<snapdata remixID="8800677"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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mrRcGtT5bEL2Q21IQAIdEvCLfBrD6dbiV+t8tUNltKwEJi2QywD2S1yB5TALXjXk9klr6UAJSCDVAp7LIYax7wzfGtQ4JdXDqPnUC+QqgMsl9rJ27LuCQzN68C5/mvWp30ENIAEJTEng1O3YbMPo2AcuB43Br9S4b0oL6GAJtEkgNwFcdjnDwmebz42t1vhim/y0jAQkkFIBr8THm893t/DpasglKR1DbadYIDcB7Ltjf+fzSBCyMMX7pdYlIIE2Cvgui5vv9A5CPtTGZbWUBCYlkIsAPgYKfS7rGpadrqqzelIyOkgCEsi8wElF+gqGx1eHbHkDNDI/sAZMlEAuAtgr8T4TcVJQ57BE6asZCUggdgG/yK3W4apqjW/G3owayJVAPgLY5RoD9wTh2Aew9CMBCUjgfwR8F9/CPtWQE8QigW4K5CKA/RLPOQ6760Eb3by0VEsC6RAYe1BHxINBja3T0bG6zIpA5gPYL3KkMZxeCTk4K5umOSQggfYKlF1+aDc+lOfm9q6s1STwygKZD+ByieURDFdrXK4LQQISkMDLCXglTnVgoFJjroQk0C2BzAew71KPIvZbtpr/6haq6khAAukSmNfH6x2HHwchxXR1rm7TLJDpAPZKHGYsi4KQ/dO8SepdAhLovIDvcrc1LKrWuLXz1VRBApDpAPZdKsBTQcjF2mwJSEACrybgu5wJbB+ElCUlgW4IZD2AnzIOh1ZWsbIbmKohAQmkV6Dcz2wbcVsQsn16p1DnaRLIbACXXQ62cGkQsleaNkS9SkAC8Qn4LvcZxr418cP4ulDlvAhkN4CLXIbhuUrIBXnZTM0pAQlMT6Dsci6WrSt1TpveSjpbAhMLZDaAfZfHooijl63mFxMz6AgJSEACMK+PNzkONwYhO8tDAp0WyGQAe33sbxyuCkLe1GlArS8BCWRLwHf5hY04qbqau7M1maZJmkAmA9h3+RyWkaDOuUkDVz8SkECyBfwiF2DoDUI+lexO1V3aBbIawMMWPlINuTftG6T+JSCB7gp4Lnsb+EoQMtDdyqqWN4HMBfDJJfZsWK4LQnbN22ZqXglIoD0CvsvDBcNxV9a4vz0rahUJ/F+BzAVw2eV8C5sGIWdowyUgAQm0IuC7XGLgxUrIea2cr3MkMBmBzAWw7/KAcfAqq7hrMgA6RgISkMBLBcr9HGAjqkHIHtKRQKcEMhXA5SK7R4abqiE7dQpM60pAAvkQ8FwedyxHVeo8mI+JNWW3BTIVwH6JcyzMrNZY0G1I1ZOABLIl4JVYYmBtUOPCbE2maZIikK0AdrnHwpnVkNuTAqw+JCCBdAp4LocYuDgI2SedE6jrpAtkJoDn9bOrE7EiCNk26ejqTwISSIeA7/JM5DBn2SoeTkfH6jJNApkJYM/lDAM7BiFemjZAvUpAAskV8F2qFp6ohlyS3C7VWVoFMhPAfpE7jcMFlRrfS+tmqG8JSCBZAuUSh9uIc4M6ByarM3WTBYFMBHC5yE7WcE8QMisLm6IZJCCB5Aj4LmuMZZ9KnceT05U6yYJAJgLYL7HAwm7VGh/LwqZoBglIIDkCXokvGXgoqLEkOV2pkywIZCOAXVZYy+XVOt/OwqZoBglIIDkCXpF3G8OpQcic5HSlTrIgkPoAPmk7ti2MMhSEvC4LG6IZJCCB5An4Lr9q9DB41dM8k7zu1FFaBVIfwJ6LZ2DfIOQjad0E9S0BCSRbwHf5ioWfVEOqye5U3aVJIPUB7Lt81xj+vlLjG2mCV68SkEB6BMol3m8tfxeEvDM9XavTpAukOoDnu8yK4MmZIVsshtGkY6s/CUggnQILoWetywsO7LA0ZE06p1DXSRNIdQCXi3wUw6GVkA8mDVb9SEAC2RIou3wNy22VOl/O1mSaJi6BVAew73KTtXy1WuercQGqrgQkkA8Br8iHjOFDQchR+ZhYU3ZaILUBPHdrXte7Cc+OOGyxfBW/7TSU1peABPItMLef1/RGvDDyO7ZZ/hy/yreGpm+HQGoD2C9xPBFHB3Xe1w4IrSEBCUhgIgG/yDdxuDGoce1Ex+rfS2AigfQGsMvXgW8HIddMNKT+vQQkIIF2CPguJwDvDkI+0I71tEa+BVIZwKdux2YbRlnXuymzljzB8/neQk0vAQl0S2DBjmw18iJrZvSw5eVPs75bdVUnmwKpDOBykWMxHF8JOTKb26KpJCCBpAqUXW7Gcm2lzvVJ7VF9pUMgnQFc4joLPwxqLE8Hs7qUwOQE1ttdd+rBLACem9wZ5kAwi3vN0I8md7yOmq6AX2KugYMrNY6b7lo6P98CqQvgY6BQdPnVixE7f2k19Xxvn6ZPu4C1r39dg03mGMwcsHMsbAN2JfCghWdfbT6Deb2Bwyxjr+EcMfBwBN/tYUPFmMeeSrtNUvv/WB/FTR0eq4e87gZoJLVP9ZV8gdQFsF/iaAtetcahyedVhxL4vwIjdvbBYOYY7BwwewErDGaFg11hzPDPWjEbtYMfdrAfjOCtwCwD6yJ4wMI3Z5hhvUavFdRXOccrcZuBalDjxjYvreVyJJC+AHa52sJ91ZBKjvZJo6ZcwFpMxODCCHu4AWMxK8Cu6GF4hTFE7RzPWnpGGTgNeK+B3YENBrPUYWixMdh21srrWp5L2cBeQciJeTXQ3NMXSGMAP2sd9qiuQrfYpr//WqELAqN2oPmmrkXAjwpwRau/5bba6ogdfLvBNnv4i2YfPWb4K62upfM2Cnj9bG8iHgjC5l8Z6EcCrQmkKoDnuRzhwBlByEGtjauzJNA9gRE7eKDBLgQ2LWAWGTP0g+5V/7+VrB18ewPb/IPAi3bjB7fujLOftNf2Xe6I4JJlIbekfRb1H49AqgLYK7LcOKwMalwWD5eqSmBiAWt37W9QWGiwRzawi2eYlYn6tP4GO3tuAbPQYm4u0FhszMOrJp5KR7xUwC9xmo2YXa0zVzoSaEUgVQHsu4ROxAFLV/NYK8PqHAl0WqBhB860sNDClT2sX2TMEy92umYr61u746ajbLbIwMkGFhfM8MWtrJPnc+b3sXPkcFcQ4ubZQbO3LpCaAPb7ONQ6nF8N2a/1cXWmBDojsPG3XucasM8VKCwy5pdDnanU3lWtfeNgg8YiMFsXiE7Qb8NT8/VcfmwizgtWc9vUztTREoD0BLBLxVqertb5nDZOAkkSaIZvhHMz8I2CGf5MknqbbC8NO3A28H6H6EiF8GTVwCvyKWPYLggpT/4sHSmBjQJpCuAnreHwao1hbZ4EkiLQDN9RnFsc+Hpaw/f3ls0QjuADPURHKIQnd4V5JQaM5XtByA6TO0NHSeB/BVIRwPNcDnLgsiBkT22eBJIikKXwVQi3flX5LvdHcNqykDtaX0Vn5lEgFQHsu3wB+FUQcn4eN0kzJ0/gt/YN2/ZSuDkLv/m+VPf3vwmP0DjyNeaRZ5Knn6yOfJfzgNcFIZ9IVmfqJukCaQngR52I9y9dzQNJB1V/2RfIcvi+9DdhhfDE1/P8PvaIHL4RhOwy8dE6QgIpugXt97GfcVheCcceqacfCcQqkIfwVQhP/RIruzxoI+YGq/nx1M/WGXkVSPxvwOUSF0URjWqdc/K6SZo7OQKjduBWA3ek/QNXkxVt3o428DbHDB8+2XPyeJxX5ELHoVCpcVYe59fMrQkkPoB9lyELJ1RD7m1tRJ0lgfYINOzAJy3mrT1m6APtWTEdq4zawa8b7E8LZvjz6ei4+116LnsbuCYIGex+dVVMq0CiA3heiT0dy3VByK5pBVbf2RCwdtBtYB9rYPfdxKx8MBtTTW6K39nZuxcwPylgdjZmKJzcWfk7ynd5ODIct6zG/fmbXhO3IpDoAPZdFgObBSFntDKczpFAuwQadmBZBC/0muFcXosjduASB7YomOF57TLN2jq+yyXA+iCk+QIO/UhgQoFkB3CJnxuDX1nFXRNOogMk0CGBETt7fwfzDYfeXYz5xW86VCbRy1r7ps0jRh6NsO/vNSvvTnSzMTVX7ucAawmCGm+OqQWVTZlAYgO4XGR3a7gpCNkpZaZqN2MCo3bgewZzY8EMXZWx0aY0TsMOnmSxR/foA1mv6Oa7PG4sR1Xq5OqvKaZ0Ieng/xFIbgCXaD6bdlalxgLtlwTiEhi1g38Ndl6PGT4grh6SVHfUDtwFZlmPGfqnJPWVlF7KJZYAayo1UvlM8KQ45qWPxAaw73KPhTOrIbfnZTM0Z/IERu3Aoxbr9ZqVtyavu+53NGJnH2Yw1R4zrIdOvAy/53KIgYuDkH26vzuqmDaBRAawvy1voMHtQci2aQNVv9kRaNjZ51nMn/WY4eOzM9X0Jxm1A9ca7H8WzEo9GvZlOH2XZyhwSPAMj0xfWytkWSCZAezySQuvr4boE5dZvvoSPtuInX1PD858Y4Z+mvBWu9reBjuwrwNX9Jjht3a1cEqKeS7LDPxXEKLvTadkz+JqM5kBXORO63BhtcZ344JR3XwLjNjBAw12SY8Z3ivfEi8//agduM9iFvSaoTvl88cCXol3mohzgjoHykYCryaQuABe4LLjCNwXhMzU1kkgLoERO/s8MK/N6/d+J3Jvfi8Y7K97dRv6Zal8l7W9sNeSkCcmstS/z69A4gK4XOQUa3hTEPLR/G6LJo9bYMQO/BCcz/WaX+ouzMtsxoh94zsh+lSvGT447r1KYn3f5cvG8otKnSuS2J96SoZA4gLYd1lhLEsqdW5KBpG6yJtA86ETDUbWFTCbGTO0IW/zT2ZeawdnNLDrC/RumdeHk7yaU7nIUdawIAiZMxlPHZNPgUQFcHkm/VEPK6shW+ZzOzR1EgRG7ex3W8zJvWb40CT0k9QeRuzAbQZ7ZY9Z+e2k9hhnX57LOmeU2ZW1rIqzD9VOrkCiAth3mWct+1fr6Gsfyb1mMt9Zww5cHmFX95qVF2V+2GkMOGJnn+Vg+gpm+NRpLJPZU70i1xrD3UHIsswOqcGmJZC0AP43C1+uhnx9WlPpZAlMQ6BhBx5wMH9nzNA901gm86daO7hPhP37ghneI/PDtjCg5/IBAx8NQv6yhdN1Sg4EEhPAc/uZ2Rvx9EjIFsthJAf2GjGBAtbutn2Dxs96zPCsBLaXuJZG7cCaAoW3GPPQU4lrLuaG5kJvr8sLIw7bLV/F2pjbUfkECiQmgL0iHzWGw4KQYxPopJZyIjBiBy4D3tqrZz9PasdH7Ozms6F/2muGT5vUCTk7yHe53lpurdb5cs5G17iTEEhMAPsu3zKW6yt1rptE3zpEAh0RGLEDZxus22NWzu9IgYwtOmoHl1ps2GuG9fKBl9nbcpHjrOHYIOQ9Gdt6jdMGgUQE8Pxt2DKawfObWba4tE4u37fahr3UEm0QaAawA5sVzPA5bVgu80s07MCFEaxXAL/8Vp9eZPP1hhecDWy19FnWZf6C0IBTEkhEAPsljrcR76vWOXpK3etgCbRZQAE8NVAF8MReXpEbjcM3gxrXTny0jsiTQDIC2OUGC7dUQ67OE75mTZ6AAnhqe6IAntjLcznRwBFByDETH60j8iQQewCfuCObbv4i66IZFJc9yXN5wtesyRNQAE9tTxTAE3vN24GtnQ3Uf7MpW179BC9OfIaOyItA7AHsu/wVcEIQckRe0DVncgUUwFPbGwXw5Lx8l1uAa4KQf5ncGToqDwLxB3CJfwbuCGoszwO4Zky2gAJ4avujAJ6cl19iLnBQUOPDkztDR+VBINYAXgjOWpd1PRE7X7Gaeh7ANWOyBRTAU9sfBfDkvE7pozjq8NjMkC0XQzS5s3RU1gViDeByP+/F4ldq6KH3Wb/SUjKfAnhqG6UAnrxXucRtGILKKv518mfpyCwLxBrAvss/Wri/GlLJMrJmS4/AxgdxmO17zNBJ6ek6vk5H7eyrLOYpfQ944j3wXMoG9gxC/mbio3VEHgTiDuBnrcMe1VXoObJ5uNpSMGPDDl5k4S96zNCBKWg39hZH7eCdBn5UMENnxd5Mwhvw+tneRDwQhGyT8FbVXpcEYgtg3+VdwJlByEFdmlVlJDChgLW79jdwHpdU2U8AABf5SURBVOoxw/qf5IRaMGoHni0Q7WbMw3rn7SS8fJc7gIuDkO9M4nAdknGB+AK4yBdxeDio0Xz4vX4kkBiBhh34mYP1jVn548Q0lcBGrJ29X4QJCmb4LQlsL5Et+SVOI2LXoM7HE9mgmuqqQHwB7BLaBgdW1/BoVydWMQlMINCwg5eCfa6gFwy8qlTDDpwNZuuCGTpdF9XkBLxZ7GIK3BmEuJM7Q0dlWSCWAJ7fxzsihwuDkH2zjKvZ0ikwagfeBfYTPWbl29M5QXe6HrWzfwDmCz1mWLdTp0Duu/zEiThn6Wq+P4XTdGgGBWIJ4LLLUmtZFdS5KIOmGinlAtbuuGmDzdYXeOE1xjy9PuXjdKR9a7fbrMEWvy2wfjNjntDjFaeg7Bc5yxj6KyF65eUU3LJ4aFwB/P9G4C+/GDKURVTNlH6BETv7BwZzWY8Zbj5CUD8vERi1A0dY7Gm9uksw5Wvj4y6DvfBvlZA/nfLJOiFTAl0PYL/E26xlSTVEH9zI1KWUrWGa3wcGs02vGfpEtiZrzzQjdvALYJ/V939b8/RcfmYMC4Ia/97aCjorCwLdD2CXL1hYVw1ZnAVAzZBNgRE7ez8w1V4z/OfZnHB6U43Ygf8A6/Xqk+ItQXouCw1sGYToD3gtCWbjpDgC+D9tg2Oqa/h5Ngg1RVYFRu3AXQXsp41Z2fzupn7GBUbs7IMM5rM9ZvgAobQm4M3izabADUHIn7W2gs7KgkBXA3hekX0dw3VByOuzgKcZsi0wYmefZTB79JjhD2Z70qlNN2oHvmaxD/SalfoQ5dTo/uho3+W/Istxy+r8ZBrL6NQUC3Q1gP1teYNp8MNKSH+KzdR6jgQadmDIwif1YayNm9788JWBzxfM8GCOLoOOjFp2WWULHBw8wyMdKaBFEy/Q1QBuavguPzWWsyp1ViReRw3mXmDUDhwL5hM9Zmif3GOMBfDgPWCb3/29Xh6tC5SLzLGGi4KQt7a+is5Mu0DXA9grcbaBvqDGKWnHU//5EBi1AzcbzPcKZmhpPiZ++SkbdnC+xR7eY4aPzLNDO2b3S1xhYXW1xmfasZ7WSKdA1wP4pCK7FQw3ByE7ppNMXedNYIN9w94FCv/msMkuxvz8+bzN35zX2jdvFfG7Rxs0/nKGeeTePBq0c2bf5YmG5cir6jzUznW1VroEuh7AY7ehS/yHhfnVGnemi0vd5lVg1M6+0mAaBTN8ah4NGnbgcost9JiVJ+dx/nbO7JU40MDSoIa+4tZO2BSuFU8Auyy28JpqyCdTaKaWcyiwzs7+k81xHnWwbzdm+Gd5IrB24C0R5ge/IdplS7Pyv/M0eydm9Vw+b+C3QcjCTqyvNdMjEE8Al3iLjfhatc4b0kOlTvMu0LADCyzmkB4z9J48WYzawW8Z7O0FM7wkT3N3alavyCPG4YNBjVz9Qa5TnmleN5YAboKVXX5p4G+WhtyTZkD1ni+BUTtwq4Wf9prhc/Mw+YgduMDAW3vM8GF5mLfTM8532cfCP1ZC3tjpWlo/+QLxBXCJi2xEFNQ5O/lM6lACGwWsnf0no5ibge9nPYSb4Qu8owd7pNGt57b8J+AX+YxxcCo1zmrLglok1QKxBfD8IvtGhi8FIbulWlDN504gDyGs8O3MZe27PORYPrZUT7/qDHDKVo0tgJtOvsujtsEH9FzolF01apfmh7I2y+hvwr8P3/XYI/Whq/Zd7OPPf/56ELJL+1bVSmkWiDuA9WakNF89Oe89iyGs8O3cRa03IHXONq0rxxvAejdwWq8b9T0ukKUQVvh29rLWO4A765vG1WMN4PHb0E9aw+HVGsNpBFTPErD2jduMEt2S5g9m/e/f+TpHGPPLZ7Wr7RXwSgwYy/eCkB3au7JWS7NA7AFcdlmK5ZlKnc+lGVK951ugGcINoq8CGyKixTPMw/elQWSD3XUvB6f5QIgZBZwPKXw7s2vlIp/CsG0lZH5nKmjVNArEHsDz+3iHdbigErJfGgHVswT+UKBhB0+22EUWe20PvYuMefC5JApZu/vWo4wsMpjjDWZRwQxdmcQ+s9JT2eXHJuLcpav5flZm0hzTF4g9gMdvQ4dOxAFLV/PY9EfSChKIV6D54oJRfrfIwEciWDzDDF8Rb0d/XH2DHTjFgYUWvtLDJovy+oKJbu3J/D52jhzuCkLcbtVUnXQIJCOAi3wRh4eDGpelg01dSmBigQ129p4bb+/afrCLe8zKb098VueOGLWz3w1mIZhVG2+Tr7y/c9W08u8F/BKnEbFrUOfjUpHAHwokI4Bd3gWcGYQcpO2RQNYERu3gMc3b0gb7ywLOF40Z+kE3Z7R28O0Noo9bzBubt5t7zNAN3ayf91q+yx3AxUHId/Juofn/WCARATx+G/pZ67BHdRVPaZMkkEWBhh04M4L3OrB5hL3d4Kwo0FhhzMMvtHNea3fdokFhjiWa42AOsfAbA/9aMMMXt7OO1ppYwOtnexPxQBCyzcRH64i8CSQpgP/Rwv3VkEreNkHz5kvA2jfuHRHNsTCHjf/cbbErwFnRa4Z+1IrGiB38C4jmGExzvf2BFQZWODgrjPnlva2sqXOmL+C5lA3sGYT8zfRX0wpZE0hOAJc42oBXqXFo1pA1jwReScDaPXtH+c0cMHPMxjBuvqLzEQP/ATz/anIWtoKxl7qPnWNhBdgVPWy+wpj7R6Qev0C5xG0WqkGNG+PvRh0kTSAxAbwQnLUu63oidr5iNfWkQakfCXRDwNrdiqM0PgGsmWS9WT0UvmDMQ/pvZpJg3TrslD6Kow6PzQzZcjFE3aqrOukRSEwAN8n8Ev8M3BHUWJ4eQnUqAQlI4P8K+CXmAgcFNT4sHwm8nECiAtgrcqwxfCQIOULbJQEJSCDNAr7LLdbylWqd69M8h3rvnECiAvjEHdl08xdZF82guOxJEvkEoc5thVaWgASyIjBvB7Z2NlD/zaZsefUTvJiVuTRHewUSFcBjt6FdbrBwSzXk6vaOqtUkIAEJdEfAcznRwBFByDHdqagqaRRIXgCXON5GvK9a5+g0gqpnCUhAAl6RG43DN4Ma10pDAq8kkLgAnr8NW0YzeH4zyxaX1vmNtk4CEpBAmgROL7L5esMLzga2Wvos69LUu3rtrkDiAnj8NvS3jOX6Sp3rusuhahKQgASmJ1Aucpw1HBuEvGd6K+nsrAskMoC9Ih81hsOCkGOzvgGaTwISyJaA73K9tdxarfPlbE2madotkMgAntvPzN6Ip0dCtlgOeqJPu3dd60lAAh0RmAu9vS4vjDhst3wVaztSRItmRiCRATx+G/q7Fr5UDfl6ZrQ1iAQkkGkBz+UDBj4WhLwz04NquLYIJDmA51nL/tU6x7dlUi0iAQlIoMMCXpFrjeHuIGRZh0tp+QwIJDaAyzPpj3pYWQ3ZMgPOGkECEsiBgOeyzhlldmUtq3IwrkacpkBiA3j8NvQKY1lSqXPTNOfU6RKQgAQ6KlAucpQ1LAjCsbda6UcCEwokOoDLRU6xhjcFIR+dcBIdIAEJSCBGAd/ly8byi0qdK2JsQ6VTJJDoAF7gsuMI3BuEzEqRqVqVgARyKOC7rOmFvZeEPJHD8TVyCwKJDuCx29BF7jQOF1RqfK+F+XSKBCQggY4LlEscbiPODeoc2PFiKpAZgeQHsMsngZ2CEC8z6hpEAhLIlIDvUgUeD0I+n6nBNExHBRIfwPP62dWJWBGEbNtRCS0uAQlIoEUB3+WZyGHOslU83OISOi2HAokP4LHb0C73WDizGnJ7DvdII0tAAgkW8FwOMXBxELJPgttUawkUSEUAl0ucDcyq1FiQQEO1JAEJ5FigXGIJsKZS4zM5ZtDoLQikI4CL7G4NNwUhO7Uwo06RgAQk0DEB3+VxYzmqUufBjhXRwpkUSEUAj92GLvFzY/Arq7grkzuhoSQggdQJlPs5wFqCoMabU9e8Go5dID0B7LIY2CwIOSN2NTUgAQlIYOPnUy4B1gchCwUigakKpCaA55XY07FcF4TsOtUhdbwEJCCBTgj4Lg9HhuOW1bi/E+trzWwLpCaAx25DuwxZOKEacm+2t0XTSUACSRfwXPY2cE0QMpj0XtVfMgVSFcDlEhdFEY1qnXOSyamuJCCBvAh4RS50HAqVGmflZWbN2V6BVAWw38d+xmF5JWT39jJoNQlIQAJTEyi7PGgj5gar+fHUztTREtgokKoAHr8N/agT8f6lq3lAmygBCUggDoH5fewROXwjCNkljvqqmQ2B1AWwV+QyY3g+CDk/G1ugKSQggbQJ+C7nWctW1Tqnpa139ZscgdQF8DyXgxy4LAjZMzmM6kQCEsiTgO9yfwSnLQu5I09za9b2CqQugMdvQz9pDYdXawy3l0OrSUACEnh1Aa/EgLF8LwjZQVYSmI5AWgO4Yi1PV+t8bjrD61wJSEACUxXwinzKGLYLQspTPVfHS+APBdIZwH0cah3Or4bsp+2UgAQk0E0Bz+XHJuK8YDW3dbOuamVPIJUB3NyGsktoIg5YuprHsrctmkgCEkiiwPw+drYOd1VC3CT2p57SJZDeAC6y3DqsDGpcli5ydSsBCaRVwC9xmomYXakzN60zqO/kCKQ2gOe7HBHBGUHIQcnhVCcSkECWBXyXOxy4ZGnILVmeU7N1RyC1Adzk8Ys8Zwu8qbqKp7rDpSoSkEBeBbx+tjcNfhHU2TqvBpq7vQLpDmCXq4F7g5CgvSxaTQISkMAfC/guPrB3EHKibCTQDoF0B3CJo4F5QY3D2oGhNSQgAQm8koBf4lZgWVDjRilJoB0CqQ7gY6DQ57KuYdnpqjqr2wGiNSQgAQm8VOCkIn0Fw+OrQ7a8ARoSkkA7BFIdwE2AconrDNy+tMbftwNEa0hAAhJ4qcD8En9n4ZBKjeOkI4F2CaQ/gIsci+H4SsiR7ULROhKQgAT+UKDscjOWayt1rpeMBNolkPoAPnU7NtswyrreTZm15AmebxeM1pGABCTQFFiwI1uNvMiaGT1sefnTrJeKBNolkPoAbkL4Ll8Hvh2EXNMuGK0jAQlIYPz/LycA7w5CPiARCbRTIBsBXOJ4Io4O6ryvnThaSwISkIBf5Js43BjUuFYaEminQCYCeO7WvK53E54dcdhi+Sp+204grSUBCeRXYG4/r+mNeGHkd2yz/Dl+lV8JTd4JgUwE8Phtopus5avVOl/tBJTWlIAE8ifgFfmQMXwoCDkqf9Nr4k4LZCeAi3zMGN5RCflgp9G0vgQkkA+BssvXrOX7QZ0v5WNiTdlNgcwE8HyXWRE8OTNki8Uw2k1E1ZKABLInsBB61rq84MAOS0PWZG9CTRS3QGYCePw29HeN4e8rNb4RN6zqS0AC6RYol3i/tfxdEPLOdE+i7pMqkKkA9lw8A/sGIR9JKrj6koAE0iHgu3zFwk+qIdV0dKwu0yaQqQA+aTu2LYwyFIS8Lm0boX4lIIFkCfguv2r0MHjV0zyTrM7UTVYEMhXA47ehV1jL5dU6387KJmkOCUiguwJekXcbw6lByJzuVla1PAlkL4BLLLCwW7XGx/K0kZpVAhJon4BX4ksGHgpqLGnfqlpJAn8skLkALhfZKTLcUw2Zpc2WgAQk0IqA57LGsexTqfN4K+frHAlMRiBzAdwc2ityl+NwfqXG9yaDoGMkIAEJ/F6gXOLwKOK8ap0DpCKBTgpkM4BdzjCwYxDidRJPa0tAAtkT8F2qFp6ohlySvek0UZIEMhnA8/rZ1YlYEYRsmyRs9SIBCSRfwHd5JnKYs2wVDye/W3WYZoFMBnBzQ3yXey2cUQ25Pc0bpN4lIIHuCXguhxi4JAjZu3tVVSmvAtkN4BLnWJhZrbEgr5uruSUggakJeCWWGFgb1LhwamfqaAlMXSCzAVwusrs1fCsIef3UWXSGBCSQRwHf5b+M5T2VOg/mcX7N3F2BzAbw+G3oBwoO865cxd3dZVU1CUggbQIn97N/I2JZELJH2npXv+kUyHQAl13OBzaphJyZzu1R1xKQQLcEyi4XA7+rhJzXrZqqk2+BTAfwySX2bFj+OQiZne9t1vQSkMBEAr7LyoLhw1fWuH+iY/XvJdAOgUwH8Pht6GFjOL5S4752gGkNCUggewLlEntZy7VByED2ptNESRXIQwB/DstIUOfcpG6C+pKABOIV8ItcgKE3CPlUvJ2oep4EMh/AXh/7G4ergpA35WljNasEJDB5Ad/lFzbipOpqfWBz8mo6croCmQ/g8dvQj0URRy9bzS+mC6bzJSCBbAnM6+NNjsONQcjO2ZpM0yRdIBcBXC5yGYbnKiEXJH1D1J8EJNBdgbLLuVi2rtQ5rbuVVS3vAvkIYJeDLVwahOyV9w3X/BKQwB8L+C73GTi9EvJD2UigmwK5CODx29BPGYdDK6tY2U1g1ZKABJIrUO5nto24LQjZPrldqrOsCuQpgCvArCDk2KxupuaSgASmJuC7XA+sCULKUztTR0tg+gK5CWCvn4+aiFOAO/We4OlfOFpBAmkXaL73FzjQWq6o1vly2udR/+kTyE0AN7fmYOgZLFJ1DHvZCD9YzY/Tt2XqWAISmI6A38d+xiGILPcN1fF+CKPTWU/nSqBVgVwF8O+Ryi5/Y6FqDZ+u1ri8VTydJwEJpEvAK3GqsXzWgFcJ+cd0da9usyaQywBubqJXYsDYsVtQq0cc/OWrWJu1zdU8EpDARoG5/czsjQiAPmvwqjWGZSOBuAVyG8C/h/dLfBbLX2Pxgjo3x70hqi8BCbRXwC9yJIYqhn8Kany6vatrNQm0LpD7AG7SlYsc1bwlbeDqSp1zWufUmRKQQJIEykUutHDi2C3nOjclqTf1IgEF8Pg1MN9lVsTYLeltIgdv2Soe1uUhAQmkU2BeP7s60dh/z8864C0NWZPOSdR1lgUUwC/ZXc/lEwbOb/41cRByTZY3X7NJIIsCvssJND9kCedVQ76QxRk1UzYEFMAvs49jb1AqUCXiJzPreIshysZ2awoJZFdgIThri1Rx2Nc28PRmo+zudVYmUwC/wk7qP+asXOKaIw8C+kNzHnY5ezMqgCfYU93Oyt5Fr4myJaC/NsrWfuZpGgXwJHZbH+iYBJIOkUCXBfTByS6Dq1zbBRTAUyD1i3wGw0eMxddXGqYAp0Ml0GaBsa8OGgIsXwnqnN3m5bWcBLoioACeIrO+1D9FMB0ugTYL6OE5bQbVcrEJKIBboG8+1q4nGntwx0xr8PVYuxYQdYoEpigw/vjYwMLaUQdPj4+dIqAOT5yAAngaW6IHu08DT6dKYAoCeoHKFLB0aGoEFMDT3Krmq83GnjML9/yyjq9Xm00TVKdL4A8Emq8QfWNx7CUK+4w9r12vENX1kSEBBXCbNvN/Xu698U0rd7ZpWS0jgdwKeCUOHH9j2Z1BiJdbCA2eWQEFcBu31nP5iNn4UodFlZBL27i0lpJArgTKLqdbWGTBq4Z8JVfDa9jcCCiA27zVJ2/Hn0UNqpFlXW+Ed8Vq6m0uoeUkkFmBU/oojjhUHcOWTgHvyqf5z8wOq8FyL6AA7tAl4Be5AMPfjr9n+FsdKqNlJZAZAb/Ie8Y+T2H5h6DOuZkZTINI4BUEFMAdvDR8l3c138oCfC0I+VQHS2lpCaRawHf5HPDB8beQfSfVw6h5CUxSQAE8SahWDzt1O7b53ShVB9zmS8GXhgy1upbOk0DWBOa7DFqoRhBu0oN3+dM8m7UZNY8EXklAAdyla8MvsgDDxdbiVet8uUtlVUYCiRXwinzUbLzlfGZQZ0liG1VjEuiQgAK4Q7Avt6xf5K1jf8dl+NlIDW85jHSxvEpJIBECc6G3tzQWvG8Z/4zETxPRmJqQQJcFFMBdBm+W81wCB97WfIxlUOPfY2hBJSUQi4Bf4m3GEkTw79UQP5YmVFQCCRFQAMe0EeUSf20tVQsXVkMuiakNlZVA1wQ8lzMMnGMMXqXGP3WtsApJIKECCuAYN8abxS7GGfuU9K9HGvjL11KLsR2VlkBHBObOpNRbGHuc5GtthFddw6MdKaRFJZAyAQVwAjbMd1kMzMXgBTVuTEBLakECbRHwSxyNHftD5vIgZGFbFtUiEsiIgAI4IRtZdvnLiLGvK/1LJeTMhLSlNiTQskDZ5eII/soBrxLyby0vpBMlkFEBBXCCNnbBjmw1+ruxx1huF1m8q+o8lKD21IoEJiVwUpHdHDP2OMmnezbBW/IEz0/qRB0kgZwJ/H8c0zE75MBLYwAAAABJRU5ErkJggg==</pentrails><costumes><list 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s="receiveKey"><l><option>2</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>Triangle!!</l></block><block s="setColor"><color>31,255,36,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="turn"><l>120</l></block><block s="forward"><l>100</l></block></script></block><block s="hide"></block></script><script x="59" y="481.85714285714266"><block s="receiveKey"><l><option>7</option></l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>decagon</l></block><block s="down"></block><block s="setColor"><color>107,24,0,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turn"><l>36</l></block></script></block><block s="hide"></block></script><script x="981.0000000000002" y="577.9999999999995"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="453" y="441.85714285714266"><block s="receiveKey"><l><option>8</option></l></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="show"></block><block s="bubble"><l>circle</l></block><block s="setColor"><color>252,255,41,1</color></block><block s="down"></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>25</l><script><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block></script></block><block s="hide"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>