<snapdata remixID="9651865"><project name="lab 2.1 squares and triangles redux" 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="true" sublistIDs="false" scheduled="false" 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KBZq8fWljZmsKZox2sjeLCkvTT0vGyVOY1OHjdHmXC8LEMBenh365j+BYMTZLzfNRgZ2mWJdmnxVO1XThxtpupVCaWDmZUknjtXYz1KWC0bLJdu1xTqsHlFV+MTNNQFr3xl+PN0T25LY1GFzTQL1ui5AALs+BXSg0wjkxQ6XiadffMKYU1UZemCdSyuWe7SSnVqh8ssnaVJts67Bisskc0Mad6tYdV+p++eba36cd5a7qPJPkj0ngzburFDZRa1ZJjODOimCgKsCBLCr/DTeqQSC0aWS3THNnec7qgrvs67M2oeX7k+34UFAtau7B96e2CfrwXmZmB6V9cO/qxXcrqWy+YosnBPvudGLc6Trz5L474aWJXa+UspK+W5UvfMz3igiXZt8joAXBAhgL8wCffC/QDAyUdJ1LQ/UJBRTHyn01drXd66SjHNei1v+dQksVt/su5Ut56flzI53dIguDsxOW/jyxG81VM7aHpv3qLY9tLT2bEVtuo2VVGVlLrlYY2Zu3h5ROwKbX4AA3vzGtICA8+TzmnTrMsuah1UVOinTBSyM4tou60n1zHreWUqy1cpjA0/r/TQ/R3fXcv0r0bfVdbflBKuAvo0fre/izoZPLf+viU0d2iLMOV4TIIC9NiP0x38CwYoHJHNymoFFFAt3yXQJx1yzMnnXGzJfttkroWwdFfhB8TQPZP/aztRIe1mb22ntiRWJAVoa/41q0zwnJuk7o8Sp4zXe+RcIBwIdToAA7nBTRoc7lkDFNgqar9O9extS7LprYvc6v8mmez9Y3QPvqXf2AwqoaqMpbjF/0pOm5WegclSl/yR6bHRbramgVmF9Vnum1iTSbayUvPWfUqGyiS0+eNaaximLQDsJEMDtBE0znVQgGHlL0o9bGv0O9vtlF1U96vyA2+ImCka1tb2zH8ruEXCq3HTHLwJfaY26t1jhEPuMbrS/3HSNZljT8vjP9HX82IQUCKQ5ZV5CWSezqUOGsBTzhAAB7IlpoBO+FMiN/lqB5PKLzR5nVs/VnolPMxn+/F1ybg4EzbeDMincmjKPa4RmBqalPaUksZ8G6P205TZ1gTWJAS8srh3VRzLpfoyuMdK14zX22k3dB+pDYHMIEMCbQ5U6EXAEghHnq+dmX/UZU/WoetnvM7Ay04s1ZtzcXL1mpHQ7C2VQX9Mi5wTe1RdqeWOmPlqovyZ+1Kb6N+YkKz0yr3ryOVnKddayTvdbutPUncUam24/4o3pEucisEkECOBNwkglCDQSyI/eJGsvbc6lu63QxCrn9d4WjxWSOaNYY552Ss3N1WNGOj7dSW35fJH21vmBl9OeemqPMfrdCicH2++wRjMPq9JFTotTNe0syfwpzRPl8WKNbXmpz/brPi0h0KwAAczFgcDmEAhGYi2tddzNVuiKlgP4pYRqTr5Elyxb171nczRVRuM3R3edOieYx/SWObzF6k1otQ44Z3tdfevm6kXTeq1R8WFVumXdJ9M0bUBC5mFJezXTC1ussel+M26/AdASAs0IEMBcGghsaoFgxFmDueUt/YxWT6m80/nNcqsUkfNqhcp/2ngnoM0dwE4/jgqsVE2aPRKydnhXBww7UH+4bVPDpa6vcQA7pUpUkrNG0U+aeXCttFhjW/4+vX26TisItPwPWnwQQGATCuRFbpXRhWlrNGbslMrb84wCN6UI4KXFGtev8Z+3RwDPMjfrEXNBg6YPfjuuUD+rqu+k2Dd1/2YPbLVY/cqXK9+5z9/Mx5odtl9a3ru383v6+iMQV6Dr69/tJ9t0xY7Kvl1Kq7cPf5eiW847TWFJz842hcdt5m5TPQJpBbgDTktEAQRaIZDmq+e6mkypYqGBMzWzV7XiKVfSMAocMF4XvVq/5dYGsJW+MJKz/2+rjiO6fjYkHtkq+f+GA1+Mq9uQ1q+y1aoGXShsZefOMd1a/r7dhX7RZOcSIIA713wz2s0tEIw4G8i3/PcqoAsUDc9yujJF018w0sEpunVzscY2eIir1QHc6LfTTIZeUKLTYv+cdV/163V7MBwTqZXx5a+pZtVsU9C+q4tkMgGU6VQCBHCnmm4Gu9kF8qKVMjbdrj6fKhZOLroxVTPGSrbJS7hWWnixxu68UXfAbQjgwhItKp/4RZGt2EKDH4lr66P9d/eb/A5CuucJU3j2Zr8eaACBFgQIYC4PBDalQF75FJms4rRVGnOpKkM3T9f0fnFpSaryAdnB4zTu7XWfbe474II7dUXs4WnXVv9vhLruIh08r7bBvXw8Iq16c+1vwNt+pEDX5cmuBbv2XRAs6PNV2jGvLdDj4wUDuyxb1jvT8uV9epeu7t9v/b7Eud9Etgp/XLZnk/ON7KqDtnlROYF6eyGbsGT3a1T2m9mmcPtM26ccAptLgADeXLLU23kFgtFSyQ5IA1CuWLiw7i54uvNbb+OQcHY4uq5Y465sjwDudpf62LiWlI1bnaV4jg6eF1fXXevd/VrphR9lq2KBlL3jmwqPPWT98JzfmUPSgG9GKJrJpG/sPySmaNrfjcwZKdp6ulhjj6r/58Ns2YeSdqv3Z9YqsNsc09V5gpoDAVcFCGBX+WnctwLBiBNG+S2Pz9ynWOiMqZo2QTI3pij7QbHG7tEeAVxwh/4WnTX77NpFh6j3OQntMcv5KXvD8d0co7dOzJLp8oMKrk9583pz2Qg1u/BI/bo2JoDr9kn+epWkro29rMzwizVm/Sohw+zq30mm8aohT/AEtG//1nW4gRHAHW7K6HCHEAhGnPWIr0jT14Rioa0ma8bWWdLHqcpamT0v1pjkAswbE1wt9aNbiQ6pWbrvc5EZzyaLHfFVrXK32HBGPCY91b1uYan8U0cpd997UlYXSGjQqvPl3HG2eGzMOKZq+s8lPZmiARuQ3XKcxq1c99kwW+as87nlhrKmcrYpCKXrH58j0F4CBHB7SdNO5xMIRpxXjHqlGfgbioX3naoZb0t2n6Z3dbrq4rWbC2xMcLXUh8ISvbjmuvcPSnzfX7vPSGjHEQ3vfhdPDWjBlQEFtv1IXScMab4qo3+VDdev0030xozjFk27y8qc27QN83yxxhxaL3yd5SobvNBsZSfPMd0mpOsfnyPQXgIEcHtJ007nE8iLHCejx9MOPJH9i6nVt+0pmatTlJ1XrLHJ7Qw3Jria60Phn3Vu1bO/vyv2WN16IEeX1yqQs6F07Ftpbj/n7teq6+X7KLD1whaHY4yOXz1c/9dSobaOY+3Xz86TX01eHzLSheM1dv3aXMfYsmoj1RuJ+Wa2KeDBq7QXIwXaU4AAbk9t2up8AsHoa5JNt4PRV7fE7hhmFXgvNVB8l2IVL2hrcDWL/pByC1dpSfmEb3rZykLt+1RcW/6s4WtH804P6Nt/B5S9+5MKn5f25tZp6p2yEWpyJ1+/D20dxy3641CrxNwU47EJ1Wy3bt3sYbbMKTO0YbnAr2ebrv/qfBcgI/ayAAHs5dmhbz4QWN1dwRznt8isNIO5fmrsTmeno90bl7MyEy7WmMltDa5m737v0A3R+0suq3nzDHXfTzrguXpv70gqm2f0vwOzZHJiKpha70fhNAMx0tjVIzSjuWJtHccUTZ9lpPMb12ukV8Zr7IHOnx9jy/c3sq/UL2Okt58whYN9cDExBJ8JEMA+m1CG40GBYPTvkk312ky9zprolFjJdCNNbDoC82qxxhzQ1uBKJdK1RDsHqsOflF36rZTI0iEfxhXuv+Hu1ybqvnp21n/OO+wWBY+96nlJG949apm5LFGj/msu1A+pirVlHEOr7LRbNGNFqq+fJTuuWOOmO20Ns2Wlkuq/ApZIKGv7J02X9btKefAKoUudVIAA7qQTz7DbWSAYKZNU0FKrO9kvXjyv6j+plqV0bp/775EzdlRrtiNMtYvQuvYLS/RAxYxnT44v3Vf9Rie06+SGD15987DRO7/JUqDwW3W9ZsD8rhHtVxHWEittm4mcMbp19XCN3lQB/E7VtDcDMi+lqi+hmm2dr5+H2fJxkl2/bWFdWfvgbNPtlEz6TBkE2luAAG5vcdrrnAL5FZfImslpBm8nx/7yWZbifZuWs+P2zhm3/aYI4II/6+j4h0fMiZQ8mmzmyGW1ykkuCVJ31FZI/9mq7rWj0DmnK3ePx361+nw9Wlii4cmdADM8rNGQ8uF6q3HxttwBv1c1fQdJF6Vo+q1ijU0+mn2MLVttpHojsRWzTbcm7wtn2H2KIbDZBQjgzU5MAwisFQhGF0s2uQZ0c8cJNS8v3y/+cc8Un7+wd87YeZsigAtL9OaaSQsGJ1btoL3+HFevMxo+eLVgUkCLJweU1fsddRn300fLRupX6/pTUKL/GSn5e2u6w0hzVo/QsE0TwDOKJbtN47rW/T5+rC2720p1O0isPazsFXNMt+vT9ZPPEXBLgAB2S552O59AcM3BUuCFlga+Y2KZLqxO/RbPLjlTS4Lm6xGZwqX6CrrgDv2++unLZ8aemqjsLnV3v6be42HRz6Xnds6WTEJdr+2v7MLle646T8mFQJyj8E4dJqv/ZtoHWZ1SNlIP1i/f2jvglYmfzPy89pSUX2dL8R3fsON/qFT56voPulnpszmmMMU3CRn3nIIIbHYBAnizE9MAAvUEghXPS+ZnLZlMrLo/3t1WNHlqequsl57tlfVoo9drmq+pcQB3L1FhQlpSfvHyLWx1WAc8H1f3fRve/b4+LEsrnjXK+dHDCp119i1lI9RkY4mCO3WPsfpNhvO6oGyEdtmYAF5SM+KFcrtzKrP3izV2z2G2zHnqef/6bSRkj3jSdMv8HwoZDoZiCGxKAQJ4U2pSFwKZCAQj1WqwSETDk46veVU/jTdd0TFovv18l5yb+2TShFOmcQAXlGh65d/+MabmvV+q51FWQx6NN6hq5StGrx6WJZNXoYKbt16eW6v+31+gisbtFc5SP2Wl3sEpZd+MLi8brvVrXbf2Dvj96htXxRXs3rhuI131vP3tPElzGn6WeHm26f7TTJ0oh4BbAgSwW/K023kFgpE7JDX7VfKAxDcaWT07pc+gnCuVbZpkYsqy9QO4213aO76i1ztrrl6QTOahi2qV7zzWtPawtdJTW2QrUS0Fh01S7mFTLigfqVnNTVJBif5gpEkZTmJ1VkD9V56n5JaFrQngSru9FtQ0t7tj1m4v2LOeklR/d4jafBWEHzbG+UcOBwKeFiCAPT09dM63AsGI805rs6tbXFX1DxXYprv79c5+UFsEXs+IpX4AF5To8ciUV46Lf7WXBk5MaOAVDV87+vJuo/nnZynQ43N1vWrX18tGptoesWGzhSVaLKnFh8rqnXFX2Qid19oA/jZ+tJbFD0813kUv2LP/KQX+UP9DI/OXJ0zB7zICohACLgsQwC5PAM13UoG8NSNlArc3N/oTal7WfvGmGyQVBj5Wv+zGO+ylrmVdABfeoRNr3vn1w9F7704W/PmKWmWFN5xTs1p6etu6147Co45V1s7PHVU+XE+nm5mCO3Wmsbo3Xbl1nxurg1eP1EutuQP+uOZyVdmtUjRhr3vBnjvW6XK9D1fNNoVN1onOtH+UQ6C9BQjg9hanPQTWCQQjH0naNRXITokvdV618+1q02OP3MuVpcq0jusDuEQfrLny090T5Vtrn/vj2vaXDR+8+mh8QEtnBZTV/xV1GX3E/WUjdHraytcWKLxTz8gq5S1qijqeLxuhQzMN4JjdRp/UpN5i+OXvTp1b2zP/sPptGGn0E6bw1kz7TjkE3BYggN2eAdrvvALhij0UN/ObA7i66l6FbazJx32y71ePQJP1LZqUcwL4hJnKij1+w+Sq5y5K/uY7dGGtVO9vfUWp0Qt7ZEmBWhVO2Uo2q3pg+Ug5yzlmdHS9XQcEAno5o8KSjNE5j1yg3TN5n3lZ/Eh9Gz+qSdWVO3b5+o2lJ23nVFfvw4WzTeHOmfaDcgh4QYAA9sIs0IfOKxCMOE/wHp0K4KSaFzUk3nT7v26B99U3+29pzT7tpauLL9XF5eNXhmxtnn76WlyFezW8+335wGytnifl7nuPQk+nB0wAABt+SURBVKeMum71SF2ZtuJGBQpL1OJDZY2Kf/7wGD2SFde4dO0sqLlYldbJ2YbHa5+ftLyqd5cGi5UYZQ95woTT/6skXaN8jkA7ChDA7YhNUwikFAhGKyUbbPzZbonPdU51059ijRLaI/cyBdTyg76Xj9Fr8+b+e7/aj4/U9icntPfdDR+8+n6u0RvHZsmEVqvgxu0/L+uu/jpJDd9NymDKQiXaNkfJB7JCGRTXT9/R62P/pha3aKy23fVRzVVNqlt+Wj99fF+TV4KfmW0Kj8ykbcog4CUBAthLs0FfOqdAfsVUWTM+1eCvj/1Neapp8tGO2feqe+DdZr0W9JMmnLy71kx+I1nm8M9qlbf1huLO60ZPFtY9eBU8oVjBg28/Z/Vw1T2l1eiwn4QHKTtxiXIrR5s+WpWqTGGJLpGUbq3r9afedo20rbNJYzPHd/Gh+ibeZBVLvfrdaYnqnsFAvdOqZ5vCvM554TDqji5AAHf0GaT//hAIRr6V1GSt41Nrntc+8aY/yTrh64Rwc8fVF0gvPzpPiWU7a9cbE+o3puHd79LbAvqoOKBAz0XqOnHv5MNRzdVlS0NO0u8l6WlTFG36o+zaEwtL9EGq/YxT1XvQ29KYe5qfuoU14xS19V5UlrRk6hB9Ob7JdskzZ5vCVJs0+OO6YBS+FiCAfT29DK7DCORXnCpr7m/c3z3in+o3NXObDCOgGu2RO0HO19GNjxcHS1P6n6vKh2YmPzp6da0C9e4Rq7+Xnuldd/fbZfxByt5hXvL1oBYC2NlL17l//tAURQc1V8553UlGD2dqfuUsae9PmpZu7uvnlyrPUiK4YYVOI7P8CVNQ774+05Yph4A3BAhgb8wDvUBAyqt4R8bsXZ8iSwk5X0Nnp/hp1nkQy3kgq/Ex6g/SomlfykZ6JJebdJadrH/MPy+gL/8RUPbOcxUeefxfykaq2YUrbGn+fpJ51VnZMvnUsU30NwNjnzY3Xc6CH0Y6LpPpHPiZdFOj3Xud85bHD9bX8V80qOL9OYdr5dEN74gDMmf/nylo4T46k15QBgH3BAhg9+xpGYFGAnYHBZ39iBq8XqMza+Zqz3jTzHNeRXJeSap/PPhz6e6Kmap+5VwVDJIOerO2weflHxi9NCRLyq5W4S3dGywRmWo6bGn+TZK5VMYskrUDFbBjTf/KGc3eBZfoR5Kc9ZkzOoY/JB31v4ZFF9WMVsRu2MioYs8eevu9hoEs2fdnm257ZtQIhRDwqAAB7NGJoVudVCAv8rCMTqw/+r3ji3V6zXNNQJzFOJxFOdYd320hnT9JKhu3Worn6OB34+q6c727Xys9PyhbkSVS3sGzFDzh4gabJKQM4EX5n8iYnWV0nayukOwLpqjykJZmx9n0wUhjMpnBwjXS7VdLwaq60jW2qz6subrBv0He+uhXiuzarX51zqB2mm0KM35fOZO+UAaB9hYggNtbnPYQSCcQjDi7LaxfYjFXtcmvoU3yW+CGR7/su1QYcBbUkmaeKc158ynVlh6kPuclNGhmw9+Hlz1h9PZJWTJdvlfB9Ts22Sawcd12cWgfWb0t6RuFo0WKhNZICihoe5kdKr9ubhjrtj1saa3r+uce/6x01mN1f/J9/EB9FT9h/cffjNxZi25vsNOg8234Y7NNt1+mY+RzBLwuQAB7fYboX+cTCEacDQYa7DR0ds0z2j3+WRMLZ2MGZ4OG93eSrvj5gYrMrHtv+Iiva5Vbb1XkeKX0VI+6B69Cpw9XzuD7TikbqQdbwrWLQ9fIJhfmuN0URUfZRaF/y8gJvgtMUbTZnZKcOgvu0O+NUd1TYBkc026SdvxaKq29QBWJAevPeGXF6arZov5bRrZytumW0fvGGTRLEQRcFSCAXeWncQSaEQhGnN+C12+zNzi+SCfXvNCkcLYqNCj3Sk0cK71534dKrOirQbcm1Od3De9+SycHtHBSQFnbfaAul+z7ZNlIHZPO3i4KzZfRHpI5yhRFnraLw2fJWudd4WdMUTTtwheFJXpT0uB07Tif/2S+VHxXSO9XX7f+6+dFdxygb0bs1OB0K10/xxRekUmdlEHA6wIEsNdniP51ToG8yNEyGzaaD9kqXVOV+oHfsj3v0JSdj1bscSe8pGPKa2VyNrDFvpbmDsiWjFXXiXvK9FwypHy4Wly20S4JD1LCOo9YrzBF0eR2RHZpt26qrV67EEegpymqaGEpDamgRMcYKfXGxilm9bIb9lP25yet/+TF6rNlc+qvuWG+mm0KGj4K3TmvDkbtEwEC2CcTyTB8KBCMvCJp/Q+g51b/R7skvmgy0A/2e1n3fvIn2ViB9ns6ri0Oavhb8dsnB7Ts/wLKHvSEupx3yq2rh2t0Oi27KHSFjK6V9BdTFF3/mpJdHJotm7x7Ps8URe9KV09hiR6QdHK6cs7n5948QtstqdtP4b3nf67VP9u2wWlG5pdPmIK1vxZnUiNlEPC2AAHs7fmhd51awHZRMLpaUnL1iX3jn+jEmkbv7Egqy87Vtdlna4ufWu33TMOlnFe/ZfTyQVkyOZUqmLplWaJG/ddcqB/SsdrSkHOH/GNJx5mi6BPrytvFofNkdaek2aYoemy6erqWaOeAlGK5jYZn5sbydMnYG2QSAZUdvI3efaHJ/hRvzjaFP0nXHp8j0JEECOCONFv0tfMJBCvulsxZzsC72kr9oervKQ1uzx2mPgt6KrTh9VnZhPTf3tmq/kHKO+Jm5R9z9djVI9TsO7zrQ3ZB152UFV8gqdwURQvrN2gXd+kpm/gu+WeBvG6m/6qydJNSeIdukNFlLZXb87XBOu7u05JF3lj8a1X277qhuLU2xwS2etQUpP2HQ7q+8DkCXhIggL00G/QFgVQCwYrVkkkG4YjqOSpKNH0D6MUJh8ve2PDn0a8fMHr3nCwFun2tnpcPXHj/eCWDPN0x+F/5Z3TZ1VxY9V3iqVcPiTkv5TY4Dnw1f2ZONzNk5SuJa+afF3syXX0ruiln1CQ9UpOtBlsI1j/v5Nt+p4Hv76YvLhmkTyc3fG6r5zvvvvvXfX7mLPDBgYCvBAhgX00ng/GlQH50nKxNLtp4YPwj/aLG+Wm44fG/sjMVL9jw5FXtGuk/Pde+dnTuKfrdp09o1yWZ6Rw/Jahtdg3ovzdU6dNXmu5OuNuwbB14fq6WvhrXM9evXUEjTdVvDpIeOSJ1oeyaHF0y5kZl1Wbp5bIzVVtvHDlrorpgq22LD6tSikUrMxsPpRDwqgAB7NWZoV8I1BcIRpxVnwZ0sxW6oqrh8pOf/P1gfXdG/wZeC64MaPHUgLL6vK0u4w7O2LJP0Gj+/vmqSkjbvxhVbdO1P7R9ntFHB+QrbuvKxJruB5Fxe07B3d/6kX5515lKNY4DJl6rwbdMJYBbJUrhjiJAAHeUmaKfnVsgP7q/rE3e+o6qfkL9Es7uhVJt91w5i1XYwIa/ytVL41qwc1nytaPQ+ccrECzP2O7M3So1Yd8K/efTPI1/vqDZ8+45ZrV+vE2Nip8v0FOfbtx2vIc+Oky9lu/aZBx5X/ygUUX9ZI0I4IxnkIIdSYAA7kizRV87tUDf4OtfL9Wg7Q6ufV/H1r6etJj35rFaMzj5mu76Y4cpHyi0IO2zUSktR542SQP6fKT7Hr9I7358YLPeBw2ZreOG3qN3Pz5A9z2e0bLPLc7d5xP3VKxfvQevJEVvHqeJV/7FOW/C0GpN7tSTz+B9KUAA+3JaGZQfBZ7N0dzDc1YP7RGv1ISqB7T0un3kBNew1X/RomCDXQzbNPzC+A+66tvfyMro8u3/pWoTbLaeLWqX6fJl56rG5CXLJlR/wYw2Na+Bsfc0u9tvkyd3e3GZnn5/D/3iuSqd/KTuPqxa57StVs5CwLsCBLB354aeIdBAYG6u3jr1R9N//P17w3VV1T/0XsWJumnlr7RLrMVFrTqU4itdhummre/UbjvcqDuumqzBH0qXlej/hlbr+A41EDqLQAYCBHAGSBRBwAsCz+bpxSt/r4Neva1C51X9Ryu+P0hn2sk6flWJAkqoxuRqeU5vRQLN/3bb0ji2r16scKJcy3L6qDxri7RD7lH7nbas/TpZ1jmnLUfX+Cr1rP1CWTauWpOjv215pZ79/ARlXXip5pzxkA56Wxp7j+4/tFqnt6V+zkHAywIEsJdnh74hUE9gbq6uf3yoLp+15EVt+1kfjal+VP+rOFNb536l85dP0F6VLyVLP9jlIv2zy/hW2RUkVure5Xslzzmj5weqCDRYfyNlXb1qF+tPKw5VxBTo9K0/bFV7TuFzyyfp2Ohfk+e9Gj5Gt/e8SWsqC7Vfj7/qppkTZAMJTbhTGvK+zhlaI2cTCA4EfCVAAPtqOhmM3wWezVX12Tcq58urv9eBlZ/q8Np3lGtrVGVytf+YuTp8VN26GAvn9dIjtx6oFd9kdjf8k6MW6ORxL+mTN3vrz1cclTHjuNv+rV5FK3TXlUfp4zfWb97U4vlO+RN//7J677w8WW7OHfvr3TsOUSAe0MqeKzT7zAe1rPdX2nqFdPvVKh9arfT/Gsi4xxREwDsCBLB35oKeIJBW4Llc3fDFNrrs0mJp+U2fyK7cEHqBbT7Rr6b+RLfslKveQaOKuNX4hTV6cFlt2nr/uUeefr5llsYsqNbd36Qvv67CS/rm6PK+Obrnm1pdtKA6bTvn9crWlIG5yXIfVSQ0fmG1Xi9r+iJxtzXSnVdJ2TU6f2iN7khbMQUQ6IACBHAHnDS63LkFns3RrTK64I9nyczfSarMk3JqpXBUKqiQCvKMLt0vV0f0S+7hoIc/qdXNrzUfjuEcoxfOzE+WPfKflVpZmWL1jWbIi3oEdP8vgloVszri/spmJ8Zp49L9c/Tz/nWrc/17Ya0mv1qthJXKukqRfKk2WwpXSoM/kIY/qLiRJg2tVt0eixwI+FCAAPbhpDIk/wvMlfqZXN0qqx/LKCSpxtk8QZKzUUIyQfuOytmm7wV1T0dFP01EFl5X/dmqNxIVjXV6nZaz5cCJOf3L5sfL5p1W5WzC0Kpjv6eCg/J7B0IfjKle8P1/a5u8gLzVEdmFAy/N2TFvGxNMVCuxeFrNZ1/9vWbdXsJOIjsvMjvflWcbaU1CejVerbOOlCKt6giFEehgAgRwB5swuotAawTsp/lDFDezJO1Td54da4oqG+yIZEtD/5J0goz9vRlQ+afW1J+scVHoOhlNlHSbKYpeWP98Wxq6StLaDR3s80pkjzI7rWl1yLe2T5RHoCMIEMAdYZboIwIbKWBLQ06wXlBXjXlQ1VmjzG7lK+1SBVUTWiOjbBnb2wyo/LK1TdklocFK6E1JX5miaHJLJrsg2FdZASf41z3RdYMpijohzYEAAmsFCGAuBQQ6iYBdEj5dCeuEYoGMPpfRKFnbVdY8IGteMgMjme/a0MjMloYXSnaglPiZrNlOJnnX3c0JZWf5alMUfaKTMDNMBDIWIIAzpqIgAh1fwJbm9ZeynHCs2xzQ6iMZ7SbZ8aaoclpbR2gX598say6W9K6ktetimoeVCDhfOa9oa72ch4CfBQhgP88uY0OgGQFbGpok6Q/rPw4kDjP9Y8+2FcyWhs6VdNeG8zcu0NvaD85DoCMJEMAdabboKwKbUMAuCl0joyvX3glHZM0os1Pk3tY2YRfnXyhrbl1/ntFwMyD659bWQ3kEOpsAAdzZZpzxIrBWwC4O/U1WZ8tqvoz2XPvHt5ui6KhMkOyS7oWKx2bJmNPWlv9A0iDJTjZFlRMyqYMyCHRmAQK4M88+Y+/UAnZxaKWsussGdlUgfpismbn2bvg9GTvKFFW+1hyQLQ0fKSUf6Oon531dY0ZJ5kvZxHOydoEZWLlLp8Zl8AhkIEAAZ4BEEQT8JmAXhY6R0WxJ75iiaPIdYbswNFgBOaH647rx2nGmqHJ647E3+P3Y2mcVT4wyu1QtSp5RGvpa0naq1Y/NLtF5fnNjPAhsSgECeFNqUhcCHUTALg6VyGq48yCWKYpeU7/bdnFopqx+X/dn5iElAhc4TzLbRcF+Msl3e4+s+0jXmQHRut+Q1x62NOR8fr6srjUDo84iHBwIINCMAAHMpYFAJxSwpaFlkrZWwuxldorMb3KXuyh8mkzyK2ZnJ6Ivk0Fs7O9kk//9haxGmYHROU3OWxA+Sln2KUnzTVG0bn9DDgQQSClAAHNhINDJBOyS8GFK2P9K+tAURQc1N3z7WbCvahqsZlW3ilYwa5TZoXxls+eVhpx1nreUCQwyAypav1FwJ5sPhtt5BQjgzjv3jLyTCtjSkPPK0IWyut4MjF7RbJA6S0xazUpu+LD+sM8pnj3K7LxmYbPnLQr9RUa/ldWVZmCU3Yw66XXGsNMLEMDpjSiBgK8EbGnoC0k7KKAhpn/0rVSDs4vyR8uYP6797B0Ze4+sGS2pv4yikhllBkTuSXluaeg4SY/L6C0zIDrEV3gMBoFNKEAAb0JMqkLA6wJ2UfAgmcCLkllkiiI7Ne6vXdqtm+I1s2TtqWs/m2WKoslNHGxpjwKpcpZkTk9+ZlWi+6OjzCQlmtRTGnK2JSxQIGsn039N8glpDgQQaChAAHNFINCJBGxp+Bbn9SIZO8UMqLyk/tDtwtDPZTRLRjtKdo0UGGWKIv9IEa5OIK/btnB+8p3hAZWvNqirNP/vkjlDxlxiBkSmdCJihopAxgIEcMZUFESg4wvY0tDiuq+R7YFmQOUr60ZkS0POnr3rXhv6r0x8lBlQ5ZRNedjFoX2USIZ13VfMCVtsdqq8ZUN9+SdK5mFJr5ii6IEdX44RILDpBQjgTW9KjQh4UsCW5u8rmddk9JkZEO3rdNIuzhugRJYTpIev7fQ1pii6YZOGNCOxi8MzZO1Fa4v9q+6uueJ7+7Zy1C1ULqugshN9Td/YZ55EoVMIuChAALuIT9MItKeALc2/UTITnIerzIDIGFsaPkNKOL/pdpXVZwpolBkQdd7hbdVhF+efIpvc/7d7/f1/bWn4QcmeJGvHmIGV6x7oalXdFEbAzwIEsJ9nl7EhUE/AloY+lrSLTOBQmcQJSij5cJWM+aeyckaZvqtXtxXMfhLcUTmB22R19No6bpQ1H8rY+yT7vCmqPLStdXMeAn4VIID9OrOMC4GG4fsjSc7azCuSK1lJzn/L+frYDKys24RhExx2UehKGa1d2tK+JJmfJhetzNP2pnf0m03QBFUg4BsBAtg3U8lAEGheoNFDVk4kvi2jUc29B7wxlnZR+HAFdJusLZJRXFZZkkaZoujtG1Mv5yLgNwEC2G8zyngQSCFgS0OrJHVb+9GfTFF07WYLm4fLfqQuys13fl8+c20LX5mi6A6bpzVqRaBjChDAHXPe6DUCGQvYj9RDuaEfkktnBMwZpn/k/oxP3siCdnG4WNYm3wM2RVH+f7ORnpzuLwH+QvhrPhkNAikF7OLgIcnHrQbEnmtvIlsaOl41+tLsGn2nvdumPQS8LEAAe3l26BsCCCCAgG8FCGDfTi0DQwABBBDwsgAB7OXZoW8IIIAAAr4VIIB9O7UMDAEEEEDAywIEsJdnh74hgAACCPhWgAD27dQyMAQQQAABLwsQwF6eHfqGAAIIIOBbAQLYt1PLwBBAAAEEvCxAAHt5dugbAggggIBvBQhg304tA0MAAQQQ8LIAAezl2aFvCCCAAAK+FSCAfTu1DAwBBBBAwMsCBLCXZ4e+IYAAAgj4VoAA9u3UMjAEEEAAAS8LEMBenh36hgACCCDgWwEC2LdTy8AQQAABBLwsQAB7eXboGwIIIICAbwUIYN9OLQNDAAEEEPCyAAHs5dmhbwgggAACvhUggH07tQwMAQQQQMDLAgSwl2eHviGAAAII+FaAAPbt1DIwBBBAAAEvCxDAXp4d+oYAAggg4FsBAti3U8vAEEAAAQS8LEAAe3l26BsCCCCAgG8FCGDfTi0DQwABBBDwsgAB7OXZoW8IIIAAAr4VIIB9O7UMDAEEEEDAywIEsJdnh74hgAACCPhWgAD27dQyMAQQQAABLwsQwF6eHfqGAAIIIOBbAQLYt1PLwBBAAAEEvCxAAHt5dugbAggggIBvBQhg304tA0MAAQQQ8LIAAezl2aFvCCCAAAK+FSCAfTu1DAwBBBBAwMsCBLCXZ4e+IYAAAgj4VoAA9u3UMjAEEEAAAS8LEMBenh36hgACCCDgWwEC2LdTy8AQQAABBLwsQAB7eXboGwIIIICAbwUIYN9OLQNDAAEEEPCyAAHs5dmhbwgggAACvhUggH07tQwMAQQQQMDLAgSwl2eHviGAAAII+FaAAPbt1DIwBBBAAAEvCxDAXp4d+oYAAggg4FsBAti3U8vAEEAAAQS8LEAAe3l26BsCCCCAgG8FCGDfTi0DQwABBBDwsgAB7OXZoW8IIIAAAr4VIIB9O7UMDAEEEEDAywIEsJdnh74hgAACCPhWgAD27dQyMAQQQAABLwsQwF6eHfqGAAIIIOBbAQLYt1PLwBBAAAEEvCxAAHt5dugbAggggIBvBQhg304tA0MAAQQQ8LIAAezl2aFvCCCAAAK+FSCAfTu1DAwBBBBAwMsCBLCXZ4e+IYAAAgj4VoAA9u3UMjAEEEAAAS8LEMBenh36hgACCCDgWwEC2LdTy8AQQAABBLwsQAB7eXboGwIIIICAbwUIYN9OLQNDAAEEEPCyAAHs5dmhbwgggAACvhUggH07tQwMAQQQQMDLAgSwl2eHviGAAAII+FaAAPbt1DIwBBBAAAEvCxDAXp4d+oYAAggg4FsBAti3U8vAEEAAAQS8LEAAe3l26BsCCCCAgG8FCGDfTi0DQwABBBDwsgAB7OXZoW8IIIAAAr4VIIB9O7UMDAEEEEDAywIEsJdnh74hgAACCPhWgAD27dQyMAQQQAABLwsQwF6eHfqGAAIIIOBbAQLYt1PLwBBAAAEEvCxAAHt5dugbAggggIBvBQhg304tA0MAAQQQ8LIAAezl2aFvCCCAAAK+FSCAfTu1DAwBBBBAwMsCBLCXZ4e+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s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="10" y="13"><block s="receiveKey"><l><option>space</option></l></block><block s="clear"></block></script><script x="371" y="15"><block s="receiveKey"><l><option>2</option></l></block><block s="show"></block><block s="bubble"><l>Triangle</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>15,153,0,1</color></block><block s="setSize"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="547" y="12"><block s="receiveKey"><l><option>3</option></l></block><block s="show"></block><block s="bubble"><l>Diamond</l></block><block s="setHeading"><l>30</l></block><block s="setColor"><color>0,8,245,1</color></block><block s="setSize"><l>8</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="724" y="14"><block s="receiveKey"><l><option>4</option></l></block><block s="show"></block><block s="bubble"><l>Pentagon</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>140,0,143,1</color></block><block s="setSize"><l>6</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>72</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="905" y="13"><block s="receiveKey"><l><option>5</option></l></block><block s="show"></block><block s="bubble"><l>Parallelogram</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>76,255,241,1</color></block><block s="setSize"><l>4</l></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>60</l></block><block s="doWait"><l>0.25</l></block><block s="forward"><l>50</l></block><block s="turnLeft"><l>120</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></block><block s="hide"></block></script><script x="1080.9999999999995" y="10"><block s="receiveKey"><l><option>6</option></l></block><block s="show"></block><block s="bubble"><l>Star</l></block><block s="setHeading"><l>90</l></block><block s="setColor"><color>255,219,10,1</color></block><block s="setSize"><l>2</l></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>144</l></block><block s="doWait"><l>0.25</l></block></script></block><block s="up"></block><block s="bubble"><l></l></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" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>