<snapdata remixID="10762736"><project name="3.1 Drawing Shapes Again" 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" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XuYXFWZ7/Hv2t17VcJFEBhAdNAzIM5oEFDCjAwgXbuahBBQQbkIgoCXUccRPCiioxBFRUXxOo4K4SKXwAgokRDo2tXcRIR4D86IOEfRYUBRUAxJrd2913mqk5k5HkNSVV2Xffn18/CXe631/j7vlpfuumyDfiQgAQlIQAISGLiAGfiJOlACEpCABCQgATSAdRNIQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQkIAEJSGAIAhrAQ0DXkRKQgAQkIAENYN0DEpCABCQggSEIaAAPAV1HSkACEpCABDSAdQ9IQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQkIAEJSGAIAhrAQ0DXkRKQgAQkIAENYN0DEpCABCQggSEIaAAPAV1HSkACEpCABDSAdQ9IQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQkIAEJSGAIAhrAQ0DXkRKQgAQkIAENYN0DEpCABCQggSEIaAAPAV1HSkACEpCABDSAdQ9IQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQkIAEJSGAIAhrAQ0DXkRKQgAQkIAENYN0DEpCABCQggSEIaAAPAV1HSkACEpCABDSAdQ9IQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQkIAEJSGAIAhrAQ0DXkRKQgAQkIAENYN0DEpCABCQggSEIaAAPAV1HSkACEpCABDSAdQ9IQAISkIAEhiCgATwEdB0pAQlIQAIS0ADWPSABCUhAAhIYgoAG8BDQdaQEJCABCUhAA1j3gAQk8CcCcYXd8LwGOKn1L4lpuDQwfDlq8lNxSUACvRHQAO6No3aRQO4FVsJ2YcgxwGswbAlcFQQsawWbTjnOwLF4/pDC5XMSlh0Ij+U+tAJIYIgCGsBDxNfREhi2wAqozLEs9nACsA+e66bhykMSVm2stnrIfAOvxvAK4DvAl3/juPFocMPOovMlkDcBDeC8dUz1SqAHAvVRDsRwAoZDDdztU5buPEVjXpuDtDW4KxWqxnNqCvvhWWE8l0VT3NWD8rSFBEohoAFcijYrpASgXmEPs/513Vfj+bmBS55MWL54ln9KvgOe7kJeBpyMYRfgisRw+cImD8hdAhJ4agENYN0dEiiwQB22NyHHYWYG71wPy7xh2XiTf+9H7MkKu0/7/369+HEDV7iEZQvht/04T3tKIM8CGsB57p5ql8BGBCZhjrcckcJrAtg79VzXGoRRwj2DBKuP8pLAcHxqeIWBb7XevJU4blwEzUHWobMkkFUBDeCsdkZ1SaBDgYlRDh4xnOANC1uv62JYuq5JPOyBdw3M3b5CzXtONbCv8dw45bnskCm+0WFEXS6BQgloABeqnQpTNoHbLH+VrH8H8wnG838MXBYmXJ/Vjwi1/iTuQ44K4CQMO3u4PDVcfkiTn5Std8orAQ1g3QMSyJnA7fBn0yGv9q3fdmGL1ud1MVyVty/JaFR4Xup59YbPF/8GuDJJuFKvF+fshlS5XQtoAHdNp4USGJzActhiK8vhaes3R9jLeL4KXFZN+NbgqujfSa2PRQXr/3x+hIdvBXCZcawYg3X9O1U7S2C4AhrAw/XX6RLYpEA8SpVg5h3MC4FvesPSkSb1og6m1n9ozLEsDOBkDy9uvV5sPJdU9Xqx/p9SQAEN4AI2VZHyLTBpmTcNrw7gBO/5mYHLXcJXyvan2daf2l3I0cZwIrCDhysqhssPbHJ/vjus6iWwXkADWHeCBDIgUIedgg2v68L672GeNlypNyetb07d8ny//j9KjsPzSMvHJ1xZg9Zrx/qRQC4FNIBz2TYVXQSBm2HLUcsRBk7y61/XvSH1XFKb4ptFyNevDJOjHJwGnIjnMAx3G7h0jWPl4fBkv87UvhLoh4AGcD9UtacENiEwMUotWD9AFmL4RusrIec4btkf1gqufYHWf8AElsMCeC2eF3m4kfX/AXNH+7voSgkMT0ADeHj2OrlEAo2QvbzhOOB4PA96uJKEZfoTam9ugtaf8E1l5s/Tr/Hw9BG4ovWd1GOOf+vNCdpFAr0X0ADuval2lMCMwO3wDFeZefDBCQa2bg3dwHBFtcmPRdQ/gdsse061Hjix/qET/+kDrrJNrjwIft2/U7WzBDoX0ADu3EwrJPCUAnfC1k3LYjwnA3t7WD7iuXhsijvFNniBxihRGvBaA4d6+GYAlySOlQtgzeCr0YkS+GMBDWDdERKYpcDZEBw0So1g5ksyFgB3pXDpOsdNemPQLHF7tHwStpqyHNH6Ckzj2ccbbiTl4uoUdxjwPTpG20igIwEN4I64dLEE/kdgImQfY2Yevdf65z9Sw1UjTa4Yg0fllF2BSdh5usLxrWcjG3jazFd5wpVVx33ZrVqVFVFAA7iIXVWmvglMwrOmKhw34nm1h+1aX5IxApe/1PGvfTtUG/dNYDJk72kz833UrTfH/ZKAq4Imy8bg4b4dqo0lsEFAA1i3ggQ2I3A3PO0Jy+LAcwqGvYHlacqltSlu058vi3H7eDCNUcY3vIxwaOtrP4FLAsdNY/CHYqRUiqwJaABnrSOqJxMC18DI9qNEBDNvplrYegPPCFzqHF/XG3gy0aK+FfE12HqrkJdv+IKUvTGsSFOWPjbFHUfDdN8O1salE9AALl3LFXhTAnHIi1j/ed1jgV8ZwxVJk8sXwK8kVz6BW2CXUTvz2MfWAzG2br1enMKV444flk9DiXstoAHca1HtlzuBCdh1xHJs67uGPezYeqh9AJePOVbnLowK7ptA6z/OfOu1YjgBw4OB4aqpJssOgYf6dqg2LrSABnCh26twTyVwPWy7jWWRX/+67os3vK572Z1TNJZAKjkJPJXAzMfOKizwnhM3fL747gCWWsdNB8ATkpNAuwIawO1K6brcC3wBwr8YpToSzDxrtvVGm7s9fHnE8VW90Sb37R1KgBXwtErIkcCJGPYBVkynLA2nuG0MpoZSlA7NjYAGcG5apUK7FWiEvNibmdd0W/885uHy1HG5/nTYrajWbUyg9RE1b3lNyszni9c/UtKz7JCE70lMAhsT0ADWfVFIgXgOzybd8GYqzzNan9c18OUx/cuwkP3OWqjJkH2nmfkO8ONbrxcbw7KkybIF8Ius1ap6hiegATw8e53cY4FJ2NZbFuE5xRvmAzcGhssObnKL0eu6PdbWdu0ItD7Otl2FQ1vfukXrZQ/P3d6w1DtuGofftbOHrimugAZwcXtbimTXgH36KGNBwCmtz+vi+Tbw5UrCV/SGmFLcArkJOQHbmJBXBvAav/4LXW7yKUu3neLWfSHJTRAV2jMBDeCeUWqjQQrMvK4Lx7H+td0nWh8dStzM53X1J75BNkJndSUwMYddg3Tmt+LWP63Xi5fhuSpK+E5XG2pRLgU0gHPZtnIWfdMcnmPTDW+m8jyz9SaX1ruYawn3llNEqYsgEIfst2EQt/6D8petYewClh26jp8VIZ8yPLWABrDujlwINCxLPLwD+DqGLwfNme/o1cc8ctE9FdmOwCSM+srMZ9NbvxUfBnw8cry3nbW6Jp8CGsD57Fupqm49Pi61rEo9h48nfLdU4RW2lAKtR10GhuWBY189mam4t4AGcHF7W5hkEyGfD2BNlHBGYUIpiAQ2IxCHnJ/CluMJbxJWMQU0gIvZ18Kkui1kn8Tw9RHHXnrQfWHaqiBtCEzCDtOW74eexS/VX37aEMvfJRrA+etZqSpuhNzq4doo4TOlCq6wEgDikLcaOKqacLBAiiegAVy8nhYmUWx5FfCebRzz9TnJwrRVQToQWAXh7+zMu/w/GDn+pYOlujQHAhrAOWhSGUuchK1Syw9JOTWaolFGA2WWQEsgHqVKwEWBY089NKRY94QGcLH6WZg0Dct7PbwocryiMKEURAJdCsSW6w18p+r4QJdbaFkGBTSAM9iUspe0Yi7PqkzzLQwHRU1+WnYP5ZdAXGE3PLc3R/jrRWtnvqxDPwUQ0AAuQBOLFqFu+TLwi5rj3UXLpjwS6FagbvkQ8Oc1N/NFHfopgIAGcAGaWKQIt47ykumAr1jHvAPhsSJlUxYJzEbgDni6s6weSXnlwVN8czZ7aW02BDSAs9EHVQF4MA3LN/FcGCVcKBQJSOCPBeKQ12F4XdXxEjPzfxn95FlAAzjP3StY7XHIyRjeFLmZL6fXjwQksBGB2HIPns9HCRcLKN8CGsD57l9hqp+Ebact9/mUY8anuLMwwRREAj0WmBjlABNw9YjjBWPweI+313YDFNAAHiC2jnpqgYblgx6eEzmOl5MEJLBpgdhyhYGfVR3vkVV+BTSA89u7wlTe+oiF8dwxMsJfv3QtvyhMMAWRQJ8EbpvLn09P8y1vOFAf1esT8gC21QAeALKO2LRAff2XDHw/cpwjKwlIoD2B2HKOh71q+rKa9sAyeJUGcAabUqaSbh1lLA24dJ1j3iL4fZmyK6sEZiOwAp42x7I6SDnp4CkmZ7OX1g5HQAN4OO46FfivL5r38OGa42qhSEACnQnULccYOEsPLOnMLStXawBnpRMlrGPmUWsBx1SbHFDC+IosgZ4INCrc6VOu1iM7e8I50E00gAfKrcP+S6D1sPHW046854haMvO4Nf1IQAJdCNRD5hvDDRuelvRoF1toyZAENICHBF/2YxshHwe2rCb8XdktlF8CsxVohPwzsKaa8L9nu5fWD05AA3hw1jppg0DD8gIP9WnHiw+BhwQjAQnMTuAW2GXE8m0DtarjvtntptWDEtAAHpS0zvlvgTjkFmO4tepmnu6iHwlIoAcCDcu7vefgKOGQHmynLQYgoAE8AGQd8T8CjQqHec+nmo4XLIKmbCQggd4IrIBKxXKfMbyt2uTG3uyqXfopoAHcT13t/UcCd8HctZbvGsM7q01uEI8EJNBbgUaFI7zno3Md++wPa3u7u3brtYAGcK9Ftd9TCjQs7/SeBVFCJCYJSKA/AnFIbAw3Vx0f7c8J2rVXAhrAvZLUPpsUmISd05DveUO15viRuCQggf4I1C3PN55GkLD3GDzcn1O0ay8ENIB7oag9NivQ+piEBxcl/MNmL9YFEpDArATikE8bsPqY36wY+75YA7jvxDqgEfJiDzf6hL1q8IhEJCCB/grUYScT8n0Dh1UTvt3f07R7twIawN3KaV3bAnHI7cB1UcIn216kCyUggVkJxCGnAUdGCQfNaiMt7puABnDfaLVxS2DSckwKZ0eO50tEAhIYrEBs+VEAS8b0sJPBwrd5mgZwm1C6rHOBO2HrpuWHqeGN401u7nwHrZCABGYjMFFhQeD5QsWx5wHwxGz20treC2gA995UO24QaFje52HfyHGEUCQggeEIxJYbDKyqOt4/nAp06lMJaADr3uiLwORcnpVO8W0C9o+a/LQvh2hTCUhgswJxhd1IuSsY5cVja/nlZhfogoEJaAAPjLpcBzUsl3vPw1HCGeVKrrQSyJ5AHHK+MexcdZyQverKW5EGcHl737fkjVH+1huuDRL+cgwe79tB2lgCEmhLYBK2TUP+zXiOqk7xjbYW6aK+C2gA9524XAecDcFBlrvxfDFKuLBc6ZVWAtkViENeh+ENtzv+Zgmk2a20PJVpAJen1wNJOhlyqjf8fdWxz0AO1CESkEDbAo3Ww1A8nx1LuKjtRbqwbwIawH2jLd/Gd8DTnWV1mnLM+BR3lk9AiSWQbYGJUQ4IAq62jnkHwmPZrrb41WkAF7/HA0vYsHwI2FVv9BgYuQ6SQMcCrTdIAg9WHe/ueLEW9FRAA7innOXdbLLC7mnrow4j7De2jp+VV0LJJZBtgck5PCed5p4gYP+xJg9ku9piV6cBXOz+Dixdw/JVDz+MHO8d2KE6SAIS6EogtnzAwJ5Vx8u72kCLeiKgAdwTxnJv0hgl8gGXBY7dxmBduTWUXgLZF5iEOanlpyblxOoUcfYrLmaFGsDF7OvAUl0DdjvLKgMfjhxXDexgHSQBCcxKILYc5+Gs3zr2PRrcrDbT4q4ENIC7YtOi/xKoh7zNBLwqanKAVCQggXwJxBXu9Cn/Ukv4VL4qL0a1GsDF6ONQUtwOf5aErA5gwVjC94ZShA6VgAS6FpgM2TuFm8OEeQfBr7veSAu7EtAA7opNi1oCccgFwDZRwikSkYAE8ikQhywFfhclnJ7PBPmtWgM4v70bauWTlnmpZ3I6Ya9D4KGhFqPDJSCBrgVugV1GQr4fGMbGHKu73kgLOxbQAO6YTAtaAo2QCWOojzk+IhEJSCDfApOWM72nVk0Yz3eSfFWvAZyvfmWi2rjC4Xg+GzmenYmCVIQEJDBrgdjycwx/HzVZPuvNtEFbAhrAbTHpov8SWA5bzLV8LzCcUW1yg2QkIIFiCDQqHJF6zl/r2PtweLIYqbKdQgM42/3JXHWx5V3AWORYkLniVJAEJDArgdhyMzAZOc6b1UZa3JaABnBbTLqoJXA7PCMJ+WFqOHDc8a9SkYAEiiUwYfmrwHNHmLDnQfCfxUqXvTQawNnrSWYrikO+5MHVEt6S2SJVmAQkMCuBesjnDNgo4fWz2kiLNyugAbxZIl3QEpgM2TeFlTbhuXqOqO4JCRRXYOa53iE/CWDhWMKq4iYdfjIN4OH3IBcVNCrckaYsqyV8LhcFq0gJSKBrgXrIW4KAY6tNDux6Ey3crIAG8GaJdEHrS9uB90aO50tDAhIoh0Bs+RHwAT1kpX/91gDun20hdl4BT7OW1WnKyYfosWWF6KlCSKAdgVtGiYKAi51j3iL4fTtrdE1nAhrAnXmV7urYcg7wwshxZOnCK7AESi4QW64DfhC5mX8P6KfHAhrAPQYt0nYTc9g1SPkuhv2iJj8tUjZlkYAENi8QV9gNzz1pwD7j63hw8yt0RScCGsCdaJXs2rrlqgAerDrOLFl0xZWABDYINCwfSWHXmpt5L4h+eiigAdxDzCJtNTnKAanh+rkJu+4Pa4uUTVkkIIH2Be6CuWtDHgw8rxib4s72V+rKzQloAG9OqIT/+zUwsoPlbjyfqSZcVkICRZaABP4fgUbIiRje+qjjb46GaeH0RkADuDeOhdolDnm9N7yh5phfqGAKIwEJdC1Qt9xrPF+MEr7U9SZa+EcCGsC6If5IYCVsN2pZ3fpzUzXhW+KRgAQk0BJohPx162WpKce8hfBbqcxeQAN49oaF2iG2M09BeXakN1wUqq8KI4FeCMSWq4CfR27mqWj6maWABvAsAYu0vF5hD5NyN6PsGa3lP4qUTVkkIIHZC8RzeSZT/NAH/E2tyf2z37HcO2gAl7v/f5S+blkO3FtzvF8sEpCABDYmULe8D5hfcxwuodkJaADPzq8wqycr1Lxn6Zjj2QZ8YYIpiAQk0FMBD2bS8nNjOGWsSb2nm5dsMw3gkjV8Y3FXQGWOZZWH90eOfxGJBCQggU0JxJZXGXjfOse+i6Apre4ENIC7cyvUqkbI6R5eFiUcXKhgCiMBCfRNIA651cDXqgkX9O2Qgm+sAVzwBm8u3s2w42jI6ilDdYFj9eau1/8uAQlIoCVws2XeqKcxlTBvAfxKKp0LaAB3blaoFfWQTxGwZa3J6woVTGEkIIG+C9QrXEjKmlrC2/p+WAEP0AAuYFPbjVS3vNB4bp2bsPv++mB9u2y6TgIS2CBwF2y3NuQBbzi45viBYDoT0ADuzKtQV8chMQFfjZp8plDBFEYCEhiYQFzhraS8PEqIBnZoQQ7SAC5IIzuN0bC8zMPHIscena7V9RKQgAT+X4HYcr+Bd1QdX5NM+wIawO1bFebKm2HLUcv3jOFt1SYrChNMQSQggaEINCos8p5PTTn2XgBrhlJEDg/VAM5h02ZbcsNyloeXRI4jZruX1ktAAhJoCcSWGwx8s+r4sETaE9AAbs+pMFfdAruMhKxOAvZb2OSBwgRTEAlIYKgCKyvsHqbcM50w7xB4aKjF5ORwDeCcNKpXZdZDLgKeqCWc1qs9tY8EJCCBlkA95JPA1rWEUyWyeQEN4M0bFeaKOGQ/4OvbJDxnX3iyMMEURAISyITAKtjidyE/AxZHCfdkoqgMF6EBnOHm9Lq02PKNwPPFsYRLe7239pOABCTQEpgMOSk1vCFy/K1ENi2gAVySO2TScnwKZ0aOF5YksmJKQAJDEogtPwjgI2OOK4ZUQi6O1QDORZtmV+QEbBNYVpuUY6tTfGN2u2m1BCQggU0LNEb5Wx+wLHXMG4ffyWvjAhrAJbgzGpYlKTyv5ji2BHEVUQISyIBA3bIsgB9XHWdnoJxMlqABnMm29K6olZYXhPANRnhBtJb/6N3O2kkCEpDAUwvEc3km09yXwN8udNwnqz8V0AAu+F0x86UbnudGCacUPKriSUACGROIQ5Yaw0/05Rz6E3TGbs3BlBNXOJyU0/RF6YPx1ikSkMD/CGx44MsnoybL5aLfgEt3D9w0h+dUprmnmrBj6cIrsAQkMFSBRsivmiPsd+i6mc8G6+f/E9CfoEtwS8SW3wche4yt4eESxFVECUggAwKTW7JzmnB/5HhaBsrJZAkawJlsS2+LalS4M4UltSYTvd1Zu0lAAhLYuEC9wngAZ1ebHCCjjQtoAJfgzogrfN7AT6pNPlGCuIooAQlkQKBR4e0enhs1eVMGyslkCRrAmWxLb4tqhLzZG+ZHjpN7u7N2k4AEJLBxgdhysfHcW034JxnpN+DS3gP1UQ40ARdEjn1Li6DgEpDAQAViyyqfcnptijsGenCODtNvwDlqVrelTsK23vLQo46tj4bpbvfROglIQALtCFwDIztYnjCOXcbg8XbWlPEaDeCSdL1ueTAwjFeb/LgkkRVTAhIYkkCjwvNSz0TNseuQSsjFsRrAuWjT7IuMLTd6uLjm+Mrsd9MOEpCABJ5aoG55pYGTI8dhcnpqAQ3gktwdseU8A019MXpJGq6YEhiiQOsBMB4qkeNdQywj80drAGe+Rb0psG453sBRkePI3uyoXSQgAQlsXCC2XOfh2pqeB7zJW0QDuCT/D6pbXmjg2sjx3JJEVkwJSGBIArHlJx6Oqjl+MKQScnGsBnAu2jT7Iq8Bu53libWOpx8OT85+R+0gAQlI4E8FlsMWcy2P/Xb9py6cjJ5aQAO4RHdHbPkBntdFCfeUKLaiSkACAxSIQ/bDcGHkeOEAj83lURrAuWxbd0XHliu8p1FLuKi7HbRKAhKQwKYF6iGnGkM1chwvq00LaACX6A5pWM7ynp2ihNNKFFtRJSCBAQrEIZ80hkeqjg8P8NhcHqUBnMu2dVd0o8JhPuXtUULU3Q5aJQEJSGDTAnFIbAI+UW1yo6z0G7DugQ0CE3PYNZhmVZSwo1AkIAEJ9EMgDvlVOsK+4+t4sB/7F2lP/QZcpG62kSW2PB6E/OXYGh5u43JdIgEJSKBtgckt2TlN+LfIsW3bi0p8oQZwyZpfr8w8meT9tSYTJYuuuBKQQJ8F6hXGgffVmhzY56MKsb0GcCHa2H6IuMI/eXig1uQT7a/SlRKQgAQ2L1Cv8HYDu0dN3rz5q3WFBnDJ7oGJkDcFhv0ix8kli664EpBAnwViy8Wp557xhM/3+ahCbK8BXIg2th9iYpQDgoBPRo5921+lKyUgAQlsXiC2rEpTThuf4s7NX60rNIBLdg9Mwrap5aGqYysDacniK64EJNAnAQ9Bw/KHwLHLGDzep2MKta0GcKHa2V6Y2PIzY1hQbfLj9lboKglIQAKbFmhUeJ733Bw5niOr9gQ0gNtzKtRVsWW5h0trjq8UKpjCSEACQxOoW15p4KTIcfjQisjZwRrAOWtYL8qNLR/24GqOs3uxn/aQgAQkULcsMWAjx1nSaE9AA7g9p0JdFVuOA14VOY4sVDCFkYAEhiYQW64D/iVyXDW0InJ2sAZwzhrWi3InLfNSuD5yPLcX+2kPCUhAArHlJwG8YsyxWhrtCWgAt+dUqKtWg33E8rsnHdsfDk8WKpzCSEACAxdYDltsYfnNTo5t5oEbeAE5PVADOKeNm23ZseX7eF4fJdwz2720XgISKLdAHLIfhi9Fjr3KLdFZeg3gzrwKc3XDcnnqmawlXFSYUAoiAQkMRaAecmpgGKs6ThhKATk9VAM4p42bbdmx5V3es3Mt4bTZ7qX1EpBAuQXqIZ80hocjx3nllugsvQZwZ16FuTqucCgpZ0QJUWFCKYgEJDAUgTgkJuD8qMlNQykgp4dqAOe0cbMte2IOuwbTrIoSdpztXlovAQmUWyAO+VU6wr7j63iw3BKdpdcA7syrUFc3LL9dG/L8w9bwcKGCKYwEJDAwgRu3ZOe5CT+qOrYb2KEFOUgDuCCN7CZGXOE2D+fWmkx0s15rJCABCdQrjBv4x6jJS6XRmYAGcGdehbq6UeGfUnig1uQThQqmMBKQwMAE6hXeHsDu1SZvHtihBTlIA7ggjewmRj3kjRj+puY4uZv1WiMBCUigbrkYz921hC9IozMBDeDOvAp1dTzK/gR8OnLsW6hgCiMBCQxMILasIuUfoinuGtihBTlIA7ggjewmxiRsm1oeqjq2MpB2s4fWSEAC5RXwEDQsfwgcu4zB4+WV6C65BnB3boVZFVv+jzMsPLTJjwsTSkEkIIGBCNxU4XnWszJy/K+BHFiwQzSAC9bQTuPElhs8XFZzfKXTtbpeAhIot0Dd8koDJ0aOI8ot0V16DeDu3Aqzqm75EJDUHGcXJpSCSEACAxGoW5YAYc3x7oEcWLBDNIAL1tBO40xajvFwdNVxVKdrdb0EJFBugYblWgPXjDmuLrdEd+k1gLtzK8yqmy3zRuG6yLFHYULBWdFeAAAVN0lEQVQpiAQkMBCB2HL/FBy5wLF6IAcW7BAN4II1tNM4q8H+yvL4GscOh8OTna7X9RKQQDkFlsMWW1oe3dGx7Txw5VSYXWoN4Nn5FWJ13fLdUc8bDk64txCBFEICEui7wK0h86cMX6w59un7YQU9QAO4oI3tJFbDcjmeRjVhaSfrdK0EJFBegUbIKRiqVccJ5VWYXXIN4Nn5FWL1pOXM1LNzlHB6IQIphAQk0HeBOOSCwPDwmOMjfT+soAdoABe0sZ3EqldYGKScUU2odbJO10pAAuUVaITU04Dza01Wlldhdsk1gGfnV4jVE3PYNZjm3ihhp0IEUggJSKDvAnHII+kI88fX8WDfDyvoARrABW1sp7Hqlt8Q8vzaGh7pdK2ul4AEyiVQ35KdSPhRzbF9uZL3Nq0GcG89c7tbo8KtBs4da1LPbQgVLgEJDERgskLNwz9Wmxw8kAMLeogGcEEb22msuMLnDdxfbXJBp2t1vQQkUC6BRoXTPewRNXlTuZL3Nq0GcG89c7tbHPJ6DC+JHKfkNoQKl4AEBiIQW5bi+WaU8KWBHFjQQzSAC9rYTmPFo+xvAj5VdczvdK2ul4AEyiXQsNzrU94WTXFXuZL3Nq0GcG89c7vbJGybWh6qOrYykOY2iAqXgAT6KuAhaFj+EDh2GYPH+3pYwTfXAC54gzuJF1t+6g2H1prc38k6XSsBCZRHoF5hD+O5KXLsVp7U/UmqAdwf11zuGltuMHBp1XFtLgOoaAlIoO8CDctRHk6KHEf0/bCCH6ABXPAGdxKvYfmghyRynNPJOl0rAQmURyC2nGMgrDreU57U/UmqAdwf11zu2rAc7eGYyHFULgOoaAlIoO8CseVaA1dXHdf0/bCCH6ABXPAGdxJv0jIvhesixx6drNO1EpBAeQRiy/0BHDnmWF2e1P1JqgHcH9dc7roa7COWx5907HA4PJnLECpaAhLom8By2GILy6M7ObadB65vB5VkYw3gkjS63Zix5Tve88Zawr3trtF1EpBAOQTqIfON4QuR40XlSNzflBrA/fXN3e6x5QrjiasJS3NXvAqWgAT6KtAIOcUboshxfF8PKsnmGsAlaXS7MRuWd3rPM6KE09tdo+skIIFyCMQhFxjDf1YdHy1H4v6m1ADur2/udq9XWGhSzogSarkrXgVLQAJ9FYhD6j7g/FqTlX09qCSbawCXpNHtxrxjDru6ae6NEnZqd42uk4AEyiEQhzxiR5h/4DoeLEfi/qbUAO6vby53jyv82o8yr7aGR3IZQEVLQAI9F6hvyU5mitVRkz/r+eYl3VADuKSN31TsRoVbp+Hc8SZ18UhAAhJoCUxUqI3AP1abHCyR3ghoAPfGsVC7xBU+b+D+apMLChVMYSQgga4FGhVO97BH1ORNXW+ihX8koAGsG+JPBOKQ12HYP3KcIh4JSEACLYHYshTPXVHChRLpjYAGcG8cC7VLPMr+PuBTNcf8QgVTGAlIoGuBuuVek/K2aIq7ut5EC/UbsO6BTQt8HZ4+1/LL2x1bL4FUXhKQQLkFzobgIMsTax3PWgyPlVujd+n1G3DvLAu1U2x5wBsW1ZrcX6hgCiMBCXQsUK+wh/GsiBy7d7xYC55SQANYN8dGBeqW5R4uGXdcKyIJSKDcAhOWowy8tuY4vNwSvU2vAdxbz8LsVrd80EASOc4pTCgFkYAEuhKILed4CGuO93S1gRZtVEADWDfGRgUalqM9HBM5jhKRBCRQboHYcq2Bq6uOa8ot0dv0GsC99SzMbpOWedNwXc2xR2FCKYgEJNCVQN1y/wgcOeZY3dUGWqTfgHUPtC+wAirW8tstHDvsD2vbX6krJSCBIgncBXOftDzqHNstgmaRsg07i34DHnYHMnx+bPmO97yxlnBvhstUaRKQQB8F6iHzjeELkeNFfTymlFtrAJey7e2Fji1XpJ54PGFpeyt0lQQkUDSBiZBTAkMUOY4vWrZh59EAHnYHMnx+o8I7fMouUcLpGS5TpUlAAn0UiEMuMAEPVZt8rI/HlHJrDeBStr290PUKC03KGVFCrb0VukoCEiiaQBxS9wHn15qsLFq2YefRAB52BzJ8fjyHZ/tp7qkl7JThMlWaBCTQR4F6yCNmhP2idfy8j8eUcmsN4FK2vf3QjQq/SkfZs7aGR9pfpSslIIEiCNS3ZKdgih9Wm+xYhDxZy6ABnLWOZKyeuMJtKXxgvEk9Y6WpHAlIoM8CExVqAbw3avLSPh9Vyu01gEvZ9vZDxxU+n8L9400uaH+VrpSABIogMFHh9AD2iJq8qQh5spZBAzhrHclYPXHI6zDsHzlOyVhpKkcCEuizQGxZiueuKOHCPh9Vyu01gEvZ9vZDx6Ps7wM+VXPMb3+VrpSABIogULfca1LeFk1xVxHyZC2DBnDWOpKxeu6ApzvLL253PG0JpBkrT+VIQAJ9EjgbgoMsv7eOPz8QHuvTMaXeVgO41O1vL3xsecAbFtWa3N/eCl0lAQnkXaBeYQ/jWRE5ds97lqzWrwGc1c5kqK7YsjyFS8Yd12aoLJUiAQn0UWDCclQAr40ch/fxmFJvrQFc6va3Fz62nJvC1LjjnPZW6CoJSCDvAhOWcwIYjRz/mPcsWa1fAzirnclQXQ3L0R6OiRxHZagslSIBCfRRILZca+DqquOaPh5T6q01gEvd/vbCt94JTcDyYIS9xtbyy/ZW6SoJSCCvApNzeVY6xQ/wLNY7oPvXRQ3g/tkWaue6ZYmB1xrPEdWE7xcqnMJIQAL/LdAI2csbbvBwSc1xtmj6J6AB3D/bwu08WWFx6vmsh3fVHMsKF1CBJFBygbrlWAPnYXhr1GR5yTn6Hl8DuO/ExTqgUeF53s88luyiyHFusdIpjQTKKxDbmTdbnWoMC6tNflxeicEl1wAenHVhTpqEnVPLVz3cN+34hwWwpjDhFEQCJRNYBVv8vsKnvWfPwPGyMXi4ZARDi6sBPDT6fB98DczdvsKn8ewZOl5xEPxnvhOpegmUT2AlPCO0XO8Nq7do8tb9YW35FIaXWAN4ePaFODm2vAd4vYdFNcePChFKISRQAoEJy18FsEIvJw2v2RrAw7MvzMmTlmNS+KiHt9UcXy1MMAWRQEEFGpaXefi0hzP1hsrhNVkDeHj2hTq5bnmhgRuAz0eOjxQqnMJIoEACdcs7gbcE+kjh0LuqATz0FhSngBVzedacaZbj+YZJOGMM1hUnnZJIIN8CK6BSCTkfw4HBCIv1pTrD76cG8PB7UKgKJmGr1PJF49klTTimBo8UKqDCSCCHAjfDjmHI1d7w8B8cb3gZPJHDGIUrWQO4cC3NRqC65f0Gjp82LDykyU+yUZWqkED5BCYr7J56VqawbFwPVsjUDaABnKl2FKuYiZBTRgznpIY31JozX96hHwlIYIACcYVDvOfCEc+SsYSLBni0jmpDQAO4DSRd0r1APWS+MXzFGD5ZbXJB9ztppQQk0IlAXOE073m78bwySrink7W6djACGsCDcS71KfEcnk3KSuO56WkJZ+4LSalBFF4CfRT4AoS7hZwXGBaZgEPH1vGzPh6nrWchoAE8CzwtbV9gErZNLZd6qIw4ThiDR9tfrSslIIF2BOqwvbF82cP0OseJi+GxdtbpmuEIaAAPx72Up3owk5bzPLwiNSwcb/LvpYRQaAn0QeC2OfyvqXTmvRY33O44cwmkfThGW/ZQQAO4h5jaqj2BeshbjOFdJuWE6hS3tbdKV0lAAk8lEI9ykAm43Hs+FiV8RlL5ENAAzkefClflxCgHjwRc5j0fjRI+W7iACiSBAQnUQ95sDGeRclI0RWNAx+qYHghoAPcAUVt0JxBX2A3PTQauv81xlv5k1p2jVpVT4GwIDrJ80MArjeHQsSYPlFMiv6k1gPPbu0JUPvOmkfXf0POHiuPkA/WmkUL0VSH6K7DhTY1L8WzTTDh2Efy6vydq934IaAD3Q1V7diSwCsLHQ843hnEXsOhQfWyiIz9dXC6BDR/rW4GnsU3C2/Wxvvz2XwM4v70rXOX1ysyXBrT+Oaqa8K3CBVQgCcxSYMMX21yXGj493uRjs9xOy4csoAE85Abo+D8WmKhwWOD5ZzxLooQL5SMBCawXiENONob3e8OboybL5ZJ/AQ3g/PewcAnqFfbAs9LAlZG+PL5w/VWgzgUaliXAiQkcusDxb53voBVZFNAAzmJXVBN12MlYrgd+3nS8cRH8XiwSKJvAnbB10/LPwG6B4+Vj8HDZDIqcVwO4yN3NebZrYO72FT6F569HR1j80rX8IueRVL4E2hZYMZdnzZlmeWr49hZN3ro/rG17sS7MhYAGcC7aVO4iG5azPLwl8CweS/heuTWUvgwCjZC9MCz38MXIcW4ZMpcxowZwGbuew8wNy9EePuHhzJrjihxGUMkSaEsgthwHfMzDGTXHsrYW6aJcCmgA57Jt5Sz6NsueCdxo4KLIzbwpRT8SKJRAbHkP8HfGs7ia8P1ChVOYPxHQANZNkSuBeC7PZHrmIxjfn3L8/QJYk6sAKlYCGxFYBVs8bvmMgRcHIyweW8svBVV8AQ3g4ve4cAknYStv+ecUnpc6XnYIPFS4kApUGoGV8IzQ8lUP/z7H8YYD4InShC95UA3gkt8AeY5ftywx8FoDi6qO+/KcRbWXU+A2y19NwQrgCn3mvXz3gAZw+XpeqMStbwfCcK6Bt1Yd1xUqnMIUWqBuebmBz3nP+2oJFxU6rMJtVEADWDdG7gU2fD/u9R4+V3N8OPeBFKDwAnXLO4HTjOflUcI9hQ+sgBrAugeKK3DHHHZtpqw0ntuChNPHYF1x0ypZXgVWQGVOyMe9IQoCDh3Tk7/y2sqe1K3fgHvCqE2yILDhGakXG88OacIra/BIFupSDRJoCdwMO46EfMUYHrOO1+rZ17ovNIB1DxRK4GwIDrJ8yMDRqWFhrcn9hQqoMLkUuKXCc0c8NwHX3+44cwmkuQyionsqoAHcU05tlhWBeshbAsN7vOHUqDnzLz79SGAoAo0KC7xnKYbzoiafGUoROjSTAhrAmWyLiuqFwMQoBwcBV3jDJ2pNPt6LPbWHBDoRiCszb7R6Z5pyfG2KyU7W6triC2gAF7/HpU44UeEvgtazhT03/SThjDdCUmoQhR+IwCSMpiEfxXAEhgVRk58O5GAdkisBDeBctUvFdiMwCTukIVd6MCMJx43Bo93sozUSaEegDtsby5V4RpoJxy2CX7ezTteUT0ADuHw9L2XiVRD+bv1vJIsxLNRvJKW8DfoeuvUXF+NZGXhuejThHUeD6/uhOiC3AhrAuW2dCu9GoFHh7d7zjjTluPEpbu1mD62RwMYEbhnlpUHAVd5wwXiTj0lJApsT0ADenJD+98IJNCoswnOh93woSvhs4QIq0MAFGiFv9ob3YnhD1Jx5Wpd+JLBZAQ3gzRLpgiIK1CvsQevNWXCtPpdZxA4PJlPrfQWx5bzW586NYWG1yY8Hc7JOKYKABnARuqgMXQnUYSdjZx7g8Ju1jpMWw2NdbaRFpRRoffOat1ziYcfAceQYPFxKCIXuWkADuGs6LSyCwF0wd13IBd7MfGZ4ob6btwhd7X+GeA7PJmUlhjuebHLa4fBk/0/VCUUT0AAuWkeVpyuBhuUsD//QejpNNeFbXW2iRaUQiEP2M4avtp6+FTk+WIrQCtkXAQ3gvrBq0zwKxJZXAZ/G874o4Ut5zKCa+ytQDznVGM4N4LQxx9X9PU27F11AA7joHVa+jgQmLHsG8HUPl9cc7+losS4utEBs+YCBk1JYXHP8oNBhFW4gAhrAA2HWIXkSiOfyTD/NcgMPNB2vWwS/z1P9qrW3AnfC1uvszF9EnjcywuFja/llb0/QbmUV0AAua+eVe5MCX4Ott7L8E7DX6AiHvXQtvxBZ+QQm5/KsdJobgdUVx98dAE+UT0GJ+yWgAdwvWe1bCIG6ZYmBU1PP4eMJ3y1EKIVoS2AyZO/UsNzDxTXH+9papIsk0IGABnAHWLq0nAJxyGuB87zhjJrj8nIqlCt1w/Jq7/lECu8eT1harvRKOygBDeBBSeucXAvUQ+a3PnoCfDFyLMl1GBW/SYG6nflt9+9aH0mLEu4RlwT6JaAB3C9Z7Vs4gQ1fvrDCwL2J4y0LYE3hQpY40CrY4neWzwH7EbAoWsfPS8yh6AMQ0AAeALKOKI5A6+sHUzvzJ8ldpx1HHAIPFSddeZPcAruMWr6Wwn+sc5ysryUt770wyOQawIPU1lmFEDgbgoMsHwKOM7Co6rivEMFKGmKl5QWjsAJYFjnOMpCWlEKxByygATxgcB1XHIF6yFuA93nDm8cd1xYnWXmSNCxHej/zcbNz9WjK8vQ9K0k1gLPSCdWRS4GJUQ4ODFdjuCBynJfLECUtOra8C8/p3nNsbYrJkjIo9hAFNICHiK+jiyEwUeEvAs9KPHGQcPoYrCtGsmKmWAGVSsgnMdQwLIya/LSYSZUq6wIawFnvkOrLhcAk7JBarsCzlU84sgaP5KLwkhU58wzocOYZ0GuChFePwaMlI1DcDAloAGeoGSol3wLXgN0+5CPe8LLWb1a1JvfnO1Gxqq9X2IP1f6m44bcJ7zwaXLESKk3eBDSA89Yx1Zt5gXqF/21S3ukNF3n9Sz4T/TJgjedUH/DRWpOPZ6IoFVF6AQ3g0t8CAuiHQL3CYu/Ztx97a8/uBEYM91abMw9W0I8EMiGgAZyJNqgICUhAAhIom4AGcNk6rrwSkIAEJJAJAQ3gTLRBRUhAAhKQQNkENIDL1nHllYAEJCCBTAhoAGeiDSpCAhKQgATKJqABXLaOK68EJCABCWRCQAM4E21QERKQgAQkUDYBDeCydVx5JSABCUggEwIawJlog4qQgAQkIIGyCWgAl63jyisBCUhAApkQ0ADORBtUhAQkIAEJlE1AA7hsHVdeCUhAAhLIhIAGcCbaoCIkIAEJSKBsAhrAZeu48kpAAhKQQCYENIAz0QYVIQEJSEACZRPQAC5bx5VXAhKQgAQyIaABnIk2qAgJSEACEiibgAZw2TquvBKQgAQkkAkBDeBMtEFFSEACEpBA2QQ0gMvWceWVgAQkIIFMCGgAZ6INKkICEpCABMomoAFcto4rrwQkIAEJZEJAAzgTbVAREpCABCRQNgEN4LJ1XHklIAEJSCATAhrAmWiDipCABCQggbIJaACXrePKKwEJSEACmRDQAM5EG1SEBCQgAQmUTUADuGwdV14JSEACEsiEgAZwJtqgIiQgAQlIoGwC/xcsIJkOEBKmAAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-25" y="-150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="189,6,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="35"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>sides</l><l>0</l></block><block s="doSetVar"><l>length</l><l>0</l></block><block s="doUntil"><block s="reportGreaterThan"><block var="sides"/><l>2</l></block><script><block s="doAsk"><l>how many sides do you want?</l></block><block s="doSetVar"><l>sides</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportLessThan"><block var="sides"/><l>3</l></block><script><block s="doSayFor"><l>Error!! A polygon must have three or more sides.</l><l>2</l></block></script></block></script></block><block s="doAsk"><l>how long do you want the sides to be?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><custom-block s="Draw Polygon %s %s"><block var="sides"/><block var="length"/></custom-block></script></scripts></sprite><watcher var="sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make shape %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="forward"><l>50</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block></script><scripts><script x="12" y="31"><custom-block s="make shape %s"><l></l></custom-block></script></scripts></block-definition><block-definition s="DrawPolygon %&apos;sides&apos; %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-25</l><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="Draw Polygon %&apos;sides&apos; %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-25</l><l>-150</l></block><block s="setHeading"><l>90</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="sides"><l>9</l></variable><variable name="length"><l>100</l></variable></variables></project><media name="3.1 Drawing Shapes Again" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>