<snapdata remixID="11729927"><project name="Polygon Challenge - Benita" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Polygon Challenge - Benita"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XucXHV9//H3Z5MAWS4iIgqSPRsutkqwFSyBBE0ISq1FEakoarUqlkQuod6KdxSVWrUlECBoUOuvXuqFn4JaLRKJTZCg1EsWvEWYs1yEAqWCuWf308ck2WWyzM58Z+acOefMee1ftfM93+/n+/wc8/bMnDlj4g8BBBBAAAEEui5gXV+RBRFAAAEEEEBABDAnAQIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAggggAACBDDnAAIIIIAAAhkIEMAZoLMkAgg8JhDN8qvdtP/wk3SabrRt2CBQFgECuCydZp8I5EjgsGf5wVtHdVe9kqZt0hPWrbNHclQupSCQigABnAorkyKAwGQC0SzfJGn3RkI2qgMrt9t9KCLQywIEcC93l70hkCOBwVn+Cpe+FFpSPGT8+xSKxbhCCnCCF7JtFI1AsQSiWe6tVjzqOuau2+xHrR7HeASKIkAAF6VT1IlAAQUGj/CPuukdbZVuui1ea7PaOpaDECiAAAFcgCZRIgJFFGjnqnfCPn8cD9mfFXHv1IxAiAABHKLEGAQQCBaIZvl/Sjo++IBJBprpGZW19stO5+F4BPIqQADntTPUhUDBBI4+2qc9uFlbkiqbm7CSkmSevAoQwHntDHWVRmDwD/5U9ekMjeoXlb3sO0Xc+OAsH3ZpRlK1941o8M5fWJzUfMyDQB4FCOA8doWaSiFwiPsTRjbqf+ts9uG43/YrAsLTj/b9N2/WA0nWOm2T9li3zjYnOSdzIZBHAQI4j12hpp4XONp92oMbG75duzXut93yDBHN8mpIJlajSQ9UhuyAPO+Z2hBIUoAATlKTuRAIFIg2NP9ebNyfzwdRDMzyk026LnCrQcP2HNXut99uiX1+HLQogxDIWIAAzrgBLF8+gUM2+sCIq/nnm6Y/xNNt7zwJJfDVol2249IPhodsXp72SC0IdEuAAO6WNOsgsFMg5Op3DCsvV8HRkf5Pcv1dkk2MhzRFstEk52QuBIokQAAXqVvUWnwB9ynRRoX+5N7muN/2yHrTSV/1SroiHrKzs94X6yOQtQABnHUHWL9UAtEGH5HUF7LpeLqmyqw6PpO/6Ej/nlwnJri4x0MWtPcE12QqBHIrQADntjUU1osCRXn7OfGrXtOL4rX2773YU/aEQLsCBHC7chyHQIsC0Ub/X7meEHSY6X3xdLsoaGyCg6Ij/R65Dkpwys3xUPZvoye4H6ZCIDEBAjgxSiZCoLFAnq9+DzvM99m6h36fZA+nTdMB635iiT6kI8n6mAuBrAUI4Kw7wPqlEIg2+ApJJ4Rs1lzfrexpLwwZm8SYaJZvlJTkzV73xEN2cBK1MQcCvSxAAPdyd9lbbgTyePUbHekvkutbSSKN7K3+u39o1UDnDwEEmggQwJwiCKQsEK33d8v0oaBlXPfFe9qBQWM7GJT4TVbSzfGQHddBSRyKQOkECODStZwNd1sgT1e/A0f4xWa6IEkDfjYwSU3mKpMAAVymbrPXrgsMbvBjXfph4MIe96f3PdnEr3pd/xTfZm8N3BvDEEBgggABzCmBQIoCebj6jY7wG2RakOA2eaBGgphMVV4BAri8vWfnXRDIOoCTvuoddZ1x1232pS7QsQQCPS9AAPd8i9lgVgKthK+N6sDKXnZfUrVGR/qdL9uswep81yTzi708UCOp5jAPAjsFCGBOBQRSEmglgJP71SO3dZHq/sLQiW3+sOG0Tdpj3TrbnBIT0yJQWgECuLStZ+NpCkQb/FFJe4Ws4X1aOLyHXRUyttGYaJbfesOjOqrRmBZD+KF4yPbvtC6ORwCB+gIEMGcGAikIdPPqd+az/I9GR/XLG6qRH/AXEsL7767dbr3VtgZMxxAEEGhTgABuE47DEJhMYGC9/9xMR4YImfSVSr+dHjK23pholq+X1F99LaEAXhUP2XPbrYfjEEAgXIAADrdiJAJBAt24+h080k9x19fHCnrZFunswE9pL9+9/o1ZldXRB4I22OVBJ+5j79/5PzBu7PLSiS9n+8RBzwNPfGEmzKUAAZzLtlBUUQWi9f5Jmd4UWP9w3G9R4NjxYfW+WtRJAM856qYff+GyMxJ9JnSre2o0fiyAq2OO36bffWCjfpXk/N2ciwDupnb+1yKA898jKiyQQJpXv4NH+gXuungyjnbegi7KYyRP8OgtJn1ibO8rLObfrgL994JS6wtwEnNmIJCQwMAmf76N6vrA6bbF/TYtcKxCHqjRYgCfHA9Zbq96J3NZ4JHXvLZmhcXHhhoyDoG8CRDAeesI9RRWII2r34Ej/bPmel0oSrMQPnFvbY2HLJlHc4QWlfC4BR79haRvPzbt6GEr7K7fJrwM0yGQugABnDoxC5RB4Gj3aQ9u1JbQvYY8eCPkqrfeepOF8Px9dfDdP7N7QmvM+7gFHj0sad+dda5fYXHQ967zvi/qK48AAVyeXrPTFAVauvqdrqkyG5msnIFZvsakYzott3pjVvXvmt30zXjIXtzpfHk8fr4PDvbJ7xyrzWUv/b5VvpHHWqkJgYkCBDDnBAKdCrhPjTYq+KEVk139zpjlh/ZJ6zotp/b4otxk1emeF3h0k6TjxubhJq1ORTm+GwIEcDeUWaOnBaKNvlGuPUI2aaP6i8pe9p2JY6NZ/oikNp/WXHfl98RD9uGQmnppzISbtN6zwuLSGfRSP3t9LwRwr3eY/aUu0NLbz/22y3/nBmb5ySZdl2SRZbnqncxsgUeflvR6roaTPKuYKw0BAjgNVeYsjUC0Yfvnj9t/9q/pn+nKeLq9eWxcuzdZNVjntHjIrmlaR0kGTLga/tIKi88oydbZZkEECOCCNIoy8ynQztVvNMvfLukfE9wRv9U7CeYJHr3daqz5bDjBs46pOhYggDsmZIKyCkSb/BqN6tSQ/Zv0m0q/PT3pq153HTF8m90eUkOZx+x6NWxrV1jlWWX2YO/5ECCA89EHqiigQCtXvzpG1c8l35DgNn8WD9mfJjhfz091og+c7LKaz9t5gEfPNz3nGySAc94gysunwOCj/kqfoi8GVdfxN3p3XSUeUp9ktY9kDCqDQTsEFnhUe8e5r7C4DxsEshAggLNQZ83CCwRd/b5R0tpEt/qleMi4kSgB0gU+41Cpb/w71y69+vsWfyGBqZkCgWABAjiYioEI7BA4yH3/aRv1wKQe90p6abJaZf9qUbKaj822wAfWSDb+HgU3aaUlzbz1BAhgzgsEWhRoePV7oqRHW5ywwXA3vX94rX0wuRmZqZ5A7U1aLn3k+xa/GykE0hYggNMWZv6eE6gbwNUHIZ6f7Fa56k3Ws9lsJ/jAZ002/stTXA03E+P1TgUI4E4FOT5zgcjnfcLkj1bsBxemXUy00bfJNWWXdRK+ycpNpw+vta+kvRfmry8w4StL166wyilYIZCGAAGchipzdkVgwOdtNWnqxMViW5naeb3L1W/1lp1LEt3qtnjIpiU6I5O1JbDABy+Q/OKxg7kabouRg5oIpPYPFfIIpCkQ+bzqz/lN+vWRNEI42uAPSdpv+74SvuodMT3r7rWW7D3TaTagJHNPeJzlHSssPrQkW2ebXRAggLuAzBIJC/iFfZG+P+nv6VZXe0TT9n3Yvvf7JFfefvX7EUlfT25Wk9ZWhoynMiVHmvhMJ/jgKSYf7/oUjT7terureq87fwh0JEAAd8THwVkIRD7/bZJ/rMnaq2Jb+dyk6os2+A06RguSmq86T7y/pulG25bknMyVnsACj9ZL6h9bgbel07Muy8wEcFk63UP7HPB57zPpA822lOTb0Ek+w9mkr1SG7PRm9fN6/gRO9EOe7hr51Vhlo9JrbrT48/mrlIqKIEAAF6FL1LiLwKDPf6rLf9eMJakATjJ8+WpRs64V4/UFHv1Y0tFcDRejX3mtkgDOa2eoq6FA5POaPgs5TwFsrg9WbrP309beEqi9SWuzZlxd0UUX3mMn3N1bu2Q3aQkQwGnJMm+qAt0K4MHjfJk/qrM62QxXvZ3o5f/YBR79P9e019yhf9lZrJ0Z25yr8185FWYtQABn3QHWb0ugWwEcvctd17ZVYvX3is6o3GZfau9ojiqSwEz/3lNGNf2+sZoP1av+sMLivYu0B2rtvgAB3H1zVkxAICSApdG/iu0/v9bJctH97qo+37m1P4+HjJ+4a82s8KMjXz3+scgMXaDdNKw+Tdn3e3ZHol+HKzwUGxgXIIA5GQopEPm86vcwD2xUvEs/HraVf9buBqMNvuNhHy08dMNG9ezK7fbTdtfkuOIKRL76PZIuqrkKHvs/+c3h4rY11coJ4FR5mTwtgQGf9w6TPtps/k5uxNrlsZPNQ/j2eMiOaFYPr/e2QO1V8Ey96m190sdrdjx3hcXVn+3gD4HtAgQwJ0IhBQ7z2fts1R5N39prN4CjDX6zpNm74EwSwvZtnVoZsASfj1XIllC0pEFf/Q2XXjKGEdtcm/A4S/EAD06VMQECmHOhsAIhnwN3EMD1v+ZUfW7V/5f0BEkn7aCL+43/HhX2LEq+8Nqr4GoAV1c4yQdnb9P2/1E39rd0hcXnJr86MxZJgH84itQtat1FIK0Ajjb4ZZLOCeE20wcr0/l+b4hVWcZEvrr2/oTh2OZGY3tf4NFGSXuM/WeuhstyVtTfJwFc7v4XevcpBnDTh3yMv8XI1W+hz6G0iq93FTy+lssWKBp9bG1bu8Iq/CBHWs3I8bwEcI6bQ2mNBUICWKo+FOHG4IciDGz015qPP1GhYQHu+u7wnvZC+oTARIHaAJb0tdjm/tXEMQs8urP6sTFXw+U9fwjg8va+8DuPfN4DkvZvspFfxLbymaGb3eXO5yYH8dlvqGo5xzW8Cq4hmXCTFg/wKNHpQgCXqNm9ttVBn/dO1/Zf6G34F3ojVrTZn6ER3d5svu2vux6O97T9gsYyqJQCtQHs0gXDNnfSr80t8Ojbkv5iDGqqNu31H3Z/9ecP+ethAQK4h5tbhq2FvA0dHMAbnM9+y3DSdGmPM3zVc/pkPxpbbuyO6EbLT7ga5gEeXepVVssQwFnJs24iAgRwIoxMkpLAhM+CT4xt7opmS53o0btc+vDYOJfP+r4N39bsOF4vngABXLyeUXGNQFIB3Mpnv3a/pldm2iYagUAzgUFfvcilK1q5Ch4bywM8mukW/3UCuPg9LPUOsghgbr4q9SnX8uZrr4L3kO/zKzv+0dBJFviM50l9K8fGm/ziG2z4XaHHMy7fAgRwvvtDdU0EQgJY0stiW1l9flXdv2iDr5N0aAh2n2nendPtByFjGYNAVSDy1Z+W9Pp2roJrroY3S9pt7D/zAI/eOLcI4N7oY2l3Efm830l6ahOAO2JbOWnAtvL2M1e/pT3VOtp46FeSGi3yctduDymqBvHOP7tlhVV2fV55R1VycLcFCOBui7NeogKRP+8iyao/A9fwb7I7oaMN/kVJr2x2/M7X3x73W+2v2wQexrCyC0S+eq2kWTscbH1sc/Zq1+REj+71mp/i5Gq4XcnsjyOAs+8BFXQoEPI2dIMA5qtHHfpzeJhAElfBtSvtepOWPbrCKvuEVcKovAgQwHnpBHW0LdBuAEcb/C2SPhGysElfqfTb6SFjGYNAPYFdv5JkN8Y254ROpRZ4dIOkBWPz7K5pe/y7rat5m7rTFTg+TQECOE1d5u6KQAcBzNVvVzrEImMCSV8Fj83LV5aKeY4RwMXsG1XXCIQEsGtkv2Fb9fDYYTMe8ef2TVXo3czDcb+N/6Qc+Ai0KzDhKvhjsc15R7tzTTxugUcXSaq5H6JvcIXdGSc1P/MkL0AAJ2/KjF0WCAlgyU+L7QfXjF+J8NjJLneJ5aoCka+cKU29Y0wj5PGUrcpxNdyqWHbjCeDs7Fk5IYHI5/1G0mFNprs9tpVHVMcc5r771o0KfpIVXz1KqFFMs11g1x9psNOHbc5XkqZZ4DNPkka/OzavSW+7weKg+x2SroX5JhcggDk7Ci8w6PMXuvzKZhsZuxOa7/02k+L1NAUGfNXpJvu3NK+Cx+Ze4NEWSdPG/jNfWUqzs63PTQC3bsYRORM41OccsE3T7m9WFgHcTIjXuyVQexVs6ptZseMqaa39cn/mXg9p/fjjL0268QaLO74DO616yzQvAVymbvfwXkM+B64GcLTBqzdi7RtE4Toq3tN+EjSWQQi0IBD5qo9J9rZuXAXXXA1X/0fqAVwNt9ColIcSwCkDM313BFoIYL561J2WsEoTgbS+ktQMfuwmLd6ObiaV/usEcPrGrNAFgZAAtg03Xu+mF4SUY66FlT3tqpCxjEGgHYHIV98oaV43r4LbqZNj0hMggNOzZeYuCoQEsDZW/70L++PO5zAnRnUmkNVVcGdVc3RSAgRwUpLMk6lA5PPulDQ4aRFbz5S2vSasRtOn4+n2xrDBjEKgfYHIV6+X1L9zhqHY5h7Z/mwcWTQBArhoHaPeugIzfP4r+7T9l43q/3H1y5mTUwGugnPamC6URQB3AZkluiDg6os0b6TuSiPHS1s+FFaE67Z4T9v5s3FhhzAKgU4Edn08pT4T29w3dDIfxxZHgAAuTq+otInApJ8Dc/XLuZNjgT/yVXtvkj0yVmIaj6fM8fZLXRoBXOr299bm6waw7y9t+mrwRrn5KpiKgQkKTHgwx6KKHbcswemZKqcCBHBOG0NZrQvUDWCufluH5IiuC0S+uvqbvtXf9t3+x1Vw11uQyYIEcCbsLJqGAAGchipzdktg1x9pmPKcYTv21m6tzTrZCBDA2bizagoCkc/7raRDxqdu4ep3ZKsOv/sJti6FspgSgSCBQV/99y79A1fBQVw9MYgA7ok2somqQOTz3izp8nYCmM9+OYfyIMBXkvLQhe7VQAB3z5qVuiAw/jb05k9Jo4eHrWh6dTzdvhA2mFEIpCcQ+erqHYOncRWcnnGeZiaA89QNaulYYDyAW3j7mavfjtmZIEEBroITxMz5VARwzhtEea0JbA/grW+Vtr046ECTllT67fygwQxCoAsCka+OJQ3sXOp3sc09qAvLskQGAgRwBugsmZ7A9gDm6jc9YGbuigBXwV1hznwRAjjzFlBAkgLRtg+6trw3dMofxv02J3Qw4xDolsB4AK/dT3bk/1xbsbmndGtt1umeAAHcPWtW6oJAtME9dBk++w2VYlwWAtHix85ld104fKl9IIs6WDM9AQI4PVtmzkCghQAejfttSgYlsiQCQQK1AVw9IF5i/HsdJFecQTS0OL2i0gCB0ADm6jcAkyGZCRz0t94/bbqqvxU8/kcAZ9aO1BYmgFOjZeIsBKINfpykm5qtTQA3E+L1LAUGz/ML3HTxeA2Dj6rv/KHX3WlzPpdlXaydrAABnKwns+VAoOlV8PT5im0l534OekUJ9QWixX6vpAPHX33tr6WjHuRHGnrshOEfoR5rKNvZ/kjKyb+KNH3+diICmDMlzwITP//VJTve1NmqLU++1054MM+1U1u4AAEcbsXIggjs8qtIIy/cUfWU7+xS/aj8lLvsB9cWZEuUWTKByQJ4x/94nMu/2z1yPtDIHmkk23hMIPJ5l0o6t7GJ3RDbjc/HDYE8ChDAeexK8jURwMmbMmPGAgf7/MOmyH/TrAzehm4mxOtZCdQJ4K2Spo3Vw1VwVp1Jdl0COFlPZgsUWOPR7yXtI+nh2RbvF3hY8LBd3oae5CgCOJiTgV0UGDzf93XXw7VLVr+CxOMpu9iELi1FAHcJmmV2CNzs0YtM+tZED5f927FWeWVSTgRwUpLM022BgcX+PpMee+qVaWV8ic2vDWBJ/xvb3Cd2uzbWS1aAAE7Wk9maCKzxaNJHRU6T5hxl8Q+TQCSAk1BkjiwEosVevcv5SeNrm06LL7Frqv+Zq+AsOpLemgRwerbMPEFgjUczJd3RCGa2xYmckwQwp19RBRo9gnLCVfBNsc2dW9R9UreUyD92QCIQIrDGB14r2b80G5tECEc+b0vtTSv11nTZy4ftxq82q4fXEeimQKMAHvBVR5hsaKwebsbqZmeSX4sATt6UGRsINHoLuvawTkM48vkfl/ytTZqxKraVz6VhCORJoNmPMEy4Cn5vbHM/lKf6qSVcgAAOt2JkAgKhAVxdqpMQPsTnDoxoatysZO6EbibE690WaB7Aqz4s2bu4Cu52Z5JfjwBO3pQZmwh0K4T5HJhTsWgChy70A7btrvtr6673K0i1V8FTZM+6w+asLdpeqZfPgDkHMhJoIYTvm23xYw+lb6FeArgFLIbmQiA6zz8k07vHijHp+soSO2licQO+eo1Jx3AVnIu2tV0EV8Bt03FgpwKhIdwn//s/s+F/bHU9ArhVMcZnLRAt9kck7T1Wh0svHl5i36xXF19Jyrpbna9PAHduyAxtCvzYo6NGpFtDDh/RSP8cu3tjyNixMQRwK1qMzYNAs89/a2uMfPWjkvbiKjgPnWuvBgK4PTeOSkhgjUdXSFoUMl2rN2VFPu8PkvZsPLe/JrYffD5kfcYgkLZAKwFcrYWr4LQ7ku78BHC6vsweILDGo+pNJwcEDG3pzugBn/cRk97ZaF6Xbhm2lbND1mYMAmkLdBLAkm2Jbc7uadfI/MkJEMDJWTJTBwKhnwdXlwi9Eh70+U91+e+alcVXkZoJ8Xq3BFoNYK6Cu9WZdNYhgNNxZdY2BNIIYT4HbqMRHJKJwNPO9YOn9umu2sXrfQVpYnETHszxq9jm/nEmG2DRlgUI4JbJOCBNgRZCeOtsi3drVgsB3EyI1/MiEC326p3+b6+p55vxEntxs/oO82/vs1VPqP685/Y/Hk/ZTCw/rxPA+ekFlewUCA1hl752rMV/1QiOAOa0KopAtNg3SRr/DNelk4aX2PUh9e96FWxXxzbnzJDjGJOtAAGcrT+r1xFwV98tikZCcLbJnj3XKj+dbCwBHKLImDwItPP571jdA77qdSb7LFfBeehkeA0EcLgVI7sosMZnLJT6rgxZstFNWZHPe1jSvo3mMekNFVv5mZC1GINAWgKdBHC1pl2vgvteFNtx/55WrcybjAABnIwjs6QgcLMPrDHZ+OP2Gi0xWQgP+vwLXf7+JuX9LLaVf5rCFpgSgWCBBAL4OkkncxUcTJ75QAI48xZQQCOBWzza7FLTm62qc9QL4YP9z/ebok0PNVPmq0jNhHg9bYFOA3jiVXCsOVNlFvRRTtp7Y/76AgQwZ0buBUJvyposhPkcOPctLn2B0dt8prbqjlqIkK8gTYSLfPW9ksZ/vIQ7ovN9ahHA+e4P1e0U6CSECWBOo7wLDCz2fzbp/Jo6r4mX2Gnt1M3jKdtRy+YYAjgbd1ZtQ6CFEL5jtsWHji1BALeBzSFdFYjO81GZxv89tlHNr1xmK9spIvLV1bed+3Yca6OxzZnSzjwck74AAZy+MSskKBAewrZwtlWuqi5NACfYAKZKRSCJz39rC+MqOJU2JT4pAZw4KROmKbDGn/Yn0tRJv/dbu/YU7b/bc+zWrZE/737JGv7Yg8kWVezGZWnWztwITCaQZgBLfl9sx49/LkwX8iNAAOenF1QSKHCLD17l8r8NGV69Mzry571bsg81Gf+L2FY+M2ROxiCQtEDSASx3i3TT6Fid3IyVdMeSmY8ATsaRWbossMaj/5b05JBlX6uD99mkqY80G8tXkZoJ8XpaAokH8OMezKFvxzb3L9Oqn3nbEyCA23PjqBwIhH8eLJ2uwaYVE8BNiRiQgsDMxf5Ho9Iva6du5ytIE0sb8FUvMNl/cBWcQtMSmpIATgiSabIRCA1hAjib/rBqc4FosV8u6c01I78YL7FXNT+y+Yjam7FctnDY5my/MZG/fAgQwPnoA1V0IBASwgRwB8AcmqrAxLefbVTHVS6zm5NYNPJVn5Js/JeR+Cw4CdXk5iCAk7NkpgwFmoUwAZxhc1i6oUAan//WLlh7FTwiO/hum3MPLcmHAAGcjz5QRYcC7rJbFI3f9TlxukU6WA9pasNVXFo8bCsv7bAUDkegJYEuBPAvJP3xWFFcBbfUnlQHE8Cp8jJ5NwVu9uhsk5bWW/NaPUH/qic2K+e3sa08rNkgXkcgSYG0A7haKw/mSLJjyc1FACdnyUw5EFjj0Y8kPWdiKdtkepWiphVyJ3RTIgYkLNClAN4kaXeughNuXofTEcAdAnJ4/gTWeLRF0rSJlfE5cP56VfaKDv47P3LKqH5e65DEV5DquXIVnL+zjQDOX0+oKAGBejdlEcAJwDJFogLRef4pmcbvUnbXvwxfan+T6CI7J6sNYEmPxjZ3nzTWYc5wAQI43IqRBROYGMIEcMEaWIJyJ779LNPR8SX2X2ltnavgtGQpjtT9AAAU50lEQVTbm5cAbs+NowoiUBvCIQG8pw7Y/Xb7SvUtbP4QSF2gG5//1m6CAE69pS0tQAC3xMXgIgqMhfC5Olj3N/kqkqR3xLbyY0XcJzUXT6AawMf/Urr5cGnbFCmtz39rZQZ99XcqNveFxdPqvYoJ4N7rKTuaIPATHxzcIr/z29pHn9V+zXzujm3ljGaDeB2BJASWRe5j89z7ROmDPzX+TU4CtiBz0OyCNIoyOxNY4wOfddnrXsGPMnQGydGJCdSG79ikC2MCODHgAkxEABegSZSYjMAajx46XYNNL4G/rIqqvyOczKrMgsDjBeqFb3UUAVyus4V/ZMrV79LvNvJ542/51cN4tR7WKfr99pcI4dKfLqkATBa+m3bTtvN/Y4/7/noqRTBpLgQI4Fy0gSK6JRD5/LdK/vHJ1qte/db+EcLd6kw51pksfKu7/8hL9dfDS+xfyyHBLqsCBDDnQekEBvx5F5rs/RM3PjF8q6+7dOuxFj/u0ZalQ2PDHQssi/wRSXvXm+jil3bnDuiON8EEiQoQwIlyMlmRBL7oh/ut6tep+r2mVqN28r+3zrb4n4q0N2rNl8CyyC+S9J7Jwrf6/+/GV5DypUI1BDDnQKkFmv2O8BiOyWcdY8O3lRqLzbclcOWhfoBt0/2NwpcAbou28AcRwIVvIRvoROBmn3mSafS7IXPweXCIEmMmCkz2ue+Xj5N++5THRnMFXL5zhwAuX8/Z8QSBNR59QdIZITCEcIgSY8YEJgvf4f31n58/Xs+tlSKAy3feEMDl6zk7riOwxqP/kfTEEBxCOESJMZPe8ez6zUdOVfWJG4eNKbnrluFLbTZq5RIggMvVb3bbQCD08+DqFIQwp1IjgUZfN6o+bGPijzC46xXDl9qXUS2XAAFcrn6z2yYCoSHs0sixFk8FFIGJAs3Ctzq+27+CRJfyKUAA57MvVJWhQGgIm+yTx1jlrAxLZemcCSyL/DpJJ9crq/YxkwRwzhqXUTkEcEbwLJtvgfAQ1mnHWHxNvndDdd0Q+OSAP3/UdH2z8OUKuBvdKMYaBHAx+kSVXRa4yQ+ePkVTNoQsu0Eb9j7BHvhDyFjG9K7AZG8997lm/e2w7fIdcq6Ae/c8aGVnBHArWowtlcAaH3iHZB8N2TQ3ZYUo9e6YycLXpbctiu0TtTsfPM8vcNPFNf8/j5dYX+/qsLPJBAhgzg0EGgis8egnkv40BIkQDlHqvTENwvd7i2J7wcQdDyz2YZNm1Pz/fxgvsTm9J8OOmgkQwM2EeL30AqGfB1ehCOFynS4hdzxPFJn49nOfdMqdS+zacsmx26oAAcx5gECAACEcgFSyIe2Eb5WIz39LdqI02C4BzLmAQKBAaAibtPIYi+cHTsuwAgosi/wuSQfXK73260b1XieAC9jwlEomgFOCZdreFAgNYUnvnm3xR3pTody7Whb52yR9rJ3w5Qq43OfOxN0TwJwPhRXwNw9eoD7feTep32JLh7vyLN3QEHb5c4614VsLC0zhjxO46hAf8BHF7YYvAcxJVStAAHM+FFLAz47Wy9Q/SfFb1Td6lF1611Aam1vj0XGSbgqZm5uyQpSKM6bBDyy8fOGwfbXZTgYW+/tM+kDNuNF4iU1pdhyv96YAAdybfe35Xfk5kQdv0nW5XR6fEzw+YOAajz4v6VUBQ7kzOgSpAGMmC1+Tlp8V25tCthAt9nskHTQ+1rUyvtS4XyAErwfHEMA92NRe35K/eeAs9dmyNvd5n0Y3HG5XdP7kqjUebZS0R0gdXAmHKOV3TIM7nu9eGFvtd3obbmLiDVgmvbCyxL6b351TWZoCBHCausydioCfP7ivtvnDiUw+6i+3K4abvnU42VqhnwdXjyeEE+lY1ydp9+tG9QrlDuiuty/XCxLAuW4PxU0m0NJb0OGMP7Wl8bPDh+8Y2UII/89si5/U6vyMz04gyfCt7oIAzq6XeVyZAM5jV6gpSCClEB5be1RTNx9ql9xXCSkmPITtc7Ot8rqQORmTrcCyyP9V0qvrVdHsu76TVU4AZ9vTvK1OAOetI9TTkoC/+cl7qa//O5LmtnRg64O/aEvjhjddhYbwqPSa4yyu3sTFX04Flg34C2T6jyTDlyvgnDY7w7II4AzxWTp5AT93cJFG/XJZqo9ZfUhT+o6wJXfeP3EHoSE8RVuf/By798HkBZgxCYFJf2DBNHNRxYLeFZlYR3Sef0imd9f8/0fiJTY1iXqZo5gCBHAx+0bVAQJefdb5OdF9kg4IGN7+EPPFdtnwpdUJbvHBRS6/ImQybsoKUer+mAaf+753YWwfareiaLFXz8WnjB3v0vXDS+ykdufjuOILEMDF7yE7CBTwcwc/I/e/CRze7rD/uuUyTZf0jJAJCOEQpe6NaRC+qxfGdnwnlTzuK0h9ml/5Z1vZyZwcW2wBArjY/aP6NgX83P32kfZ+QK7d2pyi4WG3XBY+KyEcbpXmyKTveJ5YKzdgpdm9Ys5NABezb1SdoIBfqD49OPB9yZ6X4LQihJPUTHeutMO3Wj0BnG4Pizg7AVzErlFzqgJ+dnSqTNcksUhoCLv8lmOtOz8mkcS+emmOqyIfcumIentq9+tG9eYigHvprElmLwRwMo7M0qMCvmjgiZpi1V80mtnuFkND2KSLjrH4fe2uw3GtCywb8HNl2n4D3cS/JMOXK+DWe1OGIwjgMnSZPSYm4OdE1U93W/5hh9AQPubcaqn2OVvKwzoSa1qdiTxafnP16aC1L12lN47/xxTC9+OS3lqz3pZ4ie2e5h6ZO/8CBHD+e0SFORXwxTOfopHR30ras1mJGw+S1r6z2agdr+8I4fG/EZk/yy4bvj3saEbVE/CBTz9fNnp9I50HtL+u0Sky06lnVezrSUpG5/v98pqvw5m+FV9iJye5BnMVT4AALl7PqDinAn52tFqmOZOVV3ml9N8Bz+uaEMATp3uPLY0/nFOCXJXlg8s/K1dLj/1cpjd+YVFsdR8/2cnmJn7+Wz1P4kvsh53MybHFFyCAi99DdpBDAT93xknyvuojMnf571jIW9FNAvix3Zp+rkdttn22simHBF0vyZ/2qYM11arvSLT91TKLz0zl30RuwOr66VCIBVM52Qqxc4pEoEsCO77mNHin5APVJRuF8F4V6ZmfaLMwtzPs8sqX2jy6kIf54PJ3yvWRRIp3e64Nv3FVInNNmIQATkO1+HMSwMXvITsomICfHb3nlqW6qF7ZwVe/Tffs/2ZLh1/ZdFgBB3i0fEiTfG2o/e2MHGTxWb9r//jGRxLAackWe14CuNj9o/oCC/zYoxNGpBXm8sEvyJ5cvS83rb8po8fYkrt+lNb0ac7r0SdPlfoS+V72WJ2Pai99QydrvfZU0nc817MggNM8Q4o7NwFc3N5ReQ8K+DkD75Dso+luzS+2pcPvSneNzmb3aPnXJL2ss1l2PXqtZummXb951JXwHVjsS0w6r6aaTfESqz4vnL+SCxDAJT8B2H5+BfycGQdJfdW3W5+YYpW/lG873i6/56EU12g6tUefeoZkt028aa3pgU0GPKx9//LLOu1b9YaZ6RlnVeyXna7R7PhosVd/dvJJY+Pc9I3hS+ylzY7j9d4XIIB7v8fssEcE/OyBz8gs7V9zOtOWxld3g8yjT31YsmSvxE3XWeXMl4zVP+kznk1fX1ixU7uxzzpfQTo6vsT+qxtrs0a+BQjgfPeH6hCoK+BnD5wos++lzPMtWxon9rAIl5uiq6tXnE9PtG7zN1jlTZ+ZOGeDH1hYvzC2vRKtocFkfP7bLenirUMAF69nVIzA4wSaPQQkGTI7wZZWbmxlLh9Y/tcyfa6VYwLG/kK+Za4Nv/nhycZ249eNAurcPoQADpUq3zgCuHw9Z8c9LuDnRufI1cIvErcB4napXV5ZXO9Ij5Z/U9JftjFro0M+bPGZ7wmZM0/hSwCHdKy8Ywjg8vaenZdAYPuvOU21X8u1f2rbHZ1yn771rqcmPr/7c2z4TdVfogr+Wxb5ekn99Q7oxteN6q3LFXBw+0o3kAAuXcvZcJkF/OzoCpkWpWJw259LdxzTydRfsvjMM9qdYNmgXyvXi/MUvoPn+3x3fb+mpg3xEmv64x3tGnBcsQQI4GL1i2oRSEzAz4vmaFSrE5uwOtF1721tOrdX2PAbv9zaQY8f/clB//NRV/XZ24/7229P7X767bal0zXaPb72Cti36NDhK+2OdufiuN4SIIB7q5/sBoG2BfycqHqlNr/tCaoH/mqe9OvnNZriZ9pzn2Ps9tMTDcTJPvc16dyzYlva0Z4SOHjwPL92qus16y6zRxKYjil6RIAA7pFGsg0EOhXwwz79ZG0d/ZmkAzXwE+lPqvdStfi34mxp/X67HmR6l1XOvLjFmYKHN7jpanhhbFHwRAxEoMsCBHCXwVkOgTwJeLT8HKnJHdN926TnXyrtXr2/qclf9S1o923qm3qkVV6f+lOmGoSvL4ytr1m5vI5AlgIEcJb6rI1AlwV88DN7yLetluyotpd+5vXSoY//5QhbGnf135O8fd2obU8OLK1AV/8LU1plNo5AhgIeLX+2pOovIU1JuIx/tvjMtyQ8Z9B0V0U+6lLdf7+y+rpRUOEMQqBGgADmdECgxwR2PPLx05+XvO2v9ExCslk2ZV+rvH5TlmRXRl4xqe5nu4Rvlp1h7VYFCOBWxRiPQA4F/LBLd9fW/gck7Z1sef49i9/0gmTnbH+2ZZFfJKnuE7EI3/ZdOTIbAQI4G3dWRaBjAY+WV4OoGkjJ/pmfYJU3tfTM52QLqD/bVZEf6NK99V6dOlWHn/lbW9eNOlgDgaQECOCkJJkHgS4IeHT1nZIPJrzUOtmU6l3Lmb613GxPk9105aZrF1XslGbH8zoCeRMggPPWEepBoEbAZ3zylerr+7ykZL9SY/5Oq7zpH4qC3eCO580LY9ujKPugTgRqBQhgzgcEcibg0dU3Sj4v2bLsEY3qGXbXG+u+hZvsWsnOxteNkvVktvwIEMD56QWVlFTAZ37qKRrd/vllsj8Sb7pOUze83Nadt7motIRvUTtH3SECBHCIEmMQSEHAo+XVq9EDk5vaR6XRl1h81reSmzO7mZZFvkHS9HoVcMdzdn1h5eQECODkLJkJgWABj5Y/KOlJwQdMNtD0G1Xu/mPThaMdz5WjCa6K/HqXnk/45qgplJK4AAGcOCkTItBcwKPl3nzUpCM+bPGZdb8L28GcuTn0k5GfNip9tV5B/Zu012vvt4CHUudmOxSCwKQCBDAnBwIZCLQYwOvlfc+y4Tf0/O/IVp/idVWkulfzLp27KAc/LZjB6cKSPSpAAPdoY9lWvgU8Wr5K0twG/9P4equceVK+d5F8dQ2+63vXoooNJL8iMyKQnQABnJ09K5dcwAeu/rnMj9zJMCrrm2OVN6wpKwt3PJe18+XdNwFc3t6zcwRyI0D45qYVFNJFAQK4i9gshQACjxdYFlW/PsVPC3JulE+AAC5fz9kxArkRuDLye0w6qF5BfNc3N22ikJQECOCUYJkWAQQaCyyL/BOS3lJv1Fmx+kzWyVe14Ecg9wIEcO5bRIEI9J7AskP8cI3o1/V2NjKiw8++m58W7L2us6OJAgQw5wQCCHRdYNKbrlzXLRy2l3S9IBZEIAMBAjgDdJZEoOwCkwQwPy1Y9hOjZPsngEvWcLaLQB4E6gUwN13loTPU0E0BArib2qyFAALbBa6M/K0mfXyMg/DlxCijAAFcxq6zZwQQQACBzAUI4MxbQAEIIIAAAmUUIIDL2HX2jAACCCCQuQABnHkLKAABBBBAoIwCBHAZu86eEUAAAQQyFyCAM28BBSCAAAIIlFGAAC5j19kzAggggEDmAgRw5i2gAAQQQACBMgoQwGXsOntGAAEEEMhcgADOvAUUgAACCCBQRgECuIxdZ88IIIAAApkLEMCZt4ACEEAAAQTKKEAAl7Hr7BkBBBBAIHMBAjjzFlAAAggggEAZBQjgMnadPSOAAAIIZC5AAGfeAgpAAAEEECijAAFcxq6zZwQQQACBzAUI4MxbQAEIIIAAAmUUIIDL2HX2jAACCCCQuQABnHkLKAABBBBAoIwCBHAZu86eEUAAAQQyFyCAM28BBSCAAAIIlFGAAC5j19kzAggggEDmAgRw5i2gAAQQQACBMgoQwGXsOntGAAEEEMhcgADOvAUUgAACCCBQRgECuIxdZ88IIIAAApkLEMCZt4ACEEAAAQTKKEAAl7Hr7BkBBBBAIHMBAjjzFlAAAggggEAZBQjgMnadPSOAAAIIZC5AAGfeAgpAAAEEECijAAFcxq6zZwQQQACBzAUI4MxbQAEIIIAAAmUUIIDL2HX2jAACCCCQuQABnHkLKAABBBBAoIwCBHAZu86eEUAAAQQyFyCAM28BBSCAAAIIlFGAAC5j19kzAggggEDmAgRw5i2gAAQQQACBMgoQwGXsOntGAAEEEMhcgADOvAUUgAACCCBQRgECuIxdZ88IIIAAApkLEMCZt4ACEEAAAQTKKEAAl7Hr7BkBBBBAIHMBAjjzFlAAAggggEAZBQjgMnadPSOAAAIIZC5AAGfeAgpAAAEEECijAAFcxq6zZwQQQACBzAUI4MxbQAEIIIAAAmUUIIDL2HX2jAACCCCQuQABnHkLKAABBBBAoIwCBHAZu86eEUAAAQQyFyCAM28BBSCAAAIIlFGAAC5j19kzAggggEDmAgRw5i2gAAQQQACBMgoQwGXsOntGAAEEEMhcgADOvAUUgAACCCBQRgECuIxdZ88IIIAAApkLEMCZt4ACEEAAAQTKKEAAl7Hr7BkBBBBAIHMBAjjzFlAAAggggEAZBQjgMnadPSOAAAIIZC5AAGfeAgpAAAEEECijAAFcxq6zZwQQQACBzAUI4MxbQAEIIIAAAmUUIIDL2HX2jAACCCCQuQABnHkLKAABBBBAoIwCBHAZu86eEUAAAQQyFyCAM28BBSCAAAIIlFGAAC5j19kzAggggEDmAgRw5i2gAAQQQACBMgoQwGXsOntGAAEEEMhcgADOvAUUgAACCCBQRgECuIxdZ88IIIAAApkLEMCZt4ACEEAAAQTKKEAAl7Hr7BkBBBBAIHMBAjjzFlAAAggggEAZBQjgMnadPSOAAAIIZC5AAGfeAgpAAAEEECijwP8BGEh3LJj3rSIAAAAASUVORK5CYII=</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Screen Shot 2022-09-27 at 11(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts><script x="44" y="59.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>Screen Shot 2022-09-27 at 11(2)</l></block></script><script x="70" y="170.33333333333337"><block s="receiveKey"><l><option>any key</option></l><list></list></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script></scripts><sprites select="1"><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="direction" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="getPenDown" style="normal" x="5" y="78.00000599999998" color="0,161,120" hidden="true"/><watcher var="sideLength" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="numberOfSides" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="numOfSpikes" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="8.000000000000227" y="100.00000000000014" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="219.59999999999985,31.000000000000004,255,1" pen="tip" id="28"><costumes><list struct="atomic" id="29"></list></costumes><sounds><list struct="atomic" id="30"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="24.333333333332575"><block s="receiveGo"></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setSize"><l>1</l></block></script><script x="354" y="62"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="setColor"><color>26,255,5,1</color></block><block s="gotoXY"><l>-170</l><l>114</l></block><block s="doSayFor"><block s="getPosition"></block><l>2</l></block><block s="setHeading"><l>90</l></block><block s="turn"><l>60</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>90</l></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>120</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>90</l></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="turnLeft"><l>120</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>90</l></block><block s="up"></block><block s="doWait"><l>1</l></block><block s="setColor"><color>214,17,0,1</color></block><block s="gotoXY"><l>35</l><l>107</l></block><block