<snapdata remixID="13530490"><project name="Jack Swift U1L3-AngleExperiments1" app="Snap! 10, https://snap.berkeley.edu" 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s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" 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Buz161r1KXHAFmPXzYeL7Fu+T9RJPd8rI/IXyufQ32sOJ5V6afjoln4dPjeyigliVQmIAGcGGUCvR3AtbeRRKz33Ozp2D99Se75/Rs4Bn4sB1wv/RaJZDdm53tn8GHfwN+0arqVawEGiKgAdyQjehgGavj7A/x4TnAb57sL3vqUoxnYOK5+PRovRavxTvvkvcRzW4Y8168v77Fnah0CdQioAFcC3sPkrrkg2A2xYf1Rt3Oe+5wNFuTJDMZDr/ZA4Xutzhg7XnP5+az+DT7jfiJ7jetDiVQjIAGcDGOivK3As79GJNmzxY+CZj35p3InYSw91P+IpZcFwSyN1Qdi4mvHF3FflcXmlIPEihbQAO4bOF+xl8ZZ3+GDy9gYN9KGg8j4TiG6en95OhJ1/Pe0Xw4iTmKYTivJ12rTQlMLKABPDGdDlygQHZ1M0n20vebR38VbQXcIbFeCGT/+MqeZHY7IRwAPNKLrtWkBCYQ0ACeAK0lh6wI1PPmIOd+AHFNMCfgffa74OMtMVOZxQjMmPcsb7YGszch/EcxYRVFAt0S0ADu1n7+pRtrfzX39p5dCOHfK25xGZz99dR/fEPILs7Rp68Czm0E8ctETh8917uvEupbAvMV0ADu6olhbfZ7a0IIu1XaorXbYdgJHzasNK+SNVPA2asgvhG4F59mL3XQTxHN3ClVVYOABnAN6JWktPYdGD49egtRJSmnkjh7DSZexzD9ZHVJlamxAtbOBN6MMY9A3JXIewjhwsbWq8IkUKGABnCF2JWncvaxuRfDbFnhb3DPxNlf4MNLa/v9uXJkJVyEwJIM7G0Mw0tw7vUQL8NwA8OwC/AH6UmgzwIawF3efWvPAf6vst/frN0aw574sH6XWdVbTgFnvwDmJLy/AXguzl5AZHWSZHOGw+/kjKblEuiMgAZwZ7ZyPo1YuyUmnoZPl62kTWc/A/Eb+PTjleRTknYIWLsj8BpC2P3JgqduVeOjwJH4NPv/9ZFA7wQ0gLu95QZn/whmE7y/seRWn4GzD2HD2jzBz0rOpfDtEliagf3+1NfQ4J8sfepVlPbKuRft3YMPO+ilHO3aVFU7fQEN4OkbNjuCtRdh4q/w6f6lFmrtuzAcjA+vLjWPgrdTwNnrwByJ91/7mwaezsCeRWQTIrMqvF6hnY6qulMCGsCd2s75fg09CxM/jk+fV2qrA3spMd6GT48qNY+Ct1NgkOxKTNbA+33m28C86wfOIXIRIWTviI7tbFRVS2B8AQ3g8a3autLh7OMQ3ojnlpKaWAxnf0kSXssc/rekHArbboFlsfbbhLDKQobrqjh7KcTFSdKtmcPt7W5Z1Utg4QIawH04Q2z2O1v8KT49uJR2rd0UE7OLadYuJb6CdkPA2RvBfBDvv7GQhgzOHQ9xDyJ7EsK53WheXUjg7wU0gPtwVli7M4Yj8CF7PnTxH2vPx8R78OnhxQdXxM4IDJK9iMmKeH/gIntybsOpe4bh6/jwbuD3izxGCyTQMgEN4JZt2ITlLo6zj+LDusCtE8ZY0GHZV9y/xCQbMhz+T8GxFa5bAs/Huf/C+38Ys63nYG32WsOXkyRbMBx+c8zjtEwCrRDQAG7FNhVQpLNXQ/xe4X+lOvcm4BS8f1kBVSpE1wWcvQWT7M1w+N2xW3VJdgV/dnHfsfg