<snapdata remixID="8806935"><project name="Lab 2.1 Squares and Triangles Redux Starter Code" app="Snap! 5.1, http://snap.berkeley.edu" 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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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jevQU8p2S8LyFEOgLgKZPgWmLj2mkY4XWFG2Vyr5Vs/5xk6++sZZ0dW37yX5NvfHSFc276t1dWbCXpZKof10oM8OTVieYgjURYA94Low00hWApeXbVttXKuHnXdPUOdDevbvwTPOsQcSlKVIAwSWle0txdB+oPu6E22r9KSMA05eZLc1oOs0icC4Aok+1OPWSgACOQismGvbVEp2uz6028atXhvwXz/3jB30iUusOpczrxYSuKZsW68J7Y/q8pQE3V6rc8J76JzwXxKUpQgCuQqQgHPlpfKsBC64wDaZ8syGPdct49apc4k/mL3I3hq3HPHNJdA/3x5Uj16ZoFdr/x7YzqeXmT86gR1FchTgHHCOuFSdncBmz9iNqi1+8i3YpSTf7NZDI2vSrWI76jEYf0rQhwlTQu4PTuBGkZwFSMA5A1N9eoHq/aE6hHxInJp0aEdF7AzNFfzxOOWIbW4BXTy3m3r4wwS97NI0pY8kKEcRBHITIAHnRkvFWQgsn2+XJpmcQdl3nvaYLsiiD9TRXAJar4erR1+K2yt9JrbR1JfXxi1HPAJ5CXAOOC9Z6k0toOT7fn1Aq081ivMKg8A+ObNsl8YpRGzrCeiccPVxhO9M0PNFSuLzE5SjCAKZCpCAM+WksqwE9LScnSy0P6i+nhh1Rrri9VRd8XpZjDKEtrCADiv/p/Zsj4g7hK7Ajphetu/FLUc8AlkKcAg6S03qykRAD1fo0WHn61RZnORrutr5IpJvJqugZSqZ1Wdv017Ef8TtsCZy+c6XlyS6rSluU8QjMKoACXhUGt5olMCEqfY1JdM3xGlfe0HX6mrn0+OUIbY9BJSEj9FI7o05muC5x+0nMcsQjkCmAiTgTDmpLK3Aivn2yahgR8as57rZfamfKRuzScKbSUDndHfXde/PxOmTvrTt3b+Ap2DFMSM2WwEScLae1JZC4AuLbUc9G/C8mFXcvSog+cY0a8vwWYtsqgb2XKzBRTZrYB5zRscyIzgzARJwZpRUlEagXLZgaL2tUB1dMepZWwzsEJWtPtOXV4cL6FxwGPTYrvqvdm79LwV/3x9NJALZCZCAs7OkphQC20a2QBvCt7uriGxQVzzvN6NsT7jLENj2AjPPtr9GQ/auWAPVs4d1y9v/iVWGYAQyEOA2pAwQqSKdwEDZXq1HBFaf7ev+QqgP7vt08c0N6VqmdLsK6NzutdoP/kCc8XVV7KDp5/IM4ThmxKYTcG/w0jVDaQRGF4gq9p96N85n8Rsk39E9ecesd6F9UA6/j2MxWEw0xWWcJohFYCOBOBu9jQryCwJZCCw72z6sJ73uHKOup773O3t3jHhCO1Rg3StsXx0pqcQYfrfmHed8cAwwQtMJkIDT+VE6hcAVF9sWQdEu91ahjel6XXT1jytXxtqoeqsnrs0ETj3V1oWhHRVnWJoA5vCryhuupo5TjFgEEgmQgBOxUSgLgaGn7F9Vz2beuiqhnTqjHHvCBW/1