<snapdata remixID="14255585"><project name="Polygon Procedures" app="Snap! 10.4.6, https://snap.berkeley.edu" 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select="1"><scene name="Polygon Procedures"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw a Polygon %&apos;Number Sides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="Number Sides"/><script><block s="forward"><l>32</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="Number Sides"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><primitives></primitives><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" 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CeD5aPBaBEgjEcXyw9/4WrfWRzrlvl6AlWkAguIC19tPe+58lSVKZV4QI4OBjQwMIzE/AWvtxpdTdInLW/J7JoxGor8CaNWset2TJklvTNH1Gr9e7uQo7JYCrcEr0iEBfoN1uH56maZKm6RN7vd5dwCCAwB6BOI7P9t4fKiKvroILAVyFU6JHBPoCcRxvStN0IkmSi0FBAIG9Bay1NymlzhCRTWX3IYDLfkL0h0BfwBjz6iiK3uicOwIUBBB4YAFr7auUUm8SkcPLbkQAl/2E6A+BvsCu/7DcrLV+k3PuKlAQQODBBay1V2qtr3DOZe+XKO0XAVzao6ExBPYIWGuzd3Y+TUROwAUBBB5awBjzvOwz8jt27Fi5adOm35TViwAu68nQFwJ9gXa7fUiaprdqrZ/unPs+MAggsG8BY8xFWusdInLmvh8d5hEEcBh3qiIwZ4E4ji/x3t8uIufM+Uk8EIGGC4yMjBy0bNmyW5RSLxaRrWXkIIDLeCr0hEBfoNVqHR1F0WeGh4dXjo+PTwODAAJzF4jj+M3e+yNFJJ77s4p7JAFcnDWVEJi3wK5fsbfFe/+5JEk+M+8n8wQEEFDW2v/SWp/vnOuWjYMALtuJ0A8CfQFr7Wu11ic4544BBQEEFiaw64+WWKXUeSJy2MJWyO9ZBHB+tqyMwIIFOp3O0snJyeyNVyc657664IV4IgIIZLfgy7XW1znnPlQmDgK4TKdBLwj0BeI4fo/3foWIvA4UBBBYnECr1TpMa32t935lr9f7+eJWG9yzCeDBWbISAgMRGB0dfer09PS3oyha2e12bxvIoiyCQMMF4jj+oPf+YSJyWlkoCOCynAR9INAXsNZe5r3/TpIk7wUFAQQGI3DSSSc97K677sp+rBM7564bzKqLW4UAXpwfz0ZgoALGmGOjKPo759zTBrowiyGAQPaz4NcrpayIvLwMHARwGU6BHhDYc/u9Pk3TC3q93mWgIIDA4AWstddqrT/unLt08KvPb0UCeH5ePBqB3ASstacrpUZEZHVuRVgYgYYLGGNerrW+SESeFJqCAA59AtRHQCnV6XQOzD52FEXRSLfb/SYoCCCQn4Ax5gtKqe8nSXJeflX2vTIBvG8jHoFA7gLW2g8rpZaIyBtzL0YBBBou0Gq1nhhF0c1KqZUi8t+hOAjgUPLURaAvMDo6ump6evoarfVK59wvgUEAgfwFrLXZ7fdxuwL45PyrPXAFAjiUPHUR6AsYYxKl1JYkSbJbMF8IIFCAwNjYWLR169bsY0mvdc5tLqDkXiUI4BDq1ERgT/gep7V+p4g8CxQEEChWwFqb3X5PEZEXFVv53moEcAh1aiLQF7DW3hBF0dndbrcHCgIIFC9grf2K1voy59w/FF2dAC5anHoI7AnfLymlDhCRl4GCAAJhBIwxL4mi6Pzf//73R23atGlHkV0QwEVqUwuBGQLW2qvSNP1Cr9fLPhLBFwIIBBKw1n5Ta32Gc+7fimyBAC5Sm1oI9AU6nc7Q5OTk3Tt27PjjTZs2/QYYBBAIJ2Ct/YDWertzrtDPBRPA4c6cyg0WiOP4pd77c0K9+aPB9Gwdgb0Est+OpZR6Z5IkLy6ShwAuUptaCPQFjDHv01rvEJExUBBAIKzAs5/97OHHPvaxvxseHv7D8fHx3xbVDQFclDR1EJghYK399zRN39Lr9b4GDAIIhBew1v5LFEUfL/ITCQRw+HOng4YJdDqdgyYnJ38oIssbtnW2i0BpBYwxb9NaP0pE/ndRTRLARUlTB4E9Lz8fv+sXwb86SRIDCgIIlEOg3W4/N03TT4vIYUV1RAAXJU0dBPoC1tq/11p/zzn3UVAQQKA8AtbaO6ampp6zcePGHxfRFQFchDI1EJghYK39gdY6ds59FxgEECiPgLX2MqXUVSLy2SK6IoCLUKYGAn2BVqv1lCiKrhaRQ0BBAIFyCVhrT1VKvVBE/qKIzgjgIpSpgcCel59fr5T6MxF5DSgIIFAuAWvtSq31V51zjymiMwK4CGVqINAXiON43HvfE5ENoCCAQPkErLU3KaVeKSJb8+6OAM5bmPURmCFgrf3l1NTUYRs3brwdGAQQKJ+AtfZirfUtzrkL8u6OAM5bmPUR2HP7PcJ7f7GIrAIFAQTKKWCMOU4pdXKSJGvy7pAAzluY9RHoCxhjztZaP0JEzgQFAQTKKdDpdB4xOTl5m4jsn3eHBHDewqyPQF8g+8PfURRd0O12rwAFAQTKK2CtvTaKorO73e41eXZJAOepy9oI9AVOPvnk/bZt25b9sveHjY+P3w0MAgiUVyCO43d7772InJNnlwRwnrqsjcCel5+PVUqdlSTJMaAggEC5BeI4PsZ7f76IvCDPTgngPHVZG4E9Lz9/SCm1TUTeDQoCCJRfYNcfZ7h7amrq0VdcccWv8uqWAM5LlnURmCFgrf1PrfUbnHPXAYMAAuUXsNZm79W4REQuz6tbAjgvWdZFoC/QarUeHUXRd0XkEaAggEA1BKy12acVniAib8irYwI4L1nWRWDPy88nKqWsiGSfL+QLAQQqINBqtVZprb+YJMnT8mqXAM5LlnUR6AvEcXxJmqbfSpLkYlAQQKA6Atba7DfWvUhEbs2jawI4D1XWRGCGgLX2v6enp18xMTGR/Y5ZvhBAoCICu/44wwat9decc/+QR8sEcB6qrInAntvvM+79OKE8ERQEEKiWgDEm+6tlL0uS5FV5dE4A56HKmgj0BYwxf62UekaSJNnfGeULAQQqJNButw9J0/R6EVmRR9sEcB6qrIlAX8BaK1rry5xzl4GCAALVE7DW3hBF0Sndbvebg+6eAB60KOshMEPAWvtrrfWTnHN3AIMAAtUTiOP4Qu/97bv+OMPfDrp7AnjQoqyHwJ6Xn4/UWl8gIs8FBQEEqikQx7Hx3r9eRF4x6B0QwIMWZT0E9rz8fK5San8ReRsoCCBQTYFWq7V8aGjol7/61a/237Jly9Qgd0EAD1KTtRCY/fLzT5RSHxCRi4BBAIHqChhjfhZF0YXOufcPchcE8CA1WQuBGQLGmOvSND1jYmLiG8AggEB1BYwxm7z3F/Z6vasGuQsCeJCarIUAAcwMIFA7AQK4dkfKhuouwA247ifM/poiQAA35aTZZ20ECODaHCUbabgAAdzwAWD