s="doSayFor"><block s="getPosition"></block><l>2</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="turn"><l>90</l></block><block s="doWait"><l>1</l></block><block s="forward"><l>90</l></block></script></block><block s="up"></block><block s="setColor"><color>26,56,255,1</color></block><block s="gotoXY"><l>-151</l><l>-20</l></block><block s="doSayFor"><block s="getPosition"></block><l>2</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doWait"><l>1</l></block><block s="doRepeat"><l>5</l><script><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block><block s="doWait"><l>1</l></block><block s="forward"><l>50</l></block></script></block><block s="doWait"><l>1</l></block><block s="up"></block></script><comment x="354" y="10" w="376" collapsed="false">                        ------------------------- PART ONE -------------------------</comment><script x="373" y="3958.3333333333326"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="setColor"><color>255,242,31,1</color></block><block s="gotoXY"><l>8</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doAsk"><l>How many sides you do you want your polygon to have?</l></block><block s="doSetVar"><l>numOfLines</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numOfLines"/><script><block s="doRepeat"><l>1</l><script><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfLines"/></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="changeSize"><l>1</l></block><block s="up"></block></script></block></script></block></script><script x="376" y="2842.166666666666"><block s="receiveKey"><l><option>5</option></l><list></list></block><block s="up"></block><block s="clear"></block><block s="setColor"><color>0,125,18,1</color></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doRepeat"><l>3</l><script><block s="doRepeat"><l>1</l><script><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="clear"></block><block s="setColor"><color>0,43,107,1</color></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>1</l><script><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script></block><block s="doWait"><l>2</l></block><block s="clear"></block><block s="setColor"><color>214,138,255,1</color></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="up"></block><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>1</l><script><block s="down"></block><block s="doWait"><l>1</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script></block></script><comment x="548" y="2912.9999999999995" w="90" collapsed="false">This script creates polygon 1</comment><comment x="569" y="3241.6666666666665" w="90" collapsed="false">This script creates polygon 2</comment><comment x="568" y="3569.3333333333326" w="90" collapsed="false">This script creates polygon 3</comment><comment x="368" y="2775" w="376" collapsed="false">                        ------------------------- PART FOUR -------------------------</comment><script x="368" y="2426.999999999999"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>How many spikes do you want on your asterisk?