxvYeZw3mgsl+E0f0tHKNf0yMZ7vz3QQ4flVEohrmFMAkkEoisrciIGbg+3FEIpjRdvnkK8cC5Rq/hRiGMPOBX3sfxHtNJrhu7TbYcfG9+AKRyfuWtYl7e3sifF3yet0ARUnYrk8s77WuzGKRPVQCLoKSthkVAkrAo0JS++mJwFwJmIBmM6J93SBWNUnyficqVf46E15nPzPVk5wlbH+I2+rYdptoUOUXiqoTAVLzNq+0NcXAtQyctCqi7/VabPkgfjwlJsq3xISPt+p0YtcxZ86An0eEsxxBZWekaQEHcU8bqUoXCOWTcMI4Y1WDXt6poELHcRnrQSYtSFzAJUrdvQda4rtx20kcdMkldHsQsgiRvBmMx4GwmBOsAuG0Xu7cPPlWKvwS3hLfdfPoIiF6N5WwtYRoiX51q07ifZCgr5UEVJhwbKtOnx+EhN0LhpQfbEZ0XNGvpxJwUaS03SgQUAIeBYraR18EhiXgcpVvlVzSOBKBBnLiEmY8m9p0Z9wgo/LUQdzCWcSFirh3WkS5yp8uEd7GswlZXNcS6HRJHOHJnerLmrKHEoXLWBU3qNypf98CFmuNyRRhWOq7lDOLGLiekBZXcGUac3262kjZn23u8A0ESNWirt93YlzcbNChtmiCWJxSBUleZFYwUM3LY3Zci+d2NpZvyOsk/1fasuQkpyUT2+YQhHyrDdjiiQTh1Stohd+3+5wTPLq1glwFp77uaF++s+/D6TVQAh4ELW07VwSUgOeKoN5fCIFhCdhXwsoPVAn5DAZeSoQzmnWSM0r5Yf4HgIe4tp1SlApNONfIFjU4gYELiExkssgxSmRt3nV9NzN+1mqQRFfLfFL5S2DdovXY68orSQgnu/at8ucTkWVMFa6kytDOVMIKMI4iwo8SkZ+00dF5kQ7z71mUO9O3s6b3q/GjpxnnGyJkXAzgkI5R1am1LS85lwH4r9hzPwNYE0dkqi8VIl9b99jNoRLy/zHwAu8M2il3iRjKt5nxmjgSUQ8Sday2KwhZAsqkjm8W/W6x7XombM+AjddgkP1WAh4ELW07VwSUgOeKoN5fCIFhCdhV/ukWSBOEfAeAHf3PazWu3c+GRGYuwpVxPa2UM+y1b5X3TQhnM7BVKcErmitIpCnxsEP4sC2n8VUwpLJQW41iIwGZ4CYQJBJbrEHJYX2h3Feu8hHidpb/tlKbl4oKFDHkzDlT+cqXLuwQJX0BA8spDZoylyO+IOSzATzJSUDaj0VJzKXlOJd9HhajHLX3QfyiyQRnMuHFrTqZ1Kj85budRWfbK/xwRRyRuLZdOUKpiyzBYuKxEGLMgtWCVK/6NL8usj+OrQEtkqRtFZG6nQnnvSNF91wJuChS2m4UCCgBjwJF7aMvAsMQsNFtBqTQe08XsvRNwHQzVyHJE46YFfzTd8I9GgQ1PguMIwg4rRmRO3tuu6NcZalM9GaUsGteg9kQ6ASuQYJlIjNJZFyzJStMIcIRku6Tt/ac7IYYvakQh2Fa8OJpHLRuElLtKbssSQu5yn1C/Oa7bu+V/xRJSRPMJcFUBLwYgJQu3Md4FVz/tseuL0Ce21ma+uUW/fksq/L7SoSPmDbArc2oPTWsEvL3mHBIXO/sqpf7gpBlPevzlniehMs1vpzY5Cxn5QiL7rcScFGktN0oEFACHgWK2kdfBIYh4HLIt1Aq6DAr/9QfsBLyI8U1LOkw+Rq/QY0vA6Nm2/d0o/ZdhNcgCPkNAD4HxnXxFGq4crbrNN9fUOPTwRBVqdmuXMK9YFMvlyjBU5orSCxXc2V5s370s/swFfCQADFjGVpStTxnGgkBi1t3ppAC41QQ3iT1gDnBO0WpihPcTyUs8S3MSsgiQ/lWABLEFsxaT3uqkfstmVWpqhyynEHv4e7vROaVGh/KjAvyLx7tY/KSIDRR2G1qWRYj545+WwmQgC15gVECHuSh1rYbHAEl4A0O+cIccBgClntYigpQmn/aC7msGhDj+LhBn55FFk78was/O/ed4FIQmvNakVA8No7oK/36dG5nL9XIpB7Nui/VTr6NGTuBDLlK7rOIWrS7uL0z4G4CHmL1Tq/FMye3wK+tqIW4qqVC0qfjOh3vKkmZORDOi+skpRd7Xrk839S6Znyo1SAR0XAvDvIS8UT7EiBn0CIe8iAmnN+q02M77JGUSfxiM6IPdht8WZWfXiJTlepmP3fYJ2HvXiXgfhupn48VASXgscK/cAYflIAzq5bxNxD26EfAgqStmytWXJv71v44t+XPFumv6O5YMYl/FXd5HNER3e4rV/k5RPiJBFy1ItrBO581/CX0VyrhTUliFKnEYsynQon7tpkwgl7SlEnq1v5pifCZJDFBY5nKVhxhyyA00dtCtoaADXZVlhcdg1s/bKxlfKyfr+zLgFaqfCITPiRR1ASsaEZUtdHVXxWDvQQsyh8XmDmkecj7xhGJtGfXywqFiLs8O2N2jXPn5UrARR9ibTcWBJSAxwL7pjuo1PSN67OLsPdb0aAEHIR8gyUhSeXZvR8puPGN1ZzWkRXpwuzy1JXEHZvWnM1OVfvNvuDn+Uq4+dvk805j+t9C//P833t9W/utJT+3XnMp2lc3DLv17fDo/rnJeXZ1jvugXjKn2ulcZyRD7UuE3d9/xg0St37hS8+AC0OlDUeAgBLwCEBcKF0I+YLx8kFr+go+gxJwpcb/yQwR4nfuTdEw7ltNqVLlE0RMQ6Jx43p76UObmjKjIrUhSbgXKbnP8m26EXq3b21R4nRu627t+83VPfD5+/u9gPQi4PYxped+q5HeZpOwELBd33SCv1+zoljxhuwFTqUoF8rP2UaxTiXgjWIbNp1JDEvCgxKwQ2SffTjAVrhoomQ0h90lebgf7XTWKw3KIV8nghWrJ1G98ZIZYYdetXyLWthFdqpS45OZ8X4QLuQEH/Pdzv79Yci7PwBb2F4ikAnvAnsBWoRpTkx088G9XM7mPSIXoGWjnSWtR4LFpMXWQQgpHzgTQS11Be/DXtdcQ+JtyK4g5AfkH3FEWVqTczu7sZzLOQj5h4AJLIOV7TT/nb+cC9oWYxC9aFExSz0RUgwi5H9KepfRpwauFLd1EaxduUqGCSZ7LhiPtyldYk0XOs9uW7sScBHYtc2IEFACHhGQC6mbYUh4WAJ2uJar/B9EOMESjdg47pz3PiZ8qVWn9/l74EtVyt/zubRdBCyyMnhz3c9lD+cyTeAvRHgIGB1doUHI08bhymYtEiF9cNzAIRLp2ymgqkCVJG7ti90qTaPTnJXfExlLqThEhCOEnMohf4sAV7ow09jOsK7x4cQ4xxZneNOyKt9SIlOsQa4ojqhWDvloAk4Vdz4DrVaHKGkfwxwBS7WoF+ZfehwJC5f3joZu351MTUtyruXFoU6T5mVLCXiuj7HeP88IKAHPM8Cba/eDkvBcCdiSaEbCYoFVQm5wWqPWkfH9RPifZp3eIu2tGMMdDOzYpibVoZB9t4CiYffPBVx5AhiiLHW06y+TmiQcZashSdWhRZ0sXauSlRWpz+bUZR1+QJR39m1uM2RMOJeAJ/Zas5XR3EVoLJ/bG9T4drAR07hv20nsI7rR/XDyCdjtDRF+3KzT83MvTsYSltSpOKL2iO8eg1i1rG2Y8ddWgx6lBNxvR/TzjQEBJeCNYRc20TkMQsKjIGBLwh8lwon5qjpByBeCcLATvZBALBBuI061k03763FqsNQUFzDX2in8bYtF2MOzLO8DTC5uWv6vPpNSM8gW5aOdy1V+HRG+CMb1u++Ig266G18A4/UsRREkUthVNvIGkTlNEL6WMI4EYUf3Ua4SUvpnAqamsHZyMk1RymOTNkpd0P46oweUUwAAIABJREFUrGVsCFb+vnpXhDf+ihreS4JBKlPVqnIEkjrJRt3rQ/EKkkjkQlcHApZqU2LpzkrBcgIqBNzfjCiz5HsNFNT4Z2A8S+YmucxKwIW2RRuNGQEl4DFvwKY+fFESHhUB9yLhjDhqfC4Yj7HFBFKOIpyVJBDpx/SZZyBuEGWuaYLcc7hYh+b/U14rTABu7Dz5+vsbhCyFBow0Y7fLJ898cYlZLuicBZydfXYk4ZSA/XrAnebADMlLljNa3+IWPevXiqeBCOc06yS5vQNdHQj4VwCe1rE6Uo2PpATfk4joonsQhCzR7aIOJqiIYtYW6oIeaIu08RgQUAIeA+ib25BFSHiUBFyEhDtURmqH3RKw/DGLji7hDx4JH+YUq4oGaHUj33KVhdTa3KndznjFfRyELIIeJnjKdxPbF4mZqPAZeclUUpJwVqtOz/OVs2bc0R0I2OYBB1Veg9z8vLHdefuNcUSZmtWgz3CegB3uVMK3mpfRq/P9BSFLrrIcLSwuQsLW4o3iOh4RhEb5S161NAhr0I3S9hsUASXgDQr35jtYPxIeNQH3ImGffIWA9n04PyaZxJ/y6IvnlgkXcYL/JwRmLMgan+NImBiXMXCsIT7g/GY0W73J9TnL7RzyerLykK7NrEhlBifAhycIRvlpAth3GhAr2UQH589o/ShuZqwgYLm0m04wNTFh1LKMDOTDH847rpuEFKnw3NHdCdiSoQQw3cKMhxK1C4AwcHsrop3m8vR2ImAJlEuA9S0v2tqNEYT8RxEiIeBAORPuRcJBlb8Dwssz677GTwHjN8xY12oUP0c2OGgU9Fy2We8dEAEl4AEB0+bdEehFwvNBwJ1IOE++HkEmtnyfyDl+QRjV1aj1CdJYoB4Jx3V6ghdBPUvn2M4hVbhKdZmzSwi0RLibU5eoT2C3xBHtFoR8HmDKGuavNczYwg9+ykdxm5eFqoyYutIdOZcIL15ZpzOXHczl0jTiGRLGtrNc0J4S1r4H8VeSJLO60Ur7vJDZlC70lcVuj4cg4y4WsFl/F23o1zDjaxKI5aKju5GwrZS0yI+c9l5Wroyj4lWwlID1F25DIqAEvCHRXgBjdSPh+SLgPAl3q8bjiXAI85qTYAaOa0X02XLInwbjWI9opLrSahONSzjXkvAtZFNx4khSfOh+O3Ym4ejIrkS4dZft8Pib78bVOfJa6wcdlUP+AMFINvrXJ5lxvL+OfQ7k9WLhzrKIPQLOCJpxR9wgUw85qPJhIPzVzctZ+eazNE0nk6L05SX9KGo3saDKv2Xgibn13BNHNDs6u8Nz3omA3TwYOKUVkRR9aLuEWBk4phXRt3uRsCXblXFEUg7SXGa/gdsIeCgDv29FJCUZ+15KwH0h0gYjREAJeIRgalf2x6+DYtZ8ErAlQmPhdo4ATn+QpxNMT5SMUpILxWqzaD2r6R7AE/4grN52AssuuQRrgzB17fqXtXzjOKJKOWRxDWeBVmK1cRoYJAXl275vOZcyC/F1suDzAiIEXN+MaKlvAe+znKcmSmmJQn+cSo2fyYyfu/m2BWFZAvbI11nwX4kjEhWyjldQ5TMZeIFPxrLOO/dC5faf0M2dbupoAdf4z2A8qlvVIltgQ15a/kX67ETC5Rr/JzHe3BFbgljYgr7c35YG1nVt6oLWn7ENiIAS8AYEeyENlbeE55OAO0UL+1ac+1x+pCshf4DF6rRyhf4Pd2k3ftuynfAFr5j9GwF8yY+mnkW+M4UVJHLYD7T6TRzR0yoh/04sRxA+GdfpPe7+Ti7lTuTr/S2rmpSRqGcBS78eUV8YRyRBZOYqh/wqAv7XcJGtBuUsYGJMyDm393fR3t4ljiitN9znspKhr89htGZtgufc4JVUzBNwOeT7SSojMW5oNcikiuWvIOQ3gvG5uEFZ+cY8CQchC+6LO9ZPtkFYQZWvAmG/hHD8qvrsSln+uGoB99tx/XyUCCgBjxJN7asNAZ+EwXgZqL+W86AQ5kkrqPJHQHifbwk793MmnyjEZZ/8NYzn/q1BP8kTI0vNXOCNfo5uPyUqWyw+k1c8/HB+yE134R8A2hS2li3n6ZJY4nJZIQ5rRc+y4PP61W3ryhGwR+qz1K2WLed3l0r4hCNhGzV9MTEeIWPLma/DwBL5pXFEUj6w8LVvyCclwEm5Kk4SkfxWBh4g4KsEyAvQp0ynCT4Qr6CP9BogCFlypV8SRySSl+bySdgGaBmPQBuR5pSwbG3pXaYSPP7aFZRaxh0uJeDC260NR4CAEvAIQNQuuiOQkbAlm7hO/z0qvLoFXOVJ2Lmfr1lBpmi9cd3OPPnrnSZxucpSZ/ZpedIF4ws0gZpERzNmoo/9dVhyPiaO6L88IjNSkyKN6P4264Whxq8Fw9yTd597Oco/tyITQti3x/U0Itl3Qcu/fTc0AR9ur6s7W4jDjtlGvqZfGxxWNP2q035WqvwaJnwtqzzlNbLVqjKd6T4EfBmAO+KInuy382QrO5ZP7CTEYdWy5ChgVrnKbM/UBT2qr6f2UwABJeACIGmTuSGQkTDjL3GjvULRsD13I9/sh9SzhP3gI5+4HAl3Sg+Sex5Yh2/ddFWao7q0yi+dBE535CwqUusJL9pyLS6bWoxrcmpWd1uXbHbuG4QsYhZHufk5cuu2jp2X8dnbbo0nJQmSUlrzx3xXfVLME7AlTyfPcX/cpiJlCZhwKtIqU10Us9IZBiFL5PZdw0Q85/d0nwo/dmJLSFpRdpmiEIRz4jo9pdczUA75WAL+vX0t6R0Ou07R0d2UsKzLelLUsjqN6yRC5/LyMewzrfctPASUgBfeno9lxdn5JOH0YeoJ+5PuR76dSLhNH9m6bonQZKAyQ0bYE6Abc0R2LYC9vfE7Rv4GIYss4/vbwGX8Im7Qs6xK0yL32UO3xn7nn08r/XPgbgFacYQlQWiUqWYRZicCbu9T8nlJiDSTorTFGL5LwEt6kXC5xh8lxolSfjJu0BnDPjSVGp/OcvyQBqKtjSPsWgnxN1csgoFXSZRzr/7lZaDEePbKBol6Vnb57vk8CfeSorQvFxKA1yaDabXFJbf6H3FEDx12zXqfIlAUASXgokhpuzkhYIKwGH8F4VHD1BN2gxcl34yE5SwwR16diCu/OJ/IbD7vt5vRbMWmHveZCGtPlUqitMX1aX7cc4FjYtlmblHnSp6extTEJNZ7JQpFSnJb7wUjywN2f8vOlxkJE66ZqVKUE+Ko8W/BMG7dHpHjoh0tAU6FiyK0EWSV77A61ncy8HY5A5ZyhP7eFCTgy0G4Pq6TaD2ba1nIby0BX4wjbFMJcWterKMbAS87iI8rTePVRtPaq1LlyJeAFUVLIc7pC6E3KwLOraVIKALzjYCLggYgKkUvH4aEByVfj4w+6gdmdSPgIOSzAWT5os41Pag70lYS2s1hyoQPEeODjujayLeEo6UaUl5Ewo9W7jaPHuuQJFiRp/SIvZ2A91zOO2xRwu+YUeuWvrV0P166aAtcS8D3mhG9tOgzstchfPDiKVxktKPtvd2kKIsQcKXKJzLhPXFEWU3oIGR5Ochc/B2io1nIVHKBWeopp2ll7iVHVL/+CeC8OKIjlHyL7qy2GzUCagGPGlHtryMCfhpSP9nKTh0MSr7Sh7M+rWpUFh1N7jzVRv76AT1mbEIjrlPo+uhmIXbb6nKV28Q5XDvj/q1yW75ykAZhZQTsp0wFIV8B4AD//pyFOcsC9tdt2jJOjxv0ClcNyX+ZMGpZU5A0qT16CJhcI0fgRevzBiGL8MdhIvPZjChzu8+FgO2apALTE2IbwWz3NlPlOvxw3t5GnMvZrk0yswgAIppyJQNfbUUkZ/HZpeSrP1jjREAJeJzoL6Cx83nAg5DwMOTriEiCmFatSHNaXXS0K0coAhlZUBUwfVMFe60+kyQPNrt8Quy3XQcdxI/4Z2IsP3Hr3tpq0K6SRsOMCXG/MvCGDrV12wjYT5myak7TBJOruzqvmdzNAvbSnCQFarvUhdxuAbu1WLUssYQf1IOE5fhgZdyg/XthUA5ZUo0kZ/e6OCL/3FxykV85rAtaxqyEvDIBrmxF9Pygyi8E4QcA5Hx+V5t/PVOkwsms9CnGoOTb74nWz+cbASXg+UZY+zcIdBLiKELCecGKTR3OvDXtW8BtgiFVfh0Tvi41g6U4Qic3eK+zbCFvG0Fd4hIOb12GS3wt6DYrMFXL+r+8/rRH0j8H4Zlx5Ad1eS8pIb+HgI+ZvxDeG9fpk/l9mgsBB1WWIK5PgPAwa906V/KUFIooAX9I7se7Wq00gM55NCRSvdXoLCii5Lupf5M2j/krAW8e+7jRr6KbElYvEs4FKjUHXOS+tv1KlrM/RtmvBWy0oNNz0r79JgkCEc5IGNMlQis/D2ZUrPUo7mVTAMG/vM+N3KT/mSPgtWuxdostsMRZ7FaAIkuVGYaA7TgiZHFnHKHcjYClnSXIjzNjt06WsInkJjwQ19u1n4OQxQpd2i+3tygBP+wwDrZcg48Dpp6zaFo7Ra5EznAZuJSAg9kqkHV7JtzxQ6cUJSXfAb9J2nzeEFACnjdoteM2opEo6C5KWJ1IeFi3c2a1eRagN48HJArXWY6OhDsVH8jvnn+e7FmGpgye/JsJf27VSUij7eq3DkfA+TxfG8UbgxGIFdxqUKaw5Y3f8QxYPs/c0OKqZbwojrBLEOLWzeWpnGAccXWDftqLgMUClshzn4SVfDeXJ2DzWIcS8Oaxjxv9KvppQfskzAle1quwQr/FznJb584CPQIWGcT3FwmyWvpwfmDRJLb0LFSRWFwk58lSDrDTnPqRr9xjCdgoYa1fj3XXXUlbBCELUe4Mwr1gbNstCrtfOpXnhpZT0T8kjN9PJLi4F35EeGWS1uBd7vagxDDpP0z4PghbgnC+LXDANIW3oYRV/faECU8AmdrKYjGLK1lycA1upi4zcFephEuT9TiFCBKlPOuiEo5JgKdQgpc2V5ColnW9XBoSMQ5xKUoArjHr0lSjftuln28gBJSANxDQC32YfgRsyeg7JkWpj0pTJyyDkE9jxlG+IlUR4nICGkVIuAOxr47r1FFSsQj5+gSc164W0QpmLDYkCJzbkZAYh1ti7Pw5cLiNBzaFIhj4Q5HnkIDASEgydjIUaaLV0jmQ9JleQpp/6tpfCdvSNJaCsI1VBUt/axgJSriLGRcT8LQiaUhujMMP5yU33YXVlGD/5gq6uggBx3V6vB/lruRb5AnQNhsKASXgDYX0Ah+nCAG3EVxBxaxKyCLysIODl4HrCdgrYfCq3Hmra5O3HIuScDnkpiUncAkntC4jOaucdRUlX7kxH2VdDvl/CXjVrtthz1vuwQ2JSDaiXcbRDUj9CFg+JyBh/KlEeKzUXABgApX6XZSmP02BsZsjYU8/Wzi5jfQJkDN32QcR7Zj5XRFrlk0hhtvFEo0j2jnbh7Rmb18lLH+uQY2vR4Jz4ga9dgACbojla18g7m+2SXT2Q0I/VwTmDwEl4PnDVnv2EOhHwDlxijN6iXXsfSA/daKEX7p6tHLWlxBed01E/+VUpHqJZ3TRUDZSkt0sYZfb20+cYxDyFXjyZ8sGp/S6HcBOg64j/9B5dZDXgjAV12fELPo9oEGVf8slXIQE73WeBZNTnc5RJC7lf5krGYC45W8E4adxnd7Rt/8hCLgc8pcIODKOaJciBEyMHZzbWepV5BWz+s1RP1cE5hMBJeD5RFf7zhDoRcCdSKtTYFZQYwlKKnuw3uurI8nfi+Tt9lCQmkXC++7LT0iW4Pd2zFviiHbLlzd08xmUfD2Ln53Qhc39PUcqL+WLSMwi11w5wk6PW6aXXMKnwTh+EFWvpTXefhHjDhN9nEaMm3KJBJwBgihjyUvC+VOLcMK1F9PKQR93u9aBLODyQbwTJbiNGXu0GmnaUbd1S/CVJdxMXjKvmDXonLW9IjBKBJSAR4mm9tUVgW4E3Iu0HAm7aFbp3BLBD+OIXtSLcHpFNvfJn81ImEq4T4KgZJw2BSlbz3dqCuuvvSKNTh6UfPd+OK+bnMQiV+1ICNiXV7TE2TWPVcbsF4SVfyEJQpbgpqviiA7s96gGy/n9KOHD0o6Au5nwTk7wzbkEx816gRjCAjbrDlnEUn4aR/TGXgRs5z5L21lJuN/u6+cbCgEl4A2F9AIfpxMB9yKtSpV/zoRnOtikfF2rSwk516aI+7kIcfmVjbqN67uOByVfSyJp2UDCUU6K0vZ5DwF3cSr/2PP7WYSA3VjTCaYnSmgAqPWTlSxX+Xoi7MnAA62ItqqE/EiG0Y2WALmzRkXCw1jAsp5KjUWg5BlxRBJNPevyUo26nvcqCS/wH6SNZPlKwBvJRmzu08gTcDfSclZghgfhSgD1IgUcirif+xFwUOPvg3FkRvyMWeIZ8tmeB3Bji0VY7rtmi+QTy70uR3f1Gty45ZY4SQgYMOlBh/p60aMkYL+4A4CvxBGZmsD5qyLSmcAkCH+J6zO1myvL+Rlcwo9KhCdNJ/jjKEh4WAJeWuOlixjXrifscF2dpPZydnklBeXl5jyJgu723VIS3tx/dTb+9SkBb/x7tFnM0CfgPPlK0XUwPuMXu38QcGijQZe6xReRrex2NpsHsMcZsMnt9ciqX2BWW2GFohvVpvdsizGILeys7bmuIz8P/8WkHPKdotccRySazdkVhCzayi8EkKwtYfkNl5G8+LRdVs3qE5TgSQnhyrmS8LAEbF6iQr4XhG/6wV6+yIaJeu5DwNKPknDRp1bbzQcCSsDzgar2OQsBR8D+OSIRbgGQle2ToJ44op26wdeLhPc5kNdPTGCyn9Vofrw7BC85lzIAo5aVEX/IHUnYT5kqkkPs+stb6W1KWITPS/CVdRP3/W4WdUFbwmKpLzw5idcx47/XT2L/6y5Jc2mzVC7GHXGDRP6x6xVU+e1MOAYlPAnT+PtcSHhYAi6H/CMCnsfAZ1sRHWfXYFKNXJ5vt3rAnRamJKw/WONCoO+XfFwT03E3LwSEgCXpM4uktRVrTLF7xinNFfS2IivuRsJF3c95Ag5q3AJjmfw9KeHtqy6jL+bnkc8T9i14adsvWtnvL2/d+kpYg7ifu71IdH15kYAn6063OtO3TiR45XQJ55gllPC/zcvoNUX2oBLyhxj4lzjCk8pVTA1LwoMScPlAXkaT+L0ExjHj1S0rRdlJXnIQArYE/k9NUSqy+9pmlAgoAY8STe2ru+UUCv22XSLu/4ahIEvwehAexYRV4Eyh6RghGHFL9uuTGMdIG1eOsMh9BBwilmlbOk4JR5uxGP9l/u7+3WUCzvo3gVf2YsZjCWY+N8YR7VHU/TwoAefc0L8k4Ol2CuvjaLbOdD8MKyGfwsAuEo0+TBCamf8AUdCVGp8MxvsYuDiO6FFuft20nQclYCXhfjuun88HAkrA84Gq9jkLAc/Fa7lvziCN+9n1Xyj8ueRfNNxCu7Uxf7fW76+I8LTVu+CwG39NF/ZDaBAXdGlbvnjZ3jhE9KYnJ02RAhHQaHO39xsv/3kQ8hnMuK/VoNc7Eh5E6rEoAQch/xEwL1yfaNXpff3I15F7kTPgWWsqkFs9KE7aXhHohsC4f8R0ZxYIAk6R6ZoVlJXYG9XSB3E/V0K+l2H0idtye/vNpZ+V16lakt9nt8/t340VOsg6BrWAM1JKJyUvCfcilYZc1G/tvT4PQv4NAZdMJTh+opSVDrw8jshIP/a5t6cUZTnkpxrRD2B1wnj6qgZd7voLQl4B4MBuhD+MBWxeaMjkPX+uGdE7+81fP1cE5oqAEvBcEdT7CyEwnwRc1G2bBU5ZG7VbFaP8gvqRr+W0A4IQV3QKyJohVvw/gC5w/ZdDvo2AndZP4OnXXUq/LrqOjIQGsNaCkG8AsId78VhW5QNLhBUl4FUrI/p2oU3s0Kgc8tEl4B1TCQ6wBCwkKUIffUm4lwUchPxVAK8H8LM4oufkXmYM+fYaY1ACVvId9gnQ++aCgBLwXNDTewsjMF8EvOd+vFoK2d//AG6/Oe4cQV2p8Y+Z8Vxr+/0OwJMMEXUpI+gvqhj5pnd0s2C7EavTlxb387Iqn1oivHFqGsdfezl9ugiwRV3QLrd3KsH0ZAkTa9dizQ1X05ZByGus2MaORcbr1CYI+SoiHDc1jZ8IAVut6L4EKX11I+AgZCHxZcQ4rtmgLw9Kvq7voi5oJd9hd1/vmysCSsBzRVDvL4TAfBFwP7dtEHJbbq/5cS5oOQ5CvplV6kUb9yJljySk5u+7mXHqINHURddhCycw349Kq0Wr/JeBfQ/iryQJ3lAkdavTJleqfGJCqLYiemlehcy5iPtZqX41pGU1/tcS4wtgXBfvixrOJNm77CrSp78PRQhYybfQ11cbzRMCSsDzBKx2247AfBFwL7etO3cVUX6/BF0RAh6GfGXFTuVqzXqcNz2Fh261JfYTvedVK2giRyai4LSdlAlMGGcC2HWQfOLCBFzld8WNGYt6Vh5yWtno0jiiRwzyzC47kPcoTaBFCUKpzdtJBrQfYfoWcLnGZxHjCADfjCMyUerDkq/3ctNTCUvJd5Ad17bzgYAS8Hygqn3OQmA+CHjXMt+w9VbYw7lUPevnWgBL5d8J4fWr6vT1th/zPhbwsOTbZn15A3ayMO3Lwf1xRFsvW87nlUp4XML4n1V96twOso5Oj6Fz2d97H+79+zW0XRDyFQD2i6P2F4R+j3Al5G8khL+7qORuOty9SFgwSAjHlxhvJ2ArJHhlcwX9Yq7kW4SAlXz77bB+viEQUALeECjrGOa8TwoCjDIKupP7uQh59rKAi9zfbzudKpe0E/Wpay5vjzQOavxbMJ7siNmNmTCW+5G+/cYpYsl36mOWGEiaj/vxVkQn9BtTPi8fxI+nBN9etB7LrrwydRP3KoTRjYTtS8g0Ey5o1ekxXeZa6Dy5A2lLRHNHC1jJt8gua5sNgYAS8IZAWceYFwL2iWRplV+2iHC6hfpvcUR7doO9G3GNgnzdmNKX/HenAg32XFbSoErOWrNCHv8X1ykrBNHvsRmWgDu4oSUlSQKoMgnOXmNXQv59wvhOq0GnuXb9KlHlSbgc8vkEPJoIZzXr9LxRkm8vC1jJt99TpZ9vSASUgDck2gt4rNFbwPyWIMQpUpN30STWiYygwFskoKgTcY2SfHtt80OP4J23ux63MuH0Vp1eAfBeQYjrOMG5VMJOzDix1aCfFHlUhiVgV4s4jvANgP61fBC/kxJ85u4KtvnHmfTPXmMHIR8FwmvzVYb6EbAlRWPNStEJgtEBf5gfhOWP2+/8uB8+ndKQlHz7oaafb2gElIA3NOILdLxRE7BPmLaK0lRRUYk8cW0o8rUktBrAkrz72ShhHcQvogQnxBGJ7GXfa1gC9q1uZ6EHIU8BuD6OyOhid7oOP5wnb74LrWngqFURiYZ0dhUhYDk35lR2Uy6TL9yJgOdKvm59vgtaybfv46QNxoCAEvAYQF+IQ46agH1pSwZ+1YroGUVx9YlrQ5JvRgzAbXFEO3ckwhqfxcA5rTp9vt965kLAHaoynQuWAgupW7zTZYtS7B5HlGpgFyZgngyqaIBMYNyxAP7NCmmIJNerWp4QyCjIN0/ASr79niT9fFwIKAGPC/kFNu58EPCgaTsOckdcfjGGTme1o96iSsgrGaj4bnL7InFFHJEoO4mYx8FE+N3EWpSvvpru6DWHURKwIy0Cvt+M6CWzCDbkygRw5WQJy666jP5/e+cfJMlZ1vHvM7t3t5efhgAxJuEkOz1HyN30BH9UIhoR/klyUgQsCokFVShUUSYoVWr5u0qsJGhJSEgAtQQhloSIVEVEC7WwKkBhQkpz23PJhZueTYgkEgQiIfd7d+ax3tnpzdzc/OiZ7Z7up+c7/91t99vP+3ne2c8+b3e/75NxBez5+m4obofg8TCAD4irtN0zARsPVymeCuvSWaErKfn2ChhtXM3lJZMeyWwvKQIUcFIk2c5IAkkLOHrf1l30+SN49pmmnB83BZG43C/maSUe91q9x3VluzlVPnTlrKo6YbmHokZu0TiNgC9Y1ufOOQvnuLj630/2fP02gPMG7Y7kVfVTEDwWBnLzoL4PeQ/Y3ct+vSj+qlEXt6zkKZ+eWYxojedYS1jGYd9p2y05yrWd4+DiMRkRoIAzAj9vl01awJvVbHebw7ZCV+vDp09PEWF30f3OL+hZfty3rX8PpVF7J8WML86Smq6by1Vtl7r7MA96WO3Sqr5uQfDFtuLa1br8S4RmuarXlAR3hoFUhuHqFXD5Cn2ltPFvCpyxoLjhUE9bp/1BongKgou7/z92/ei46epZhIUbK8SFxuNmToACnjny+bxgWgJ2NCe5jxvtHztz+bpAJxHwoOOHDJ04Ao7LyPP1BIDvR/eo3SU9Xx+A4K5wRaLXvE6LJBIwFLdA8DsKPNgM5KdHjfZoJSwBftsdF2cHpTjfnuiebxv459VAfj7OOTyGBLIgQAFnQX0Or5mmgB3OTQEMWfzCHTNs8/ZZpKM7Jfr1sC6Xdf9oaImgNOq1Kc/XhwS4rRHI3w2KMc4U9CmLgsRYCMWr6j0QvHXzKe2a/qpbIjIM5JpRnHr4u37d3FiRPxrHddhmDOPOGyl1bim4FXw8d8YEKOAZA5/Xy6Ut4IjrsEovY/l+B8CL+x++Gnf/2avpPrTxZ2FdXjmNgONWvf1tdxcK+WrpOK5rL6HpdpJq1uXBYWPX89VVmZ93P18UVB5bkTDOOE9awFHlC8UdYV3c09b8kECuCVDAuU5PcYKblYC71WW7+25wZ2GOLOXr4unejzweBrIzymh3