<snapdata remixID="10649382"><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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D4vIuUmSLK/X61dltA2OnQEBAjgDl8QR3Qls/mzvFSJyQKlUqoyOjv6ru9NQuVcCIyMjr282m+lnhu/b/O52PjPcK/wC1SGAC3TZtDozAa31oLX2GqXUqmefffZcPts7M7+sP51+Zni77ba7yFq7RCl1kjFmMus9cf7+EiCA++s+OE2fCPi+v4PneeuttcfEcXxbnxyLYzgQCILgSKXUzUmSzK/X6087OAIlcypAAOf0YmmrM4EwDKtJkpwUx/FQZzuxOg8CQRBMeJ53TRRFtTz0Qw/9IUAA98c9cIo+EwiC4FbP8yaiKEo/68ur4AJhGJ6YJMlQHMfpN2jxQqArAgRwVxjZJE8Cw8PD25VKpUeVUvtGUfSHPPVGL+0JhGH4Smvtr5rN5u7j4+PPtrcLqxB4oQABzEQg8CKBMAwDa+1HjDHvBQeBfxfQWn9DKfWFKIpiVBDohgAB3A1F9siVQBAENyilvmuM+cdcNUYzHQlorf/WWntgHMfHd7QRixHYLEAAMwoIbCGQftXk3LlzH/c87018OT+jsaXA5l++8bONGzfuyldVMhvdECCAu6HIHrkR0Fqn73r+hDHmXblpika6JqC1/raIfMYYM9G1TdmosAIEcGGvnsZfSiAIgmtE5CdxHH8OIQReLBAEwcdE5C1xHJ+EDgKdChDAnQqyPjcCg4ODA/PmzVvned6isbGxR3LTGI10TaBSqeyZJMmaDRs2LJicnJzq2sZsVEgBAriQ107TLyUQhuHB1tr0ly38BUIIbE1Aa/19pdS5URTdgxICnQgQwJ3osTZXAlrrL1lrH4nj+JJcNUYzXRUIguBspdSexpgPdXVjNiucAAFcuCun4a0IKK31Y6VS6aDR0dFfoYTA1gRGRkb2bTab9xpjdhMRixQC7QoQwO3KsS5XAmEY/rW19ovGmLflqjGamRUBrfWPlFIfjqLoO7NSgE0LIUAAF+KaaXI6gTAML7fWrjfGfGq6Z/l7BLTW5yml5kdRdAYaCLQrQAC3K8e6XAlorX/dbDaPGB8f/1muGqOZWREYHh5+U6lUut0Y89pZKcCmhRAggAtxzTT5cgJa6wNE5FpjzJuQQqBVAa11+n/WTjTG3NfqGp5DYEsBAph5KLxAGIYXW2sbxpjzCo8BQMsCWutPKaXKURSd0/IiHkRgCwECmHEovIDW+n8lSXJ0vV7/UeExAGhZwPf9t3med4sx5s9bXsSDCBDAzAAC/09Aa72/iNSMMftigsBMBbTW6UfWqsaY+2e6lucR4F/AzEChBbTWF4rIXGPM2YWGoPm2BLTW6Ze2bDTGnN/WBiwqtAABXOjrp/kgCH4qIifHcfx9NBCYqUAQBOnXll4dx/GbZ7qW5xEggJmBwgoEQfBGpdSEMWbPwiLQeMcCWutHrLVDcRz/vOPN2KBQAgRwoa6bZrcU0Fp/UkReaYxJf8UcLwTaEtBap7+68g/GmE+3tQGLCitAABf26mlca/3DJElOr9fr30IDgXYFfN9/t+d5Vxhj3t7uHqwrpgABXMx7L3zXvu//WalU+nYURa/hC/ULPw6dAqgwDH/bbDbfVa/X/63TzVhfHAECuDh3TadbCGitlyml9o6i6IPAINCpQBiGX7bWPmSMWdnpXqwvjgABXJy7ptMXBvC/WGs/Gcfx3cAg0KlAEASHKKU+bYz5y073Yn1xBAjg4tw1nW4WWLJkyR4DAwM/3LBhw4LJyckpYBDoVGBwcHBg3rx566ampt6+atWq33S6H+uLIUAAF+Oe6fKF//o9XUT2M8acCAwC3RLQWl8rIg8YY67o1p7