</l></block><block s="doSetVar"><l>numOfSpikes</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numOfSpikes"/><script><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numOfSpikes"/></block></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block></script><script x="371" y="1667.1666666666658"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="setColor"><color>10,255,219,1</color></block><block s="setSize"><l>4</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block><block s="doWait"><l>2</l></block><block s="clear"></block><block s="setColor"><color>242,0,236,1</color></block><block s="setSize"><l>10</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>5</l><script><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block><block s="doWait"><l>2</l></block><block s="clear"></block><block s="setColor"><color>252,152,0,1</color></block><block s="setSize"><l>1</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>8</l><script><block s="down"></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="doWait"><l>1</l></block><block s="forward"><l>60</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></block></script><comment x="576.724609375" y="2178.999999999999" w="90" collapsed="false">This script draws the asterisk 3</comment><comment x="598" y="1943.8333333333326" w="90" collapsed="false">This script draws the asterisk 2</comment><comment x="595" y="1708.999999999999" w="90" collapsed="false">This script draws the asterisk 1</comment><comment x="363" y="1610" w="376" collapsed="false">                        ------------------------- PART THREE -------------------------</comment><script x="372" y="1182.3333333333326"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>8</l><l>144</l></block><block s="setHeading"><l>90</l></block><block s="doAsk"><l>What is the side length of your polygon?</l></block><block s="doSetVar"><l>sideLength</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many sides do you want on your polygon?</l></block><block s="doSetVar"><l>numberOfSides</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numberOfSides"/><script><block s="down"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>15</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block><block s="doWait"><l>1</l></block><block s="forward"><block var="sideLength"/></block></script></block><block s="doWait"><l>1</l></block><block s="up"></block><block s="clear"></block></script><comment x="363" y="1115" w="376" collapsed="false">                        ------------------------- PART TWO -------------------------</comment><comment x="549" y="762.3333333333326" w="90" collapsed="false">This script makes a BLUE pentagon.</comment><comment x="550" y="546.3333333333326" w="90" collapsed="false">This script makes a RED square.</comment><comment x="544" y="102.33333333333258" w="90" collapsed="false">This script makes a GREEN triangle.</comment></scripts></sprite><watcher var="numOfLines" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="sideLength"><l>25</l></variable><variable name="numberOfSides"><l>15</l></variable><variable name="numOfSpikes"><l>25</l></variable><variable name="numOfLines"><l>11</l></variable></variables></scene></scenes></project><media name="Polygon Challenge - Benita" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Screen Shot 2022-09-27 at 11(2)" center-x="231" center-y="180.5" image="data:image/png;base64,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" mediaID="Stage_cst_Screen Shot 2022-09-27 at 11(2)"/></media></snapdata>