xLWhwOzF9n81rFviDG2wYl+PE08sAkkFuAgrqRzlUglcUba9lFDviFHJ/ZpsYZcY8YQi8N8CenDDav0y6b8XjPMPHbc+6uQ++9Y4YbyNQCoB9oBT8VE4qUAlivU4uXB9aIcnbYtyCHSX7C1xFIpm/x4nnlgEkgiQgJOoUSaVwPKy7ampM/b1VqLDNJ+bs9j+7I0nDoHhAifMt1/oYr87hy8f4/dS/zm2YIz3eQuB1AIk4NSEVBBXQBe6rNTG0HX6Q0EPzVxoZ8dtg3gEhgvo1qS9tcw/a1pgZ2lyGLaRwyH5PTMBPlyZUVKRR0CTbkzXBAl7emKrMYOBvb9QiDe1oLdu4jpPIIzsxBij7umfZ6fFiCcUgVgCJOBYXASnFdCMVxfHqOOOU8rxrmCNUTehHShw0iL7or7OuZ+apC9/53cgE0OukwAJuE7QNGOmvYnqIUDXbUc69Dekg3+x7uHEGAGPQNBl/+yJeyGmOk/0QIx4QhFwC5CA3VQEphUoBHaptw6d+/1Sb9n+4o0nDgGvwMz5drM+X6u88dpITvfGEodAHAEScBwtYhMLLJ9nb4wiO8xZQWXCoJ3ujCUMgdgC60I7yFtIR2OKK8r2Bm88cQh4BUjAXiniUgnoXNqXVYF2PFyvrx1/nv3NFUkQAgkEXrit7R5vUU1peYM3ljgEvAIkYK8UcYkFvlC2XVV4F1cFes7v4KCd5IolCIEUAt1ddnSM4tsP9NmhMeIJRWBcARLwuEQEpBUYDO1jqsO391uwyz7G3m9acso7BE6YZ39U2COO0OdDhnT/Oi8EMhQgAWeISVUjBb69xHq09ISR79RcEnYH1lfzHRYikIdAZG/zVqtzwVuVy1byxhOHwHgCJODxhHg/lcCDj9sHVMFUZyW3n1C2p5yxhCGQWqB3kR4IUrDHvRXtYPYhbyxxCIwnQAIeT4j30wp8xluBnvV7vDeWOASyEihU/LNj6WKsS7Jql3oQ8J2XwwmBBAKXl21yKbSnVXT8L3oFu1dz9e6eoBmKIJBaQJPEhNoTdm0PNZf5gbMW6eEOvBBIKTD+hjFlAxTvXIFg0N6u0fs+YxW7sHOlGHkTCFzn7UMU2BXeWOIQGEvAt3EcqwbeQ2AUgaBonxzlreGLw6GSfWX4Qn5HoF4Cq5+1U7T7q+usHK/QXueIIgSBcQVIwOMSEZBE4LKzbWeVO9BTVhu+X+qhC896YolBIA+BT1xiTyj7Vk+XjP8qWFGnV3YbP5AIBMYWIAGP7cO7CQVKRfu4ihY9xSsVm+OJIwaBPAUqZp/w1q9rG9wXF3rrJK7zBEjAnbfO6zJifbCOcTWkR8P9tct+6YolCIEcBU7us6tjVP/uGLGEIlBTgARck4WFaQT6Z9kkHc7bxlOHnpB0syY3CD2xxCCQs0D1c3ifs43SZWfZq52xhCFQU4AEXJOFhakEtrL9VX6Cq46ilV1xBCFQB4GoYqd5m+nqshneWOIQqCVAAq6lwrJ0AkU701nB4NTX2K+csYQhkLvAI132XXcjBXunO5ZABGoIkIBroLAotcARnhr0iMKfTptmuvaFFwLNIaDTIWt1M9I6T2/0fOvXeOKIQWA0ARLwaDIsTyRw5Rm2qTZgXZ7Clcj+1RNHDAL1FIgK9lVPe7p9rnTl2XaAJ5YYBGoJkIBrqbAsscBgl+3hndKvFNiNiRuiIAI5CfRMsMXeqjWBDM+u9mIRN0KABDyChAWpBEruRw+um1m2h1K1RWEEchA4Ya7d461We8Hv8MYSh8BwARLwcBF+TyWgieo