sk28BAjjf90t3LyGgtf6WtfbiOI5XA4RAtwSCIFislDrHGPPubu3JPvkWIIDzfb909yKBxYsXL5gzZ87PN27cuOvExMRGgBDolsDQ0NDcuXPnPr5p06Y3rl69el239mWf/AoQwPm9Wzp7CYEgCD6glHq3MeY4gBDotoDW+kZr7bfiOP5Kt/dmv/wJEMD5u1M6ehkBrfVdIvIPxhgDFALdFtBaaxH5r8aYQ7u9N/vlT4AAzt+d0tFWBMIwfKW19lfNZnP38fHxZ4FCoNsCw8PD25VKpUeVUvtGUfSHbu/PfvkSIIDzdZ908/L/+n2/UuqIKIqqQCEwWwJhGNastbcbY742WzXYNx8CBHA+7pEuWhDQWt8uItcZY25t4XEeQaAtAa31USKy1BhzRFsbsKgwAgRwYa662I1Wq9WdGo3Gw0mS7Fmv158utgbdz6aA7/s7eJ73SLlc3qtWqz01m7XYO9sCBHC274/TtygQBMH7PM87OoqioMUlPIZA2wJhGMZJktwSx/HX296EhbkXIIBzf8U0mAporSMRGTXG3IAIArMtoLU+XkRGjDHhbNdi/+wKEMDZvTtO3qJAtVp9RaPRSL+fd29jzIYWl/EYAm0LaK3nichD5XJ5j1qt9qe2N2JhrgUI4FxfL82lAkEQHCkiJ8dxPIQIAr0SCIJgQkSujuP4tl7VpE62BAjgbN0Xp21DQGt9i1LqjiiKrmljOUsQaEsgDMOTrLWHG2OObmsDFuVegADO/RUXu8Fqtbpto9F4jC9GKPYcuOj+37/4pVwu71ar1Z5zcQZq9rcAAdzf98PpOhTwfd/3PO+jxpj3drgVyxGYsYDW+htJkny+Xq/XZ7yYBbkXIIBzf8XFblBrfb219ntxHH+p2BJ070IgCIIPKaXeaYw5wUV9ava3AAHc3/fD6ToQqFarcxqNxrokSd5cr9d/28FWLEWgLQHf91/jed5Py+XyglqttqmtTViUWwECOLdXS2ObvxLwTGPMX6CBgCsBrfX3ReQyvgLV1Q30b10CuH/vhpN1KBCG4RJr7aeNMft3uBXLEWhbQGt9v1Lqk1EUrWp7ExbmUoAAzuW10tRmAU9r/biI/JUx5kFUEOi1gNZ6HxH5Z2PMriKS9Lo+9fpbgADu7/vhdB0KBEFwped5v4qi6NIOt2I5AjMWCMPwrCRJ9o3j+LQZL2ZB7gUI4NxfcbEbDMPw0CRJLozj+J3FlqB7FwJBEHzP87zzoyi6y0V9ava3AAHc3/fD6ToUWLRoUXnhwoXrrLX7x3G8tsPtWI5AywJBECxUSt2/du3aBWvWrGm0vJAHCyNAABfmqovbqNb6a0qpH0ZR9IXiKtB5rwXCMPyItfbtxpj397o29bIhQABn4544ZQcCvu8foZRaFsfxQR1sw1IEZiQQBMG91tqV9Xr99hkt5OHCCBDAhbnq4jY6ODi4zbx5836bJMkb6vX6E8WVoPNeCfi+v4vneb/YsGHDayYnJ5/vVV3qZEuAAM7WfXHaNgW01l9XSn0ziqKr2tyCZQi0LBCG4anW2vcYY97X8iIeLJwAAVy4Ky9mw0EQhEqpvzXGHFZMAbrupYDW+k5r7T/GcRz1si61siVAAGfrvjhtmwKHHXbY9tttt93acrn8Z7Va7X+3uQ3LEJhWoFqt/qdGo/Fvzz777MI777zzmWkX8EBhBQjgwl598RrXWt+mlBqPoui64nVPx70SCMNwqbV22BhzZK9qUiebAgRwNu+NU7chEATB0Z7nnRBF0ZI2lrMEgZYEwjBclSTJ9XEc39LSAh4qrAABXNirL17jQ0NDO86dO/fX5XJ5r1qt9lTxBOh4tgWq1epOjUbj4Y0bN752YmLij7Ndj/2zLUAAZ/v+OP0MBbTWdRG5yRhz0wyX8jgC0wporY8VkWONMf60D/NA4QUI4MKPQLEAtNYnKKXCKIoqxeqcbnshEIbhmLU2MsZc34t61Mi2AAGc7fvj9DMUOOKII+aXy+UHy+XyHrVa7U8zXM7jCGxVoFqtvqLRaPym0Wjsc/vtt6+HCoHpBAjg6YT4+9wJaK3/h4hcZYwZzV1zNORMQGs9IiKnGmP+i7NDUDhTAgRwpq6Lw3ZDQGt9sogcaow5phv7sQcCqYDW+mYRucsYczUiCLQiQAC3osQzuRIYGhp69dy5c39ZLpd3q9Vqz+WqOZpxIlCtVrdtNBqPbdy48XUTExO/c3IIimZOgADO3JVx4G4IaK2/aa29PI7j8W7sxx7FFgiCYFgpdYYx5j3FlqD7mQgQwDPR4tncCGit/5uIHGCM+ZvcNEUjzgS01v8kIvcZY/7e2SEonDkBAjhzV8aBuyGwZMmS3QYGBn5SLpcX1Gq1Td3Ykz2KKVCtVuc0Go11U1NTb1m1atVjxVSg63YECOB21FiTCwGt9XettRfGcXxHLhqiCScCQRAcrpQ63xhzoJMDUDSzAgRwZq+Og3cqoLU+U0TeYIw5pdO9WF9cAa31V0XkF8aYy4qrQOftCBDA7aixJhcCw8PDe5VKpfs2/xi6mYumaKKnAtVqtZT++LnZbB4wPj7+cE+LUyzzAgRw5q+QBjoR0Fr/zyRJltXr9W92sg9riyng+/57PM9baYz5z8UUoOtOBAjgTvRYm3kBrfW51trd4jhO3xXNC4EZCQRB8PdKqceMMRfNaCEPIyAiBDBjUGgB3/df53nePcaY3QoNQfNtCWitH0uS5OB6vf7LtjZgUaEFCOBCXz/NpwJBEDxgrf1QvV7/LiIItCrg+/6BSqkvxXG8X6treA6BLQUIYOah8AJa6+UisoMx5uOFxwCgZQGt9WdF5GljzIqWF/EgAlsIEMCMQ+EFgiB4i1IqNsbsXXgMAFoW0Fo/ZK0N4jj+ScuLeBABApgZQOCFAkEQ/MJae0K9Xv8BNghMJ+D7/juUUtfHcfyG6Z7l7xHYmgD/AmY2EBCRMAz/u7VWGWM+AQgC0wlorT+jlLJRFP3ddM/y9wgQwMwAAi8joLVeJCI3GmNeDxQC0wlorf9VRI4zxqyZ7ln+HgECmBlAYBoBrfWDSZKE9Xr9x2AhsDUB3/ff6nleZIzZByUEOhHgR9Cd6LE2VwJhGF5qrX3GGHNBrhqjma4KaK0vUEptH0XRWV3dmM0KJ0AAF+7KaXhrAmEYvtNa+xVjzFtRQmBrAlrrHyulPhBF0fdQQqATAQK4Ez3W5k5Aa722VCodOjo6mv43Pl4IvEBgZGTk9c1m8y5jzEJoEOhUgADuVJD1uRLQWn/BWrsujuPP5KoxmumKQBAEn1BKLTDGfKQrG7JJoQUI4EJfP82/WCAMw4OstZcZY96BDgIvFtBa/0ApdWYURfeig0CnAgRwp4Ksz5XA8uXLvQceeOBxz/PeOTY29lCumqOZjgQqlcreSZJ8b7/99tt1xYoVSUebsRgBfhsSM4DA/y8QBMFVIvLLOI7T7/rlhcD/FQiCIP2u8NfFcXwqJAh0Q4B/AXdDkT1yJaC1PkxELjDG/FWuGqOZjgS01v+8eS7u7GgjFiOwWYAAZhQQeJHAaaedVn7yySfXeZ6339jY2KMAIVCpVHZPkuSBnXfeecGVV17ZQASBbggQwN1QZI/cCQRBcJ1S6gfGmC/mrjkamrGA1vrD1tp3xHG8dMaLWYDAVgQIYEYDgZcQCMNwibX248aYQYAQ0FpPKqU+G0XRKjQQ6JYAAdwtSfbJlcDg4OA28+fP/6OInBNF0eW5ao5mZiQQhuEZInLx+vXrd5ycnHx+Rot5GIGXESCAGQ8EtiIwPDy818DAwC3W2ieSJDmlXq8/AVZxBHzf38XzvK8qpXaZmpo6enx8/OHidE+nvRAggHuhTI3MCixatKi8cOHCFdbav1FKHW+MmcxsMxy8ZQGt9aC19gal1