oYjvhSvy4lFZLvt6b0kRNOry/tNEOWJN6+ge6DjJDxF7070ypMAdJcHOxorcOEK+fw3gHZ2VvAQSZyGUXgbDFuKYdOT37PVM+U4Kj8dnRoACzgz9fF14lgJ2ZC/ZrUeXlrApPAEONAKpzpp6uaafEcWbwwDnAuKWfHQOYgkwAAASgklEQVT3rNdEsBhHVt6r9DK0sF8V5WZdnuqNf9AUdO/T4ceP49g3D8kZk/dZlzwfx1RxQoGXrdblf/vbeM1rdOnpZ7Efgl2q+LW24i+i/YDjXi+pCrhcVSd/94Ab5RsXPo/LBQEKOBdpKH4QsxawI7r5wJX73azQWbzre1qVurHd3+a6z1FFPEk85ZreWgJe0liRd40S8LRTzoNGX6Wma6pohYEs9f+8UtMbVfEBAKvR+8txVsIawMZtAnHKQhyTfhNY+U5KjMfniQAFnKdsFDiWWQu4d9q51cblpRI6KzwdOYrD/xPK2bNC3a3yTlmpqzs9fDgM4sVRLusOOROraOOG8IB8OYo9qoCPHMPhM8/AWe7/B+09PGlfK76+URV/DsEF/VW65+s/AdgH4C/DQN4dtZ2FgCnfSTPL4/NGgALOW0YKGs8sBTzsnu9W7otOk5ayr0cEOKNXYuWqnhTBtjjTz73XrFT1nW3BW5uBvK5fwJ3Xm2JuRBGnH56vKwK8T4HPQtFwT24vV3VPSfCvbh1rKeEtjf3yxd62Zi1gTjvHySSPyTsBCjjvGSpIfLMS8LgHrpKcph2Xmq7w3Tu1521Ks7twyKQCdud7Nf0SgE+EK/LJzr+7r9xMMp09LuaKr7+hwKvDQN5U8fUhBX5cgD9V4LcA/EcYyNWD2pilgFn5jssif26FAAVsJVPG45yFgMfJd3O6dI+uLSxg0f271cL644/ItqTxer4+DOCKAVO4qorjzfoLT0THvfbuqr62Lfh4q4WLo/jdgiJxFuKIc43lqr60JGhKCT/T2C9BR/IbSzq2ZQHva+yXPx7WzqwEzMo3TiZ5jBUCFLCVTBmPM20Bx5VvL8Y0q+Huvd9WM5CO6N2n7OtRAXZOU/32V9Cd13421tZKTMCVqn6kLTjWDOQ3yzV9gyjuVsXZInDrV+8YNQRnIWBWvsZ/CTD80whQwBwUMyGQpoCnke+mFKt6yjvDScCo7NXrtYT7VPH+Zl1+r1+e0wq4Z/MCt6N9ZaGNRlICLlf1ShH8Y+k4lg8dkuc9X93CGmtQ/D0E92xbwxUHD8pKVhVwj3w/FNblvUnkiW2QQNYEKOCsMzAn109LwFuRb4T+4t16ZOcSOu/LJvEUsefrSeD0B606VbFirVmX7ZOkvffd3mPHcXTnEv4EwG4ofikpAVd8/UJb8Pnminy0PzbP1zVs7GF8URYC7pl2pnwnGTg8NvcEKODcp6gYAaYh4CTk20s3qSlp11cRPNlYEbcBfefj1fQ5KM6ZtPodFpPnawMKLwkBezW9AYr3hIFcNWi0eb52thUcFXtaU9CsfIvx/WcvBhOggDkyZkIgaQEnLd8IQm+1efQ4jj59SM6cBJDnq1ut6qJ+WQ3b+3dY2xft1iNnDKnKyzV9c6mFq1VwU6dqF/ziJDH2H1sCPuju97YEnQevBn1KwL1Q1NuCWwf9XNv4lFsJq434sbg2Ry3Ewcp3K1nluRYIUMAWslSAGJMUcFry7cU87TvD3fNO9j+0NOihrGFp3az6hrzb23sv2PrQ0BY+2nzk9LWmWflazyzjj0OAAo5DicdsmUBSAp6FfKPOTjolXa7ph0Vx49pJXPWNx17YPcjz9dsAXhpn+nmSa0YrYW1bx9kHD8rhSZP08it012IbzRZw+eOBdB7oGvZ52U/opTtOYlUF72quyMf6j5tmCnrsHyAK3vOdNKk83hQBCthUuuwGm4SAZynfiPQp++mOeWfYq2oLA/b4jTP9PMl1otgiAaOED4Qr4hbKmOjj+ep2Mno6DOQP45zo+XpMgePNnoVFNjnt1fVJN2MYdE1OO8fJBI8pCgEKuCiZzHk/tirgLOTbizROZdqdGn6w/2Gm7tPPQzeDiNP2oPRuClhwuLSAVx96WOpxh8Gyrz9XUnzyohdh+f77ZT3OeRVf71LgpkGVfBIVcM+0851hXX49Tkw8hgQsE6CALWfPUOxbEXDW8o0wj7o36/n6HHD6U84VX1cVuHTY9PO095pdTJsCdstECq4KA/mFuEPCq+r9ENwdBvKJuOd0rrmxu1MQBnJF73lbFXBP5Uv5TpIQHmuaAAVsOn12gp9WwHmR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id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="20" y="131.83333333333334"><block