71RMggKt3ZnSMwAMJEMDMBQIVEyCAK3ZgtIvAgwgQwIwGAhUTIIArdmC0iwABzAwgUA8BArge58guEOAGzAwgUDEBArhiB0a7CHADZgYQqIcAAVyPc2QXCHADZgYQqJgAAVyxA6NdBLgBMwMI1EOAAK7HObILBLgBMwMIVEyAAK7YgdEuAtyAmQEE6iFAANfjHNkFAtyAmQEEKiZAAFfswGgXAW7AzAAC9RAggOtxjuwCAW7AzAACFRMggCt2YLSLADdgZgCBeggQwPU4R3aBADdgZgCBigkQwBU7MNpFgBswM4BAPQQI4HqcI7tAgBswM4BAxQQI4IodGO0iwA2YGUCgHgIEcD3OkV0gwA2YGUCgYgIEcMUOjHYR4AbMDCBQDwECuB7nyC4Q4AbMDCBQMQECuGIHRrsIcANmBhCohwABXI9zZBcIcANmBhComAABXLEDo10EuAEzAwjUQ4AArsc5sgsEuAEzAwhUTIAArtiB0S4C3ICZAQTqIUAA1+Mc2QUC3ICZAQQqJkAAV+zAaBcBbsDMAAL1ELDW3pym6Qd6vd4l9dgRu0CgmQLGmJu89xf1er2LBimgB7kYayGAwB4BY8z6KIp+6Jx7Py4IIFBdAWPM9p07dz5+06ZNdw5yFwTwIDVZC4EZAq1WqxVF0eki8jJgEECgmgJxHL/Ye/+3IvK8Qe+AAB60KOsh0BfodDoPn5yc3DY8PLz/+Pj4TmAQQKB6AnEcr0vTdGmSJO8YdPcE8KBFWQ+BGQLW2i1a6/c7564CBgEEqidgrf1XrfV5zrkvD7p7AnjQoqyHwAwBY8zfKKUeniTJW4FBAIFqCXQ6nQMnJyfv6L+KNT3o7gngQYuyHgIzBOI4fqH3/iMi8hxgEECgWgLGmFgpdWqSJCN5dE4A56HKmgjMfhl6286dO5965ZVX/l9gEECgOgLW2o9prX/snPtgHl0TwHmosiYCs2/B3TRNv5QkyReBQQCB6ghYa7+nlPoLEfmPPLomgPNQZU0EZt+AT1dKPVNEXgcMAghUQ8Ba+3it9XXOuUfl1TEBnJcs6yLQFzDGPF1rvVFEngAKAghUQyCO41O8938uIifk1TEBnJcs6yIw+xb8Q631aufcjcAggED5BeI4/oL3/hoR+XRe3RLAecmyLgKzA/hTWuv/cs59HBgEECi/gLX2p9PT0y+YmJj4P3l1SwDnJcu6CMwQMMa8Wms9KiKjwCCAQLkF2u32s9I03SAih+bZKQGcpy5rI9AX6HQ6j5ycnLxRRP4QFAQQKLeAMeYsrfUhIvLGPDslgPPUZW0EZr8M/R9pmv51r9f7OjAIIFBeAWvtlVrrTznnunl2SQDnqcvaCMx+GfqDWuvfiMj5wCCAQDkFxsbGoq1bt/5OKfVIEdmWZ5cEcJ66rI3A7Btw9uvs3ioiRwODAALlFDDGvGRXZ2NJkrww7w4J4LyFWR+BvsDIyMiyZcuW/W56enr5xMRE9h02XwggUDIBa+17lVJTIpL9IZVcvwjgXHlZHIHZAtbaL2utL3TObcQGAQTKJ2Ct/YZS6u0isiXv7gjgvIVZH4EZAtbad2itD3LOvRkYBBAol0Acx3/kvf+RiDy8iM4I4CKUqYFAX8AY8zyl1PokSf4UFAQQKJdAHMcd7/1JItIqojMCuAhlaiAw+xZ8ZxRFq7rd7m3AIIBAeQSMMZ/QWt8sIh8poisCuAhlaiAwO4D/SWt9hXPu88AggEB5BKy1N6dp2un1et8poisCuAhlaiAwQ8AY81da6yNE5GRgEECgHAKjo6NPmp6e/oqIPK6ojgjgoqSpg0BfIMS/6OAjgMBDC4T4xpgAZioRCCBgrf1+mqb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