D+tXbt2+Zo1a3jjVct6PNiqAAHcqhTPFVrA9/33lEql60XkuvXr1y+fnJycKjRITpsfHBwcmD9//goRWdpsNk+o1+vfzGmrtNUHAgRwH1wCR8iGQPojSaXU1UqpV4vI0caYX2fj5JyyFQGt9WtF5FZr7ZPW2pP5Tw6tqPFMJwIEcCd6rC2kQPqmnPQd0iJytjEm/Vcxr4wLaK1PEJFLNr/TmTfdZfw+s3J8AjgrN8U5+0rA9/23ep43qpT6xvPPP79sYmIifcc0r4wJDA0N7bjNNtustNa+N0mSkXq9/uOMtcBxMyxAAGf48ji6WwHf93dQSvflY7AAAAXwSURBVK1USh1SKpVGRkdH+R9vt1cyo+phGO5nrb3NWnu3tXZZvV5/ekYb8DACHQoQwB0CshwBrfXxIrJSRNJfY3gZIv0voLU+U0TSP8uMMTf0/4k5YR4FCOA83io99Vxg8xt4bhGR3ydJchJv4On5FbRUcPNne68RkVfxRrqWyHhoFgUI4FnEZetiCaQfYdlpp50uUEqdqJQ6IYqie4ol0N/dhmF4sLX2emvttU899dQFfJSsv++rCKcjgItwy/TYU4EwDA9KkuRGvsShp+xbLbbll6l4nndcFEX39sfJOEXRBQjgok8A/c+KQBiGOydJcpVS6jXNZvMovsZwVpin3TT9OtFSqZR+tve3nuedGkXRk9Mu4gEEeiRAAPcImjLFFAiC4GNKqbOUUudGUXRdMRXcdB2G4VJr7UXW2kvjOP6cm1NQFYGtCxDATAcCsywQhuGbrbVj1trJZ5555qy77777qVkuWejtDznkkJ223377S5VSg0qpShRFPy00CM33rQAB3LdXw8HyJFCtVl/RaDTSjyodJiJHGmPuz1N//dKL1np/EblNRO4sl8vLarXan/rlbJwDgRcLEMDMBAI9FNBaH5t+XjhJks/V6/VLe1g696V83z/L87yPpZ/vNcbclPuGaTDzAgRw5q+QBrImUKlU9mw2mzd7nrdh48aNJ65evXpd1nrop/MuXrx4wdy5c69NkmReqVQ6Zmxs7JF+Oh9nQWBrAgQws4GAA4FqtVpqNBrLReSU9HcNx3F8t4NjZL5kEASHpB/3EpGvlsvlFbVarZn5pmigMAIEcGGumkb7UcD3/Xd7npd+ZvjGgYGB82u12qZ+PGe/nalarc6Zmpq60Fp7XJIkx9Xr9W/12xk5DwLTCRDA0wnx9wjMskC1Wn11o9G4UkQWep531NjY2EOzXDLT21cqlb2TJLlVRNaWy+XTarXa7zLdEIcvrAABXNirp/F+E9BafzT95QDW2k/GcXxtv52vH84TBEH6NZ+fTn/5hTHm8/1wJs6AQLsCBHC7cqxDYBYEgiB4o1JqTES+Uy6Xz6zVanxmWESq1epOjUYj/U1Tf22trcRx/PNZ4GdLBHoqQAD3lJtiCEwvkH5meNOmTRcrpYZKpdKRo6OjP5p+VX6fGBkZeVuz2Ux/b+/EnDlzzuGzvfm966J1RgAX7cbpNzMCWuujROSK9I8xJv0Sj8K9tNbLROT09I8xJv3vvrwQyI0AAZybq6SRPAosWbJkj4GBgfRLJZ7xPG/p2NjY43ns88U9VSqVXZMkSb87e/upqaljV61a9Zsi9E2PxRIggIt133SbQYHly5d7999//3Kl1KnW2hPjOL4jg220fOQgCA5XSl1rrb1q//33X7FixYqk5cU8iECGBAjgDF0WRy22QBiG6RuQvi4iN5XL5fPy9pnh9LO9jUbjUyJyrFLqfVEUfafYN073eRcggPN+w/SXK4Hh4eFXlUqlL4vI3umbg40xD+ahQa31PiJSE5GHms3mB8fHx3+fh77oAYGXEyCAmQ8EMiigtf6wiPydiNwjIs9lsIUtj7yNUupga+1njDFfzHgvHB+BlgUI4JapeBCB/hIYHh7+y4GBgUU5COBtp6am1oyPj/9LfwlzGgRmV4AAnl1fdkcAAQQQQOAlBQhgBgMBBBBAAAEHAgSwA3RKIoAAAgggQAAzAwgggAACCDgQIIAdoFMSAQQQQAABApgZQAABBBBAwIEAAewAnZIIIIAAAggQwMwAAggggAACDgQIYAfolEQAAQQQQIAAZgYQQAABBBBwIEAAO0CnJAIIIIAAAgQwM4AAAggggIADAQLYATolEUAAAQQQIICZAQQQQAABBBwIEMAO0CmJAAIIIIAAAcwMIIAAAggg4ECAAHaATkkEEEAAAQQIYGYAAQQQQAABBwIEsAN0SiKAAAIIIEAAMwMIIIAAAgg4ECCAHaBTEgEEEEAAAQKYGUAAAQQQQMCBAAHsAJ2SCCCAAAIIEMDMAAIIIIAAAg4ECGAH6JREAAEEEEDg/wCMVmThjjV8/AAAAABJRU5ErkJggg==</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="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="101" y="61"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>I can draw a N sided Polygon. Tell me the numbers of sides </l></block><block s="doSetVar"><l>numbers of sides</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>what do you want the length of each side to be</l></block><block s="doSetVar"><l>side length</l><block s="getLastAnswer"></block></block><custom-block s="draw polygon with %txt sides and side length of %txt"><block var="numbers of sides"/><block var="side length"/></custom-block></script></scripts></sprite><watcher var="numbers of sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw polygon with %&apos;sides&apos; sides and side length of %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="down"></block><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="numbers of sides"/><l>3</l></block><block s="reportGreaterThan"><block var="numbers of sides"/><l>3</l></block></block><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script><script><block s="doSayFor"><l>Sorry a shape cannot have less than 3 sides! </l><l>2</l></block></script></block><block s="up"></block></script></block-definition></blocks><variables><variable name="numbers of sides"><l>10</l></variable><variable name="side length"><l>50</l></variable></variables></project><media name="3.1 drawing shapes again" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>