/7KlAG64fe+KIQaARAvocr/a0q/PAm3niiEGglgAJuJYKyxIJLJljU1TQtUFSAr4qUSMUQqAOAjoP/ANnM5OWLNnwuXeGE4bASwIk4Jcs+FdKgZ6p9lpvFauH3Bs4b5XEIZCdQMXOd1ZWKD3hm/PcWR9hHSRAAu6glZ33ULXXcLi3je3/aI97Y4lDoO4Cj/nvTy9W7MS6948G20KABNwWq7E5BqEP06GenmiayqFpK7n/12NFTGMEegfsOd1Op4+q41WwNzqiCEFghAAJeAQJC5IK6IKUN3nK6vzvg544YhBosIDrEZnK0ps2uJ8036ICJOAWXXFN2e2Cc0MU2J1N2X86hcDLBPRF8baX/TrqP7URnTzqm7yBwBgCJOAxcHjLL6Ap/EreaE14/21vLHEINEpA1zR80dO29oC79fknCXuwiNlIgAS8EQe/JBXY0Wxrb9nu0H7rjSUOgUYJrF1jt3jb3jrQDHC8EIgpQAKOCUZ4bYGhiikH+16TN7W7fJFEIdA4gSc3sVXe1gtDtpM3ljgEXhQgAb8owX9TCegwnOsJSNUrS6edaU+naozCCNRBQIeVXRdhvdCVfevQJZpoMwEScJut0IYNp2Bvc7YdOuMIQ6DxApH7djn3KZjGD4oeNIsACbhZ1kSL90NXjL7KNYSCkYBdUAQ1hUDBNye0NqTcC9wUK6y1OkECbq311cy9dT0DWANY28yDoG8IDBMYHPZ7zV/dX0BrlmZhpwqQgDt1zWc97sjWOat8xBlHGALNIOD6whhGNrEZOksfWkuABNxa66tpe6t7Jl2zASnu4aYdBB1DYJiALi50zVleKLjPFQ9rgV87WYAE3MlrP8Ox6xBc9VGE476CUHPs8kKgRQSCyO73dFWff+8RIE91xHSIAAm4Q1Z03sPUBqjoaSMq2hpPHDEININAWPDtAWtPmUPQzbDCWqwPJOAWW2HN2l1tgPT/8V9hxZ4cP4oIBJpDwH1oObKe5ugxvWglARJwK62tJu6r9oCHPN0Lir49Ck9dxCCQu0DBXFdBW0H/44VATAEScEwwwmsLuHZ/VVTn1LgPuDYhS5tRIHTfNsfnuhnXX5P3iQTc5CuohbrnehqStlKui7VaaNx0tY0FotD9hXF9GzMwtJwESMA5wXZatTr+5joEp0cRbtlpNoy3hQWKvtvrqnOct/Ao6XqDBEjADYJvt2a9F2EVirZJu42d8bSvgG6b28k1uoJ5Z4JzVUdQZwiQgDtjPec/ysh5e1FoE/LvDC0gkI2Avlhu5alJcWxLPVDEbCTAh2YjDn5JLFCwv7nKFoynxrigCGoSgUmefuj8C+eAPVDEbCRAAt6Ig19SCHQ7y77SGUcYAs0g4DpiU4jsr83QWfrQWgIk4NZaX83b28h3EZYGMLl5B0HPEBgh4DpioznOHxxRkgUIjCNAAh4HiLd9AtoAPeaLNNftSs66CEMgX4GC+6JBtqX5rom2rJ0PTVuu1voPKorsVk+rXKziUSKmiQRc20idA17VRH2mKy0i4PpwtchY6GYDBXQO7AZP89pQBeUye8EeK2IaK3D9sea9rsE0Ycd3G9tbWm9FARJwK661JuyzrlT5o7db25nt5o0lDoFGCfztH2x7b9tdkd3hjSUOgRcFSMAvSvDfVAKTSv6rQLW3sEeqxiiMQB0EwqLt7W2muIn93htLHAIvCpCAX5Tgv6kEppXtWW8FOlx9pDeWOAQaJdBVsA96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