s="receiveKey"><l><option>4</option></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"><comment w="80" collapsed="false">Square</comment></block><custom-block s="shape %s size %s"><l>4</l><l>50</l></custom-block><block s="up"></block></script><script x="20" y="261.5000000000001"><block s="receiveKey"><l><option>3</option></l><comment w="94" collapsed="false">Equilateral Triangle</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="shape %s size %s"><l>3</l><l>50</l></custom-block><block s="up"></block></script><script x="20" y="391.16666666666663"><block s="receiveKey"><l><option>5</option></l><comment w="94" collapsed="false">Regular Pentagon</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="shape %s size %s"><l>5</l><l>50</l></custom-block><block s="up"></block></script><script x="20" y="520.8333333333333"><block s="receiveKey"><l><option>8</option></l><comment w="84" collapsed="false">Regular Octagon</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="shape %s size %s"><l>8</l><l>50</l></custom-block><block s="up"></block></script><script x="20" y="650.4999999999999"><custom-block s="shape %s size %s"><l></l><l></l><comment w="94" collapsed="false">it&apos;s just comprested</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="shape %&apos;shape sides#&apos; size %&apos;the amount of move&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block var="shape sides#"/><l>4</l></block><script><block s="doRepeat"><l>4</l><script><block s="turn"><l>90</l></block><block s="forward"><block var="the amount of move"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="shape sides#"/><l>3</l></block><script><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><block var="the amount of move"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="shape sides#"/><l>5</l></block><script><block s="doRepeat"><l>5</l><script><block s="turn"><l>72</l></block><block s="forward"><block var="the amount of move"/></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="shape sides#"/><l>8</l></block><script><block s="doRepeat"><l>8</l><script><block s="turn"><l>45</l></block><block s="forward"><block var="the amount of move"/></block></script></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="shape sides#"/><l>8</l></block><script><block s="doReport"><l>no shape possible</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="shapes using costom blocks" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>