<snapdata remixID="11860020"><project name="U1 L4 - Squiral project&#xD;" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAAAoKADAAQAAAABAAAAeAAAAAAeaS0RAAANv0lEQVR4Ae1da2wdxRU+ju04OGlsJ+RBXnYSyJuA8hBBQEMEUiEIJRTEDypEW6hUCSFVlVpVQmpUqVIrKtGqBf6g/mirilaClvwgCVJR0gZi4UCUkODgJDjGhjzIy45j7PiR2/nu+Nw7u3d37971rufe6zPS9b5m5sx88805szNnxxW7BlIpkiAIWEJgkiW5IlYQSCMgBBQiWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhEuBBQOWEVACGgVfhFeJRAQPXzwr6UJw5xltHvRptIs+2ipRQOWcvNdu1DKpU+XXQgIGDY8VpINuXvVoyVZbrPQQkCg8cURouoaE5fiP59cW/xlDFHCCvmP6VmUHh56K3tR5Ge7qx8v8hKGK55owHA4FVWsciEfQBUCGtQqp4Y1qlXUp0JAV/MkRcKzh0/RK+t/6JJW+GVS5Su8JPGkEAJGwPHVjc9R+38PF5Tyb9t/Qd9cukovNT0RmG54YDAdB/HOHf08MG45PBQCerRikJb5/cqnqO9CN735zK89Uua/VVVTHRjpX8/+JvN8989ezZzjJKhcjogldCEELLCxRoZGCkyho/+8401a/dhm+mnbG4Hpn/z7DqqonJT+/WDPy5m45Ug+VE6mYTJNnHviNy2zS2mmrb97PjdBnjt/WPM0DV7rp40/2kZbXnw6T2znYyGgE48Jc+VHwigAmOM/aMSwoVzJh/qLCQ7LghjiTambms7lW/NmxpBbeWQhJjhEOxaqBcdiat3FKWfth7qKBnS3eAzXGOchHHx9Zwy5lXcWQsAQ7VuoForL1BYqN0RVii6KmOCQTVKoGQ6ZrW+0iUA+VF40oC8FnA/chHCuWLQ7IwdcOdOV/0pHABTpR0LAfAgZz00SOlcsXjFiBZ860zlXOjilKYfvletRCBixZf1WLPJlFzVdvnxL9bmMASO0XJLjwYmk/QC9aMAIBJQk8SEgBIyAZVJaKql8I1Rx3JLId8EJQP3Htc/QwNW+dM5h13wnIvkAkGjAiAQMIgyTL2LWEyqZEHAMze1HwudbXk/nWt84N1TufvmESlzikcQEJ9CAU2c3UFjTm4D4kspSNOAYm8tPe/3zqV/RG0/+Mm/ufunzJiyTCELABBryPzv+TF8cOEpdLa301nPZbzwSEFXyWQoBx9iE168T/XvkceoeuCnzu2nFGhqun5/+1c2b7Sthoms/ACMrIb70CH7Q+inR+a+JenqC4y1puEzfWdpGU6qGacVMlWA0CPk0EPISwowIcTx7huizNk26GTOI1q0jqqvLJvRaotvfuZiauxrpUn8tdV2tp4XTuxUhT1Bqker9Fdm0SZ8NDxNd4N3cUroeLNOrEzU2Ec2dQ3TLLRwrmaNowBC4nj1L9PEhRRgVd8UKoqVL/RN5kZBjq3anju4Z9Jf2LYQ856gG3riRqCoBNYD8T50iunSJpTvJdPPNRPhxMDsSCHn+PNFFlfZrdUyqnJBTtAS8eJFoaIjhyR6T7pFZSUQwsydO6gaA3KYm86n3eRABOQXM78CA0kKfKUJ26LsbNhBVVjpJwvHzHaHZvvySqLs7OyQAacKWOV/+h9UmEChntfqmHlo/ShukVO87d47oc+UCibblUBQERG8dUd97nzyhALyqizZlClFDAxdTH/vVpxYAGWH5cqKVK/V5nH8/+EDLAPkXLFB7VypiFBqCSOg19kP9OzuJuJFYHhq81mMbwF6F0Q2o09EA7TV/vu4o06cnZ9pBwjOqrNCKHEzNyffcRzbxIC46Bjpyn1qp7Fed0JeAAIXDrFnxmokrV4gwnoKJAJAAGuZg2bJc0nEZzCMqdEiZRBynTVPplhMtWmjGCH8O7QGytbToNDCxC1VeU/UXlOEzMmL6EdCLfEaynFM0EsZu7uBHTHe8pK+ZWPnkBJE0Q8C9e4ncPYtVLZMRA+/bbitcBSO9W/U2Nmot5tXD81XIfA4QUHYOXFmUEybNHWAGTFOF+ChDo3opmBvjgNuLhIUS0F32crzOEBANma9nYSzw1VfZsRmPW9zAXLms7L1S01dHzSmPR+aqpVGY1qQCTBhkjtzQ5txLDsw6ysNE9YoT1z2ThEI+b1Qz719hGuTOO4nwQ+Bxi75y/p08mWj9+vFpZFMypjW4HnfdZT6R82JFIKMBCykglk+UkpEQAgFoQdF+/kAVvBSXGhyk1174MQ3ufZfm9V6hGkyOSfBH4Jh6w5Hgi0AkDTibRqijp5dq6+rV1EGKdr78Er3wxHepf+586plSS0NqLCZBEAiDQCQCIuMmpf3aa6fTJNer5vVv+mj/a3+inzz7feqsm0V9kyoVXSUIAt4IZF5CzMd4m8SELK9EeM/3NNBMtcsYJoRnjzp8DCvXkMFubZYbZs+hk8MVNCLa0IS2bM7dk+ZcMUxp8Ysg3ws6OjQgJoc/HJ2Qxdsur0S4M5w3PEBnKmvorJpTaz02Qr19VbSgboge2FxNPQWPKnOLh8phmQpzdgjeHUA/QwfA5PF4LOzzfCimmeAJYwZML2GGn+dOzWdJnXN5OP/xkI16f9isFxC85KFMd9xBtHgxlyr4mCbg8eNEbW16HjDfYvsNpeX+seNF+t6jj1DTt7fQ6VH72tFBhHlCrEisU1MwUcPJk0SfqjVYVA5l4eDuBLgPYoKoqDRWUVat4thjPKoOgM6FOmHNFgGT9JXKXmDFBtNMS5bo+/z39GkdH9dbthSmBTiPoCNWRA4e1E4CHI9XkHDNa+fACbh5kYPTFXqEQti/n+iy6njoaPfeq1egvPLp6VYLA/v0XOumTbmKAW126GO95Lp9u3r+25ZUqqtLZ+rVyF5Cgu7Ba6SrU5N569bcAvilRSV37tQVvP/+wies33lHDxnGQkQsEYL8aMz6ev3jnpxvkp7r9cknRO3tuhNGXR7kvHBEmT76SK+dQsOiPEHthBUndEoePkXtDOjUWDHC+jyWS2ERIT9sYAcGxOfysiXDUifmiREqdvamUgA37oA1Vowjsepw993+uZsqfe3tSrMs9Y8b5sm+fRo4yIUm4GGEX1polj3vqjXX0dmSQoH2yvf6oPqXCrv0E0yIR9FGIBF+CGh4XgBI3wj5hztDGCy48w2psrNDCMp9662UHuuHFJkTjUnHD5iMfO0YA/LNuI4wX+i90CgQzOPK9ABW9TCYlMk1wSo9alnMHgizCTKy/xuPMTHsQIiDdDon519TG2GsiqVIvw7BmLDDK/CKy5SaWLgJYBKE28cdx1mreK8SJaBZVDTG0aPZO+hdMCf8Bp19Eu8ZOgFeZlpbidQceiZAPgbLSa5NszA0Mo9V+Z7XEWVCJ4FrVVLlMgmHMtQoBZCULK86uu+NGwHdguVaEAACMUyaCJCCQHQEhIDRsZOUMSAgBIwBRMkiOgJCwOjYScoYEBACxgCiZBEdASFgdOwkZQwICAFjAFGyiI6AEDA6dpIyBgSEgDGAKFlER0AIGB07SRkDAp4e0THkK1lMIATYn5SrDO8bbAzAzh983+soBPRCRe7lRQDeO8eVg8cJ5UAMdz44n8LbhzddghcUzkFGTz9ClR7e93mdEZqbVUb9WR8xeE489FDe8kmEcUQAZIDvpbnrFMRv3uzv/hW1eKZnNrZXwQZRQd40cAVTTvSeARrSl4BwFG0+QISNidasyXq1gpDYO27qNKIHHwjv8exZArkZGQEQAZ8vYKuUa9e0T6O59Qk7o6KR77knnnbi7eqg0eCrGES8sBXLISC2zHrvPbUbViXRfff57xLFTo6rV2t7H1Zg3PHSjpzK388d4FtnM8DDGCYIIc6yQDG0HtMWCfmCCEEOpB0d+lsdmMIgz/R0QV1/QPITbVrhwEvadKV3RY18mSEgs7tSvRffvtbHbnuI2bNHAz2WbzE8svW9BcLBuRNOpuxc6W5gfM+AgPtJ7hGDzqq+Qk3v/AWyQROZAfJ5T8Nt26JrIVgcWB4EaB3Uyc+zWsdy/kXZ8K0Lvv0BWesbVBsrq+a3Mys6DzCGXJhZfIAVRHKntMKu0gR8+229GSPeXKIKwhZpTAjk4bU9GkxERUX4AqaJBMKpXsgBMsL0fHyX8f7/1NdsihRwhx/rZpbQBvjOBR0Apg+NhG/y4dEN7QJC+GHH3uB4zm7vXB+vI+RAHm+xi3RxuecDPxALHuJBAWYWZU06ZDRgnIIuq8bB11TuwJrJfd/vGsDjQ2eMY/BD8Gtk/TT3L4hyQI1l8ZUYiIKGDKM90ia0X5OfOxZr2qh7CTIRUUp0Cnx5ZwY85+9nUG/fN0gzUYmfJ0LAYsWEx60oH4iM6QPecByfIJpmHXFAOBA/7m80YBKPHIEEZ5gIhHPWWFnEXQMwKhMr4OMkTA1gM0tzF3l8JIWPdPDhuYTxQWBCEnB8oBUpYRCQteAwKEmcxBD4PyNuT7DA2ZKkAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="U1 L4 - Squiral project&#xD;"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Polygon: sides %&apos;sides&apos; , length %&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="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="Rectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Rectangle:" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Rectangle: sides %&apos;sides&apos; , length 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" 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