<snapdata remixID="9779062"><project name="3.1" 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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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aK0/IiJnpWl6bpIkV/RpGxy7DwQI4D64JI7oTmDDe3svE5F9SqXSyPj4+L+6Ow2VuyUwOjr6xnq93njP8L0bXt3Oe4a7hV+gOgRwgS6bVucmoLUetNZepZRa8dxzz53Fe3vn5tfvTzfeM7zFFltcYK1dqpQ63hgz3e89cf7eEiCAe+s+OE2PCPi+v5XneU9aa4+I4/iWHjkWx3AgEATBoUqpG9M03TZJkmccHIGSORUggHN6sbTVnkAYhpU0TY+P43iovZ1YnQeBIAimPM+7Koqiah76oYfeECCAe+MeOEWPCWitb1ZKTUVR1HivLz8FFwjD8Dhr7ZAxpvEJWvwgkIkAAZwJI5vkSWB4eHiLUqn0iFJqjyiK/pCn3uilNYEwDF9trf1VvV7faXJy8rnWdmEVAi8WIICZCAReIhCGYWCt/agx5n3gIPCfAlrrbyqlvhhFUYwKAlkIEMBZKLJHrgSCILhOKfVdY8w/5qoxmmlLQGv9t9bafeM4PrqtjViMwAYBAphRQGAjgcZHTc6fP/8xz/PewofzMxobC2z48o2frVu3bgc+qpLZyEKAAM5CkT1yI6C1brzq+ZPGmHfnpikayUxAa/1tEfmsMWYqs03ZqLACBHBhr57GX04gCIKrROQncRx/HiEEXioQBMHHReRtcRwfjw4C7QoQwO0Ksj43AoODgwMLFixY43ne4omJiYdz0xiNZCYwMjKyS5qmq9auXbtwenp6JrON2aiQAgRwIa+dpl9OIAzD91prG1+28BcIIbApAa3195VSZ0VRdBdKCLQjQAC3o8faXAlorb9srX04juOLctUYzWQqEATBGUqpXYwxH850YzYrnAABXLgrp+FNCCit9aOlUmm/8fHxX6GEwKYERkdH96jX6/cYY3YUEYsUAq0KEMCtyrEuVwJhGP61tfZLxpi9c9UYzXREQGt9n1LqI1EUfacjBdi0EAIEcCGumSZnEwjD8FJr7ZPGmE/P9iy/j4DW+myl1LZRFJ2KBgKtChDArcqxLlcCWutf1+v1QyYnJ3+Wq8ZopiMCw8PDbymVSrcaY17fkQJsWggBArgQ10yTrySgtd5HRK42xrwFKQSaFdBaN/5n7ThjzL3NruE5BDYWIICZh8ILhGF4obW2Zow5u/AYADQtoLX+tFKqHEXRmU0v4kEENhIggBmHwgtorf9PmqaHJ0lyX+ExAGhawPf9vT3Pu8kY82dNL+JBBAhgZgCB/yegtd5LRKrGmD0wQWCuAlrrxlvWKsaY++e6lucR4E/AzEChBbTW54vIfGPMGYWGoPmWBLTWjQ9tWWeMOaelDVhUaAECuNDXT/NBEPxURE6I4/j7aCAwV4EgCBofW3plHMdvnetankeAAGYGCisQBMGblVJTxphdCotA420LaK0fttYOxXH887Y3Y4NCCRDAhbpumt1YQGv9KRF5tTGm8RVz/CDQkoDWuvHVlX8wxnympQ1YVFgBAriwV0/jWusfpml6SpIk30IDgVYFfN9/j+d5lxlj3tHqHqwrpgABXMx7L3zXvu//aalU+nYURa/jA/ULPw7tAqgwDH9br9ffnSTJv7W7GeuLI0AAF+eu6XQjAa31MqXUblEUfQgYBNoVCMPwK9baB40xy9vdi/XFESCAi3PXdPriAP4Xa+2n4ji+ExgE2hUIguAApdRnjDF/2e5erC+OAAFcnLum0w0CS5cu3XlgYOCHa9euXTg9PT0DDALtCgwODg4sWLBgzczMzDtWrFjxm3b3Y30xBAjgYtwzXb74T7+niMiexpjjgEEgKwGt9dUi8iNjzGVZ7ck++RYggPN9v3T3MgJa629Zay+M43glQAhkJRAEwRKl1JnGmPdktSf75FuAAM73/dLdSwSWLFmycN68eT9ft27dDlNTU+sAQiArgaGhofnz589/bP369W9euXLlmqz2ZZ/8ChDA+b1bOnsZgSAIPqiUeo8x5iiAEMhaQGt9vbX2W3EcfzXrvdkvfwIEcP7ulI5eQUBrfYeI/E9jjAEKgawFtNZaRP67MebArPdmv/wJEMD5u1M62oRAGIavttb+ql6v7zQ5OfkcUAhkLTA8PLxFqVR6RCm1RxRFf8h6f/bLlwABnK/7pJtX/tPvB5RSh0RRVAEKgU4JhGFYtdbeaoz5eqdqsG8+BAjgfNwjXTQhoLW+VUSuMcbc3MTjPIJASwJa68NE5FhjzCEtbcCiwggQwIW56mI3WqlUtqnVag+labpLkiTPFFuD7jsp4Pv+Vp7nPVwul3etVqtPdbIWe/e3AAHc3/fH6ZsUCILg/Z7nHR5FUdDkEh5DoGWBMAzjNE1viuP4Gy1vwsLcCxDAub9iGmwIaK0jERk3xlyHCAKdFtBaHy0io8aYsNO12L9/BQjg/r07Tt6kQKVSeVWtVmt8Pu9uxpi1TS7jMQRaFtBaLxCRB8vl8s7VavWPLW/EwlwLEMC5vl6aawgEQXCoiJwQx/EQIgh0SyAIgikRuTKO41u6VZM6/SVAAPfXfXHaFgS01jcppW6LouiqFpazBIGWBMIwPN5ae7Ax5vCWNmBR7gUI4NxfcbEbrFQqm9dqtUf5YIRiz4GL7v/zg1/K5fKO1Wr1eRdnoGZvCxDAvX0/nK5NAd/3fc/zPmaMeV+bW7EcgTkLaK2/mabpF5IkSea8mAW5FyCAc3/FxW5Qa32ttfZ7cRx/udgSdO9CIAiCDyul3mWMOcZFfWr2tgAB3Nv3w+naEKhUKvNqtdqaNE3fmiTJb9vYiqUItCTg+/7rPM/7ablcXlitVte3tAmLcitAAOf2amlsw0cCnmaM+Qs0EHAloLX+vohcwkegurqB3q1LAPfu3XCyNgXCMFxqrf2MMWavNrdiOQItC2it71dKfSqKohUtb8LCXAoQwLm8VpraIOBprR8Tkb8yxjyACgLdFtBa7y4i/2yM2UFE0m7Xp15vCxDAvX0/nK5NgSAILvc871dRFF3c5lYsR2DOAmEYnp6m6R5xHJ8858UsyL0AAZz7Ky52g2EYHpim6flxHL+r2BJ070IgCILveZ53ThRFd7ioT83eFiCAe/t+OF2bAosXLy4vWrRojbV2rziOV7e5HcsRaFogCIJFSqn7V69evXDVqlW1phfyYGEECODCXHVxG9Vaf10p9cMoir5YXAU677ZAGIYftda+wxjzgW7Xpl5/CBDA/XFPnLINAd/3D1FKLYvjeL82tmEpAnMSCILgHmvt8iRJbp3TQh4ujAABXJirLm6jg4ODmy1YsOC3aZq+KUmSx4srQefdEvB9f3vP836xdu3a101PT7/QrbrU6S8BAri/7ovTtiigtf6GUuruKIquaHELliHQtEAYhidZa/c3xry/6UU8WDgBArhwV17MhoMgCJVSf2uMOaiYAnTdTQGt9e3W2n+M4zjqZl1q9ZcAAdxf98VpWxQ46KCDttxiiy1Wl8vlP61Wq//e4jYsQ2BWgUql8ie1Wu3fnnvuuUW33377s7Mu4IHCChDAhb364jWutb5FKTUZRdE1xeuejrslEIbhsdbaYWPMod2qSZ3+FCCA+/PeOHULAkEQHO553jFRFC1tYTlLEGhKIAzDFWmaXhvH8U1NLeChwgoQwIW9+uI1PjQ0tPX8+fN/XS6Xd61Wq08VT4COOy1QqVS2qdVqD61bt+71U1NTT3e6Hvv3twAB3N/3x+nnKKC1TkTkBmPMDXNcyuMIzCqgtT5SRI40xvizPswDhRcggAs/AsUC0Fofo5QKoygaKVbndNsNgTAMJ6y1kTHm2m7Uo0Z/CxDA/X1/nH6OAocccsi25XL5gXK5vHO1Wv3jHJfzOAKbFKhUKq+q1Wq/qdVqu996661PQoXAbAIE8GxC/H7uBLTW/0tErjDGjOeuORpyJqC1HhWRk4wx/83ZISjcVwIEcF9dF4fNQkBrfYKIHGiMOSKL/dgDgYaA1vpGEbnDGHMlIgg0I0AAN6PEM7kSGBoaeu38+fN/WS6Xd6xWq8/nqjmacSJQqVQ2r9Vqj65bt+4NU1NTv3NyCIr2nQAB3HdXxoGzENBa322tvTSO48ks9mOPYgsEQTCslDrVGLN/sSXofi4CBPBctHg2NwJa678TkX2MMX+Tm6ZoxJmA1vqfROReY8w/ODsEhftOgADuuyvjwFkILF26dMeBgYGflMvlhdVqdX0We7JHMQUqlcq8Wq22ZmZm5m0rVqx4tJgKdN2KAAHcihprciGgtf6utfb8OI5vy0VDNOFEIAiCg5VS5xhj9nVyAIr2rQAB3LdXx8HbFdBanyYibzLGnNjuXqwvroDW+msi8gtjzCXFVaDzVgQI4FbUWJMLgeHh4V1LpdK9G/4aup6LpmiiqwKVSqXU+Ovner2+z+Tk5ENdLU6xvhcggPv+CmmgHQGt9f9O03RZkiR3t7MPa4sp4Pv+/p7nLTfG/HkxBei6HQECuB091va9gNb6LGvtjnEcN14VzQ8CcxIIguAflFKPGmMumNNCHkZARAhgxqDQAr7vv8HzvLuMMTsWGoLmWxLQWj+apul7kyT5ZUsbsKjQAgRwoa+f5hsCQRD8yFr74SRJvosIAs0K+L6/r1Lqy3Ec79nsGp5DYGMBAph5KLyA1vpcEdnKGPOJwmMA0LSA1vpzIvKMMea8phfxIAIbCRDAjEPhBYIgeJtSKjbG7FZ4DACaFtBaP2itDeI4/knTi3gQAQKYGUDgxQJBEPzCWntMkiQ/wAaB2QR833+nUuraOI7fNNuz/D4CmxLgT8DMBgIiEobh/7DWKmPMJwFBYDYBrfVnlVI2iqK/n+1Zfh8BApgZQOAVBLTWi0XkemPMG4FCYDYBrfW/ishRxphVsz3L7yNAADMDCMwioLV+IE3TMEmSH4OFwKYEfN9/u+d5kTFmd5QQaEeAv4JuR4+1uRIIw/Bia+2zxpixXDVGM5kKaK3HlFJbRlF0eqYbs1nhBAjgwl05DW9KIAzDd1lrv2qMeTtKCGxKQGv9Y6XUB6Mo+h5KCLQjQAC3o8fa3Alo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s="reportEquals"><block var="Number of sides"/><l>8</l></block><script><block s="doRepeat"><block var="Number of sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number of sides"/><l>9</l></block><script><block s="doRepeat"><block var="Number of sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>40</l></block></script></block><block s="up"></block></script></block><block s="doIf"><block s="reportEquals"><block var="Number of sides"/><l>10</l></block><script><block s="doRepeat"><block var="Number of sides"/><script><block s="forward"><l>50</l></block><block s="turn"><l>36</l></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="Triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>50</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Pentagon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>50</l></block><block s="turn"><l>72</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Octogon" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="forward"><l>50</l></block><block s="turn"><l>45</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="Number of sides"><l>10</l></variable></variables></project><media name="3.1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>