0e7uWPhLohIAGcCe2cYwmBslupObA0UUwYxww5pLspQ/G/A7vy/l9ecwytKwlAi7J3hG8DD49JFfFA9YmutkQH8KHWVMvd9BHAi0X0ABu+QbmKH9JnH0EH9aEAq9Uzh6+YZLN9EjBHDvR76Ur45Iv4tM1JmB4GgN7JpG3E9mOEK6eIIYOkUBjBDSAG7MVFRTi7PUQbyzsXt3s4foxnl/4X9UVUChFjQIu+S7G7sJw+N8TVWHtFhjOI3LZ6J7hvzxda6KAOkgC9QhoANfjXk/WQbInMdmjsN9rnTtx6p5O78t9ylY9WspaloBLPjj3N90Z07weYZXRPcNLkKRbMYfbyipXcSVQloAGcFmyzYy7NM7+Gj/1MISfT7vEgb2HaLbB+5unHUsB+iOwGKsRktn49OXTbtq54yDuRRr3I03PmHY8BZBAhQIawBViNyKVszdB/Hd8evy06hkM1iVNryKElYEwrVg6uH8CLvkBSTqTOfxo2s079waIlwO34KfeM/zbacdUAAlUIKABXAFyo1Ikyb4kyU54P72/Ppw7hhiXIoT3NKo/FdMOAecOh3SIT48sqOBlcTb7XXgdjNlS38oUpKowpQpoAJfK28jg2QvRH8SHlYAHJq7Q2p9gzK4VvOZw4hJ1YIMFZsxYk9Sfj09fWWiVg2QfojkWzAl4n+9Wp0ILUTAJLFpAA3jRRt1b4dx3MeklDNPsIqr8n8FgbWJ63ejRlnPyB9AREgCcuwPrN+MJ7izUY8DLR/cMZ9c7bFvI9Q6FFqhgEpgnoAHcxzNh6mEIyVZ4P9m7e537CDGuRAg79pFPPRck4NxRkP4Onx5XUMS/DrPY6J7hdxHZgRA+X0IOhZTAtAQ0gKfF19qDV8DZe/BheeDh3F245EeQ7I/31+U+VgdI4M8Cg8E6xPRT+PDa0lCs/VcM5xO5cnS9gr6xKQ1bgfMKaADnFevKeud+iEnPYph+MldLM3gZqb0JH1YA/pTrWC2WwN8KWHsXIWwE3F0izovm3TNslibxWzCHH5aYS6ElMLaABvDYVB1b6JKDwGyCDxvk6swlh2LM6gzDNrmO02IJzE/AuY9j0vsYpieXDuTc0RD3w8T3MUw/VXo+JZDAIgQ0gPt7irwYZ+/Eh+WAR8ZmcMmtRHOYnsM7tpgWLkzAuddCPA4fXlcJlHOvg3gF8O3Re4Z/U0leJZHAfAQ0gPt8Wjh3JyY9kWF6+pgM2dD+/ujr58fGPEbLJLBwgYG9l+HU78CT3xaXz/jZOHsukXUxJrsY8Wv5DtdqCRQjoAFcjGM7o7jkQ2DWw4e3jNWAS94PZl182Hys9VokgXEErD2VJP6AYXrmOMsLW5Mke5KYj4/erHRlYXEVSAJjCmgAjwnV0WVr4Oyt+LA08Pgie3T2m0SOJ4TPLHKtFkhgXIF5j5I8DB82HPeQwtZlz6V+gj8C9xUWU4EkMKaABvCYUJ1dNrDZSxk+xjCcs4geX4CzPx59/fz7znqosToELM7eiw+vmOi2uDoqVk4JFCCgAVwAYqtDuOSjYP4RH9610D4Gyd5EszE+vL3V/ar4ZgpYezZw89yXe1zQzAJVlQSKF9AALt60XREHrEO02VtklgQW/JACZ79K5AxCuKxdDaraVgg4988QD8CHN7eiXhUpgQIENIALQGx9CJc8QDQHE8KFC+gle9NM9uSsFfWqt9bvdlMbmIGzP8eHf9Q51tQtUl1FC2gAFy3axnguOYZosmc7z//hGoNkV6L5l7Gvlm6jgWquX2BgLyTly4Rwcf3FqAIJlC+gAVy+cfMzONYDez0+PAOIf1ews18mchkhnN/8ZlRhawWsfRuG3fHhba3tQYVLIIeABnAOrE4vdcnDRLM3IVz+N30ujbP348MqwEOdNlBzdQs8jXnPhn4poCvt694N5S9dQAO4dOKWJHDuJGJcihB2ekrF1u6IYfta7tFsCZ3KLFBgYC8n5XOEkD0uUh8JdFpAA7jT25ujOec2hvh5fFjiKUc5ezUmXsswPS1HNC2VwGQC814fOGuRt8VNFl1HSaBRAhrAjdqOmotx9rdE3k0InxtVsiTOPoQPLwPurbk6pe+HwJJY+5O5F2KtCuh54/3Y8952qQHc262fT+PWZn/lWkLYbep/tXYmhj3wYX0xSaAyAWc/S+RiQvhsZTmVSAI1CGgA14De2JTzrkK9BB+WmqrR2asgfgOfntDYmlVY9wSyf/glvJNh2Kp7zakjCfxFQANYZ8NTBZx9lMhWhPBVnH0YG9bmCX4qJglUKPAsnL0DH1YG/lRhXqWSQKUCGsCVcrcgmbXZSxmy/+jdiOED+PDqFlStErsm4Ow1RM4ihC90rTX1I4E/C2gA61x4qoC1m2PimRjzJWL8ET49SkQSqFwgu/0NNiaEWZXnVkIJVCSgAVwRdIvSGJydd/VpEl7FHG5vUe0qtTsC2fPHbx+9/nLBLwnpTr/qpIcCGsA93PRFtmztRZj4Snya3X6kjwTqEXD220ROIoRL6ylAWSVQroAGcLm+7Yxu7aaYeDQ+XaudDajqTghY+1MM2V/Begd1JzZUTfytgAawzon5CRisvYcQNgDuFpEEKhcYDNYhptcDS4yezqavoSvfBCUsW0ADuGzhtsa39pMk8S6G6YltbUF1t1jAJR8jmudg4lsx5jCGehNXi3dTpS9AQANYp8b8BZx7HcRj8GE9EUmgcgGX3AbJAZBuQDQvJoStK69BCSVQsoAGcMnALQ5vcfZefHgV8GCL+1DpbROYwVqk9qv4sByOV4G9ER+eDqRta0X1SmBhAhrAOj8WLGDt2STxewzTM8QkgcoEXHLY6K/e7F5gcMkviWY/XQ1d2Q4oUUUCGsAVQbcyjXMbQTxE7wJu5e61t2iXfJ9oPkwIV48G8CeI5tmEsEN7m1LlEvh7AQ1gnRULE5iBs/fgw5rAr0UlgdIFZvBSUvvtqa+f4Yl5A9htCPHq0dXQsfQalEACFQloAFcE3do01l5AwtcYhvNa24MKb4+ASw7GmLUYhplPKdrZ3xDZjRCuak8zqlQCCxfQANYZsnAB594CcV98eIuoJFC6gLPfInL83w1aa08FZhDCv5VegxJIoCIBDeCKoFuc5mk4exc+ZI+l/F2L+1DpTRdYjFUI9gf48Bzg8aeUO/V0Ni7HhyWb3obqk8C4AhrA40r1ed3AXkLKtYRwcZ8Z1HvJAoNkP6JZHx/+db6ZnP09kW0J4ZqSK1F4CVQioAFcCXPLk1i7GYZd8OEdLe9E5TdZwNmvEzl9gbcbZbfFwRxC2KPJbag2CYwroAE8rlS/1z2D7MH4IfwD8Id+U6j7kgRWxNkf48PywKPzzWHtvwDnEsLSJdWgsBKoVEADuFLuFidz9koiVxLC7BZ3odKbKjBIdieaTfFhs4WUmL2r+g9g3oH3X2lqK6pLAuMKaACPK9X3ddlfHwlbMwxb9p1C/Zcg4OwNRC4khAsWGt3aT2Pib/Dp/iVUoZASqFRAA7hS7lYneyY2uYOQvhj4U6s7UfFNE3guzt6NDy8AHlnEAJ6JiSfj0+xKaX0k0GoBDeC2bd8M1iR1y+D9Vysv3dnPE7mAED5feW4l7K6AtTtg2BYf/nmMJrOXhDwGYSM8t4yxXksk0FgBDeDGbs0CCpv3fOZrwJyB99nXcNU9ms/a7JVwmxLCdm1jU70NFnD2S5j4OYbpmWNVae0VmHgXPj14rPVaJIGGCmgAN3RjFlrWDFYnTa6YuiXDp9lQ/ElFbTwLa2+f+zvdylO59ZHA9AWWwdn78VPn1MNjhRvYHYgcNfrKeqxDtEgCTRTQAG7iroxXU0L2eD7DdqNn5F4y3mHTXOXsF4l8ihCunWYkHS4BsHYbDLviwxtycCxO9lAOH14D3JrjOC2VQKMENIAbtR0TFGPtJhguxnAtw7Dr3z3Cb4KQCz3E2uzr5w0IYZeiQyteDwWcvRoT/5NhenKu7p39d4j/jU8/nOs4LZZAgwQ0gBu0GdMoZQWcvZDIC0mSLRgOvz+NWIs6dFnc1PN6VwDSRS3W/y6BhQgshbMP4MNLgftzSQ3sLqQcOvo5JNehWiyBpghoADdlJ4qowyUfAg6dOxgPw6fHFhFyvjGc/TKYY/D+htJyKHD3BazdHMP++PBPEzS7BM4+gg8vB26f4HgdIoHaBTSAa9+CggsYDF5Jml6FIXus347AQwVnyH63y14JtxYh7FV4bAXsj4Czn4H4TXx6/ERNT/1DMH4Nn35souN1kARqFtAArnkDSkq/BAN7LpGNwMzE++sLzrM8A/sthmGlguMqXH8Esr9gs6+fXwHcNVHbg+S9xGRfvM+eUa6PBFonoAHcui3LUbC122M4Hcw5eL9vofcMO3sjmEPx/uYcFWmpBOY5hVxnAAASLElEQVQJWPsOTMx+KllnGiTZLUwP48NLgLunEUeHSqAWAQ3gWtgrTboaLrl8KuO8e4bvKCT7INmLmKyM9wcUEk9B+iUwsJcR42349MhpNe7sTRC/gE+Pm1YcHSyBGgQ0gGtAryGlwdqTMbybyO6EcFEBNbwQa/+LEF5UQCyF6JdAdh/vgyThn5jDj6fV+iDZm5j8G96vOa04OlgCNQhoANeAXltK5/4Z4qUYrh/dMzy9d/tmf32YZF+Gw+/W1pMSt0/A2rdi4nH4tIih+bzRb8nZ9QgPtA9DFfdZQAO4f7u/PNkr3eAlJMnmDIffm5jAJe+DJHsxxAcnjqED+ydg7QUYcw/eF/MQDee+A+nl+PSE/mGq4zYLaAC3efemU7tLPgAcMfX/fHrURKEWY1WC+yLerzbR8TqojwKDqb9YE7sxc+b8oBAAl+wPSXa1/6sKiacgEqhIQAO4IuhGphkM1iFNZ2O4Cx92AB7MXaez3yax72bOnB/mPlYH9E/AuY2B0wq+dWhFnP05Piw/9gsd+ievjhsooAHcwE2puKSnM7BnE3kLmG3x/ku58rvkYEgWw/vDcx2nxf0UsPZ0jPk93mffwBT3ce6HmPSc3M+ULq4CRZJAbgEN4NxkHT3A2pkYskF8PiHsM/ZznmfwMtJkdkEX1HQUV22NBAzO3odJ3sVw+J1CVVxyIJi34cPrC42rYBIoUUADuETcFoZedXTPsCNJtx77FhGX3IpNt+IJ7mxhzyq5KgHnXk+MF5b0AoVVcfYOfFgWeKSqlpRHAtMR0ACejl43jzU4dwLE3YnsQQjnL7JNl2RXs87Bp0cvcq0W9FfAuU9MNe/9/qUgOHcnJj2ZYXpqKfEVVAIFC2gAFwzamXDObQTxMgw3MgzZyxceXWBvM2asRerPw6ev7Ez/aqR4AWvvxphZpT2+dOptYGZ9fHhz8cUrogSKF9AALt60SxGfg7XZX8BrjN4zvODf7VySPVZwU+CeLgGol4IEBoPXENPPlvwe6TVx9lZ8WAp4vKDKFUYCpQloAJdG26HALsme95w9s/dIfPrR+XbmkuyVcL/Fp/O+ZtRHAn8t4NwxxLgUIbynVJiB/TkhHkWanlVqHgWXQAECGsAFIPYixIC1Se2Vc58nfR8+bA/c/5S+s3uKY3oKPqzXCw81mU/AuewlILvj/Y35Dsy52iUfJZrsXdXvyHmklkugcgEN4MrJW51wcQb2LCJvI4ZtCVz7lG6y/8h6v8Hc/9A+1OouVXyxAoPBK4jpl/Hh+cCw2OB/E23Aq4j2Znx4JvB/peZScAlMU0ADeJqAvTzc2i0wnEcku6VkryfvGXbuWEx6r65C7eVZseCmXXIE0axICDtXIuOSB4jmkLm3O11QST4lkcCEAhrAE8LpMF6Ms5eBeTqJ34o53I5zr4V4JD5sKB8JPCmQXaBHcgDeX1eJikuOI5qVCWHLSvIpiQQmFNAAnhBOh40EnDsO4p5E9iaEc7H2J4SwLvAbGUmAGaxBam8aPae5mq+Eswd+ELOvvJ8BBO2CBJoqoAHc1J1pU13OvQHi5cDXiVO3f9xECOe0qQXVWpKASw7BmJcxDLNKyjD/sC55mGj2JYRLK82rZBLIIaABnANLSxcqsCzOngdkXz9nf/G8RV4SwCXfJ5rDCeELlWq45GSieRZh6i1f+kigkQIawI3clhYXNUj2JpoTMezOMJzd4k5U+nQF5r0g4Rh8WLLyB2M4tyExXkYIz51uGzpeAmUJaACXJdvvuNn7WS8j8jNC2G/qAR369EngOTh7OpA9EvI7+PDGPjWvXiUwroAG8LhSWpdXwJL9/hfZniSdyZBiXz+Xtxqtr0Zg3huPLsDEi4hme5J4AsP0U9UkVxYJtEtAA7hd+9W+ap3Lnox1HqSfHr0tKbavCVU8hsAAlxxKNNthzI5Y/0uCvR0/9RXwr8c4Xksk0DsBDeDebXktDS/LwJ5KZBl82BF4oJYqlLQsgZXm3RPOL/DhvcDDuOSDYN6OD68pK6niSqDtAhrAbd/BNtU/SPYgsg/RHEAIV7epdNW6AAFrt4R4DAnZe3hPfnKVc7dj0rMZpifKTgISmL+ABrDOjKoFVsMlVwFfwqcfBv5YdQHKV4jAklh7JCZuhE+zJ0796K+ivhBn7x69evDBQrIpiAQ6KKAB3MFNbUFLz8C5j0C6IT7dCrizBTWrxL8IrDHvH1HJl/H+UOAPT8FxyfsgmYX3awtNAhJYsIAGsM6O+gSsfScmHovhRIbpGfUVosxjCwySfUjZG8zBhDB7vsdlD9+Ay/Dp8WPH1UIJ9FBAA7iHm96wll+As5cQuY8Q9tUzpBu2O38pZ7nRvb3PxYdtgXsXUOnyOPsAPqwK3NXYblSYBBogoAHcgE1QCSS45AOQ7Igx2zEcfksmDRJwbn1i/PTUvb0+/RjgF1jdINmPmOyK9y9rUAcqRQKNFNAAbuS29LSoAa8mJhcC2X/oj37yPcM95WhA2250b+9OGLMN3t+8yJqcvQXiF/HpkYtcqwUS6LmABnDPT4AGtr8M1p6EYQV82B64v4E19qGk7N7eSzA8yDDsCfxqjKafjbMP48OawO1jrNcSCfRaQAO419vf4OYHyW5E9iOaDxDC5xtcafdKs3ZriEeO7u09ZewGB8lepFOvAFxl7GO0UAI9FtAA7vHmt6D1VXHJlZDcgPeHVf5GnRYAFVziEjj3MUize3uz28Py/RXr7Fcg3oxPs73SRwISWISABrBOkaYLPA2XHA68ZfTAhzuaXnBL61sdl3wWkmvx/kPAYzn7eCbO/hYTXs2Q7DYkfSQgAQ1gnQOdELB2E0z8BIZTGKandaKnpjQx9dUx+4F5PyF8ZqKyBsnuRHMIPqw40fE6SAI9FNBfwD3c9Ba3/HycPZ/Ibwhhb71lZ9o7md3beybwbHyYBdw3cURnvwjxNnx60MQxdKAEeiagAdyzDe9Euy45CJKdgJ3w/hud6KnqJrLXRP75vb3zbhkK0yjhaTj7ezAb4v1N04ijQyXQKwEN4F5td4eaHbAOMbkYuBSfHjXNAdIhmEW2YnHJIUSzM8bMLOQfMNbujIlH49Ps3b/6SEACYwpoAI8JpWWNFFgaa4/HsCo+bDetr1Ab2V7hRa2Is7OJ/JwQ9irsK3xrr8LEe/Hp/oVXrIAS6LCABnCHN7c3rQ3sTsR4INEcOvFFRF3HsnYbiEeQcBLD9NQC2x3g7GNgNsH7rxQYV6Ek0HkBDeDOb3FvGnzR1F93mJsmvI2mq1BLYO1RmPiG0W1cPy60UWtnYeIp+HSZQuMqmAR6IKAB3INN7lGLi+OS7CEQm42Gzf/2qPf5tfpSXPJ5SL5Y2oNMrM1+h3+UEN7bc2u1L4HcAhrAucl0QOMFnHsTpKdgOI1h+snG11tGgYNkz6n7elP2KfFRngZnHyeyJSFcU0YbiimBLgtoAHd5d/vd2/Nw9mwMjzOcuuBonJcJdEFs2al7pWGJ0YVp5b3MwtotMJyLD8/sApx6kEDVAhrAVYsrX7UCLnkfJO+e+1alXcZ6nV611RWbzbkNgLMhvXB0a1ZabIK/iWbtOVP/lxB2KTWPgkugowIawB3dWLX1VwID1iYmlwCzR++pXfAL5dsJ9+d7e3ciSWYyHH6zkjac/QORnQjhqkryKYkEOiagAdyxDVU7CxRYCmuPxbAGPmwL3NsRqxVw9rNE7iSEfYDfVNKXtZthuHz09fN0nqJVSblKIoEmCmgAN3FXmlqTte/EkH2d295PZG0MS2G4ljT3G3+a1vfiJPF1wFEM0zMqLc7a7IUYSxGm/jGjjwQkMIGABvAEaL09ZDB4NTFs2IH+EwyPkZq8r9xrRusmLkc07596P7Ixs/D+65UX5uzviOxBCNlX+/pIQAITCGgAT4CmQyRQm4Bzb4B4OYavMgy7Ar+vvBbnNoZ4DT4sBTxReX4llEBHBDSAO7KRaqPzAgbnjoW4F5E9CeHc2jp27kRifCEh/EttNSixBDogoAHcgU1UC50XeDHOXg5xcXy6FVDvE76c/RWRAwkhu99YHwlIYEIBDeAJ4XSYBCoRmPewi/OJfJoQ9q79tYvOrQ/xBnxYeuo3aH0kIIGJBTSAJ6bTgRIoVWAxBvYcIpsQ2Y4Q/qPUbOMGd8mxYNbCh7eOe4jWSUAC8xfQANaZIYGmCQx4BdFdAfE+fNgeeKAxJTr7ICYewTA9szE1qRAJtFRAA7ilG6eyOyowSPYlcizwkdFTu5rU6Do4+018WLaWq6+bJKFaJFCAgAZwAYgKIYECBJbD2YuIrEaSbMlw+J0CYhYbwiUfAfM6fHhjsYEVTQL9FNAA7ue+q+smCTi3IcTLMNzAMOw29X7dJn6svYckHs8w/VQTy1NNEmibgAZw23ZM9XZJILu39+MQ30PkvYRwQYObWx1nf4gPz+vRqx0bvB0qrQsCGsBd2EX10D6BxViFMHVv72B0b+8djW7CJYeCeRs+vKbRdao4CbRIQAO4RZulUjsiYO1Wo3t7zyGEfYFy39tbBJtzd5Kmp5GmJxURTjEkIAHQANZZIIHqBLJ7ey8g8iYw2+L9ddWlnlamF+Hsz/BhBeDBaUXSwRKQwJMCGsA6GSRQhcBg8ErS9DLgbkLYAfhFFWkLyeGSgyCZifdrFxJPQSQggSkBDWCdCBIoW8AlB4A5GuJh+PSYstMVHt+5H0J6IT49vvDYCiiBHgtoAPd489V66QLZvb2XElmFJNmC4fB7pWcsPsEKOHsvPqwK3FV8eEWUQH8FNID7u/fqvEwBx8Zgs/f2Xje6t/exMtOVFnvqr/dkF7x/WWk5FFgCPRXQAO7pxqvt0gQSsvflEnchsjshXFRapioCO9YHtxjef6WKdMohgT4JaAD3abfVa7kCi7EaIblk7nOck9G9vT8pN6GiS0ACbRbQAG7z7qn25ghYOxPDeWDOxPv9gNic4lSJBCTQRAEN4Cbuimpqk8BiOHsxsAGYbfD+P9tUvGqVgATqE9AArs9emdsuMBisO3Vvr+FOfNgReKjtLal+CUigOgEN4OqslalLAlMPpzAfhXiI7o/t0saqFwlUJ6ABXJ21MnVD4Hmje3tXIglbMOTWbrSlLiQggaoFNICrFle+9gq47BnOdjaGaxiG3YHH29uMKpeABOoW0ACueweUvw0CCdaeimE7IrsSwqVtKFo1SkACzRbQAG72/qi6ugVmsDppcjGYgA8zgZ/WXZLyS0AC3RDQAO7GPqqLMgSsnYXhXDCfxPv3lZFCMSUggf4KaAD3d+/V+aIEnP0WmIPx/oZFLdX/LgEJSCCvgAZwXjGtl4AEJCABCRQgoAFcAKJCSEACEpCABPIKaADnFdN6CUhAAhKQQAECGsAFICqEBCQgAQlIIK+ABnBeMa2XgAQkIAEJFCCgAVwAokJIQAISkIAE8gpoAOcV03oJSEACEpBAAQIawAUgKoQEJCABCUggr4AGcF4xrZeABCQgAQkUIKABXACiQkhAAhKQgATyCmgA5xXTeglIQAISkEABAhrABSAqhAQkIAEJSCCvgAZwXjGtl4AEJCABCRQgoAFcAKJCSEACEpCABPIKaADnFdN6CUhAAhKQQAECGsAFICqEBCQgAQlIIK+ABnBeMa2XgAQkIAEJFCCgAVwAokJIQAISkIAE8gpoAOcV03oJSEACEpBAAQIawAUgKoQEJCABCUggr4AGcF4xrZeABCQgAQkUIKABXACiQkhAAhKQgATyCmgA5xXTeglIQAISkEABAhrABSAqhAQkIAEJSCCvgAZwXjGtl4AEJCABCRQgoAFcAKJCSEACEpCABPIKaADnFdN6CUhAAhKQQAECGsAFICqEBCQgAQlIIK+ABnBeMa2XgAQkIAEJFCCgAVwAokJIQAISkIAE8gpoAOcV03oJSEACEpBAAQIawAUgKoQEJCABCUggr4AGcF4xrZeABCQgAQkUIKABXACiQkhAAhKQgATyCmgA5xXTeglIQAISkEABAhrABSAqhAQkIAEJSCCvgAZwXjGtl4AEJCABCRQgoAFcAKJCSEACEpCABPIKaADnFdN6CUhAAhKQQAECGsAFICqEBCQgAQlIIK+ABnBeMa2XgAQkIAEJFCCgAVwAokJIQAISkIAE8gpoAOcV03oJSEACEpBAAQIawAUgKoQEJCABCUggr4AGcF4xrZeABCQgAQkUIKABXACiQkhAAhKQgATyCvx/rF/6/1yKOV8AAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="148"></list></costumes><sounds><list struct="atomic" id="149"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50" y="50.000000000000085" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="154"><costumes><list struct="atomic" id="155"></list></costumes><sounds><list struct="atomic" id="156"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="16.66666666666667"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="107"><block s="clear"></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="200.66666666666663"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block></script><script x="23.666666666666657" y="347.66666666666663"><block s="clear"></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-50</l></block><block s="doWait"><l>.1</l></block><block s="turn"><l>36</l></block><block s="doWait"><l>.1</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="566" y="92.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Jack Swift U1L3-AngleExperiments1" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>